From 610c884603a7bf1fde9ae0688fc4cabd2a63167c Mon Sep 17 00:00:00 2001 From: quantum-mob Date: Wed, 3 Jul 2024 11:53:30 +0900 Subject: [PATCH] Public release --- Q3/Documentation/English/Index/_0.cfs | Bin 10265763 -> 10434040 bytes Q3/Documentation/English/Index/segments_3 | Bin 41 -> 41 bytes .../ReferencePages/Symbols/BlockEncoding.nb | 2388 +- .../Symbols/ChebyshevCoefficients.nb | 6388 ++ .../ReferencePages/Symbols/ChebyshevSeries.nb | 4335 ++ .../ReferencePages/Symbols/CliffordMatrixQ.nb | 1430 + .../ReferencePages/Symbols/CliffordQ.nb | 1260 +- .../ReferencePages/Symbols/DickeBasis.nb | 2142 +- .../ReferencePages/Symbols/GivensRotation.nb | 195 +- .../ReferencePages/Symbols/IntegerParity.nb | 194 +- .../ReferencePages/Symbols/LogicalForm.nb | 628 - .../ReferencePages/Symbols/Measurement.nb | 3039 +- .../ReferencePages/Symbols/NambuMatrix.nb | 2576 + .../Symbols/NambuRandomMatrix.nb | 2639 + .../English/ReferencePages/Symbols/One.nb | 332 +- .../ReferencePages/Symbols/PauliMatrixQ.nb | 1366 + .../English/ReferencePages/Symbols/PauliQ.nb | 599 +- .../ReferencePages/Symbols/Pfaffian.nb | 2873 +- .../Symbols/SkewTridiagonalize.nb | 1407 +- .../ReferencePages/Symbols/WickExpectation.nb | 5916 +- .../Symbols/WickGreensFunction.nb | 1664 +- .../Symbols/WickRandomCircuit.nb | 61464 +++++++++++++--- .../ReferencePages/Symbols/WickState.nb | 15976 ++-- .../ReferencePages/Symbols/WickUnitary.nb | 4750 +- .../ReferencePages/Symbols/YoungDistance.nb | 446 +- .../ReferencePages/Symbols/YoungTableaux.nb | 290 +- .../English/ReferencePages/Symbols/Zero.nb | 214 +- Q3/Documentation/English/SearchIndex/5/_0.cfe | Bin 416 -> 416 bytes Q3/Documentation/English/SearchIndex/5/_0.cfs | Bin 1171890 -> 1188463 bytes Q3/Documentation/English/SearchIndex/5/_0.si | Bin 375 -> 375 bytes .../English/SearchIndex/5/indexMetadata.wl | 9 +- .../English/SearchIndex/5/segments_2 | Bin 154 -> 154 bytes .../English/SpellIndex/{_2q.cfs => _2s.cfs} | Bin 4193219 -> 4285400 bytes .../English/SpellIndex/segments.gen | Bin 20 -> 20 bytes .../English/SpellIndex/segments_5j | Bin 42 -> 0 bytes .../English/SpellIndex/segments_5n | Bin 0 -> 42 bytes .../English/Tutorials/BlockEncoding.nb | 2484 +- .../{PlaybookX.nb => PlaybookNub.nb} | 82 +- Q3/Kernel/Abby.wl | 74 +- Q3/Kernel/Abel.wl | 6 +- Q3/Kernel/Dicke.wl | 51 +- Q3/Kernel/Gottesman.wl | 127 +- Q3/Kernel/Pauli.wl | 100 +- Q3/Kernel/QML.wl | 39 +- Q3/Kernel/QuantumCircuit.wl | 42 +- Q3/Kernel/Quisso.wl | 70 +- Q3/Kernel/Wick.wl | 568 +- Q3/Kernel/Wimmer.wl | 328 +- Q3/Kernel/Young.wl | 85 +- Q3/PacletInfo.wl | 2 +- Q3/PlaybookTools/Kernel/PlaybookTools.wl | 4 +- RELEASES.md | 17 + 52 files changed, 98241 insertions(+), 30358 deletions(-) create mode 100644 Q3/Documentation/English/ReferencePages/Symbols/ChebyshevCoefficients.nb create mode 100644 Q3/Documentation/English/ReferencePages/Symbols/ChebyshevSeries.nb create mode 100644 Q3/Documentation/English/ReferencePages/Symbols/CliffordMatrixQ.nb delete mode 100644 Q3/Documentation/English/ReferencePages/Symbols/LogicalForm.nb create mode 100644 Q3/Documentation/English/ReferencePages/Symbols/NambuMatrix.nb create mode 100644 Q3/Documentation/English/ReferencePages/Symbols/NambuRandomMatrix.nb create mode 100644 Q3/Documentation/English/ReferencePages/Symbols/PauliMatrixQ.nb rename Q3/Documentation/English/SpellIndex/{_2q.cfs => _2s.cfs} (55%) delete mode 100644 Q3/Documentation/English/SpellIndex/segments_5j create mode 100644 Q3/Documentation/English/SpellIndex/segments_5n rename Q3/FrontEnd/StyleSheets/{PlaybookX.nb => PlaybookNub.nb} (51%) diff --git a/Q3/Documentation/English/Index/_0.cfs b/Q3/Documentation/English/Index/_0.cfs index 248cc08919f431d501bbea070c0322d36857d76e..bdab4309a9f2a361e7ed4a88b826d1edf0c42ddf 100644 GIT binary patch delta 981163 zcmb4s3w#vS_5bgld+*HL**tcWY+jp9b`!!w9)ScThzKZ%h$yINt&fVWwrYJyuM#L4@5HV7Wh>==Kk)ov$6_KB%N-5G76;q0c_=*&jQp^8)?j(Tyy*~f!vO7C- zU+3KOK4*qyn?F}y?f-{*pnB@tS2^DqI^@P5-S%(%*Y{90|GesZ!Owo#O~KDw?A1jx zKIfmeTzz%$^WR4XKX0}_AN%5rRX@rX!q5D8n^#&G_B9PEbx1m{BgrSC%OzE2p5Eq_ ziP4z_XX$6lvm|*moD5A?6|_~5gJz}P2y&^2l#_m(1`8*%;Sb(}vOuczOu6*TeWGvq z8dXuTT@OuUoLIb(N|SHNii-WBBKf&2OTMg%D*h_^CO@L$s?uy6yZX8^YJlro@@v$tdyeF@sYG+YN;!|Cm z+*D9j{ZzD|YQGz;++&I>-^nSge9;t@x9E~SALhjR{52l!^IYz3u}zzmbjU1si`LU( zkKe5xK2oio{qFfX?h2o2#H+tVx-Zep-`l*6WBpVKNaD7WE-bh|6@$*{OVNLE)8lh+uIY&aXA4Fr%ICfZNFOV5e#f@XpAxgwf(<N?i=FB>PA^yP0g0<_ zmlw<*i+tN1Yh++>0`TxGn7#}2&t$_yxY05ZTD3}G6Z`+RE?xsnp@W5^1DLT4juUo^ zFbwxgG5T61I$FwCz0lcR4z?en%90P-;LY=DeDi+1s7&2Lzqboh*{xP)Fn*aqvGN99 zA}HwzkJkCCkxa3A7zHAPBT%aa3!8 z!EZZ7fa{$g`wtw9jsCns%d%*~E9YNmx>I3uck;@4eyq~sdpq+z3mHBMDb?cHUMZG& z=)^RzQ&|CXP)`K~tZ-MjSjSwe4dTL2 ztRVmb#}?{Zih)3YOcgS#ttvU4^NcEV_h6Cqu!aW)rq9*iuZ5!GmKQ zEb5)joMjQfgP)`6UtHs`N8C9%Np$u7m9bFZ(?lz}~t}PMo2Q@4NehG8XI%CqO0 z^4?ZBfsNziPUdeMW4USnONX@p+lA=YBf`U=AFPO5fC4x)u`S9M z!kBV1I$?U2n>hQR0D}g`JaiBoxz%0XpFTQkGZ)3XS%Pi5Et(dHU6Gjg+dAE!4 z7p9bMa$DG>5JCd3dMn!JP7CdCKu&~`Rd zSeV(j!=6>|&s3{qMuSkYZy2*MX>klY)_NNq5JuQOAZ)XYM0S`t%8~gbPgfVvwG~^) zOgRCL>2hElkZrQUnOQB32|KX3ZBAMMA-tnlZlJ>$&VVnNK2sj9Ls_=;d}H-I0KXt~ z7$znQoJ|XiV7Ddc+~Q3Qvz>+gt%a6m&D3s*hPQ?dr*>zh!<*dgatCy_929H_Z&br! z-710qg>cz0zMX=v@@4~lmU&p*9X9O%&+4m&F3}}k2RL1p@b^JBx5@xJ3}PT)&=+HM z!ggw55CTD9<(CB$*FY?|5Wt=4@#)aF9m~X3mK1NG??V6Be&aOWJe$Q64}HH+3;f_^ z86H9tWCJj}-GHU6oq}Fnf_DQP5rB@J1Sx{*8XB;I*HRLgWqEX~#en6}TqfWy5o}Yi z%s`-m`MVWMNG2NKK9C_>9lpvU8M8x){7uu%Y5I(S9jvI12@p8h12KjrY=)iOfuVsl zM%kOtKVfiqmw?UqQ^QR3t|AtOII^@1@?(R$Rjv>WjEkXyCH0aC?=CwQ?VvTFbq`b+ zW?Be41v=4gTdg&gEjjU==)RR1(H^HP^=*=EY9mvbRh?*Htt5a`$K1&@0H7I-Y^yT? z-x^R8daxqmrP#%R#O$;z#IVp?F)_F04QcUu)H1_@Ype%AASos5fDLxpfL*9UVcjBY zH($bvslru+Qz`{*1AGT)pK|$6srD5$>#&x-i*mh-r zy2MI0qqlk~G-gq0amRxUWZlLE#5|+ z7t*N*3O@goOS$OZX@d=20sz4Oe?wWuWSP%x9`uh2fM764l0a;?O02k7PTcRan^xO{ z+Fn`!9@79(y$-6ke?L$L-=2oLa-=1a5!*_dbBMzhBs7a zVP0zn0wAWePMCeXRLlnKVQ*MWZNiB?5Wv9qPN2dPZHu>C03Mc2jN`3AAOu3hWlV=T zQj~g!Ef@m-g}oT@REErxN~{4MtO%db z25boMWo!=b2TMcn*t6{Ubm=b5p@Y=X>x_Oo2rvZ{@r$_)WZxxz!wwce+5>Y|W8N;1 zFL0U`H(bYizR(BMJP?G^{k~cWk1i}bF+Wy}cU>23<86+0y0D_abhmuM{@+61Zfm=f z0gv>~96+%LER7v&cP#5L%5k3ONejDeJ-dmM4ehX20|hT3mUUh4Kun{|MA%5sOPAQk zc6^hpy2C$Ru8}uV>bw2^VxXRRRJ##p0gV`!O%IG~SGf<{isNk#@WyPLhWzR!^$0E; zX34>8#n3z(PJt-8-EDy*X!*-7onwQ*d8-7vtN={=sZN-a_{p@+K1*P`=Jv+pj_pnl zYFMYT^bO`<1E3TC@M{5M>S+)30qNHz0PjXwhk=3rR>>}wz1Geo!4@CBu-YfQ6i5xK zgVDr|ETu4ULTgwWhhxM&18b~RvUKQTmCot`6wqr?p@(G_2ye8gJ8T$dm_5yu!HUgl zU~8g52(XHKL0b?~s>9lD7%KqDMx&TTtdwMKwt5d>bTNdymmqz8Iiq163=KOzmR$=B z>|=!U-UKf+4~T^oxRvOZ!r7r@cq|E}FfpqpNPZp~U3hRT|PK5G|NI%(|=-Hd>0!EB32eyw?M?vBA_1tgN)st*#rP zSoW|3?CfPP_Z@6DYuIhD@POf1CQ zs7MRQ-N2jaR1l$92he-xl&6@jfwibYTUp*rG=aL@@ZN7KFv|f5`O?u~BYi z^Q|4?4HURhhA~m6ssp%;XSU%iDPl4vvK|t$TMebhqw&h@YOyhB#e*^|*#C`uzTK$< z)3W%mvjn0VI0XGQY(iHaksTynbFb`Xjg-d9(7o3k;>j6$i%ty2O#^Y7j@_wH`U$o{wuPX&r9%cx6Z_>VXmoQM5oAw(X z^u0x3FpP!w>zwLhP&pmbC9teuN=%L@tsAf)da|Mi$-8w7i4}1z-cLA)+8qwOf}n7oA{;+<1vW;2U~Cv8$eO?y2Xmx- z=6krOF3c0h%1CtT-R6ZpD=3z`y~G4_)7o;2RD6%qr9qcdSwN>4x54bdB=)q+eF`7! zY{HeXA{?{^1cr%CEQ??sGU(L>C_6!I5XPH%6T!hjBc@XhD7V5I;pkw%`)LSb&bL?+ z+~zRGQ}m8?znIGyk=r0aSE32q8Cb(cr~(#CEWEHdtQtud2vP`)T5Cu#GFoN3_X1=b zHWtg`-Y*LXI9Ailw%~qrh19WD0d_Djz&f0>pf*x=!&uQUqA@-?VQad?)J}+6EXbM- zIEj(jUFn9Pe`Y-d`L3EB(R2we0Gh~Eu%|FEC!J<){@ zR(yDGMyp@(S2_j#wa2mU4&xZuK|f5%(g;3AmkX5GC3eA_;{d}(2tXj39Xjm#LcdeN z_T;cW#8?_0h7~=SqRv9x%JCU6)Z?n`CGA77=zD~kBMWF?84WuA69!P0;8dz$(^O*_4UtI!GUxozk4+g^C0$f1RV`tXk5QNz!A`y12AXqw; z#Szmi(B<>u8yYM-VA)%pI&=>}fOJ>b#2#}C$s(XV#i1!g7lta-DWrayt?581Fp#*~1^jwUO?1_1?eU>wL3Y^X9*Rk zaho9qdgKt#!A=@vf?YU&G8m;xP(up9Gr)2N+Ht8UfD*#3t`Ku3rp{CnhikN2za<1 z4ugImg>Ls*U^Xpw!9@W@;`|1&T;5P;oozH^gV=7HHQIQK7W$yzpg*rUAee&?1WY)o zm(iZpI<$h$vX)fPv{#G;`_E<_(A)(-B*KGWUHpZiyIianez$ew0we=oj^?vqL%U7b z=r+}mW|M*W5{zxb6YRsl{^Aedx65q@Hkn8;J+_0%RgVSa8kPQrg zYhg&RvO-UM0(i?o0T@>2z_7r(3so6CyJI&7sD4|gve0gm1g|YK;PG9&L3rbuJw!tc zS%)hYwU(r}Ig13`61+hLy^aA7%!vXB2g_UmyS0O27#7CW)FxU7$0499OaXL4&awPw z*nucJEt4T{FE?9<$Z{R?1}>(L+4nsh&k+42ryHO(IuVvZG!yD)wg+f9RJ9H}%Kk4e8X&gH z2=8z&=dgj4%RS$>JkfBT?9k1)g2sd zl0DX0JK$no-YntYVpv2WiS;}iblj9T9p9K4c*gk@_8Dyf3R8iNi8GDZNm)>!Id}kV zq275lFu$1W?5s=|+nnoe;Pb$g)eIQ;u*MIbkSDU)Ois2St-_LpMLFxshN-;Lx^*dV zT&IE}-^e1f6CvYHBqy!VvwZ-HRaU$f1bdI!&luZ65};@^2XP?CbXG&dXSOPihuEby z3FM;1tK^&_-w@A9Xe;kAO|E=JsFUPn{yf;9JIq@~zGdhw<2QUnYMg$LNYS_H#++89 z;k8v)Ja)S2nspIB`1eUDzcQ(N@tOKKo+0VYPP5o)xC-$ zh335M1^yFK&QtOup-R0`EkY9A<;zv36|bKg`Ky$nb!HV_t>%}8wx~w^cSTFYEPub* zZx;9m%svx+(ooeFv&Hm|BrAT)ZT5I}xW7Vzn|pkkWugoGpBp;uRYi^ZuwE@+MyO)5 z*`y9@tjNQPn#8f?NFHF7NgW%bcX-XiA3M$MTCu+^QfU#y-aE5%&vB5u@o_Ss6r&OWPR*;L)rCM ze0>a5(`|OsQuDYWw+ghq+$=Z8e{E9BK{n5L@)?hgz8Cn1&66G$eNeBZ8&S@yE3T8j zG-}LpbDuBGds24cwaAAR-|TnkQGHTaviY7rUfw}6mi#NpJb6kE`ECL7wf|5h)0a5g zWj!hH2?=Uc@S{dfyh`;aDT|3@f-!rVoS+M(Ls@j9^dy-w|1lY>{ZNs-MvgU$9CPW% zvLs^Wibi^0pw1^dOkMKom1@4|l2f;*1W}93K9y$qADfTOT@L1bU(&~he_sj?!vJq- z41`gJ(!GKj>E>IcPw}2HdOP%+XMH`FkukcFBo%+I+?oVr|MCMj=q7>_M+u3Cs_W`9t@FOE`g(-aT%hc zpy1%r<*1A0{d`Y`meEP{OGyl>C`Cy=S`Q;0GP~p7cN% z%V;l-WTUee6mkGOyc@5N%@V~Dm|ioq-}vcs>P{EYOxA-=Od85f|GX}aG=D|ie#ziEPc*v=VRMAC@FZvGkp`nyb zCuS~t$XOg@_m(`d`5>W|K{W+ z?vvrfuko)5*E=bk{JV@)wL9U&b$OManQ-zqGE(^&nth3`2Pl$QF2l*YbtJJGO+QNE zLMIx0;T2at8Y-yzX?QQx$)xNqam3te7RWKXD1WOMHtJS0zG5>q%I)GywOzEi%jiTD z)-MGkwSv_5ivoEYlt3r@=v`uWVEfPuTuTS@!3N!+!Ev$oa0Lt=nAPi3dJ!8uFY^bK z{w%*)HS2FtthZpJr*y;qJodpcJ1+2O_1F%|u;sB{H#Btfyum>DYzLL`D>%_>*SGfg zCOEqb21p7nT|;jhwjbvS`n}59Msr1SaA-MP@kZ_dAh39ARq^)rZ7Q;#4R<@~ z3WwcZ*iLqEMog;LxWtcj295CD>RopOzWB1B$U3f0#PLqGA}~(Zm={$K>=>!nbi`8H zQRCO>t?(j^s5oRap&}58XEcg*c+KqD@Q^NJazzleA})yFoMJH7%Z#}t-s39#l6GDt z`bvVQHh^c^6zNH81aAB|TV5e^pC|7V-cuiV8BM2ww`FfC(MLLiAM^%BmRkjH({(c~VV4v8b=Iq@$Gf zl;ikrmQn@e7fRpDF}?>D&a7JO49bLt$~sx>Wv3rI`TME!%eT{ze53lwlHQAjuyU(LaetO!gzjYxLhY?hw^x zzHqXh6XBPzWIpg-66zUGy(Hu(#<6GIXFUCdqn;Dy6GOXAoB5d+PEig@bA|geEYJJ7 zM|k7#xVJ*1ppA3f3jyxrtX?@fg z>F20YM`h)f71U(je$=TJgEE6^<)GB{CAU8+Dn6#WMf@xA8xen843EDj=J8!Uiw!h< z@Va!ikaOr{Iq5MNV6Al1lrp)_JDVm9EeBw=bT17mm#8kdiq3*4&dyV-4a3wW*o0YtAXXPn=nL!_e5>;?(lF zVsgAgTo}9Rtg`PP(HE~2o6K4>^+Oj{^0nV(vy%UsMf~Cs)w4v@l|KoM7_D0ePh- znja%^sgnC~wayCC|zso8(Z$fYoZ<{Uj`4QUuxt$Nb0CC%v4 zaF}+Rh3Y;{7tZ(dt7L4XcGEYWR%XWJx{+*mfYzC@OGHfEoS8mS)}3-?PgH5Zfh0`~rV9jEdEUT?RyuwBDe07`Y#_+ga~(==L#Fdae3qztv1!2;VNg zmyOMQRaxyr3q^(9F3)4#N%s;2L+A zhz*dl#4O>)qEp;9nOELzo;F~`Ri?wpHD;SROnSCU@?n=|6CGXP8_YX3Q{27IZhAVH z_8UIQTc97j*c++gkM|*z=lFLUx=+D?-Ov6X-fT*35CFARe+*X@od8g?d>`}E5K{6J z7Y9vZ7yKEyOv3#+Y)a`dMXx}0h;1|?^0bmK8TdQUX!Zk^9sF>juilRI5*>1n*eJT-s0O#Ut=FxlP1T&J z8pSWr5#DEH5WZq1@S6kI5<$8!oJ*x5uS#012m<$N>lmikZ-=A3!|XWbY##3>uQJ@O zS*?P5h&im|`ZUo+gO%zX{3G!V=d%@_N00B>>&~w-z5eSKGpXIgRv9R)-9|1kBM+Ho z2UN7qTW#i=4W=1RMz4Rm(G0lTrIjYxf*pCE?_XjuR9&LX;JoyL(@%_@K&rrrIogB8 zsYd7HR6_Mn&^ zUn^4OcOl5IUhgmmVOl^Xjf=IwzEVfs>~FwYdNex0m^ljTH~s86{sQduD)Tfc*pJ=; zk-8aymAW)}?R7Z}vdhHr{utPT1*bd2 zn3o)RmTWX@K)_2)Cte(6i8Iy~`0Unaxf~f9r$!_r*_o%FbOvN6*cnvX$?+W#*>ns=ZNY6-1xO9s!%N`@Q znA29t)nY~q3)Wr23S&9==8Bh9e!1P*P7~`D5n0qG<$yDxJ0+93A$XipxpT#vo)4;r zT6r_&`G9o3-+_j^#V-XMQ02mpdef6{dXD|{anP)evLCm6815$qK@;<)myOS!lkW@Z z{!7md=C_6>H64>_y&@xHe&y2gS_3j7GjN(Sj*Y5p<4b18kSjwzI3-!`opWY*iaYWo zrOUmuoE(`uBfWKUL28#Mu5P8`$xOY6scOdHNT>M8;Ot~n#$(VWQ>45-yHP~n5TRva z@YvkkWN3xB^g|KO%|5TnK)UJ$V!5a(StjNPWRFI@OoNwEzp-_D1w>-M{A6@|t}72g zD};11lCMK?{ZkdmjmVghz_{r*3ZKK=5-GE*&M`XTO6_XC64D`=oiB5BwwoKT#ux*n z9IGeJ5us#$c5aO{b(yiJ$iAtIa&xZW_+R|e|rOY!3lQ)Ou)g&mZ;gy(@GNGj}eFFkmc5_9f@g<4?I>>{Gpf>=AVg ziLUzZK}nwXDnNM+pyW{lA*zr+gr=9k`#3G?OZXJ+P)X-IcLTqakl9zW^Kk;Da$~cp zuz$CSfsW>gLu#v$0OkN?%sKdOHhWF8`4a0w!ULvhAb;lgOH3XmCm_VrCdNlY35wK$ zYll;ou0E+CkA_R-g*5_EIk?|`W^SmK>S6GL&`!Xad=E#zqT-=XQ2bo@=vK~gHk2d0 z6Wa`CU1yGXb4?KOoXfI!4af*u4A&1Cd^elA^9JeayS4X>$ZiuO08z2mj%ppi(Cn`g zD>NLlF9jd06vw{Tn4>am3G2g+re9~ugxVm(CvGx&FM-9Dn`*#{IhKnSu}PdvrLs*{ z($56NJehDzQdMzB(S#Dqzu~pM)Lb$ZwK!Y6d z@Z%8F6v7L0#HqmXjuiYbT4Xv2SCD~PY7TJ@0m%Q1BjDArW4bxI`98 z+u0spCNXqip2RxDSAt4u1>A_I3}T3n8r(u3F#c?!>)FhDQQ*GP7bTqDlPEun_5$Il z2{5oA6&^Bl4uX#QafwP^0&36}egI?xt)>r1?G^Hzbs`_Wn1|q>BlB>n0EXoks$|#; zG!9}!ACdB(Y)ipNpxj)jJATRnB2&uwr;7ETCuG0-!5KTnnCV(Ki__5kx_d+l)j&jL zYLGI8aAjUm#r@}tICL9wJ~hjQ*89ZtR#8l`lU0O;)gd%M2>TMc00L|9Dv`Y5IprxA zk9FXH_ObXfg07`{{A+?Pd_yddlfIU{p=lenMkdY1v?XHOy`gIaz7aIpMI7r!aJbcQ zqb|`*=iS~V?nCHVPrChSsXsw@82i6nAQHY5FCG{D#<$T&5@RFWeSGU?M179+eNG_k z5dJ{r9FqG~@GsSS5Pb8{qrQ^<2g)34^UWr`=j(MR$2=Ek8&7YN^GLlX)IWuuxlALf zjv$+u$w2I)dMx6f!kJmGIlkUuUyqRbvx}otM-XZc&hqD||4_sA5XZy4b`9kcA@=MJ zg8kV+^)YbO$tLukb9^`+NMB*Tmc5s~ujNugr@x}ikMiGk^d-(Aq*Na_?ujN^{VPKg z;OZ_CFNjA-{zIs;lzJVdTizN`{dd0A;%Pza^lq7a#zWK|@d-rjH9l8*&v=ggUg<6H z|6-gaaFRQna}m`zmnKbIBWff#bRQwVbFz$;!=}XU?0`HyLJKv*1$(gse3jvbJq`ia z%RZqi=mCN>N-5_u>G*ZzL+x;Y-_6zvet#bQ_(Q>geiwm$JYZy&jGYGl>^Aj~ZBIZm z{qMnWjbOOHQN@P_!SG86VeFnL_BW&9xM_%*Rd3MRhPC&~;{)L;7~!~Z`f*|KqrvlU z#=(1sLm2&JN**5t=a_yy9%)ie^6Gg+c{0Tr3lCz=9hOIR09J;GrYTr0Km<5b<*58k z;$CqyePK9z@hd8=xvKC4n{>eXdh-s5(L?Z*^#>XFMJ|^Y9=AAjP1!Ln z!P8T5(@XZifuh13YDJ-(YC{Nz)Ya@0S0 z^`nS}pXEb0=_B9B0c;c?Ai?$oCcN@7aL%ehRBVj=+0Kgrh$aOcrq85I?a zWbBlU$Pu``8G$7Z4Ii3y@!D-bu>j9kR%8AI~QDUU*sW^#V% zRLGO4e`d%podIId>J2mM#0d)CJ$9V45S3ul@w7##EV>#A3Wo+FMg1+Luf~E>C_5dy za6HC3L8=;x5FW#``ui8=iaek0gla+jPO2)Lh3lS)uXQGif$2BD^^??oQCQI;!pT+@ zNxtM1#8*(H>Rqp}VxEdt{@jZsUv~-;U9zC!Gm&4h8j-(0$o%A|PG0g8Rao(+%uoE1 z@+)4a(!?`PQQ2H7sJvfClAj~Pu$A&EI;o)IF_l-b567)4Kk=N(OTMS`D&AF*%6)D; z@u7Qb%B*nyOpx!b?yY8zn0`>Uxx2-qC?hbNP&aSG`v^&2hr2aVyV0x;=nozFspu3< zYBhrGD6B$R?`G44@_$=1#VsNnaX(^OadjIiliQsp(+{N$2uh@;s>fGw2M*gE|i*`}!c2 zUH=kQ%olJnW~2T<(0oYqa8^HAnmZ%&!aAoal5iZ?1?M6pDNA*M8k_lKozqtr>KqkL z-*s_G{l}u{lCiNFb43{)u^tWMUCemMDJV2b7X}iZQN}qB`d1^a?SHBk(^)utc2UZNjKww-R#tZ{NJM<(W zHFO^)JaC1+Vk?9#I*?;09QFOhiJDX%(lh{Bgi&!FZXfjUcR*Xqj zyKQ26lZqyr#D&knqHh!oOu#1 zZWJA-3v)iO3dc9vBFfM1@4+{HEs~KBG%ZnI znt#i5PnQF8dYm!P8pkIxV!bmh{p-sn6k)%DzhG#d0Tal~o9D_ZkS%^>k}u%dUpeQ= zf6vT5Pd26Ut74I4ytsdUBv}$J?^oEbtaM;SUL``pg^@&lUS&Z+pC~>fiD*GGS=hIv zpigPEI+j-%E9^TIZOTUG$4BH&!9PrN|zQ&AfNM z?BmoLwmH+&X2w!~6=gR!iP+5-$J)fhqV#U@vKW{3F=Eb33>>m$@Xz)k1{M1lKE}xX zaFyUod}>%A;3AZJ}EkOAc~!az|90pLGG%t&wH( zFfNBkk2(~GL~NO9)v3K|zCX){m(&{x#mLX2%BHV$^PCk3(Wc;mmcao z>>LPHWx)~qZzk!P<7RkO8S#ZwpVAe`@FPN%nw2src*0W}N`5lSU*}zE9pOd-=8;3Z zfUa&6d&C2RCW4DIsN#c{ypUt&2MqkDkIfwM5c2nf_bB|b7vbW=@!ans+&}6U0$xm| z48e~XEC%N3OQ2xIT z_OHL|)lv%}18Myhnz_q*Ry-Pf7TjV1Z_@fKsTT9?z)M*xhU=QA$gOxDcU48cUrza7 z%MXRV&p?mLK{tcpc$G!uril9=F)RckS@{-ig30bwnKn-po zebZ(ET_2x~qFYq(=qEjeqQKL={t)tTOB@=aNju<9JQ96`yCbWn-s9=H=HA@@2>yLHLbKUw>uM_je%6_6HG3-WjPpF`Q^ds_2iBj?faP zX#9OfrG9~176m;Dk%-)1@)>51>5J6IX1lveuhKtbNA)9k|CHq!xZwYk@>y}8pywnC zkax(t9Ql@1%k&Nz$}D`v84xa@YI41hgo0#iFO>P{B3UeS=Dk;(zM^vV6<0|C!xs$g zP#n(wPgD+#fGkFal41@n4B&bc3FR3jLG zS+R|xiPvOF`A;cax!5f#e_RwK-juP5r%oH8drTI!Z6Q@&iJCts7T`*;Pk^5M-+fjA+3<2A*p`BZjT zWT<=<9B6ee-6uT+7d|omr%2p;$EE0zu16OB_@q6Ko#Rfz1=82cN=gn=7sywI`hgQh zd4)gqB%S9aVH5jGk3z))W%;1uKdbVy@a&|iC=Hk`bRYc}Ar~Vz2WQ|mlu&zR2tTX* zWmJZ^P9!U9WJA4oQ?uxgyob)c!B>4lBNnNWGvC&EU2^0-E?qeXC2Yw1#a>V?py9~C z3F<02rA$T2z2WL-!aO3pEBnK8yvmEAvsdrEs^T+e`3u!LFEz`zD(?16C-{TF{bixB zDo5VuUf~U*KL`(_er%$fZ^!(!Ymesv*v=Ls$^nNi-Sc$C}JnG9@ouDV8A27=!~qMTlXcT7Y^0^002C-8tZJ~kihrI*gpWTi?<80*y(JPjRn?$!5g)q>6Cr5EQ zklFtdIU4n^0=D;eJ)%TMB`rcgx}M`Rw!ZRG2(b$&`zdn%C}Y^L@3SwILD|heh58+- zURmed4Rt8pslO4}=ilMZMMR3JWc*S@cy5}~UcoK~5dD(C%;fiuCp+cTt%#?8$1?g$mJyDl~h&5bIjm9d(86YR*Bhkn)2t188 zs*FNP2&tklEDiQKA!IUd{MMNrR!G=-bSm;%35v3~`py)$*Pojj6aR5BQfg%t zcZs@^nSCnOQKBL(N)sy~Di(_Y@$34>*NXwAt)dbxXEOenIH7Ezh{c|#s*07eB(VWf z;x!b)LIN}+QMy+*!^L`5H>-mxsz=76JGiK6zrpj$5c6G!z}9-b#^`tn&Nh1ZNOiki z?g}`Q&3J^tCbddDrHKR5ix8!njCK3osQ)c2K z-1FV7E(%So!2^dtdQ+-Fe6tYoo^rrA&ZpLJ485TCnFx%NO(-u&4%{pL&V`IE9EX3E zYib)!E<$vq5N>@bWsyP%e6QKXTB}ocYLN>bE*s#>Y%V{Av{boSArPCAE@@oC zSBUam=p?+P2d9l48Wh=Q-g(2hrW_$Y2eD~KWxJ(1R2)HTP#4bRYckRF^EaIVXT-_; z>`iBSYE1DJvDoeXVy8}s-8rDBrf=eTacb%1-zvM}q}b&H;teC>&(Ls`7NJ_=2&DQV zeGq2g>)7(0y2)IDqFVJ|cUv+3yL$s%U1-ahn z0TD4pQ{20Be)&NJWl@6w{{%z9pZJ3y%wS-{Ap|-2E5{88;~V6XIvOkgp9$?79nd}) z2J-7ISMHHd7;18woLogo7nA~1g(Xnm94lM$IO=8cvhkVgf_gkB&j&T+QmD``@^Fy( z7+@qJ5DL884|x^ zD5TA#*n~4;i^Z7oIW(%gg9gOch(7Uq#SV9s`Msfg4e~EjXYqX;7tTdqNX<3dahJ$? z-NH}H{FB4t0`m4P$AON(#q*L^=q_>XRp&Frl!SilagOU$Gn1~ z_GQw5I?N>G!0Kgmlbr7#@m4CNx7S#wnu8%-?g1Ch$U3t_!gZYM_Zq^@a&nu~?ll{1 zOwCsgc)o?+!hK{Gk9pKDkHd*J(r5Td+6I}M2;(%*DM?ScwNF9Rh3$ynV9wA;V93j& zQ_{0;EtKJ`()6RZ_DRhsslB~u)Fq`8ej#ErQzfVW-N;uYb;88rSCbPtfO{esYGlX8 zWx>jR!YCLP&A9t$FO*P!#~mEua-#kYQe~j2KnJfyt}uTya&F7@2Juf#mLBn_w11Za z7Km18@v2Rr>29;N-qgXF{F8@)gLeyo_!vfsILb6y?d2gSrHlGVSE*cREIeOQQ8DFZ zD&BG`q7@#vN#;5hh^Q$)o+6kFT1vO0B5aqS}_Hs%MV(=INYo)%@- zGj!mA0D21*I;){llby8HT}NY(KHq`oP;AA0 zs;$nY&MI`q)EjXelD~N&=6J?kj>>6ikJ-67&L;j;8J^!}2DZ_q{ zx&%c#t8ObyU89B|6`Yl0BK695ek+Pjep-}Idtb!Ajk|Cnzrj6Uh;VM=qR=w3+wn8k z3zD{s^-irPZsVja_@6DHW{I`fRO)X?9&)C#q??brLfqoFfaENwlj=jpih$Le;eA$K z-6TVQ()vJea<-eFd9#`W8;F@8EgqzSZ{Y+fbQ<>h0mD%3QF~N35}0ene>&>&2?gpJ z^`t7_Bd+I?){t)^5a8t~x>2r!ouce4S(X|0BUu+!-_4 z+-5OVqM+z=MTh}Rg#bVHqk|&yA(y^~FOMpEAVIJekkAO`KiEjlg@Cr!31G@SlgiVb zcf?Y;Fq`}1&av;84u6qiwTpGx{|(6h+2sF%9GOKCcO- zpCV2dpNKI0|KH1IBi}$os?9xL;})Fk-y%VRy3Gz+>MiwV{Kb`Z$C8MvFwK}k!jn77;LvFoBWDMeD4vFxUL-`+!p{CoP0QP?bPJnhlgI+7YnMIFmhw? z=G;YMj6Q?pd3{wS3No>?@Qf?5l>_BDSIJ}@0`Afjp^7Psj3XbEMb&>2MZmzn zjrFOGw#kI%YO-1u!7^H`zxF1VtU@)~h-M}V`-f7afkleki7-KGWW^e>0#VwV=Vpe! z=aiN{C!&3REsF<+A*B;CRD`%SikFP1Lg{fo85W7K{e(YlSjCy~e&+G_oZ=KDW3xm=mcyMonJV5Ms(23f`Mlj4!WXb?4+U-#utr<#(!8IpD&{2 zuZgwhqJ@f$j*Njb{5w2H-24a4Onb{w^KsFg^rRxR*o)f$P|0yn@0MrLJLPJ6co=cl?6@#?SdGI z>j`ujO&vBz6x~bIDRL+2v6=fDWWPZi%)hSi2g&b5#-0b_03uMW*AVmS!XLKD!g9ns*NICPiI1tu4aLEoxB|YDt@9(E&h$LxRWf&(sSCy6*5qjO zrTDfl2TZ>gB>>9xRlmWA969n{U0jbSUAt3Jj#SFjQ^{Q`3N>;ym6Ywyhz+Zx>Uwak zbkCccE}vD=XBp)cucMMNdrhRlaN1(#$*LqRCTCAPg)R(L#WsjKH+}i6qSVu}V8B*U z(0{wLnF_KhozaIi2nCPXIjkl=YuZ+SQ?Pn*)59VY9!G;Sk5}Lpof~(15u6|N@F`?6H~tB?Mf}_dXZ3q? zVggrhnkBCkI(_-vAEf$*6aB-9A>jnlQ-kvob>YOAaH1wJQ4{9lk+_o~oIpr;P&iSG z^Y$ki3gmw`HLzj zZ${{1SUFunCinYe&jzYWev;jnZc0BoFP56C3X?bH_pz?uJSkz2qiAhZD7GGPiEEz~ z`R%B^yALtAsi>umL`rgXgy;)ZP=b3g#z5hF9-`SFn=p1UBM#A|PXslhqR5Bpt%GZ) zG_E+6*xN8XeExnOH}o5aN@98t^p=}?7!lolMz@QlxRw7P6&ZNF5Sei9x^Pe3cRm)+ zQZ(C`e%T0t>rnJ-fP?2R;zsTr8l@;(P<>A~xpD{$Get$HvzzAr-lHjv`t}E;Mvx(L z3L+2?Vf@6n-)eaV-A{aL8Y=3_6q3nhKcL&_w6Lr$8Fn^23sU{6^QchPor4>qhyz}^ zZajwybzUT_UzeqQz;N=g*iDZ@72E=7>RfHi50J-)qrwt0J3h*h8C4u>*8c`M7;}*1 zAIr5(Md{dm1N&Avurxw$s0hW%VBPB2^xSN&1F3?>AL-#HRp#1~^fmWQPhDS__*QYh zdqlLlN#vLPxTwA&er{=bqrl_RuuQ~H<{(j-gKEEVavF_y5N}v2I_U=#&z*~#G(j`J zbyj%6dlm7=)`2nxLGJ_zk`Z^@cgyHg-8hFb#=Q)ZkI0Pj)$0U ziK8iNn<^?PR%6cA1=ycv5vH}y)ItxX1W1rP&WY_(u<1`Fb?X?(CnQoc&nnzRg+GRH zkU}DF96uoCjuc%3dV45(tTwrWBQ@=!UqoxyO&V0x=ejWJG~gOX5uKM+0&2d}L>onH3JP#R znIQ*;Ulc)khmMFy-VM=VA0uM|69&FgLkk{LkXtyP4w@!YCDPQvZ&`5fcLIH6%EzLp^+%?atV7K|OfOhhZ5717GY_?}rhdPwYwhq*d* z;!t`*(8XhlIovC+hFP{i07a-fD3BA=oePGhHXtW+pD6A(xVUDJKH{;HS*j*qxI&Cv zB(Bzjebj2P_(s?$HxxRcit7*R*(hwK(aBKchqzF(kR~k^sU0BBk}$X=Tj>*AnO)Vb zN(TRv)I>S#Wt0rNry$I(Xnb`kx!I?nG^CbBBdM5-i4o}^KF~jPk1R;OA)>=hh>gMH z0-^6}etZuVl)Uv4uz^lVgZ!){NR=yd!~U+M^M z$jX1*L^g;x-^pc=y_Zw^Q{C9e1Sd=RZVoK9Q?bu^QJtkWLH7(XV<6%PtOj)F$E(T+ zDd>}FSQ%BS$=@kpxdQ2g+f(2@;BSPCo+jOL|GL~xDju{=l-BDJv5QLbQWU!q+gT5J zm|7^Kql&b9DmIteRenhg9`f`m>3_$pbOjBGHn_NTE{$^Kp%j^IoICY$*@FMHXuVz{ zm!kh#lpWE`=^Nw$mAo=ceL!26ja2D`BW>T!Ki5_cRFRUYxm zD0gzmEHVRPQ8zz(E5e`;Q`X(YH&k7Dx772<+=%4<5wB+SjD_MCC}1R0aY#T2ZALLv z0p%{o5^tmTi7J7mlaa4S2;yrhMUQelI_~8o=XB>E z>c2gj0}+tDK! zx@Bj9bc%ha2&pL~7vPo{Hy1=*W)KlpDx`{v*`Q>uf+*Kvg;JiX^tTs1FgPzvNe_;E z*fA`z@c+L_5BCIuKcR(izb=~Ne@z7FFj~se1rJ}F{*Q;ho2oDQ_K=D>;)K|%B3U%L zx^!w~`B}x~|1mJWP7I1)GOhgkHKo^9#72k174ed9Cu6@8{mY-`a`d-F)+b6`es)2h zd4$^vVvjo^+{}H8|FSq2M2rFiCnq}#A%p(Xi$R+4yv_rJYG}oacM7>!zc2kTbCY%p zW}tNJ7XN;#xOkH&A2?&it15RMAr`h+AN}6#zAUa$RXuT^tzzmmsuE*D(Vk3*XW;}M z$mU#ot_%C6XX^C&Oo{i6c~W+s&qaLPYodJ63^+@@Gj-56=DJ4x15aS*F~2eAwb%F? z#0ogQvqk7>0c~=NZ#&u#4AABt*MOa}Yt&ax=r1nWx7?j_5ir{A?si+%7>=^ME6i!@ zM0QP0#UV-} zBOurXoYkwMA~rzm4SQc3*0rtcuDy4~viA4$1b2Vs{k?y@lQx-h=a%Pr&N<)nJ>R4K za|jMUCONo89JAi_7?FzLBVmA~Q(8>k2wV0~eXqj&0B<4;D%I_zGx<}A?$lGNFYXNx zO?za%_sWGTADTBTb%`K}VKC`)MXEgdg3iI4MYioMnQXj7q^I{w4I;t*537o4Ah@!+ z6^5OxM@EV&F^E-Lgy!{K;1oD7E( ze8q zUyvM?s9IsmYoy%y`vVuHk^%lO7qW%~921v2pkE{(y{yGy;UU)Sf*Yl&oR!ztLjQ*>v0!gYs6qD;9bd}>}^ zPMa|iXtJGcIFPEv>o~Lx8Z(DNcN*9aZdwt^&ZC~jeBs1qySb69U z_f$?0W==j1Bh6Z2IT~!H896Mo$QbKK=yjdIJ#RJE1~=iND^$FvZ3?{5Lu46eghW@c zq+?Ow8d+%tw~74d?IJ&P6sG%KXB>XwIC+cVu+^KlTX#!24qL*~*Xi3?X+Mdv{)CAq z`8;l|@*fJe$@2(oIM-;|8HN+Moicpd9H|k3YP=C}ROOMt2e$e%fqY%Kq{uC7-cc=A?pob(bANMQE$s&enR7wfCKM z?p&FA!S+oHO8pRC|HL;~`l!1n9MejbMS9{UGzZy(Wr_W(9BZ(J1CicPMlevLX!u8}ASGjzgUTg=&7NSa8KFZ>U#D#~`f|C!&&jd@@8h#07R+zZ5=BdD_k ziZet&ej8?l<`Mqk=B z)urhJi&M|=qxM6&hjx}+>LTG;%vs;KCJO1*lXzBP9z{ru555jkO>< zVQ9YlsBGu0B0J!?bp2o_TX7WY&Ci02Iw%GX7dLZ=jCIMiGMx5v2-}IS*J*2J@qmC8 zYIG}QZC&BmA;D0KQmI_6QpJs;>sW8^EvnRWi45m9%1CxnZqg9AheXP)lpimWrwjS8 zwoB5TW?ifA1VkcCJ%v559!Rc5SvxHEOpV&GI^lO}U**hhpP;WqLx~l&fjkm8uG$|L zE1Ym5SJD1?lY4?H+ufl*t#P_TQ`9Ze@btNcau2#iW^3@hs$9Rl-(}_iSTdMIhbx4F zLoz^SLDTRr2PVd=7!8!WVuQ0PEUO(zmuEFUtSgKS#8me+D*ay*+>%o zEWO@}Oy5T2c)io{mZ(5MvrlJ-&Hrx+>pUqx(DE(uzrWGg;rnFe zoa5T(xTd&?*Iek*wZRCQuXii#03=YYVyVdF0BdlT9^G8o>Pp#YO{dVHUKW<9N5+x9Y?_vuBGwHP1Uki>K&t=}ZV_H^IlOxDqv#K9@*) zy`CY9Qr|Bs&jW-zU%{k~MR55?!h@}#QC>S`uLb6`oAvfAIGxn$_+h^d(u2xhY$=k* zfjMkOIXB1#-U9_EKJ(D@^p?Wu@+Miea8hyDNfL~JQ?y)OC!^O%xm_N1tPk^|r<*j8_Hm(BM6?cMfuvVx;p?z>u=LRUQSss76O*6zMmR9yaRLugb% znddbxi`{LsSC}4rLg8v@vyq+uZ#8fB$;CeihyqjruGFunRSMYcA+=3hla-##a0aK|stk$4j=vH+YDB4&HzgaC3<? zgP#UOy+x$^Uo6r?#zt#T7Wy@%2O8*$S{|dl}l-FG|rTcmjuZFi=SV@ksl%HA5E&WYsDAill6wK{|07cPKK?iq_#Hi(j zYTJYV5g;mOug&k&A8Io)OqM!4RJCsy8f3UMC0yz;8boL&72k(<5v&LENW-T~X%!54 zdsRELvMlT-Tvahbd@dSCol=0%%%bwo*R})`p$f7yP9bUHJnxrkXMTC@b(JIbNDUmD znK&}t(4Fktov59a9==z0;MB~baQ-fl&K?l0`j)l;)H`bXb%3~w1=0QDmZQv`l2sCgSI?Ef%mmqFeJ2nK>99f}tDa%&^y5Or zoIqn5(|t^??>Q>nZ=15#>ld9xl=`joBjx!wVf`QnkBe03L-yV^aFL!zMwy^)%($*y zsr9Rg-6MQ4$(JpgQv-G1mVp#els@TEv+U;-$p-5@AtWq7lr$-ocFr88HDUPhW7^ju%&h~YCaeLv_bgxi!~x?!s7C= zjmz8&Ob|eTE>phrhFX8Z2{}pZnktr`x}l0l^OGB95<4UsH;8o0iP6$g>AH#eDWz1` z7PsloLe3m%-{GE2&I6fmDd%h;X?m-uzRP-6s+0VPYlrT1nIHSJn(a?{z*Rn{;~DE* zrTq9gswqOmk|c??1uojtmdxE_UF+^g*~$C9!FHBfeuCq;J;ti^uBdY|r0gnXA1E5E zWKehHUgS{*sQGF@U=$1!W;rYck^xW>ynAm~Ra5R0g-P#;;?&DU;S_PHL|h=g+JZ^> znl=v3aiot>bdQ=Um-_`^F=m=BRO@}gM-8mRH>y?G z-hFqd+q~{pk@L>JQ@!u4d5^r^^|xG`4~Gq4yczPd{0NH)e{QBvo#h9U{QdXd=(|;- zXNOKgN3$AY5fgqi^;Nl#TwKpb^+&?KN>CvDEv^@Ql7j-Wa2;uWhrOG)4K-O6#KoMU z+GteylxdC#>j?9JIw|3lTTtz5W0M1*UU?aHHW?^E9I_T$cLapt0E7a#p^ zMZ2p1p=cNDYZUDw)#$_-MZ0M0Z;E!&=Bh}aT%-?*b_1i+qTy0BT#U!bksckYBP^sQ zM5ZQ@TiJ{}CR{6oa0=& zS=H5(a8eR@WflP$rbc^fTb;yAQ0VsSM5Y@dpcz;C&U5Jiu*Pp)POoC}yzlFc`g~WJ z$@r!74S2(3weVv|Evi;!G7+b@62wH`#+>5d6DO7*y|ZX6CwbVQ)0d;sISX-i#WlcQu8%pqxY z9x|r%KebISEc>^A9M*C3KaU#$KsLIxiuqpps)Nxtui03Kk=I za3_wVcO9y5Kh(K-o0W7v0zfy8)RFBggglLEbfx;JV*+)gh$2~XIJLE^TzAhzvJ=VT zW)Us*%}vPV_dQAIAAMM~Z)k}XcwBtw#@10N_Y^Zvjgxu%d2yuxRq^(D7}2fma6CFP zqu*4QQ<#EqH6tw6v)pHeSUm7*SQ?8C;hr1%Nyq!F1V2DW1*pT|9d@X{b98EjP;V)g zppT?lA)L3AGzht>iBy-G zm#zlhVT|kS6@t|hlxUC%Z zp3S6ilWL5cuFNNIHxVu>tbuPu>!RuLF5BN)F&;ITai#M7`wN-xRp}bplV2~i8U@dU zWyv?3;w5R7&%S>|{Mh}uoZ4FOJ9CCPL5;DgiSj@1@87j|OK~m?<5`!B-2N;5N8Z5M z)7UsW0oZ?>9P$k26TiP+m&_0V^0HR9H%LYIrF+XS5)#X<+lCCgjzw4wS7`9>6|69biTzZiwR4RM5O4q$AGJ`7QQ@*xU0xk{t zlHoM)=qjJ~P?7Ep1XvLj8Z4*&QBIv`{h@rvL%IIvi8PpEdiYf`HSSUocnsHo+eqq# z9s(d`h5J!91?pwwYge`nW5ATf!?8$PY{)*&61oA@2KPj>E;Qf!#}g{Q`>WKren&y@ zX(BO{@{vX-Q$*IX6eglSE~<@6=rPtHoAp(-45Ch@OhaLYImuI%FuXt z#9AJ3XfAN7;Gx{A^4f>15~s;z&GRU2*=i!Paj-;SnpAif4{>riI7iMrh!iEe80sf$ z!@UFBWBT`la{Kh=1zh~}=vgX$>^%H>C9i~GH1$(!vf=+PqOFOVnXda)A1 z)}sPdpP+F#nV`yP8sDx)kR}Z{FW}h%5E8@7wy|+JnS^s=*d)bNu%D4vBnN-CjMu&^ zlg(QNSGO~wo)dLHimpBPshiZ6#az3;>O|JMT)ZZon}oYT+=xfKP};G;Ri>;WDp#Wg zLLe^HY8w~!3~bco!k2D=2-1Bo?91W%Q6{m5la3`o<$&M;H0!hiFv8Ui|7+O@nRceMB zZspY=smAWA=fDLUDkE+~m(!oqI2dMYR4y>ETvqk~I+d&h@UTq<%@Z=!`~W!0W=^w7 zuZS>uEMvS=Gwpt7s+In2yqhpcwmf(=9#h~;ccII;{wLjx?ilQzsrz}&V;sWeU)&MC*z>+n!RV5-On0*GrWyynqPwRiV( zDsNYU)=(;R#Av7J{q&p~TRwGraM7?t-+{T=hTsQ~^_dUi{ja`@^@WyfDVcb} zb?T|Jq<+Gj*&$x$c~xIuG9+`%Y(rjUp@Z4h{9w|7Mv`g@)G}?1bAXlc7C+A+e)?pv zXYW{PX`=t(sRk(3V~1x3lyXDz*->S3bJH7-Q2pfZYdN1iOy@XZxw;k&FYum`YywO- z@}x@Uz!E-nPu7}X3##>Yk#Wd&TVtorTqD#lDyEJcZ~Z86;;O5Sd4r++f{tcUW`Yu> zOX-Q6684S`Nt&8FUSf^-i&D>#O7e&pdcXnpgN;@Fy8KZG+IQQix4{T6HqHEn1Q+$l zHg7X0b+*6!z*EWSu)@(5wgc;%g3`deCP*RPr7x)dld$L7KAzX5ZWg%{&Q`hEwXmvd zbFYcOLp;ie0aL`wO*fHSGWMPTtzuLSbtja1o{&`aCJBsjDld9EKkhPFx*YOxao!f; zH)>^RuJ9+lL!Nj2B&>BJQBpMkRx%cqzv$A$C#AezePhi*baq7hxsbmmZY|&cbnXBG zu$s2pD1Vs~No``vuM}ZvO@-|}mQXdMItTKRolU8jyPO0ovSj<&FG@%9byGF&bRDKkN*xo;KHLb@~1m>jrdmx}`{h<5^dcV}pCl zyn#CKf=;y{Q(>v|UAk0-y0(kQ5wy?1l?=rq4lOcvo9~?N@*Y!Myat+4iN731%vLa; zA2fQh@Kk1dGhb6FLW4rz$a>M_I#a)ck#<7tPa%h-4q+EOWU^9j2tFujep*^as~*tz z3Azz%7n5(MtAcYn9WwNtt`)Y=bZ{j!%!tU9;uXZ)nqd4irRI#%5Sm(4JM{t1^|G)@ zK}fd2O93r5LIR`!qUTB5-a$D#MNI^Y*Ms~Ajy8bjuY^ZveqXPaYwm2OIj^96`!qL( zi8R2CinNf$DfewR6xt|X1ueqN`Scn)?siyY1RnR17usDvEnsxk*w0EUOZOa3 zB*j_vDjj%I5Ji&`a8zZWwVJ58)S31jCKmz9jb!1g@Li{ht7z%90{tl717Y8`D_JCr z<&V|PX9&r=RTuPed+1Kyvc5{hE8)LIwN;H`d-MZUoDCAsH!<2c-q;7jod&7)yOmz< z4b@q`;FUr&uG82;?Z6t+tj#Q@-tXT~!@Qf{P-AyxT;&l z$kfO-WQCXOx199f$;lWC!hp;Ac9(^kbmJwGvJI1}ddU8*V30fi$Ls#zFJgPVncsY~ zV7@0>t#>#t5}BFaFJ`NuKGaauZ9D?t6K&^$eyf5oz?6S`8{bqzL0k+Js#6iWfRmk*&|Q3E6UU!>>=-0 zR#Q?=Tzam=cc4N#br$k|sld^)k7^&Pe-LW8eTA}W_@r}iLe(8+4`Jmjp;620`W{7Z z=9l%0h`q}-m|aH9M-=o^`TBq!KzMVj_=+Yz+wFxfn6BwVzP9!4LfrvzK-`H~jL*{k zdTCI*+l2iVNAuh518M}G@_|(t{kHGXZ9Kz&n52@F90zc)Qq@IpU6z-uIW-d9?W1vc zj&LRfqcQ2@+OrIofV_$l}t+T-J%+U!Rf>XP$j0 zTe4hYdH7zMDIw*X*2|PK8ic-*i24EXf~~HA=m1O)nC+K;mGVGNMch<1Tp_F~h?LS| zwO|B34?0YW1=_(rnEZgVoKp7%A@?lny~7YYQ|H+`)h?kjX8ek3SdgAfLtKpxHdHa1 z$Yua4Fb#<8)WIw$$As<>p|0CxB2AV3E-c$ebLi$aQUh_C8)OSsU{0eRV_n4`yp2jZ z-Mep&Q`qYqSseMgEKG{PF|E;ukC+J3K2rZI<`Ezc)P1b#T)<~LVcaPRZ6MifwaVfk zyY^m^J#7$uzcnTzN}q(mER9+Y#(jvogUsPsGn9AlJB+W_WE#$3)yzkY#QI!?SM#p; z30vEZNsf4KF?1>|@~DvODAM(gnD0hp)eKc&gXm-ObT$!O7F;thIoI8Algf4c!?Jhg z#jk|hTk*16M_J9h2_~+pp)`fONM2?N!$Lt-NE@?XzVtO;vC|1e?XD4-jx0yMB;@d~ zjB~0;0k*hx(p&bf>Z-d~#A~1=*E}PV)h)?Eja3WP;VZ?`_i-?SR>Ntie#fk{%Ei}9 zJejhp#6~khs-t8QRE>4~iF8|)Ac2_+i zT&q(EG&d->21~bxjI`HU6(f9=4hVi8J(SEruN$r=ODUI!z+va@7Bls@Rmd@RlJuKj zexa)x&NVUKSK2z;RGuri2h}jG|DsxU8`72Otf3Unsp0LTTV<$v1TJ=@!%E}exLmzz z8WB(uma(ej5Ys)!YdyWUTg760f(5XiYRXtdt%f%O5{p%B##yR7o7o)qaf} zNZUe79b_Jp<2%MW4JQl>cJf(6BD2)kRiew=@V;8o^Sq3vz7(mZXtAqUHKx^Qr<|~b z!`{WVrjRStlvf9tgOOflBd6Nx3Jy@JMwbvj83;&b)mW2>aJxf&-9%Pdvlyz#IDmig zsYyH%-KXG-o+C5;UKQ!VcMEl|unm$&U}X*{kE(1%f_?wIj4vsNv}uUCj3z>>Nc?oV75R# zo>`@|+=caNiad0mm;*PYMh4c2zY5t!GTgys3R;c*WqIja1N&aBQdL)pOlRNhL8uSd zdN`xX?~tti1yz{PZb^wqMPa#qt^CwmHC12hOxtr%4bKFehC}{_s$4o)JtpODVY>PT z%9U@|fZqWBc&~j(`Jd&zxt9|wKm4{Sp0diXy?q#No%hppU)o!{(9z{3?-cirz(g&C zV|C#OS-)r`9uG&V!jW7gl8t1dkyt()$%JEYPaDF~SU9%x#o2JQ6p5F@k&($3O4EE{ zH1t)g1N$@aocIfihqBHUFG#g`b@|PAs(N0~={{Gvdb(D3i}2BsgzD20$AyaGURWoP zr5B}P8teAJdTa7U%AQ`RBD!&NlhyW}Sk|>xzsjP;fDC-Cqjei8v>V~Mx49%KR=Dy8 zS9cU^=Jr`D{QIg^dhGGcd_0dp0%z75tyOh_1YIfhlFkg-LXXcMk;73>(X~+> zCUb)^M@NNAQd#d_llyc zyytu4dX7yE+$ULeiilO8B;vKlCz^9PfT)AS#oBt%ax*bgNL04)Ih_po1d2!{eT`y< zc=U6jAT5RWz!)L}R8pYlFKFHPp~zIBd1N{qUBkSP(~#>rnFZbadQr4U zpWoIa$%M`*m)zQV=#x9r_L%-52J^~f>@x)auGLy&zo`^92iP; za4N0H$2va%zuu?aB21niy>*|fp*^qa?2wvt7vR^+#yWmZN3M-*`*r*R49dXRdk)1m zfiY}t^z^8#>xlFxb|0eBh^=Q$MyH1BS#9fC;DGNKOUy8|Mh~(=Og6HJp+_hlzC`9* zR@r}5+Os}%kCR&n1Oj)#x6t|qBfVsNpx&B>(@_;RcMr3tOq#%EZJo68`e$9cQrwCP zzj0(gm(Yi;2|Ne&_*#9JyhXa>|3xBhlR8*YEvH6z6Qnyp!*ve4#QlInT6iaT`b6 z2SwsCMURd3q#sHAZ>55OFDotWDIGM}F2A-HvGE`y!mZN+j$1CR#tYdu4(PF28bW0-FmCrUubNv&A z-DAZC(c-SL;!)4h(_&{2GD-UEX1Du(pZpW9*At|25FEQrf>hc6Kxp4Qz{q(5=!JyQ z!!~T3j`Nf};71hEG19;KP`)@tglhZAP~A|L-GOq%1Onn#lb%zd5%dC-?ijhW%nr~kSdQ`2y}3o`>L)Q{j$4oYS?YH`QNC~5@3=b zG0gO+V16prjCkp7w-NmQD3;W-NDoL=7%J8DLhZ+H?c3r**?1^{^CsCeeqqnQDIKI4 z=#ffoj+PyM2n8>5=zA!7@dm2>EZbU7F(pzmbaO+HaHjV;_{6 z*1rn!xqbxjtUs6yRR-RYs=aZCDozf>b}?sm=Z$P&?=p$yEMLE4nDCcB-jTx<_m!=$ zi{+ZH+l9~Dc!YCx`IoP^mA8G<0_5P9-~MKHka6?dTOAp^x%=DsBF4MeE#MNKz!&0P zuzdA*)hHc4`Q2kZ)5E1B!llE)rITU~$iI ziKh+;m(HgHrSuc*xt`Nf#hc{$?5@;S&r&rK3^)gAx5TuoKX0 zW2R7zkt*-~W3jrCsH|Yh#ASLg6ogq+8j#19N9lS1V&-L4`Jx}w$<3gow~5@IKZ&Y6 zUPcw{F5kV7S&e*f_P@&qXDkf+e+dZx_+yr0=$!(>e~8pX!ljqd2Gp#h(7^G&F0*0A zIy~~Teu=KF0)sSC(Atx4yxe+&1d$YX4hv45?v`|^+8cvH?HcmC(Wk7bb zXcX$zaTSX*&k9Ofq0vCdBBWMSL}2H=k&v;68}+1fbb91&$^M_Z5$N0_jo$wP70H`T zkWVq>)lg~;f$bdVS|{MSFct_BngYS{Yd>{PzDFeL?;^3V7hr96^cHuWIK%o-jxUg1 zi6W8${<6b)7|%`Z*VeckJV=|WdIrfC0?Jui#)i>riXqe;<-LAR4}C&s8*y~azTXXE z!Pgp@Y0>hSA|s9&+kj16E{3xEt;A*H43W#8p2GN!FJJd_^{$`F{P5K>JLX*f`CyG4 z?cD~#z|Ar`1I6w@EULD;ln9yf9mEhWSLgUm1E*OSsoh!@quCO1_UXD+(AsDOo#J5u zuPayolFfXI@Cy6UhBn|Pn`R(dPnD9)u+RGi_daj*E_*rQm_I}Dp{5uphv7nQqrCB# zHr+?kee}6s2K5}4KX$dqPM?wK9+R87P84QN%pTO5TeJl)%q7NqcwOdi2O< zcoaH_qQKtvY|7*hNuc-JdxU1vm4_q0%~X z`oj0lJxip;9B-DRC-rBYKi<;S8igFsVny7l;ICRtzNrLBOK?o&EGl)U=2>!E^m9#UJ#C z;(gJyRnS+%rdgp%B?4--mF#Kwp5mNU>QoV0u$3I7R!s#!{Vd7cO;T;Lx47fKG~Iq* z7vBrGOQDt_SnMt!an{7kjM8Mc-|d5-ai#%G_7{!v)wLwZ&lFUqN${p2>cEPDcG&tB zK@%q0fKkXJ`VHR@;>MBPqdS)*d{*Rs^Ef%{teI(sdX;^yjYZ$2(e`cSIx$ zc`+IXI5@5{G?2wQTInB_9rrI?S}U$t;={g+M-b(wSOM=G+uNTJ!}QMiefhvU1ek%s z7WdDVeB|G4TIWPIx(EwgNNl1HX{;PHp+&O*`+abc{1w*q>SJYHFE0?GT#90YEuyJS zMN%nmkrLIV+jT5CKH0Skl&Ei+kopo921Xo*H3o{fywTgJM7H`#T{ZD_D#%e@qc?_4 z@RMS^<7Z$hd^WX%-bsGlLbML}S;2zX%K2{h?(pk@Aw%AWjcpPW6{<#hKk&j)8u~Y< zXi~gkcA};`oS7A?{#~kdL?SmdQ8PLjNq`*vTFZTLfk=C`=fQm2) zD2?~H9Lt|A3z z#2V2)F91$cx3F8$$#b$w1P_BCQRs?TzxR39+oCuuTGg2xaFVvxD(6PA##-l`A!C6^ zF%bxQVhJrwp>1<%%(Zudq2n-{D@BD$5Hg%F$lJcc$yYHa*T`7nFGK*(xo5c5Kf1es z$LRY_R#|Asp0+05sekElA8SnEt3Ap zPQTaY6N|hDyAfZ##1%dux%;}2Hd?#N?>*aWIoqD}iT#ClabD08F*)Pb-hUD4>K`$0L6WPXHgd4FzejRy9 z=R4ompNl7@oOl}YB3lsf{nR@0MYp#>)##pWZddAH9Qnd{1b} zb3!d`2nJ|sq8t}QVTX?8NMI`UkSNS9sCp;p3x;AdtR{DIR~UcTruUyspMkU*>3tCt z$%aUUdtgNQZ9iI(PG7Wb;y{6?%lM$LL~-&r7R%Qte=+0tnkz*nvGCYFxW|yr8r!B( zRm1cfs9bMurKsBbQjuLuX?gRRBDMREv{2s4()p!R_D9}@uQeYJ<{Rrv8mz%QksFz} zG`^xOIlYzMwSE?~&^mmRI?bA9K$4a-M9W!BfkZud<6u`5tivjK&sK{3>@#(;@u*b$ zh(~=F(1^gN;Dp66Cm+IWvDEL^h||OYiXKVtT22>++N73P4J0PO4J@}3wHw{p@CV1q z51{HC)3tc)oXfotA(7heRh_7fOdkkc3H)uhKgwZw7GJ+?3}j_LIWx5^=PU~)CXOJV z=+qdJk8!L?{o}^F>)@+BP7?MTYn`eco3j4WOWfM7$-t>h=X|?W-eH(*H+tJbqL_P$ z-j=<_xsv!cN)4g|krH;73^sdThQxuCO|xDbF^CFW0n3hQf7pBTOeanqN>5nK>4E%* zLuhUj&@1uDe702{lAT{uwd>-lU8_pdh85=xuG)KAX+m3R@C!meBo4%wj$}c6Ok#Ay zV;B|Y5kltiCreE_ge2wr_Bp~fzx0d7F5siP1=A3bSxuu4{`N|hssMnPw_8MXw{Gb8(eb|By%*V9e`en-QZtd1 zp0G4GfSQg4!_n>k(EiY#LRkvS8_Yi`o8h$_VEUl!V7tGQePm?(9tPgF<$>(#^E%to za)Eo2-w{2|KlKJr#6)c0Y2ClPNTF5B9`Tx;I#q3*0WF)z|8e zK_%#l0?M(2s?J9Aa2^1dcwPjX{waR1C^b@xs}PfQ;S)GTgxj=gR>LV2gErH>)~U_= zE9!lglb_nQJMgxvCdUV>gJ_;m2^^!n>tmv&=P{9cgQzA$zY3B0!>+|Lop1hX`?a%9 zty6zf&KdX<{5hSlOTEVy)YRoW69DJhK`XT^68KqGe<WpY~P?9Xd)HT|bk?kVbeE^MqF{E`9t%B9y9TFF<9bbsd(5Gdh zx+6XJEW?)n`_8zkk|VDEKm;xj``zJAWz+!wC2Cmj2+q8_*Ez+W_N>(hngVTh4PPO; zT9!SzRre6926>`r|t+OOs`=-br_=KoA#WuM9N}FEt zr-)~)+FwO276=9VNo z&7WEFbnmEh*uB51V#}4H(1Pf~e9)J;UE9%f?65_$_D`3KgmS09Kmipx{$!kQ{9g^u zi;>BU@}Nhu9{*>P3%H`5(ic$0VG?01NE~%6Y6b8CU7z)fPPYJse5WZk`qkGr&|U~r zf>u!rYCQr2{gAW{X%t|K7E9i>K2#XKC3RD_a0+sPL zCPf{U=Cu7{S@Ka5$Kev(?n`Y46VQ*aqAL0K&yTLn?L9g-Xy4qVOGU0_Y<>~-_L6%0 z+E0{zSlReFCdM)=8=bfb)&~%B6gfx0f6r%G z9ZH=eEP9um?-H+7sH4_1s^i!eGAz-ynMoE-62u=`$AtZD6vAf6jJs*vbo;;m zJfI&^CxYd8FQ-J;pci!E7STjC%q2RwS}WQm@Y{rNXmZ8Ivd66C>V5;kB4_E5H3_WL zCv5UwuhM<0p4aJ)mSq1Sizhy47M7f!vXev+`bE=WQeE#=7j^AO3$mp3fJ#=~B$CrV zr8v@}qV6AvQd*SE&@Timo<7H&kupLb1l$dOw8;F=HT7)`W8Kj#dLmzXP$l|oBC*Bc zRhyzL#thxz(StB%ozv_cd7jhgkFuDBAcv}=HzOnJ=(}Rl2;P(DIlFn=Ga|hI*hKx& z>5fB^jc17D;CYFLF^TpBq@8SLXpD{oYhC2`;TNv($%{>x_A42itzsBGip*udQBFs< z-FG8D6n793o~-2M?ggYO*N}5}J~D%DtEgS;b!SCY&wF%jz1_9$aKE-}G9WL3HmR48 zJAx|^>#1~`8umpxHLu>|O?G4G_gxT*NaQoYKc)O>t*gtL&3|bjc~OWUia{kY_P7X6KEg z!ByJ%D5k_bXs|FI`&I0G)I9W`*WW@9IU&FQZ%>(ps`s|@sk7{#C?_j8s5x87#&^8MIT7#isGO3ar;xqh?q2D03hiS^cJAZXeji-rb6|-^g2g2(r70|a zOeUe+&~Bx~Fgn{YiV1KOZ0>E8tED=X&+c8TeC+Lm%J7~~Wm>ZTX0IOL@9N%Ni=cHN zzq3#6eKBb)94G1@{;0z7uQhX(tuj3~^3t`^{@R^V4;-m{D>C$Z29aMzw@(HF4jCF8FdTvaix>)_WmuVWl>D- zH#yOFSi1kn&vy`G|Ih?6EV7jmO8 zK!v$gkJ!(l3VJx^-&s@~z4CO>Wr zu?C#tbS%PL4&XO`OcrjXMa2;SrVzFMgVSTrvdOKyQK2_v7?5&>-z zXdmO|QywIPRQNCP)|5nb&pW#6NEWai;tOHDPaW=ZLpSt0ik6S8+0u zO1Pd56PC+kR*#l;x#ks5z<&Ww5po(C)D|y3D5=89l5!QcsdMC|O<4`MI7$v(tKaj~H(#lhu5YO|aXhe?#kmijT!d^fRNITd}dg5gy}K=tXii7J*k; z-F*_WJ2)q;)g;rn7Lkw0Ekf-BT;0r~bD2!GUXR!w9x}%caTsrmcVSd8>-_Y7)C-28 z<4mK)W9_)RrFE}_-h>a>UmnDje$7^2s_C!m5!GfJ+{`x2{$b*FZUbmetKMx8_p*(l z4@#$*-fiR07c(52`Uhh4x&@h0Pz#)cE!g2*uhGmT_YF-&&aWT0$tAI~?eT$|d zoPh7M7JYC}F`Dg2=4Zyz1LN6#k?6o!wlkU?9Z%NBQX^AMgOUyL+=N03aq$`7IMm15 ze?c{mlgtQ5$so;sIl(W97M~a0`|NjYTz0phuHq~qSUACLsaE4neIGNnAw^aJF$4T% z=PnhmeLzHN=#I0|_MU6ishE!J(24qAk#w)Ln^m5^_<=@ zRJ=uyPNY5~D#vm0D7rvE$!X4Dl40p+tFQE)yvoV;;J zd`xEwJ$t45G&vVtgXO(XBD`ks#M&pg8hAxEo=fj{^j-Oke43boU$noj;X3^1#dVME zd~vw54>RcCzG(-N41RGSW(IzD!WsRacDGeI39qSp$8#u=V zH;zqdWDUfjpCvv3?RiVkN3XrGSyq)k6;Dv4gRjsl{sCh+tp4VrMMXAdqZQcbo`*f9v=l;H zHfb605N~w5j`hrU2FiPdU;WXPz3X{v#k8%ec)+tVfV*^_1%24L%~H=ZQ@PSx1=0N7 zrav}yAuo}aS5!X!f`=+ti1%fnb53?vV`1#1ULn;$c{}MJc_Il(N@A^{#-(QBaH9$z zQGn`6GdW+74e<=k#74g3?(MYQQM}m!J8{=2F{sgI-Kpz=1VPN1C+HR;;)q-Xn>p%0PYi1P~UaJg- z0u&seE*wPtk%*u!st4E+m2uHZ53?+G5MH$HH^`gUPxSBEj?DE2k!XHfq*|KO1J88P z{Wc6-M6&JdlB0< znbAxvkDzrP%WM|#q&It@ZmtaUs>aZ407*-$%{%fsXHb-&7jmLXgaSAQD4d{Md25sC z*JpaB-|q3u;%NS`c-^o}-`!I+9DoVq`$95%O&vjfQc038dcy|TM-0}1==;Hx@SdnI+9xaiz2 zf-(+_G>GxNnM;ZPfFCb(vNEY3^VSX0albEa->Ry2|HWtb3f!R1>hsnf?^@;8Z*k7s zMos%s7j+qm*U(oFIM`3-bZa>l8AfjzE(-E<|Zd+C}15+qKPn4 z%e}Xi{@@+1Izzs!g4ZCkm9YMQb!`5>`Oqy>hTE+fPAl4V^KbAGe^EM>22d& za9yr8XAbd)tv)wV?X z`jSpR43pHyt9Phpku~xWoge4P<9+Y;$QE1zeYG*e{dzb5tMAXa`+TZjVhdS|`SDaY%@emr49Z8PZ13;&_yBy0oT#h-bKhx|Tf z`&G2Yvfb{hROO*Bsx9_07hp@&ovcaFTlsA3ElH8kG+99_q;+r!5Nh7}U2%#j@VrCt z(R{yzFTGPj#`U{r+B9dKYVtsT;o}>)c0Nj-Wi(T744jm8OoILc#h$^DzIxOuF=&_^ z?QI&N2it?p(&Bp04ipo5cFP_zKfN4=<>He?)v|fnDYL0DADKN}G^J+LrN0qF&?cal zthiQf#syH6TWjt)Ul>y0Cb5Fg>Wx$O{4=A0PyWpGb%L8J^=5upB0n?A)$U+M(inVc z=tRb&=1qNhZkVHb>fql&5yAepS$By=zG*;nxfxrn$H_~t7S8noFT{FJ+CfMYkbA*y zEwz`jCgB6;N1h=bmNXaK%Hlo-olNpbkQS{*T*!giQ7HR?G}7+!2n0`j@=28&e1^C| z=@q0Q6!hVnRphI%&mG&hc#VtuIn)|Q#NbsA5)HdvC3?dKa{+H+VdPNo5h=%o?PK)X z&28_rmXk_8O;Eensj_DB8U9aP>wF_$)?cr1?NeQcdDvIgp5cF7-3(>*-fn%IX#!+< zm0cq0ZN9^~*BdoNguPF?#A@&LJDs4nX|(S2!XX{@num&{X#o`Q-nh#NluN5@Z`K%H zdD{@tEWG>g0R6xJBRlJ@-AjgfveG=6^-dfr_UWN}58rKxQftiI=^rh%#7(ZUf85+} z=kcg{sx4k>Cu7Ou^bX=TDNS;lJRURmNq)BTAjwP~VT1e*7w80E7m4+ako}6*^r~He zYMrSoe$x6Y2O$@?S?zE-cF;ofS*b6x^g6M_d4nm=120JJvx$W6W+I{YUL|+8%)>jJ z;c|v$d*OSXntIl=X~X@59Q5rageKdSw2hXG)0b<*0)Q{g`zh5fH+&~M=W(W%Z%nO(bcjGaWtWj zm?SexaqoXmn|blH!{fcb{;cIgYLjo1ZwS-JQVmY6ci(uO?b9oNn1T5BoL zL1Ad;f{>LU${n3$S@qt$-x)ZSb)QYz&L5)rEs&S5rjf&Hk(pSVnSHJO9nj562Ki_; zPC9)!#-27ct}-l(GeEQk;$xG`(wSb$nwz$7@b(@dny1_=Qyr9`O&XYAdR+@dby#9Na%P2URL0xWy8Xq)PAT+7CJ&yEoB;X`=d z_nB~42y2`?4rTtZ6|ADssSG8OSh$;IZshFI*62`KbWWrxM!}^Qs;Fz4^QSB`r7#jq z=SmeVJS~!)-&pUWLNz+LXQ=yt#Y7+K8#20qr3P}MA(oYSQpc){jrmyqQ>>E54pN(h zGdV*s@G5Dp@Z%`Zf`z+b4}#dwI*}GgT@(gY({aLTGF(kt?x|D_r}|h`?DVQ8p>I00TU2ykC1Q0qb8X(I ze?@I>k5cxCPpMZ>Lt5s1V*I>q;!`?jZ1AB)c$T%&VHj%C-mcYZl!bI-#@jGSCwj_a z>Ann~>V7^yOC!F6EW`uaSBcpp%I?b{`cx`-K7Bm?Dq%7I8}j6}_ z?IGTclXXKl7<6llJ;CX4Oj6E!dX(6I%I>j-lSF#p@O0+|B0pm9M9b*(fN*|cRn>xM z{*N>*U~(7@Kvhzi8agVzAOLP>$;4o?hPfdDBlVH`MvxS?=6ma=;FX*s)BW#|$*#MV zb+O)JFU!lzj1Af1-fbl|i{Lx9MWUX;Jme@iJ)=Xa(B?j<><6WNt5_%M;&Ot2wRAHB z4A3>7GA(LqD&QIz&{nH`nS>Pd*6U8c|B>^Je`%w@C3dn6BMJT4$`xEm)HkDhRmg&wzh^`Ku(gmyL7br zRgn7cN~`8=(J=KXaWlxw-THn6o9P%Y`w~aTkhpUf21h7)Mp0=ugJ4mGY+!jMGH9(Z z4c~cA_w2a)c+}^fXhoL<05>uX)+6%Jegu!}hV$!`dZi#Q&Y}l$VVeK;|U;rO6sr@Rb4q zl)%8I#+8vG)vrn22S)X7 zdbhaGz)p_)(OPM*l+E9Zt5om~QTCzi8csB-@sd#(7@f)~`?#Q&klOLj2G3Q=z-9?h zN6X>LUuc+TymaZ_I8Ij+ij_I=poMa8Krs1xk?2Q%=VYvFGSOC@>U)!84fI-{I}FKxTJmG~7(50{AAHAA z?>c;555x42LLTOxJ6^X^wqzCk<)X;w;HyGnbklJ0j%kv?Hk#+$?GsFc=%GFtM$ZJ` z9-YlHFO_2T;Y9aDyjwEeCz0q8uIN%7=}OB>JbidL-8&g=j6`aq$)-p}RW#YZB2rtC z=owA2adSLc8%+(3CI_Tr^^sKXXtqE2lW4jzR5&(Nm{(C88!Ddldxv#>wFggjR83~N%oe^8Re87! ziwCS?VW+IAdR}Mq&x&;Zdex=yt<2_bR=MI&R!jCRRZ&=`!`Zv6iui-#F%P-MuXJ(3 zfTS#X1Eb0TYsp@Rdy>j&kbz^pgUSNMvcqL62_UxbAnn#n)#1`K`vO2i7LA9!DEgP7 zPjZ<|?I z8I+X9sruo33A&gQokhN;b5*9$ag-HFg#+OPV`2ta&PgYwL;b$kt#c1ZMaJ{%&nH)G+hTtv$t&w@h%gVH>Uea+uR0knN zdfkqeNZrfzI#M_}+H14Z)Vfz)f_Fgc-?#b!YM81y0PSNT)40PKGHDMuJ)?Zb47FQK z!{TSo8V5J_8^L7LKUy@3cB%_QgrV)m9l}ZBJwUPdz<^3XB`KX9@p-KHmxzf|%f5#X_wN`#-xnO`RVE_{IC$&x{{B6oVmjL0#)&9r->1`6pR+WEhYTY1Yy%~asg~dzl?pEkx6kVVy|DV)J#nJwio`@k zwMVMoDLClTB59mwW!ffQF|B|fijK=^005~NM5V7&CW{pxgT&GJw@%i>xTKy_ zvDkP552N6PbHiFb`&|LnLFT5FIpL{3XxSS~qETXqddZ9(h{1HcTqUaZQFCo>a&j3$ zj>M4?u0C}$nPd9W>*m^2s;9|R1GT(vV5K~j;X1e1B+;d`QC8$X6p{4Nu|6w&wpq7V z$k`KCi1V3zW#G<1AIS!aL<;}PCw~C1xJ9Us^%6+flhP`{XpWN;A-@Qovhqc0YhS86 zEHw$@o|vcn-wsT?`UvQC+GAj*wuog;{djpT-kRD&q~E+=WLBwLgsj3*qecXuLd1@J z?0n*UZmskk=89un2R|Q<_EV1rC}mPT1_U4FWll3Q3MS+WQyp^&HH=peL*@I zDU!3X0gSNloqVL&S<2^UWQvoE#iQfJBb$pe!^NSo;+#TpN=0!}syIGfoSrGpjTUD_ zibtdhQxe5-@#0ar;-pM*Y`QqBYjJ$6Fr=bzM!0x(xaiVZb&a@4pf$YGsfL{5V}}oo z3)o3`qJXx~;Dkyw%=(Y16ggvMc+M#~}Jw%Q)3+?t=6Ebm1lu`XH+G6JPaLg8*~pU@q>H_V|=+dgR>F< z_%@H2nVSTzI5ps0EQLPN2jWq+)Hvx*UF;+~0OW$){}#t-t1{|;2n6bHon2yn<0E3y zEL^jOaBPxt&YG{(Od1Gaf=C36JIl6_)UOH(sl*t2gLkc%vfQ#ZYeEWfsotyR(99QB zbsoNTWR$yTzD`v6RisGDsH04Eld&}Qs|9j04jfS<5&!UJnq%G7(?z0mkBH_jj90FZ zsoK%fdJW@1F7od@{faV}7z$NYx(09lIL>b8Wty(_wmra^#*!>n15Fo%g+E>4yrk02 zgy*9O5#Euymp4pNcZ-NT#^DG)>i7eZ+vG!1O{iB7i7})h0oA7QcDXC*ecb7zP;+T`QaE1gIrSQ+r!;WFCHGQ(ux zCI>qH-cXusar^~;MD>VSV-|W7zfD>Uhsk1}S!)i?p`Qr1>NZ!5Zxh0>nzWB5=?Wa9--7^dM#klK*qq1mF`#R*6_Dpyq zQ8{<&74C%7b*!(UM~C_#wGX|jw+U%4_pNkRddj1iD4+;s%uGT!?K9SlY_C~R@H>=y z?df`e`?sS+EEWs3mV4o#vz$KE0L_XeX*W4|x*o?N)$X{(dXl?!jtG?oW+n|xPj1ci zpG4yCw9G0oExldT<>oi!j%>+;Zh{r6Z9`v*~B^eQx=F265p{}yn4FYDkoxkvxY!vn!RdJFgW=#h zPW(ZYZ-GyR$2~l9Xb1fLn`QRIFK-De_OEZ*!@Q&Q-#0WHtP?OUc5X@!K*${z!@3{@u+3WQMMt$U2N3TTlY^88a&NHh!sMC@E zI+E)tL0y*Wgl1s=|LzWrh+c@C(A_Ylm+GN64erK2LC{EC#Ansv*%D ztZuOE`mt86EL8_0HGwQWA;A_5SHSA4x|>>(M<-0(J7oE7lDR*LNS_yEyz8H7ezNSe z_f>dzOd#_g0d(H~f?cTASL`9SZBiMla^b~-5}<4jR6Bts)IomB!J5<>o9T}F((W?(Ga1eNjl5p} z_+X<>vP~#*!whSFmaKtEV%!R!ITMF|Xl~nu=V7kp0foE>l3-S&Ve&Yo4+DH?Jg zi)ZY&onaV(zN!nHhsOf!DjHUiknV$%S*{$iI%*Jv5mUTS;zrJZvAWP>kG?}<;mru% z>ijyM4&8!yrd@1~Jl_QXg9!2sej)hGt{EuE?G48vst^%vq`**-;3Jml`jwLM3jr z#CX_@+=>6RqY3LGoo@b3tZs+(jG98Y_W?T0U*lvBIa|l9svMq&d-}0rav8pvCEGm+ z4S1sN%g2gJk#xU0R!oCC+#URl-PK)moMwq9oCM!jjhX>D}2JMt6t zqW(yEp0+&Ao5Uqlbqu1G8fWZ(ppg5ALQhd6tgWerVz$lugw6XLrO$QGKVD=?RivPx zMRpR*Y*h{BOPi40aDW59=)&T>Ms%p*MmV`911~bKC$5o9$jlL!h|I_z@J&Bg-zb(= zlzGspls-g%{-r$sFx5z1c+w>HLTxom54}CbB;ElN!sQJbx@GAovTYyn7+V9dB$Pq} zbPb8LgZ%tVjuO=a`K7a5>&IAYJO3`#rl5k8Y0{(vWcyzPTu%E$#{#>sRBPn7Uu4n4 zEVmC*HwbT>=$SKoizv%`mTMa%o@7--@O%~Sk^Jarp|{&|zh|rZ!C}X{1b_C^!;MG4 z;FqTTbgdSrss*ZYt(aFUztyV6c%vYD>hgxLP+~QR30!THeAC>AzMY~1fV?T1r_S$=G`h$H$u-$0U3&hDY z;hb3RDd+1hz7~&cPa4|vynF5Wx=M_3A3b09ES;PheThi7-y<^pFA*`?b52^VSL@wm zmCj-2n_INS605}l8K|3N{#~tMk3cLF7h{VvkpWtUId<+56_n${H;A^ljd#mM0}Lnw zhSWoL2QQ$~O}g0NZDCANFYuSyzMw3-Ls!-B5vzO~vF(R3uKNDhjeq#pD15D8z-cue z4}SYeB6Y;;Dt~xz{^CV_=rv7DJwsLpRIy8{dGPgQs_fx0?MawIMj+T3#FfhcjDeH> zEh1f30BLEOorQB;(e?qDd9fQlSw#B1q2pcNmLGb?ao|V@pU&$Dd(G#U!M>oIdGA(I zlxJQ*9*!1CXhB&gRq8x<@P!Z%+z5N&Ju+EO?tG1JB4wVnq9xH=(gSC!Z2~wxD0xDk zuxWtf*Ya7;D`?e!V%<#Xk;tquSa*W8Q|wdF6{`ePC_zXu;n2&HX8Y75mmKu|!O_8v zTWLuUAP|4AVEe>5)Z4+YPLx$W_3@xs^rxNav1?3c89!>$`5NM&pxD7%;D`Nv&3D-s=(W?y0dhd22|A#?49(L`-4_5H922! zi>HXH$}dHBoj5+%$~YZ&ZtmENwdaqttXVzvoF}z967B`}!yoNL={ud7akrLzFjOxK z`Hrl|@%}5&5h4Go)!WiXg3Jr5@VD)BOqR12PopdM^knj4#-5)UCVy231nkZ(H^!6y zCy^Zdsz~>2eqGMq30Ex=#sqs%J#hCf-F$_unlCUqu6t$8kI0`woyQ)6U8wc!`N=K< z*<%gH@R*et=%G>1)F7)(DjnnDmL0J3Fg-OKuwSLfa^Qenq>DZGv)x13?wFr#x12E1 zyx6>gTlb5f?J715AGD8kzgk2CQ97FJl}QXvBs*fcMe!uHnD$JvA)X$PN%aiH`^1ZL zqL~@7^ssocAsMeuB-?WF%Bu9lT&j0AH6#^pNF?j?*(sqSl0t_fMU^i{K#yq4wMQEocd7u+$&1Y76V{Ue9NU3Hg8a2A*;% z*Br{~{gT^TZ*?3d&(_1_8+;?mp18Q27^#MWjgzDM(Oz^mp;TwKN3GKa!0Ne58>wQx zRmV44U&ZF;V90N@-`qE^b{=vX$e)zyM$%|@U6F)VWH*FFi6H&-PSEe12+A=1cg7 zIzQ>aVcfq)2eGeQhROr_2JK_jJ@l{{A#@a)CjjCQ1xvbF*%RK*Q27y*;rwGR!J(ep zrGYE=*B~2<5FnjPlCk|nuY1(RIva&lV4}t~4=|Yx6o-#@ihJi7A{~ut@Lx?77^pYb zqj*k|_*(a!Gelj>F2r446zTfcL~303^tjSv%Gw~T=Y+b&f$E5J*^pMZ^X}H|rlF2> zCtWMTZ8=kPD`RMz<(DD^^lm4fDXw)tTBT#|lgit}-R&|rj`)o@XWh>mz3%hB5%WsP zP%#lI!c45w5 zSz>U>SVyleIDW>GPeb}!8Ny4bHm_AQcOwu&7GI5xRyV{8t+D*jOv8xe5i?RZI{njg zN2IDwig#byDV~ei1Z&Jt_V$3nvyys*Wf-)lFm~_MWpnQm*U>4&g3<`KaJ)RxTO}J( zo1Jji$~R#}*b3W7WrO_#C8gbVaHF%@w@$3U%~=H|+ni6vrMvbn9dTc|jOq1)jwUNY zxni{LV^)hUjPqB_KxsQh2UwL7*1!lST3aiubWe138q%`R->z)nt;wBQx#K-UdBs4x ziwb#jaL8uLAo&WB<2=Dpt&wxvV!K78{tL3m7b$(62@MDuM8(V6I^0gj@1zguxZ>3U zA|D^Ib3DG@x8Ao^4_{_|Wjao+JG8eYWPe7OLR>=*%BOI(wW&zHCc|c_=!Psao$T#V zP7^_WAu#Va<5o68kii*RDX7>q&1v25e!oOCmR`fWEmO(vT~lM}qPU*^0tlF%AfvlD zxP=cwSZbqQ=2Q~%a*V*x|Bd9SSS6b7G}62S7oGP3eYg`Ud&vUPKY<^$L;u%0UJQ@x zCTChJsL9LLkZd_1f<4A4=XgWfX=bBs2Q9vwA@_)>jo}S& z%9*Q82Jhg{ZL$xFk%k$pk3#j#R+})QB#$?XCG$QJ{@sv+3|uG1stL=b4OHt$izdk7 zk&b3`u&2ik=w##6kL6k@+5m1m=RNe}dNw+6DR;*IU2zc%6doTIYOX5t#^fZ;3^c1> z#7sjDBou<~taC;GOq9edy#w@d()?4V{a65kCkk6&gzi39bf8admM2p`0WgWd$abCx zD{kW1pzHswm{uAUZ|j%pKQuG<_*B1s$x-7Y#g84Oz0Vib?vdw<#qQJR!{3n!75^{&&pZZ? zf8)j$7L5Mqul6qeEwWjKYZD?#Y=2>c8+qdR7~OD_~tQUKtJ%OE6=C;DVELw7na zd2zYeNbc@0i7cneyHuQ&Hfywb(A;{= zJs#;iG}2uYwR7(FrD9+yn;SB`FtW0EWUP2Zw$R=?H#A)sTFejaS{zrC8#FFAtf@FU zTO3v_PUuoNyfQm4o+EFU#RHbl>%VKcaFJ@>z%r$}!{*ZXx_sW#L)D<`T}F8HD(HdA zF#W14#iju zoq1-e`7V)~bAGblpycdNJb$ndAhKTfQiuP>mJJ`$e(XbCM@~Vrua<(X)8$;l&$8J9XK<#Yu~bYsCg-iWdjvyZS#; z{^ZCj5o7j#XMwkno`1kBs_>C+0KhNrhE`5vC_IN_Sm-k#f8~!Vl4M;CTjueB`x5@L^TTFAXzT#&UJ4m3*_#IK9+yCi4-phNvLhT7#Gnswcpf%r!bCy0}MOBr1>nA5l>U za-k>i;+`$3{+VaQ$c-ZLiLlxiHSUo?1FkVB3@9d+OK|g`^#3i?Z|%)ug`BfqeM6(J zqfP{}!$?S9cC;SV02rhcpIE0Lm1m)*rEKPkeR&KS$Mt$_s(G6}5m< zP|d9cbWb8pIa8SA!6KM>yN=cdk2gp^rN=ra-f#oDyw{1?$OW;k!u>Gnji!Q38HNHT zKaS~U0ieH5<8?`Q;s$+Y|8kgvILp8tsKuZH$MfaV@q(}Q;wy9UtC$%wW-($ZWd~k^ zZ{x;=miF9g0}m(FPfNS8EBuG)H5P-5hUi3D-5mGIYxVe2&+L)i@{0x#bN5J}*_0d7 zSa?iy&!1VybkwA$_s$MUW{&Jun48It?vq(3s*B4hgShq&)TP(?R*OygQq)=SUw+W9 zi+>poZPmQa_c=Jc4J0m>thO7mg~Gp0Z*cyg!|QdADC6IH1XxISB~y^Lm!jz92sckxEOYybzsVB!Zyu}fUY{j<=Js=(hdNlZyPj}2&o;7ML;R&z7E zOpxJo>#x%#A8lbkB7rVj?rBNyz|x@f>4ogH5vcUknyds#`=FJGS2GWC|ne!v&zt!v~J3%W}-p zvUNBT7M0=ZZj7>y>HXxXZtwPsMV^M>i#8_CI7f+($@#?#x{5bsX^(@qrjV|N;fyKk zM_uUuz4K46^}X|)e#U(0eE?|ssHm#spFehvAzsGI_lcwVz98Q`?z9_qm(n}HM(WZn zb8nZLfRAOo<*&poI`SNO!);Cn9M`vbSBu^(=;2jr_G*i7p~8L$Ud_aE!q#^>QWWc8 zU)e^2mwtXH5K}SxbhW~B(0jUU+n}gFuN7w#lhCXGOG9gKE28=-cpzb4s?q^f-y95f zfe%ks6_b~Uik4$^fxK$jO}c^JF~7P<#v1-4nTNH>DX>1CwFyj^!UUV;ca!J0)+gj2 zmQ%7DC7VC-o@E@nhb6HM$m(yMX9!CFq~w#9clH$u2;Lqj;5Nt!uvUUDUuNwPv0UaU z@vc3or(LBs3dPHY$pPNJ?ENbAm3V)Eq%V2#S()d~i{cTnAN_|d&f93!jDj5}v0e5tGH>n?Sg}Xn z;m98x^RvHg>(m86+RHfxvkebh@yQ7@ydD z<^SH{yYmnfEM6i3dT6CI9kr5<+Apoa4CaaQT>^VZnPlUbiRwPB`UE(Wyr?eHFvxeLU5AXgdmXP}169rUK= zOn5{#P%Y>}935I4?EESJZb;qsooUfjm|`lF!Sqkh9TMAX)CT6+`skd!quES!qV zsJ02|TpdfG6ZZu9tnfDFe@fu>{BKdB6=EBN9`(UQpqx0=@wuT*x@UQo!-?Vq$E(h= zhPfB65or;2H>?rI_dg{u?9^np-^TmjCKCORh;~V4kIm#~Ml!$M$arid)KmeKR?nIj z3}J>Edz`OQBX@~}D^9)GZT%gN&SN@W=$&dJEOverq*;D&enbLxt(Dl~#9Fde`*Uh7 zF_Rviz8p|vuvM!dasgJvP+w<`ChO+*xLxNdp z&2n12;c1kah9qXZtf@j1tVsD=dzEacV5v73yZNj$?-$3CUtwi`R;QbIjEYs29()&v zqEpIGhM!XNeRkX$g`>dP)R|$gX|+kzP4EFlxrNziz7}5$ZNKn8g?^w}uuJ>-wfWP>7Eg=iPs|j^bLJNHC|oY;3$xqN`0G_%DthN;Hx?ndNYAM(TqmpZZ{beU zIl9}^Q+-VSXaOJL2=#^HxMaNtoKL*w=l}O9+dO7_h|b>sQ)pvvPZ)57qk4!46za*BDqY2hg%lC zxBJ|NJ9W42f7FRWYpUN5YO^&|h`H{^;(-J9;xw)?s(8r{LJ@VJZW zz4P4ucN4kY_)W}mk4Xk7hSYm)chTK?Xek^H#iOBkI+TiqV(4dOLKPLEcqp8!2qh{) z$vFRp6BTG_h2m@w4n-rOIC@&#iHF0{Q0&leJe;hkNb!=ozRoWWU~{@%za6CX5n*bbw5!oJ(?TD*>Lu}DqU*> zT@f1qCLOwNkWYCx$ZMop#?4A~J7iC*l;ZbOWEz!T$eEW57hXnDTCFq-pt<2$?ww(s zq0WHR{0@&ocX*2j!kNx3E(hj0TJyvw`e|V#3CgWpN|lv){Qh+OSx0`YzhV^KB1i=w z{=Q$UgJK7U4FA}a6K$uNv8GjInU$!85e<-Kx}xc+`nBMt}9JWIBL6gW4U-g`49JUEQ(gJxemWQ>=zslJ$U7mwO**KPV( zPyrlvl0?i4-UuoIcI0!f+oq2uq=65rOKMUfxu`XJiO8o%R%hDMnGxNQ_^3*@bkB|J zot@n`JG^UlL}hAFCRHC#&rim>#nOvJE|VP2>U{QF%f#s5uF#`2wI4JFYa)76&y-QZ! zV*n*o(NC5OfUDi>Xw#tht+-WrjQ>lSiIG=r4kd6;^@cfj7<3cYu(P4+c5|l_2I?Mu zuTBr!DGUAnBrAvh=sfCFJGF42N;$hZk}>_=V4u6m&S`j(3Jj!H$V*877ZEPVSAJtYJz?O?N~k(Vm>={_tJ&A6R3k9-Zy^^ zUd-)cd}cIp+~3I$3GXw`d*FYV5S=-AQ-dY)+2AaE$oo%AH$P=9!=Yt}0N*oe(QCvg z!xN`Y*Ljl~L6uDpGsSc79?@_PYM|wvY+XkW!b2Y_Q`=?c@Gx{}mYe`Y$Q^&5E@Xj2 z7%v7;B6$+RIWjj%G7+ZLJm;QtlV~V2hs>l*80fZp?M3+SF zO|w&@|6;P@Z+ccCCvlZWp0~-_M=E5Oz03QJqwf-s0xu@UfSFE`K_l=Cv1{k%=$Lbve~uMK>` zjE~NZ4lPy6cE3KVI^qV}1gW8ww!Lo9QI6YwtGKq5EQX?)P`Wyt?h;G4L^Cy^WMw20 zkHxbUg_dZ(dpK1SOBO4#_2G15G}kkn?pl#5R>boa$(nGS9BoBKG!agBtB6;Hl3gmI zsZgq_0(!JU-$=4cxX?S4?+6u-31|9+awii2Y?YtzgK=`g;EVX?b8{XY0SUyZD`T4f zq~l$Jsy;K7g(+eb8i%YDm6^x|OR&&Z>%d5ZJ%oYEr8$B&cgD7Hsj(8*kh{1`MzSlN z3O%G#k0BD-Z%^@OQtpo1L{)97+CP#ROi2%MoN$Me2vkqCYfT3ee38_N$Znto?hblH z_bz#{W_WIkBXzd{)}ckA@?zTPGnwf%sS%$$pV7zt|Mj}kx6*fL+h1St>;Kp5mA<>B zy38PFjk4msqT=@|JcxR2KlhH?MUWA{!4-edkzpgt?A0Q;8VgQbh7^5ItO0Rjq=rvU z7Sq&am&<7FyE4`58*Q_YnlQK<&NkIcnmtV2*K)&~MN8!@Qcip?GL0!1BFHpaZ6HYe zfqdtH3sEPy^ACo{lg#L{&0-=A}2Y0Gl zl->%&%YL3{q(WB7pP`A8lRN)D?_A^6Q`d^omy0KG48ZpcR3`+FqqKQ5aG;hXO zAVc}rWUTu#kEOt>x6{aGb*y#ZN+66Gk7*C=?lRhC_ z(*up8=6_b#Q;SkgOhp2ACXHVgWZ6E;uv4*sTfs3kL3~Qitvmf$J>*CTX>lLPi4Z(4 zt|-im=BHLbHB?bkiWQsE6RJ{ER{1WXRY#3w0BjVyVY9A|>Ws8V@FB*>ddt|W!Y?QK zlTpk7gvsvL&+21(Q+P8q?j{xlCN`iVvm~3?lK;G1DMgU6hK+=zI)?<3FgL$dbg<}z zSQ}q_P7f%J&bIY0z9dE$*Ne%;W2%bVMO$wE5yds)#KMvh#TDW+PdVk6p(MG7CNGk{ zzNo3L6|*GX!k-1*3BNq$>wKy=-xC@oT#G*nP3|r)-xL=~eNcQQ^$h(ibYg0+d_b11 z*STLG=?;bZQp!=n=I>#$=4yn$89PJe*~#E0u|@{_a{vf*zt!oHhq+_#5miwSCf%>1 z6`T(94N3fwDP4Mx*o5*W_6!aL3J0Kw%&5dOBh`G<^O{7I$tSokKCjQnm2*^i6O&fP zT$<_4ZZyy)Hn-dvFX;L1^zC%5M^dA@Ck{`gPfKUd&Zlb{KQ1E zU+==Dq9r}HGToL1bMf!&?#`Mb2D@@XA7n>XVKy^3WrCyC47yjTpX=Zp@Ee4SRyp>#$;ASHfwi#tU$ zzQQ_lm*KwdOS?jl)FMqy{eW8^u~YP^%}V%0{ADUI0MC$|KQ@bA;!dohSrYn6e;-iW z?yWmT_o0_k>mQkJoEERT1A)VY@ID&ax5;qv8JQU{RrC&?g`_EUhKZg)03sVCXskj{x$tP+2IiD? zTNU|yN>lDeDA`9}-t8*Z=Uo=0CI1kz;nW1hRQfh|ixJWq*^(G*fR?*;tkU4*@2835 zO5uOo`KzLNk2&CqB8+*TFjWmt-rG|2z%-4FxR2c@(p^C^V#GK;8Aa4Z58pso!kH3Q zz~7*18s}3_k25u-`_p}5d}+N1XV!>l)x|W+(ppxNNzct>Mh0yZLF#$AT^VBqn9JBu z)kBa5!Wi;F>xTyl8Bp@kpt^sGX(`YB`)&Ld>C{pYu5l&ph;`~?Txs_tHw;S5X zrm|FQnDpbgWO%ni>tL$8zDsS?+g(+TuZDuNySOc%_q%j6@U34c* z@m7Y790YR-#ugL8Q+RZjPVo+Jg^Vt z{=-rHT2E@5^u~S>aCcE;D}Ai9vnW^eB-zl+a+JTHWH=0rSAK?M6u&Loot{#(b}XEPRn}VRX(*3 zA#ge%zq7_^4g#~#1eqj_F-T_+c1d}fJeC4ch})UNWPiEU9rB=P>ieuL^t?u9>T1)q zH|kZ|TsJ$tWVlQ@na}8_G*+DfxL$TVV*p!QJ*TluNcYM&bTO2s-eAlRw%A|v_(!@; z(}+8HcJ~{)twfUx2QTnHBHMmkvgvV=Y#fzbfmX$Kxz1;5M%OxJ<9gDU35~(0j%B(V z_wktj6{#K}r;4d(R5p8&gYfp(BV;e@CSiS{JZaCu=K;R+oF~?wVkJ6A%dGs&r9L>r z4{c>1+N$bJL9ROjk%Q@rlcffTK7UuQEJ3LQsv}gqFjPD)l*gGUEDRMN`$AycldGIU*bPws=mO=$YbWzGJ zj0_jgtw0qwe~vewJ2O^tT$fldH8xVd|Ej)NL@FWAd>jksI)>U-R? zA4hkr+6;#Y-mj(vppj`_7Q&%vtq`Y2jbk=BVB}n=n4a1~| z;)XV~Q_T$hz$#Ohss-wBik#_@k<$$Ty&5COCN-mo;%X?D5a$Gn9*=Q4+1NtW9!3OL$1|8H;Ncw5* zyO!>yjt-DuKIy*q43r|vbhhdA%pibD!#v*$@|rU+uAkCpu9v(ZGF-hgOlB;JD$ z=tR8EV>tt{KuY_=0lKmWTuq%vjae-|7Yo3D_k)sugv{%HI1^3%`7i^kyc7lTo}CV3 zm0nZXQPAR=uk$!eStVfnU2!aza=seUS}iJiRlAz+H1w5=r9#I3A@Qt`nWHRKjzU2% zUX@mAn~YTbm;a8BYif7IS)B+z`0spT(g}e`aEvv_KVcxzywyrTAGWN%a?x$VK7qku zav;V^!sxv3BVALvPX?1W$#|D8>9#M$kF1ot&T2xZnO-a}04`n|>e#w};}MY9DFcEg*!zdgd>e6~!A4`N%ggL>Yy^;*57e`Hnk>9tr)@ zZ90VGViv^Ci{2`x(kUm$+y=7L@2NOk`oc0AK<2cCHD$B4+{b#Mminv*j8Q+F*Kl=9 zCwS8()2)TS!_^=#8Hhyi+Q3P-3u`PLeT5!(SoYnP&tQ%KtpUjCyho;e0f%s>wbcXQ z?k!>#E9!+guwdI9@b!1ma^Jgu|I z$(WOF!ZHosgupQttU&s#0$nHXUYVWzmdGCWfaSXnJPL9Z)CF(k6m~(r=04%UUYMkw zdQ^NV&Ky0=%Iy%FMf*;g0WD@sm36xjmfkG@;amoE!Y3af%}$qVS>XE4-lknB*?lgK zhg@w0A^68m$@M;mgq^|q@V&ky{qbMt1&n0pal}$RYW=}#x&wI$OLzWy84FM1(yBAC zh#~o^{i+>)+j|i{tdifD^LC2@sDm5&wi5#-CpkjkfuJS5_)zmZH$a^*H7fsGW`Ih= zan)ER$qm^pQVkBlPJXuPB^y2NR}j?$L-4#L226NJB!~W9X6IfmQlks$m&A4ls5pp? zB`LH2!6U7hzp%xc|FUJ|`4dNPW5 zgvsKsW%y#c+}houo`>8CyTzs^iy#()C_Bl~yt#NBPD zcxy}OYc5(XavSBj*{8(Wg@@$e;xk_V8j<@>K#%#h=EFUDw?#zs(6w2!|^3X1NLSBbkG zQ|;?yiR9-p^_h4G!vyVx1Jp^bF}rA4% zE#W(%{88UIr?9^p6!Z)u)OJ&=VSd9^*pQ1O8>O~mtVXhGN`0)fJMI#jkUBKjm1e0Q zz(Ln{mBdd5mp_BeYH9y6kUM#_SB=5q1plQot*9xTA`Q>wsbeO}`Zd1&qQ=K6GfPfy zSKUIdDh|%7t9+mz)YrzSKp7zQ^Gu-k#5iL)ACT_*`*p7Ly3X`C=wJuOjr-QKMfRxt zL7`u$PQmNlA|8@2sy78?d_%#a2}EWymRaL%o16tJ5G|y)q zLL4EMeUl?y`UASmVXe zV0vk>GEb+s)oklvspo{T(i4)kvHxhd_`o2-zsBO zcgSdEw|HMbi$koRlpcW_|0Y=!IXzGEjjt^|ehkSV1UX0zSbx^3euvPE=13c#;%T?( zbDbRiZ(WIx@q`J43~+ID<=ghdLbhJ*cq)K&s5V8g*<>%wV!^QwPSdI6>NRf2QOTq| z$Z5~Y6RpTK?vzIFa(qzWCVJN~FW81Kk`+|ys9b>btP>T@IX ze@vMl9FBT;vMI-2tm)T&)Y>98QxkYv%jev4ztDx!KXtNSkm9s;Kp`!`TS0lb&+)&l zp0b?4>*8a|ZomuBI`sQ-o;~zvldx4MIh#4cFVgKXfc_$@r|eahwfsgDVu#o%e&9+j zSaz5-m-P6lJH(+j;$I5TDaD#%+nKqPNJhNQC$10LbjO)ubO-4%^Q3B|`OU63xiWvM zx?pNW)|u|4FLmp2rv~%KhKiRE1e|1otcofs((!Py`M+9KIXwJJw474?y!yL@R3J-+ zz$1tFk$w!Sw$wrIkEpB%tRY5W;3s8$u15B!-T88c=oT^VA|)?z-2GqD+5M$X)vplq zxm!jUM$`*RJ*{BZFIz6u%bJjbFu8uBgl_C>swcQ<=c|cW zppBjfS$;S{Iu6f4gJe6g5M?WtvQCv0Fv)KBc;^r^qBEAq5hG!B!6 zT6r|3;jIGC*L3Ze2~`8H3$9dRueM=%Bz_gnnHe3*RX&nk_@>c4tiZ@$v^2a z@lUgV6=AKyiFp`f(Rq2=cnrv|l3`~wS1@he|GXtC;?L^J9yjXCt%F_&NFEZmQljhW zS?_-R4P?^q>tuf_`ar;2Xr?15q;jU-5c=H9l&_1*TyGr8>ZbM1kXM}p-u7{?+5n(} z?3$qr-jjR<*fABjS-x&!m&Z60B?RaU_Ydnqu(_~KWNM~9DD*IjaF^2yg>LIRrkW__ zyDa%{SUpT|t{&2REipw6tgH#2uPWzPGQcrYgNeQ57%11QKxIQi%Cdgz{`GBY?8pTd zcSA&ZS_1BbH}I}WcRi%vV}EP)yyta;v)+l+)Tu{dU0{7i({KuEbfdcRKkC;i#jmc~G>q&%=o|1j~FA4{yLEGl&~lxMS|+?}%8> zC$U*QV>Ji8&pAV$wsxH?_2i!mSXUpZDC2bx#4rX-Af64d)hnR z(c}O&BCGZ^>ZNKkAC#f+k?a)U`xw4b&&bAK{`<~}=)h>TNaf=6_{mm0_ft6^lk#eI zm2N)P(mv9tfjYC``w|f!^z~1vMAyGs;Y)Cd(6`KW`x>T~EUI0N>HQ`dxzLr*)!hQ=;{9XIxb8hl{Zy3L!&VoHISQ7Q;p$ z1vb@W4vw^XGkA~SxYVj6q`iPN<5TLr?d1R8?S9#;;V}1^bG@gKL-M=5 zeoKF?O{H!8Z@tYTu&ZgWSSZ{t&jVsePRz}o@0~!r8j|*|)6VyvB-}SI@b)5~=DE=O zVre5L_d2e(aV2eaUZ{A^p{$L`cKxRFfu)C@x{R9>4yCCU`Z-e{rQt!R)!e!pH ziIdIq=9wW?GUDE}%EE8qP;DeM2Y%#2aFIUo^PvJwowRMH zL$rD3t2-Mx>GaHXwyo2-o(<(=p5Zz@@ zZ++?4hrZPGlknc=3P7UBtUV3a{S6!>1i&`%y3fFLWUSG4;uf9k(vJNaAUDf~y~L=4 z z+FmQ>C^h}JsFWH))$`PF;BkR46*vEDI$k;VV_o3$;IsAcuM&q-zBq5;d{sK0FS_tV zy+hpTk*BItrFA+fg1H{D0_u5rFHcf1Q)gHWtJT~MN?2!rrd5OAlvaepG58@d*ZNvV zYR*;aRZnmUvC*a8B^H1F#sZ+MWuQJ!k^7CR#4amyv5*!_(U)*DL=C~P;wPvQ^Tkqi z=Bxxba-7+bmkVCFLySXWgRD6pfVglK@vT(c;Tv2byh&4GBPpAjC0iGv;IW7j-}R!s zptb-qAZM63U+h7__nht&YaYe`GcMQ(Yjf13du~M zoqCWw%LhznX|EDV>Lt5G<0tYv!MF^lTrd_$y`|&z9K@8=pNm~$3rYeGDnjBa z1`d4-8bE7Fz)PZ4NT8)%GyC~NpHQ;zU^r4!{ez0(8kyvZS^T=o0Bp#0UTRoWERl48 z<@00-8)`G`1B|s=whCG6L?R`u4JIUEIBNN*;R)S~@MpKzt5R#d zt)(v1TC3Emwbk0z=Y37o_WnKh^LpLSKhNtKLNd!aXU@6KwS1S)_w!N3+4)a&vh6&3 zTh;(6PO4Vyk0TERG$2*igjlHFohlbEG!wp|vQ1roWT5?;(p)+ANhUl%1=`sN>7-Ii zXvziseIIk5)bj$;?al0ecv~ARLCLkW$g#?lWD7HB`dTpFuL)UJH1vervQp?hWn($i zTYyXLH4_N}hhtxj1ehI0QoAzt%fXNakP6B>a(uD(GLb0!P$u$jYmqN># zaCcEQOa$f*Cp7%~PeSf=;&@3~p7ppaUk&h4d?a2KUrY{M#QXZIiQU;X*~#$C|6K3aD3$?cxN=wLsr|Ir1yhp}W*}OOM@~i0-jF z_HF1D6>59?>V8QSfot2!U^c{}@3SNKCCR9T^ta&^ajf(nkwmEB zdB;PSl`ZU{zTBkvq})I+eo2&%#ms(25>LQHStouj-IOL#c$oxhbGMN%N$)-`3JxZ# zR`|Jig^6&hSqQtvi^48pAL+qGh-2`~_Cuvs%CYwdx6D}Yrx?Mk5$~vYfgbiU@knVE zQeM|;;0IE!(mzLf&0QBP&sNufrs$wcy5=H~F-NP}*V@t20aJx9KIS`*1cNQrZs<4d zoK8070cn13AsZjsE2=bRrt?U;Z}}&e$Sa)vI9je0fGnMV5`79~(t>9itG=fwyEj zavM_~)zw^4=pucsl2<7;=NitWOY7OhpOo6b8bo`4xgNb*mObm4fQfnPP3lS#2b*D- zVmtM&{rx_HG+rB9S+bSh@__hIsMv|~&%ou(uM_pmbj7%%$6~{W6oksf3-Df&o*_^w zP&{MZztXZx&|9Zj+9&gvkzX!D)BZtB zP-7TKHEoyeVQPj&wQSa#APaI1H7|=_NHaFpHl(*`;s#&L@37rPtc5d|#bE5%7sV25 zam#6u`zVBs*L^vaS1dj|k#E)JZY_UGDguxE9(BJCydicn1c~(?_>Op#Q&yoSTY$N+ z&60pBb%30x8%r{N8Uv5m?`2Fxnkb}e`RtS#J754^AH}3tkRTWl8Z-Bbv-($z({BlnC~lDtlOa!~C%E^rd_Jzp(Y&Ky zpm$SsVUO^V_>^0}4cO}J^bYRgwL;xT8(HoEMo5}_-Pbj3HTQvCqFlv5(~6yfHP$%Z zG&g;#Of_JcDY=;$@i&_L|9}d;rk{j@gta$z8v*ajtYPBb5rC(O7&SKoF1;gU^VM=f za*ic5TuFjdq7*HkQgCAZO`U4*5lhSMEU?kghgw~P%t1YwUCx1mah|Ux*~Kf0U$y#_ zqvB-SF@F{#zAWmupjo0nP;X()^t{6O{1+uVSTa2nc~Yc(leIMNW}5x?(**C>#CO}x zG(=??W5kjJC&j&kC?KgIzHInu*3LPVH(9#Ae8$JFPoLhY$Gc^|RUMBdDk8JZ+d@4o zm1SaTVZ7N@QOgci|H`s>qfr}~V95|Fp4g*pGH5Kyka@q4hVLHRflOAK?Wuk6~T9yd=K`(xQMcL*%^-D;(H zRi$@{wIVsNff&%wWYt|_h%l1eL}W)ngv+AJ-}39m#j@UIb{XYerQfoD?fT;Dx6M2D zg=?R`TY1~{^=_WH4fSUZGC!9Gv`ERk8 zAF^;TDZ9v-E}ODwe>I25hb@?bG*RX76~=DI(8##0(!55}{~t!NWDxaSCDl0&>X&i| zpXN5HehsF~kfm?7cHW`MWSS_IJ^%hDccq*#d!>@s~YKw(^GIHK$kkD`D^Bwm%30m-F zIr{}0Gh8K}6Yq;8y z=w;EkN%YKQR(1c#IlYfdwo1OwS7Y$-9>&f#@eVsq*e3qKpR0_zkPv{e=_{$=zoJuXU z?0Uep1>{N{f&o=sH6+&Qf7)2}Ec3W~kNc=u4GwUXd>R<7tL$~%CbnuuAz|VBn0c|> zvlXw>+U{kv2w!BC`m0ufhO)IW~HuN@D5#p-i z8M}{`yTwalgWkrWcZ(T#{p#o$f1(3iEuSV}PQAfXb{@T&KY-(~t=2wp z6Xkje;;$lRb2FL1m(|ffRnEt*o%a6(Xh9z1z9zPsqv_6X2?E;Gl2SUVA&Y8zQNp>v zoSmcU4QOm+wk2IiHLeU)<_XSN>RoaRewM}24*LW_g3*=NG(kWux**`<0+f#g^}Lc3 zcVW-r1i5)}C=}O-n{}eF&F&dmAMlVZzB0fa^~_GqGRzZH$OC|oVfOdbRajb#dvkr@ za_$->arba*sApiqpxFp~U)#4JQY4q@ernXCVktWeKPlf4PL18a-Qbpz*nC< zzz1J!^nf^Yop=!p4b_M2B!c0#xlf8N2RjevD$H&#K>qZ@zmx-&4_GfR5ITeElr6P9zpDIwIEsX zkSF}ti2K=8VJL1Rs3*7C`)%8*@~iTP5nSm8eDc-%q^t1&ZvB@y)L(FI0OH$tv<`~T z1{)2vET5%lzAaiRMT@o3VlG;M?z3pQ@p5bcRVZOpqN>Gcfuq3h>?*L?Q>-*t*gcWb z_oPYBi7yT{)+^IIE!mi>CuVt`G)G4A&jC|ZD}!%xAMld#fZk*T@?tn>q^{8Nheqwe zedbU9E0s?xrWX?+X9;Val0%N;I|L2kZ%ai!9C*Wx$ai6*?_Bn zdYPrL+AR>;y~Z++*UBGSO!l{((Q@Pt`~x!TIrz+GlJS3YDO|^5+%|%8jIUh=tSv=Z)SFxYFNG$#wqi2s3e$ z9RKhe1Jg(a?TyhbC=Rt{%!VP-0!npZrBwM#M1g$_`S_W#jfy2MJqz0vfSPspEikH}41 zQoK++BJzt$`Fk+#f2o~&^um)KQ=wqhYOzz83z+yVr3w+`%1A$TtUBq)8L^XyQls?u zgp3s*_d=A#J?DjAu$axzKLfL4*euVG*{d<`Ltd?V-h*hgQ=5*yR2*~IC1}OF&3_^ !UB9P3FZi3Kf;OKxJzC;@9xZ#~|id z#}o?Pxk6hh*P1GI_EI~XZcZge6pF~PcjgM6=~8#D*pB|Qc|5sP|@IvR*fE`rCF3t_x%R5f9W*}yzhomV++|LT#ZIbe&2NE}A5 z2uZ&SP;KSGAmGj6%d@|6jcs9_MGt*>&Gf;fe_^vZ)<3RKRF!M(RyHeOTf#oq` z!x332y*rqOcX|*+x+~42I#f$`*~wNrf8oAK`!wo+skA*wj;yq=)%39!#p)TA4P;;) z|Jf=zt8OH1%w}I+7%6*-_A6VuwSG@n&KGt5P*|pp`aiGZbhWsyW1n2x)Y{gbY|FHK z`$5I7)?&wm42i@M^KcPVnuQ%&OcwH<$|43=WAZi;g72$7q0U1a{Xq{GIpx5ccW`HRN~w0%sO;oSW@<6Fe=gfwteaD)J*Fl*v$t+; zXL`(n+BxykwK7?}8-W+{-}Xut1m8xQWsjrgp&eV> zZtAK5B-&61flP#zn*Fn*GP~CS&>?lABpa0@VDibU4@G9&)KuF;B0C>;zKakr+s$Ijq0EEgKtJ4J-lCACt4223#h9^` z?KB-C=nvHZ7n>HB3(E0Qd!p3UP#Tvk!F=CQDs{D$x(lVz44OizJ5%aOmpbc;9YubZ zx|^vpE%g*jW4cNmqYB;IypCk}E~ny!)n=1|96~Lo=x;$zcY}_P{`M0LbEf>9WcU1Msi?&nWBGKw@HeT{?>%-FW)M% zopUpD;kRhNNEFW(Q#1Q44=tC=t5(<_o^ACW5$0)}rCF`=F>bI7_P-}X&j1%z^N%Nr z&}9@Rg8koq^rxT^qx2U>t1iJGfe%Y$RMku&!kIG0Wu>9jjn{EK% z)iPeo3^2}rJtfC6TQdh>8Z-D`A8k6ys){KBqjPqm@tf(Mv5C=V*N&T$A6S$gGb=N? zEjOiWO8{tK`~!Wxg}kBoM&YOp5bmQ_0}!#k#{jaF$tMNWaPF)i#?%g#Dy;X;b0oUz z?DBh!##1tknr_!(L{A3V)Tu*ai+Bg+Wj73~@J|CZWy+@w>q?@oH`xrN_CckKv52p3 zK%O31Z;+B;$-lz+ogkNu*1Oe&_iW?zRiR}30BYQu)r7$bc*aWyzXJ&ql9d(KY060) z6?qqY+mh8{B{lA=35hIfy4nlJx+T?r5X7NoJh^_QdW`0?6DGAoBh@%(5tyRAH6=kX zhTv7wxuOAx*lA_BEvH1i&ZkRRJQ;U7(#CJb2Dmaq z67nUKN?R^-Zu8U+0)!uwYC18aCSqK=^{g}-#7aVP{mTDdRyLJy(&^^?(_Jr9qM|;7 zl{7rZ1ts@Wd|r};=4LW^_1Am9q1BkBHR$3)Tki2@trlo1O>~WU9FO0&!23!bu&?EkDuu*)IzkVm5Q(8Y&8```xv8QG!y3Zq zAO|4qvG=w@LcsZ2JRuKjffI(d6Natdk-mRl0Ky@Rhi&%-4rTcI>H7n%@hV0r6~R^& z2%7`DTZjGYa&iP2H>?(WT;?zTocl4(wg1@tf!RRtG!u({WEt~BtWcL_VTPoxyXNptW>t@Z&G+Ug@YT+%M9djcCCO;ux zoMBMnb>p!C*CsKLI+BDT>;2d2Wa~G!%4q6BnQrLJw6F5^(teluc@>2?Vo;RIm{% z{cq-FTi>^sx!Gg#8wDhK$3Gz{7C3Ra;@zSJdX;w{Xk3^|2UYZdr&5Rc(C5rvA;-s45a87EN073FA}#)rrS4kN&OCcSgFgV z*`511c%b zP1W)&|Di@%DF2#is3SGn_f~q@#$1?s1N9tr!S7RUxmnyy0g`-KcvFByu)^+V6DqEwS6Q-6eKH9%>xF-MlN{)2jJFNcwN1^`Pt9Z})g(v8 z6Wys1bCZRM$;PSiOl`KinCxd_4yjzzNI1&iXS;5SnVO^>A)%BJd|MWB_)okv>r4Mg zIo^Y83BE4g_D>%v_no~k(Y}A?`1YEHh1nSgr3d!O>^m;i*j9I3bKTtb{F`Exx8QNm zCs`JP{t(R>s?+OWoOpce4o?8EcW?3JM zgrOV&MqpC@3DZp0P(trE`_DJa$>nQAO)cI(_0Q?f^N0xKa|>E>2Vdn~uV>2l#f#z~ zL`t=s${fGK>x-o`>a=gD*w{QC=_+xc3!&2CvrIU$xEE%rd<13})@`KTGM~d7MGyQ; zY|?-}^n(!Yc<}Ch9w0d!9;|VKI#RTTBKW0t6ZO}PlA~%Y`3*T5JR{sK&REy`&yJGC zfV~Ou2)X`k)6D^e<*A+_k!qil8hKoD)CtMPJ#u5S+3B^pDIa)49!$hDOnxMxFxxBa ze;&gfr1Et5MP(`XT>r2cW@F67@3f@}*3rWrqql`;nrwhR#EyjeBF_az`B%5%XA*z; zVXNH7c2+vG4P@Ix`w!1FJ#*`0&Bb&s7EcwD#dIc@O%-#gLOfNQizn)mnOrK*@A_12 zW2VrQ%4X7~+C*(4+gO)sN++|qL~3@b<%`O*Rq956s7)ph{R^zy>xg#rSrqe3*=Ye8 zYsF$6IQ&dCKZv`bW<_Otm5qwPc#$I1yjEwsHVZ7P!0>-{0qKn$?i&$+;3e_gw*3w5$MJF#GVl-J;&y{9Q0 z(<%4&YUb(|M+L%r9H5Ug&R|_lVA-Xz_$F>aaf|q+C_SYvcFFwxQ0qTclp08QY;&v$ z@VS8t;WbG4-z9Ro0^JEU-ksM+?lMno4c1+5$?<75?U?4G|F1nw%iw!5)%A`@&m2=b z_?7e>G0~PP+N+dRdyiiv^=NKz+Qv-&?`nAd-Y*2w=rPovAnMESi`*r^?Fy4`5p`#s zug!zf`A^w9sUtGQ!bUhOHX6hVD3tIg@M!$-KSc0)&Gi&}#hPQTX*$bDFI@vuYgNbW_FiD}wLLnMMk<`paY9zh+54l??M$~d%&d+zr%v=JlrKxA^ONyTIM5-A{ zS%*C}HwVMBEr*Y5eWysZ`YMM$WK6X}VO88CRX>r8XjQGQs=HYn<;=9jm2!mB?hkdz zTFRc55}nT`KNs0GlGMiea+UL#c78^|fs$Y9(qkJVM_;#{a`0ERH=pIpk;mDvF(|}g zfu!dhIE#PoIJc=wkf$A^C+Qh&HwnFeO|51gR|C_=j=a~MGNG}mYPK~D5mD3xnj`u0 zypr^Kso-T;hc8i?58U62^tf|1EKoIXx{{xpNsgr{@QIlCX!*G1_;}aLbKB5Txl}kK z&-$~gk=FR5bsB$SDK6LyI_`ty-;G@Gnb|2mazAiaY}Iet+8G8C zHc$hbI@-D$t=tG{VHnm0@(=q}-~h%PJgI<^V*W$F3Zz7pUq4pn{rl#dZqfwr%{N7g z#hYdpy83g?-G%;X#jzcw36l#)9bTC9X<&$&vscu6@IE^@f-ddK8vPgxEUPkSjO+Nn z`S%fd-+y`!Qy3X=PLT&r+b9N$AG6MUPEK_-f;jW;5`TA~_<|dnpoyizpZAd1%2YJ` zZ(yakLo8ibBYXQGlb^(mdj(!LQY65>pc9$H#a^jX^#gwoxO0i}{>pIBq2N%^?tKC2 z%HOhqx&%%GX(g~L9}ge+A)0t4l3=l0;2WrXez#XS1gC1Z_{@gCcFR8#osh?T#9N<9 z``iBK1H@(alHoVRsheb9+oFIR`0_IBWxdbtTLbfkuh1UrA-K)IyoBlY0^Eo_{rtS} zb7h@w+hmx7=M5hsG&l4gCuy&s(mG$f$2Y%Yw;g_;Z7U~Zzv3eTOYdtwA3n)}Rbb0e zRhtTrecVPSTgLv2aY)Ev8q$={>CC8y*om(!i$1_y7fLQYY)_ak`nzD1%kaFr0-u}n zr1}#~_kmY%KZgHZfX4T3nf^pk3=@(n~fHQwDW%^S!FZ@M=e)TcC zsMHaXe(isGWTiwOaF>Q%zx6|*kohnb= zV%Y2%=L!XB7zy^s`{HUbRe`5Ui9W}u*v;|r4tF{rW1r~SQItS3{H(-7mz&Q*dl?J+ zlgG>EDjSfMZUlvvmZHD=0Fxz=X((d_Mt@F-wjtc#VmPauAHi>hYln%65={53*sy+0-l*|MCQuG1`Z9A|K# zNZi^aBZ)kSaDb{ryM zUzUw68slzIHHGyQ)!i=db)~g-eRb$%a=jPM=TwArrWeQNE7#Ay-uuLbYCc~~hSMq> zreavReO;<47M~JHCcRKt#f*#H!CqcAq_RcjhP>J7Vq|f=rSJIWOZf_0(YKnS)L%LT z`>@*q<6f-5yZ?lQ9Yo`1w7yI>fWsb59!`34d;&V~TLR9k>CPC6m>j1IUug`>H&8Dv zn`W7Er#CkkAi%sw_c=n5^vp+U+E4d(N zoUAi5)pXi|zz;LGam*;XqNA#vTcjbjW&0y4Ufk#8N?jb>A4Zy? zITv+J?b%gwZLs_?JlC(+0 ze+X+oB7iHsxv-Dk?rinm6lC%y%J9=Vv>eo#Owdr&<7RKPOZe z@UvPxO}WJO7~tJB+K~tPlNXzM|Bn+96?sn9)Sn|$qq{Q)uQdNs-kE{T;;+yWVPE*s z0ofP-rOp%^(yhD1`_#U}y%!o3{*J}w+{;R<9RJ5b#`l^6Ab^K<1%B?|J4xQl`?db1 zgEHYqtB6W&Ip1Xlu$%pOP)^>XsNxjL3gw?uCno%%1d_Pqn2o~wephf`C&)iw!IWs;5kF9JScxY@_?#MGnmzofHD&R{kODmQF8sqxoN zoqSej+Q}ZQQm;5xEa@q68%EO7&}bWan?qfsR8tn*iNxz)43r7LA**rd+sNZq7z5Vn zUl>Htc8M_laTTQ0=0h)V2bCRL#m%-}oN{p2i{xz(h)58~4nkv}=xqJ(6d?^l_p`zw zb(uKwC^n=5F=?8b4&Z4M%8HP4rK&uC_u(d8epe<6=fPW1Et~giB9?a&VU!7@RZBR0 z>Lh>)AM-s8Kw7ADhUroB2egDFe2CJS4BUX?^i#5S>@@*-k@roN_fdoIyB?U|t0H@s z=t)yLLxRgZfvmmnHOOrJlioJ>4RQP~bAvtYP8Ap+de_`S++2oQ7EIMa4dJx*4h1zs z936yuyGg@6g&|O?F$rA4B97em`*f1sFD-wR^OcndF}td83df|(yGH{yFPB1&)TMD9^=%Vx6kODG(~#Nyi>?_# zLXe-Q$h|0ehmZ_Sn@N>&H83N5#AzA-WnsOEyn6ep@MPFlhlDG zY%pRuZ;ZpOt6`Xt$h`*4m=itS36=s#A_dk81jZY}7mG+>ERwLnU~EKww<;aY;CYsE zI5j8yiuYT`{jKA?LsiR^unF5(%Ey)Jw)s8vef>=&mKysOEyF+(F@1S{=@H516EmZTn2uSJ8vm5HBS3bj7X^Xi zM8R|3)x0EYfKhiDPqziOTm;CFQS~ zE!%*-F@IS5)+QNU?vgcWTm5He%lUroUb5@J{R>?yO5H~mdKVU278JWCZkD9fhW9 ze*=YC%~z@X>CcG5r!o|qfLZknb7BlikI+onvj>V*wsg?e3_mZ7^Z*Bw^7Ar;F+A2o;$qM-o;=42L`#nF!)$s#&Rms*)3WkOsACN6r}kX5rA^fbK-uSEinT43Cl$lT_K^<*%v)>{%@1Z4!`KV=sk*T z^-JPXe24Y=76G4|a|aB8kh|R?LT@?H>23FTLEzz9t!_0=ZX1pMqIZfljYi1$seRjo zdp*;Fa;Y@Tsw`^h^;^-A!KjndonsCqv(OghYJ? z^@r??4c>6<@xU+U#~YQc3;Di`{@nsc$lF0MvOf4PPku&`TukF)ZP8{gd!5i-2OxmA z%E@YaAb*FB#j9{D6TpRt3m>iOBYp`#)JsTeb0CJ#`y2lf7&XD_OE6{qLnIrX1!mQe zZ2U-vw#xoUsK3Z$IN$41L-P2>q%o({UIV1gl>27@YX6_>l3V7A8h9;YJ-&D3C0c)~ zE;Dq$=4{8yOo>3BW8T<}Ab9h8$OW%CuQ}Vbg|g^1dX@P^;j_zr*rLOOUf8hy9^N-o z&p1xE2BKK{ZYM*=k&im_=t>AQE@#8f^3X*$AwEd#`0^JBgjo|N}c&$dal!v-`1`$!)wPtk)o z8aM;EC8ic%m!y)+9#WOm`kQ6l3Y!IUpK%Y2%*J_)lFqMN^sY!vIt3d@uJg`Q620zC z-r+yAnCmt#8R;;~^;~_ioinnXI^0TMk)cEMka$eU+trlpPlR))V3Mq$&L0%f+ZkKu z(_nP^;BPI3WaUB2NqK*o70dA;s{}q4km;OCHgG{j?H~4OpsT=4$0B4nKA&^m?1A6M zyR3Yq+~+Sdt<#~L+so!(F^rLOH1YbBJ~CB2GuygnZU30saf@?p=OYYF?MS%4cdUhU z6+_LlLLIZelTJfK5=$PQHZA^w{bX+TGa{P)CqzkosR{2n&iR;voFfo1VttczM`S{S z>dI{vBW2$l++cclg-)7wFJ>bq)Lf(UWWsV>#0P%q6jLbKSi8DW#*3@LG2eqWV}}G* z=7!StuCP4$f8I|{O4^tQh-55vt09AifVFY`+fOm$DEPs){`UT|rF>j^%=x0WrJ;7* zK&tzI)ZTr`j)UU)!BiKJPn^BMP#x>;$NCx#P(B%ZiRMbb43=sSuZF0`=TsdY6ssoi zNDw3Txy{a6=f`D52{=f_+JYtiGi%7G(}0f&T_|`a919C*Ey*ANhJ|uzBVE^G$z-4! zSHP-WP?5`lOf@{I_5i4m`nN8WM+0_^9)RD^rdFjs<=_4-?7+S92lnR6?S*3pOEc?= zbNdQ&W|j7uShyAi^?iGahop<+Cl-%fd;fJpK3z-CTV#R$m`2#Pc#%h5BeI z86S~|H|F4}t7(YwB;J@zjf~ec)Wk~hXz`DZ{GlS+_sp=I&)ps;y|>8(65tRT{XefT zg?uA2C@{5;!gb^%M`Kp(C0n^=xo)Si%iq38=H~4Z*#UIxj{XCw^oND{mC>I_4L3FR zp<4L17+5V9^E}&+a}tZHbS@Nj94uXk3R3ws-mfI30!&ep0#&Lt6!4>heAK{bdV}MV z@x(6+#1sArUzZuNkN^JZrqF(k$RBY)>C8(ZpL<8-zq8gO$n~=No3l|ps@@V$V=7N) zGMr414v@lgUzhFWYw1EfelDt6)3N5xwdQc08*~tvq0eFoMN)0@MD0P!yU&HP{;)L; z7SfD=Qw%d{efcn(0c=(XhMy+RKf>HYIl^5kG2;JWYt%5!(l57n!y{e0{T7uNd5+81 zu5{0#YX|6c|DxQ)c48jE)$Rr&m7jV~Xt^N}Is~f{kVvD231Fl-lGpc6ODzin-BW^DjBeWYs8D z<==Xi>GGEyDhpK!3KT(R;YqTFZ8%isM3Y}S+w4a&&|2h}G9YM-fA-lXLm@)t#XSRt17?{GYmZ@;QK0!#7b(>-|8< zGk&CXZ%`Io$onn?GwOF94#)dBrgr?htd?hlpBJ}_(9s6Q#$^lqtz`lThaN5ijnC_3 zZcMysZP3!$OX4hR{a50FDpXhRZ+`&iiLYdcSU}q%x~Cv9Mk-6aV!v2*o@R?RI;p5 zS38G8bBWQkM*RizkiPj>zkA3e%3(8PiiE@8CxpsGo`%jE7JZXm=Y8VEk?ZrArC)Te z0<~pLoO%~?A0R-x9`BUETh(jTAb%hvIrhvU8p0^nD<|4OBjB15kkjP3eK5CDUGZdcPCJ3yn8?D{z85X&=2!y(msQaI|wHlC%h@V^8C-V=86zZ~gL- zGFN_9=f`~>_!~O3+o=}%l`y{`$Xk!KdktE{G|+yBCV&<#hj=2usDDn^^=@;Y=TPtS z#j{io-m?e3w3EGM@?hIk0ivx?-P!D}t zW#*uCKYNr+lwnw@pNY%FW3{@8k%jOQMT05?+{>7MfVkb{y`k5Om#H#T9}Cw-lkeMd z{(NXX!_c(!9&OK@#h6U#9OfiU3Tj{5bu1qTt=sak!IVszo(PH$XziJIy+|mwGDwK> zi=VRT{*7tn#U^iGceewNh#F#8Mm9?<;60hu)_L2VkG$R9D(`C;2B$P|o&j2=+ZN3A z?JM`hX0S#D4`-^G&Wb#$GOUT9-y~{la25A7I)ACmA9I;r3r)@?uC{}Ixm>ZuvYZ@R z4gWr!@Vip=vWUOtPdHkRXnI{|M~~6VopzWgs5CBH_{MaK7S9H{ffaeTlzRv6^Ov1x z;zz!ua}z6_flJ@*tl>0pumbW!>_y@qU%g_5>B`R7R~_lLy(*4eIGISt2zA;bqBY4+ zDJG5|-P=1De@mEV6YA+FuoBB=Hn%-1d4 zB|fuEEIYmAf@wRrMO(zz{UzU!W6RGVF^_GKuW8ufg(={gu3AbTjg@PnsSdgqOj?AMZ7IeU<-fjcDk_U2`O zPCqe0cMec?r>a{2O=tRHp|zCNuN#75)uNdExlaFO^09yuVa- zMUa9b0Ez>{O=61M)^?mc2u4-jv(jCd$;7upGRJ3C{uRf|spJ@5IbL2^UQPAitz?g^ z&d3?jBD|5sv!cbjd37gGmq%>|t0K&T_W}AfT3X3}h$F35iG{^}$tU?Eo?pR#Td`<2 zvm}&O>*cs;X(I=+q{5bdlIJBWM^YZ%bEui;C)E@ou{;8bGN^!V6c?ffsMQ_r&F)3| zqM#oPH})ip{+g7R4;fZ$Cp_CxV@rO|iDaZ;_GqVQsnM*QE2I|$bok8K*Fg_KGz4UL5jiwT0q2>V~L_+z0vfo@4n(3+-ZCs0KDIM1qbZd@g0>PT{?Sn_|8<_AK} zK6NiP8O$1x5BQF(_!JjG^M8W~{6J@VZn0%zsP_CxIu`{m3U&qwLw}oZoFW6$sY1Yx zYG*O9mIIF}YL;{-;Eq>yVeW#lUxag2{haVn@W);v&zg{`2^c zyfjrsdK0tV|F66^p?tHby&vR8@p{R;yg|&)oxHI44_f%SKo`nk59`3MRn_uRz+3KJ z>Xjg_-sPPVD1eV!F2|!L>{g=+5;Y^78ogak1lRYBXvb^#Ko{q1bZ@YR@D0qG@G2x`Ty#OWzLdbQ8}qEe*L$X8(o4OYlADzZTbj#Nl>2Rd~xy4 zf4lhW?A%nO0W=Lj@rx=R@V`6R|NmeAHzf(PwLy{xw>a`G(P6LazctbS@pAY!{cpD@ zOZh)H`+4B(09l&Ay6IEu>>ik2}>~0ZMI;CNamlS!M89 z9p`Kik?n-1m@{0MG^#=P+w=yHi$$rRzpHC|UhvEHUb5v5@qH0g3Ar@X!v?|e)&z@@ z6JfHsRP+|#QN?{HQV$@*{sZ-1U1kcgg}(jl_omg7enLPHmP}}u2l*fH>GYqAWYe_- z@?R0jwyT^?VxoMK8CKbFt~Q&oBbDM&Sr@ub?53rdk@W5V-M#LnX|c>Lh=wZ<1wn zM<;}EY+n-3h+QU`koj-}NPqRPTftJ;Ff4{;Z5S^7(Ceb&ZfSk3jXsW$V*xSGl(3^> zT#i!?3E_#l+5}N`W%6FFOB4LyCn|)%dIES25le7`SKBD%PV+T;YwW{6=nOf<{*8_B zvfF-ihJ+xbr^##d_h~|jiTBTG^4|9M#+mj%`HqZUmR*(b_nE4rmz})Y_+4kpOUvm( zG?|H|>tdNw!u}Lv$=aG&O^SDlor!#FO|~J4{&u#$CO0xsM?HPP{vg(!NY^B@u_ywY zMfQ#HPC8$c$k-=!%}L$_sZcjETI!A!I-=Q;(PC%UMKas;oYPy>Ma!-B4T>CkQd0;iL#SU;Q1fOD7vho7YTfTb13*X<`@3ZS+e%1 z?C7g;wf59w0%Ws~a;9qSTq&Gxg=J;L11n>icfRKY$SeWK{BHvFdoy}Q;N5EfOziyX1hSm5IO0Mi&{f+1>Dh!l z#`!xon1MkDz?MBQ{7I?Ky=(hUPPI;}+pD2=Iw~RaW-SOUpa!EO7CYJN z*jwhZ$?zO+_GlS;-{1RMQz*ZTx%54mY`idtT#=#~SBfz>S{?1{7%V76ew|6I4Gr3f3)+EM)>q)TVnNVL8jl{5OpwLny|y-hc3qYhLkx@oVJa zIGrc@=ZyB|cHadf;1v{OWHRl!bUPV=U?g^djBf`^k=U7Yb5UsM~5SdHJmN^ms zh#}dSc}Ay3jmu89ee)vuzV3ypWr_;*=lyGkWL8ta$H+Hrdoj@x4Hb)#F&#ge*CGi~V+azC%D0s9Px zDQSxN0ZYlP{MfCgtGrq#iVIR>M`rf0uKa53+aDsAi~VW)w>bo;N_CF5hrw(mnm_-e zI@FuPss;PF2L=BnBF`#k->UW+Z<3n3Pcj&to7KT;Lu&LN0w@`l7kENfR>f|W`Vory z=g3>>?)uNV>MnfpkHtmqv^mGz0aw&|m_3`u1iChfU0StVPXHCp$*3VgKdt1d&&}f7 z#f#2U^1yP}0w2OC(|`D_{`T=+w*0EC-h19Gj@`wOPR}scd1fMDo8}xoK%^_)tK$38 zMP@8cDoRBo6DI2L6t{%dD3Ju>LwKkdrjFITu5z~%fbt<~`;=%FA`)5?shUWKYwPe9 zxKqaF8z{4GrkK={ab&}N#1H70+!OvBlbtft-*CGbS%iA7aVyFn_lfi%u*6!q^bQf) z$=X`KRm_jv=U;N3><&JplZBSdgzfrazwSq-r9jh@iGy}h*JK)_#n+LNg8%m-g4~Oy zEql_BtddRp{}+}4ZtZIIk@p&Lm>2cOW|snMSEa^=ni^EDU6L!2^+^VDAEN64#X{bk zhWy{;6EbBEkfm;wcH_Chv(z}d7~2eq|JsjCdl~M%_7?O-4u|I z7~$}WcO8sV)K zzCL=iTo|Ebom1fUv;0!aUj~SiQ!nw)j&H&WcZ$jyUs;LX9*)evFS5nhY=C8#F)HZ7 z!zangA;b3y3d7zdeGkxdQD~c}){iJj8EJeMVOXVB=@Va73v=~cxXRT?>Zdq87+!Fb@cX%D^yl_{X!u-|2(K0ueousY>Ht~w^aF5hX zHJX+>R^{heQ%E)?+<5+7(flJ>JK7Iy*Y~(Pym4lAaJjq^o)jCSR@D%{pBr$l67$3D zEP=%QA`P;ceY0*PsYc1hGpbdRw8@?l3~~VxQC09CTrE=~>A$pEww2F?^XOBcYVgUo z?4RoXi-x|*_nud=t3(l8&zroaT1P)>UUG?Le&BtocA;GZ-fKo~hr9(MP368WoMm>+ zwIhZvCYCwQ^nWP8_6Hej5HVX&?RRxyT$P?;i3g`VAZppRO6?I)e)+pHP}4=gSOo*i z3Uab(JKbq8=lVlay?FTwnVY^-7H$yhgW8!5*SvJBSZCB5Wp6P?GN7Sg6jk*FQe;!$D zfDUtIY%;20Q4*1KqHkRwyUZjr2GsN|JgtU9gtE#&!FFp5on05mBg!k%-KW(}cu?e~ ze!aG*Ilri`Zc0A4SAF(1@DuW9b}E;V$}>j4)ZdrNzDG;GA+|%sOIUhO=P^3A1yzi+ zVSm*rlbgLc*L#zsS0!Hzd>%N>X4>egs`rdp3-ZBGq+5rA&fGvjT_|*UEQw`ZpD}S1 zA?CCb9jCI=D{0CddhV3j!3|=gewv^BN5Sc9^LR$Z+&I_&s6`^A9=SU@lBlp zP_BW)%%T~s)asg9K@&mvGLr?Yq*y za;DcuHT(-Ry~Y#U(j9x&9)Eb<@!!Zznq7Rr%&wg{C$ml*l36AG;;NRvI?i&d68j59 zQ1W_6>>P42-V!8=LjY`*y2h2uiBNH~%q_~9D*qtNBqj_dM)zI!6BQg8p}5OjgIQK1 zTkrSZzt?2TztN@ZAjiMUdvka_rsG-Kr;ZzhyIj>kyeDU@*sno7O^fMn*>QAv6!zOy z!d-B)pakOZsSsgjn(y#L_#K><1t$`Y-X@xu6%c!k0G(lG!|ikpOkls%$s#1mb~gLs z0aV^!z6RL`50dVff6*Gm$>T063_58$&shUzQRvL)H0#<*O z)fIlnyCjIkswpOiIcXgyCv1EPNzrZ-S-_A-^%Td2BRy^Rugsh zNHrdVS7BWwanu9eKEWE@&djl3LbYC0!ls4JYLEd4A3#-ey$hu{>ZQl0bVL;~>4P*x1cWk|q2-H~!PM00Hr@?JFgSITxy66% zQh7iE&kZ})vWbC9rlE3K>SS8i$)2o{*vT}B1$cyLIEVrr%pl0GmaUTqm-o*db8!B! zsrfS|)(-BM8g)v3-?4Q^v=pAkMtwx2i|Z>vd3=+b9Qn9=yYrqWcYD7SG(Cz{Z!7hL zpiJSc_@P$?ZugFe8-68`p$=RU)X#mnnfz+A%0@A}QOw*b)LU#;)|e4N&;kGR&kq2B z0u46Qm*P=%qjq-_mmsh30$aRy^fRy)&q+Y*Xg>9B@$|GExFa`urujLL#OHd!Gf9$; z*PjP=ducpb?-geU4KWx@*Q#SSc;Sbf$Hld}MQ!#%gPXjqo}iXms%Buv6XgOa(FJ)Q z(UnPFN;O##$@%^z51WzYO8(m>sFKAeM6#DA?lf2@9rLw2!=&o(0mbq%nvI5`ieaPN&4gm*Dtk^2uBJ3GK^%=>fuhD~W(lG>e$hzY>q}^15-*dT42KTN+#p@Gtgn#MY z-Y5`0^glM#x>>0XtL*iN8So#vTzZoa%gudPWC54e?y*MS^-=Uq)gR>t8v9mo9O`hoSbEnJaoB*i<5QKJ1x>jD3s>L0dV z&MF^P({OyE`PiC~CnQH68E>Co)0j&3q^w)_hUojTV`AgX+a&Ux{e~kR|AcQN_J0xg zCSX!lSHl0?d*8KstLnYGdMlbmHd$I^6A=-K3o0tEF$Ois7-Q5iv6C^G5)cVuOR&YV z(;^aV3AThF5`u)Zh)6mHkq{&f66g>_L{tU|5wI;}|TjpI_jKJ0(He#l~#=!=n6vhU;-s`qMjA&zj7}bI|{W{!TMrKA#410BFs?eoq zjMB>{?Nmj>Hk0CXQ0a(mPO@)ak3{H~WaaspwXe7Z9N{O*2zggmlG*W!TXI`j7H0!_ zZtVpaVKb{b=O-#JerG&Rpv>a$#q+0!l^nO?je=B-?*HVa>bIi!1-j@{jKf9=B?~0y-O8X2h?cb|p z)RkptURGGqqm0lu-zls3=c1a|@k%I!s(w=!eF;NDWH+fvREdK#+n>}`>i3z=zeOpz zTUYe`Sk(-f@9c80+?W$4DpPr8D0u+f?mE>|5BCekNI|dJieWvM#v(Mw9pPO?HwyGP$%ZS6H z%d5c5O#6I&QC<%;UpZoVIxxGNlT)6l{$f~`8Tyni#Bm?G#D<4&2GI5}1VQ~=W%{9o zc}ky_{&vN6w^x2+Om+IUs$2i1;@oi@Zw{>d7+V(4DMruM9e;>?U26K3#>g?)Pgl8q z-VHFS%*hD7oT>b>zS9geUq<#R6)zoVShjPJB=GylL$J@C?a1dm`-vUm{V^@Smxfn= z=n@Jjw$DvZk3AA|cqdyBfiZr5N_*SMc_Rj3oh=uNj_k~UwoOsgwELN+-M+b?az3qA zT(pbi6F8||F+DaOBXwzDAI)_Ajas6SP5x8l86$xH_Ov+&Z^LeRF>d&nddvcZm^ZAY z$6Zh1KDEHHwM>ukm^^DpcpSv7ee|);l8{=(bEB4UE}mF*1d)fh7T!XSrYKP5*M6eV{!-vL?||czK2ZkIcQU2j;Uv- zF;#MwLB44r^t*lxIlro;XQL`ku~l4AP`OYQ4>_%LZ1?h83roLB@Vueq6$p!tU`=oz zY0f@1n=$N!+Ct#Yi_0&(vuxry<-^V|J9BbTw-FWBe6@W1;EJgVo4MWLt9ZbYDI9l5Q8zr~ z>RseC#DxG!=F%`PZ%;Tc$m8ti-nR^L-x}lA){;xgTi)ptd=P)cD2X#dI~qViFwbPI z$I9$}vM?3I^abe(_hYB*?E4|@Lh1iv-0$lcYQ=wY9?`*W=N}nhfX4LERO|(LeV3?`eG}K2?i??Ph8q^nrX#=&NM{)&RlJB^P#x zp|*$YB{5EJa=pqjlb!8lXC-3AxC!8ah}j+yij?VN=!I>E zRLeJ6pKM$ZK1d+b5;#qLLD$5|NWEDV1d(&xU|{B(0J6x?%O zRr(gV3ZVx*o%@uzDl_^gy0oUzsTqBkV+H-7r&;Ff;9xH!R@-F~&B#MBmKph#u%cJ3 z$FA%qzs$ap*E6ddt36eccUCUJxy8g3Gxk_^L3O`GX5O1_VmNR5R&IsHh#+s6R$i>)XZDs0; z%GA|aOI69BOy9+N*mXxZR#`)s?t!Hvdz7EEA>0(6>KlK;#74a1hm7pBuW3*PuMq}q zzr-hxW%)Cqyg9heYBLh~@aoAo{FLA(-`|p1vsjm(|CBE1{-!SOey1Kjog`Dwkvs9z zV4Giz+8yp7aEr>x0qtSr^+e#d1T6t-V&0#iH4#dksxs`vNRFvLxIJomS^!GpnA}iC$B%_MWLqhfdX{qs~sAm#F%SN|Jt~ zux7rV6}w*oZfVl&UA^)n3cI*&$1=em-S15NNIB73PPVE~@Nv~^{qg8gw11WPt#-el zU7~?NtFRz4uRG>`x{n%Hh zlX-iWd)C)IoLf*b$Q94rQc(W&!ftmJRehtl$8`loXP2FxD!-zFEEvP*sKq1&AX<${ znXzGk*@ks(m{WAa24}dZk0RRMQGz{C?~*DfD}e^FsJlww6Avd#qLC_twkC{a?(1;- z$A&XIgVAng_0KF_PSEh`%o`o<#r?ieP<~xu?bnKG7pS71D6uQb%Py=*Ua1C*{Ys-6 z(ymfHvSur>^F3Yf%AE58akPGC3X_XeVG5FZ?^>t6P4^lwsw68*{N^hq5Q%u09Kt(z z5!>N3)q8mTO!xMJBi;hAzo0iDhKds4cP?8VQUm-6Y89+uA4L(xvDRaO=$;-YcME%> zLy%VeqHH56>Y0xvK(JjQAh&nTN2hNC9S%c7c@7c>Qn$OL2S;lW?!?baP(dn15Jd;|X3)1g6iQ?nI0~{-ct;{n0dw4oE^h<2mHT39$pJmi{!UE2J z|Ev;aAM4W7rib^3x^CRZN^~mh+eDL;J@Z{R{)AKTH?7$!>Cip;X7g7gVj3c6)<2*; zQ>Wu;^uzCjZsX1u{Kr;mmkiZ`y^#6#cfvyXR=jfHR-J=q&keO+X5)9mmouYJ=Rl@y zzx#Ea$j_vn_s_VXpbR70_=$fBY&YWZf)e>m6v!w4q5_3gSark;s^WzeIBU*v@W)4+ zWwxqg&V+q<2Q}OqmW;~z*eUMQ&s=n4*4W##uF}1GyS=V*hxzH>?9PhtO)Q7XJeF0gg`^s zG$Dxwi_@tOO-mpL;*IW@l5CU@X1;C}e|j7ObCLylaDT4o1K8#Wxlng=gIb{LdhIoR zvt$E2_4Nl?iZFg3D>)P$$b(n1n%OnQ$di*H-VZs>$EXPu!UH@1RAtV*h;twGyPS0e zU&2)65-b_s@bsS|z5W8?RHNEh5Uy5xU>(W*@DF+ze0{d=#s>1D?78xfo@#xWelU~x z$SocHs*~z}SWKOCZZ`*x1@$lM4?_-?83!8q@i4m|E__+2lXKu+axj)DLutTD!w?&F zck>!Op@b;PvRWCDbGql_uAk?yQnNFkt|3>A)_uZE)vxsB`Tc~+=eMW3!@K7e6IgG` zuk>~4msM@m6Y8?61JFwKxm?`0< zXVqNDm#C&L0@F4DE2vYrlJpIm1 zcsOpGkpg;uPFJWNFHpsdSh=!+*r+*PWazP))dt)ToW>Adv~q zV*^~q`OU@TkXi;L8O0p+t_ahPUle!kg`csP$PNDXU4mwhcBfvlAsa{HY8#4bW%Dw))TL0A<5s^&!!+ ziPZU5obx#%UlcaRT5&~TCp80|OLgoTgpq#{3vF>0cw3x&ViiO?x}o}XmSA8$F*O%9 zszySFU>n3~l%DR;)n+sCh;x%EINvkB3Egd+4J-}*Nw=vh{mYH{u{PIItVR!` z0Q{K2JMQI4NOfJFmwE7IeMa7SEKFf1@I5*sL=Uj>WqnEd4)o*KR_xT*RNZ)H@*giw zu2NSeH><0vHmIIR6-fLS>RW19eQ2@!l^()`XpmigUM{Xpth|G6wC-fFVaVObov&|0 z&(psr>qcI!Xkf(;Uv7Mzb4;jazs_4Akh>@y{@igta(r1fE|^CwW2^)G@XdfQn(#?m zJ?2@08`s}{QM>VHq4wrh5 z9Jyb-HSAa2O}m(VJ{a>3KnlO8hZmAhuip{3((8sOS35d$=@GYD7Y)eVam1~SKc>n? zysb+6|4fygKdETsqRgCE$Vz;jbETVwEb0+NxtI`0_-~OggJU&_h9N7 z#dP(>sF|4qBU4!qGHDCZ`99W#Vv1!Zr=C2g1l>t@3goMxo(^|2~qv{VlKZQx-T zk#{o-P-q_dGyE<`ZX;Eh9t!8oL9m3tLC;=&zf(5oX!tXuf6Q6~7xg*d}p zNtdOHA7CxSrU)$fN2PBPDhTTljX}SA9+5$ic=-2$GB=@)kq4Zt$1%1w*BQ`E*sEJd z*yl8+G(4Z?Fo}M3{*xRrJVgF_%xuU0fSs78qz;;U4>(ASBhyC65O;?1-$Ef`{u(;l z$iD8JuW!ao$8$L{*o4o}6a zG&eJ6gT5f>E)yJFn9TfX17RI6Ot!0mHFNZNl`Ea=Ywj9`f^JatU(|V33-qMQN7Xsi z%bXrn$5_6#!!P#wT;|oHX6sjRNL@5(Fzp?H1mp)J9JbG$ij&v(HH>`h_ok@HB|o1m zTWBfE$BX0t)w%QJtx~tR4=4^06D2|QD|D)#o@z=*OYQPHQ6aSdYf>dSZ0&~JStoJF zcH=qwh$>%WzT{p|)Trzg`*9zNU-{o)5C?ca73PfllQvtu3EAF3g3+|LFz?a`}m{{e%B*9{#qa@3S? z^q8^Z$6avIgiEJ|6DM79^|d!#f8))Qzw)))Zk-jo{f@ito*sU?{=4^nKRrdw2&bv( zY9^6MXW@v`fFtP~cE7o5KK`jq1Sp-S7N~`w#^sCH4i~FdY;=~YWyGIdp;oF@YPD(z zXNPmb#&C^lBi8C%g6XVR8&o^CWUr}>Y7@zGw<3kArf{2j3!}j89BA+4q;-$loymP& zUom_YhFWc8I9#jO>vejAZr2+*Z`wrAyDfxI*oKB^yWT<6$PPU(+^zTMy?USCuRqiW zGD{y0lk6xBW{#Pi+59l>kegoD*`t=3*9?%7-=*nXfhL%zCrIw42vZ_-rJt z?q;(E`@n7HEv(nK<7=_gbeP>{pV>S2Y_B9UV3UqrKMSv~j57!S&_;69H#yDDJQR`( zoQ1^vS{O>!`BrBM)N`4$+*#qQbXGaU<#k%ZHBOte&e;HSwccrWUUL?Q8=ck=j>lOV zZgMs|Tb(VLM>k=BH_e^y&TwbBGu;Mvjyv0JbmzJmx5;gG=ef(=`R)RDq1)mva$DWS z?h<#YyWCyju69?4E6Me}#%*)gy6fEaZo9j|ea+qIZgMxfTimVgHuo)eySu~P>2|nB z+_rFSXm-1MT*=M7-#x(5*FpCX+}u$&y&li**TRkH8#faJX)9dLTj6%{)e=eG?+AB? zdq|qGk7L&ZU@+qEA@I6AJnj-f*_+}`^JaK6y#{ZVH`|-z9SIw~xn9O=@|wMQ-U4sF zx6o_x7I}-kR&R;7)LZ5)_f~l;yp`T+Z;jXHt@GA;>Gj@g-UhGT+vsibHhWvVqxdCn z^Ta4)ySIZdILE^dZ@2epxQ9?t`@H?$hu#72pm)SOGeK zpW)B+r^jab4gPGu(Vyebh|Tpg{>)gD-|WxBcWZ&a&~NdVh0DowxiVZ8uBiH=cGy4SAM=m;$Nee6rx3eo!SrBOFe8{5Gz7DQIYDEvAec)gu%@6nm>0~? zj9D3$oxeI*6SM_ugLT3BU_+3JwFj>S8-q>3)?jn6CD<0c6>JZ71UrL{U{A0+*c`BAw6;Ox^%e4O^WT{T@4tp(8?jA zDjYWEX`-yPnVH@+cXXCns7)^n&&+@w#33fK7mL*tg~a65yUkcsNSn-FZ@x15MpTs34`P*AqsotqXOEGZ1z5g%)0X}mWTEk-c1 z%`^kKE!ZJ#B?a^*(r`jfx9J?F1FgVZJx(lA_DiVf3)ZT2W}Oh`^(k0w?bpZEa)ws-x$shN6lC1Eu0l~V6(JBU%O0ga>i^>L`ol5p_6kQ z$!KndXC3F@`QLYJet2oCBvmjsEP&)MG%G@yo`YG_Mn}-8Wb~McThzU;5fpHo5vk4f zdjSHVXbjOzwsB#a9*`WACiQzf@34#6)K@~cZldXMHyE==z2&fHs9KXVO|Nr%x48#Q zZQUP$k_Lg6DuKnka9-HKG<3LoNegA?g4reRJ;`w|MnDCL+~c~(U6|$fKN+272ZSFC zpciFW&AEQM8oZLT$zH}aqjGZGg~WApaT5jAiO=i0Ls4n*@?Gp%Cg!Z9vrnr;d<*}V zc=N*(NZV_TUg7kuD}s-}-$|9t)yIQTXxycTNrRzQ-?!AgYtjtGy12KjZ&raU zr}R|Np`9n@gxkzKXMtJ}9`a8?VnT7eWv00|$`Y9o9L3sMqUu);+T=}lmMe=5$2r%O zdESB*x2(A6*NL71o%NWw&2bpBxzsFV!?F|G=GJ|U_WKeEd1MpAt<0GKP{><$FH5^t zoC@32geP@8ubCZSN(?lLs%M&4lPY|Tb8-pJ<2VzH1W{Hyi`?|hGgX#*>37XtdAEqytJ$uxmEE8P`piJ9j8dqS}tKIjH@W9YtR>di_HM0egrwqmqT2X5_FUyQ9`mZ>M$pm z5E6Vlvij%swT(5p+2%gcL6#p7R##~h|Ffstk;`3Sl2jJJ%bRE4x=H=WV&|4*)3CBz3tGiX~LU06Q_6p zIweqA5Plk#RMw8Et7c*0;qaOnwBK7|K*%HB3_W&0v||4r6*0z=5yLrNJa3zR-bLh? z?reuqokhwPO9cdxp)#`3&5g;boD<%QG4>JX=FOzj-R8r#YFYV96^yp8`n+eoWZz;5xfP7K5U8AHXM5mIgPSLCcJl3o4j6R$juvtOY$`U2r-6|A%$K9pk^jxv(Fk z|K~WD)kvfNcbp3(CH-G;F2~9K(aWSh$GD)P_>cLP6UVhXU|c`L!hDu*v208F{~h0A z*_QPGJHExTE$RP~ZyEA=w&f(#vIc2gsMLSNwnR(|Xy4bYRFlk1&iG+meh)Q(ZHc&+ zv@_ofig=cd&i_2uA{^dlxfZnN!n6p_lDxqbrA`0iD!gKdpVyn*m+pWiiv53uy1Ei8 zn0Q_%&$5lwC7oqe}d;h+*mZzs9jl{Loo%#tlEQIu@YW z7Jj9ZTbV69;D61purXSOr72AO9d1RKl{5_3|1!67R5j@Bimcb>+ZUPi=;T-aR~eOk zo_pKolWa=*e}qqILtl6br(&wRSe4mMK__E#Dw}c&m-3DO9-Fez{131x*_rt_c|Ef? zB(UstgFboKPG!_5#Ol|jnc`1$H#K+V@J|TC(ZdhU(W`t|L%psRT`p&~n5>ff#du;O zAx>8P^}x))TfAZ{kN)|nuE}j8afgR#$oU%kj}@6`j&d^gfywN=#k;@YdIrVrv zK9mEF-73@aS3OuIGk^H2{$BduvMW>TO3Hh_U0hQ8aH?1J8mFY@ujPrJbH^0+_$ZM~ z&B-t9et%`M=d1k-Q^$K1RsWkQ?)G4Qb!|sUSrK#WIXt21bu=ahwsN1_?X}8_E z#ob;GORAdPvhD|RlilC0Eb9K_yxnSx8!o{^bCF-NM*j#C8IsNge59MvLD?Vn&nb80 z#x!0{L6hllIyhU{PKwN_fv)F&tG&e+Oqiq)-{c>$TI>0sVs$eOv+ojreinfPQ1$^2T<@#o1 z5qW&OlZiDOG(=6>g3jl*Q|Un<(%}r2Qnqyc7CI}J<(Y<1zWuACr3`LUn+=m{TRo~OXXUj zOhZVJcYL#@YNpoqZGki1LfF~j;UQ)_DQ(YHG6`D*3_R1EHqC~46Hv^JaRIPC9oT-; zhgRA>Ch+FFjBh=$5Q(GFBB}CP(M?EyHhVJSsCPWy6j1RY|FGNQHHqP<{T;zk#&Rrd zRMbJ4!>){aS6XU577A)fDJpIXwkl3T=rIMO5in++=)6EkPA0SyTg{IGm+_v&-RQ>S zfgXY9;rX29>)`^T?GA%%4O)Yj9Oj_eG{$V}7^qRPty^Fd&7j;77||-~COSP`hAp)m z3+wlJ&4x;)jCAB6?vBwUbak-V2w08WJl2H<*|Ep*9I`tA4= z*-4eYw&HRioon@QWxzl%8vh}Gn$Usm&a?>b0xXLdO+m(-`jQ*+0t#EaX#u#^Cbb{( zo9LtTHCin%IV=NdZkh~wi$@Xu9`t3F`A*Xu%6{ae>1w0e?vUE3b9L}C^ zzGlON7W191(b-v!rXNye(T6g;rCsbB2sqaSGKF<>VqK32mfd4%hQL=AC_S&2E`mw; zpwlu0W|3UwE6quPwA3jRM}vYDGUe+n_H1EcwE>}M@$m#-Eu{I%!Wt~upai}Q#4c_s zWXa!?E!A^iAJy80aWYhTE`OSY%q@~hJ{CS3r1cSRu(m5Yj_n%PKnO|-IT~yS!*AO} z1ncdf{ktAL=6UI%U9uFBp35(aZg-g6?b37U9=){i-YV-}&{-}*rJ4f!R9a{r4+#!z zhv}oxVRr%;u$Z$L`f*Gsn>->fhAoQ(v}`u31dgmF+S*H>WMn)mrKSsBgIxTi578j_ zZbv=X!g{cbFj}MO6WGy7B%(cI3(MS+E;}hQd8}GjKu(n%3iNYGax0tEu`p`KLPYA| zPSn1vF(Aqho?)3pH1^2=S8dx<3p`8zEdI%IuZ!Dm9Sb8G-Qg4QV2xm#;26Ue?08#< zc_*M{)Y4JgRSVHA9!<(5&51EaY=mRcM;9VklFWx)3v>v_q=%94NlI_lY=vWARm@e7G1Rw6fI#&kLiR#Rq^p_|tRW)w6Cbt&yz?H+`=$20)o2s*%Si5zX(hFk)u74&~e90V%0J z!mr096RndmJSwfFJ6wuUNoS!teqp2z9EGun9%%{|QxY%>Sa=ST(5^`kkaENJfanAA z)OtEABb4v*qH8QtnM?aHkYW3@%Rxwgy1w2b))I@)4S+WemuNB1UKh-J+u;HeC*Rwo zPkg7ljj;l3U@?0kgkApw-NJ@gA_PGuvXcD0oK#F#BnPgsR+7sZ_*FzKG3wfp) z*w~SPy6v)eFgn&93x}p{r?_A#2m@f(ZDm5|#t!=JhU;`K+TFn$>G5_&XQ)>QLWBfO z0aZ%d9g3BejxI|FqfWNbzO>fDn41Eb$UU?yfV2d(^I5sKMR-xU5vR#^9-?`nn_PWF zu|OjRhdokIlwJt!u(Q0^p=7HPFh33dYwO)YE!(?Rj$l0lp(4uj7J>r0HU+D|%68#b z1$xp$w%4YBVNgAgm9bbnZSjt|TLkaqwor6gR)SW*M8G49{Gd<$bJFa#(TbDLHkJYi zMulDLP=;y8$i0))v{en3-bo=QDI)SxCuB$%O_@Q5D*+kHhAx6}KXQ`_V-l<835D@}P zzw9u%2eNP@8aGjPAl;T6w9rlN3Z>Y@l{vAK^UY=6(wc>nRE;697=FvkE_jG0Xu~iM z`q7fIdU_B*kjz{IiOoEDFU41=0_;uO4-4Nv3r+5v=6!LH$Sr9ePwJ2nbB}K*s1oJA5*s*aT_I(J(pMkdtFrd`VhG9baUHrPJt zDy;!M=0?cW1}^M@00ZysfWjheQ?Oex9-&PFuU(e{o4?RF0nV%sWgK?|&e#ect!p4i15^@vY)17QT@Hj^XsA=HpH zwp3_92iAC^I!K?mFW|S804YEuFIjD%eTVv$2v`hh5A3WqO+gIWaq}EnbE-($#V_iaji8W~{}t zOGiM?b!n$j*=g&XO)l2Az^z6byn!scbzKz+j>;lpBEgpqwNLo?>8AFdW9OR{=1!fy zx!0dUwr8o;P6TGik)*R%CfD|IAJfYBEkvK>qm|aBD-m`kxPf`C%v+-%w6w-0km8`f zB@zVf`m$XY-5@Y;mXJx705->s8Y!6^S7e~btcCkRbDN%PU6qwO^qhN+?Y<35>EE+^Wwz$=#vjj|O zr`7Uq)D;cMYNKR{SSl&2+3tG`qeDh0a|!CZUluT|g3++`)9t}PV4nb7<|cYkJVF-P zz%50$7%l>(jK`u-nucX-g7Qn%JRFa4oRLcJ^7IkUbdzSRUbeGY9BxRyWmw%C*Jo5V=&Ag>;jzb+(hD z|B#*udukV`oi+-WBdWk*_hZ+p2luj~gd?&z4>b0$@-5w!(v~-- z&K4niZB8T9Cn7C09+$nW4IV8m?3Kt>O~Gps*o0wf0V+!@b*npwDpn-y2s(R3%H6?a z%MQB*4i8{=z+ebTri9%WEs^6#Cl?R5=I)^h!6+Jy>VeVrkAKjpi}gOh+)h&u(g`mc(g9;cbUpoWnqR;+O@|tn+Y!&=Q=$LP&6v&ZY0gLVPYcm zf^9|URhq@sgy=0o7A#PU%tiFJ9KLOvU5p2KchDQr9SiQiM!*l-H#-19cu~yOHL7;B z@v<2;W0@>b)t}+YBoKoO?nnVDk5)GDq~^(*UR-5uZ~44MRwxJr zC5ssIv;|UhNu)?Y#0|DL^ivd}c4&MT9INB6RArHbifKe1=c@41(0qCn?O}WYi~=Tk z&5nKSp7A3G=RNaqOg=F&;sNPbnyox8KV)tiV^&mP{)b6H^2#rrim>XM<# zaZHDzTTzoVj+WMsmLN~cMi0vSbuto5;+ldVhY{Nl2_?~^;9rMo3DRqX4zF={;01xF z45p#74Muxg9OJ_XJOa*rvW$7lvSB&NxT1|k3d=9>2nrmIbg> z89mj(DBHj`h;h42A}cs5BzP(+!e+P;(GEsyzY#(#=Pecmw|D~awBBLGFIi;*$SqLN zB@_`pgFdWhD-g0I#EZ_+YYtr?q!5h3mXQ)*G~-*o8XCvM(k*#RqgVh5lbAOg0(;H1+ckQ`4a)v_Wd=kYyXVNX^2qg1ShdvLnf0=EMNK zh`D?S8E=GjwM0QGV^5;pP7VQfM{bLp$;D<<*P$#FIDd*DMn(JRxqwQx>-zexiQ~zr z#LIH%!Pl-e0<{x9(~?YZFX|((=&X?6^>+T4&z4T@LaS_iyxS@D3;ENSX8+pbS#d{T z40L#oCWXgD#^~??iS1$s?3^eV)47 zP)|98lZ-)F+y`(SBn?X63O(rjWZ9!>;}9})P+m@!oi8D}z=wAnkHc{GlS|mfUcaF z0@U4M5cYhJfY|c$^y>{TO+=3lUzD5l?BN)3ULiA4 zcVSf7PNDjZ!c9k;f((+o9mpT@qH;VKrv@h3HD2jL7n~`0khL#F0v|L>BLSX}N~_EQ zJBcl8M1#{wK829;d?aDWT0m`y44et1Gx!0?zE*#bbI>+tgAAUZvV};m>g?=BpNtl;E@O`r z{?xK(jf$BDI*<$z@T8vrAEacU{NxM3w{0EcM4qXt!xM3{^SYscY&=`ij1m%uUWi|o zA~3PC!5t*buuQM4If#YyWe@u^Z3%nGWXTm-lr%%Vmi-gLA&{Ud`vLw5R|}}34VT~C z;!`k(>(Hh&nog0*)-zs+t!!O%z13^L8xm{;GbzW{=s8f~puZHzHj2xj4@Po*ty*O6 zsI$U01%)BD(`K1AnW8x{FgSW%`Wzw5VF-aBPI?{XWm{)gAoYRJ@Th1P8H?s$*gA&Z zfgF;MO6ZsTq3RBw{vvlWV7N)J{i1SLD4Ymo&#gSy929? z&e^dO1E}97egfq-7}natkTt$jCWtrp>{kj>WgT}cXe~-_@#ZST65e1zmtY_j%RvFe z!7i?7xwU{XG8Tc=gz2Qk5}sEs&;;Ow&I$dOu>&aEtlW|5m13*VEZ51};AZ1V{=Rd? ziw1?l^bpw2XJ3;>wnB@u;0?@#QT~X$yQ=WMQ`X@-7F-SJD@Q~m;J(%(8XXx-M<-Zpvyvpc9<0E6 zn29>6N5ItCg?0l#1ny8NM^xs1J=RHVQW3NkhC*dfPSnd5Df-8yE^v`fSd7T#6ZV&W zh`vf_B}KRfH_V_q@CT0ON&wHDsL~CllRIl+T(Xwi4e~A3qJ`A5&kI8*MP<_YOUuBS z>uHM)Y-)&@EuPhh3y#=EX`zGStO3fhy-ROkzXa`UtAZC>yxZ@P>p;rx3{-r~<%cvV z4cXI7Ic(urMJS7qa@jBICrD50R;5{SZ4MjxdLfx@sEpeUh|_Nz0z!kmFwMTBV>nwoT{89pNWX{EEg zkQ|-4x~w|e35kJEZ0kd&^iuq{oHNP%My8?gik#W8r;X(Oe4kvw!EkauXnkMIEVD5n ze-@fwq(i-m;3aZ_D4UoyyMHDAn3_WR8}SP3s>xLUR?6%NY;}Kz zf`<>pG#*p4NtUU{zUtudbIe_C)}g9s4>vf+TzVAHqv`5ocZ^i9EX1apF4;P|s&}RO zlb59&zC^eiPa$i;q;?#UF{y9Hos(o@PlW{AUZH4mlj+NNBuM+R5Q$+SmkO3{!HxfN_Sz$tZeE z({YE>o~{m>^5E3bFFOGkx2xCD*gEIo)KPz~#M9=A&dK>~h0BdZo7rSmsPXP@-D>~t z_0};ai4*WD+Q!(C@Q>h@_dBIa7*t{yNRzWjEl?wJew5kN;FYCcaVjo}e1vXjFzx1o zX}-JHTjC6v5!>P53NQa~By;87Pdytxet$UKpRUK5L#oc0>HcyMoct&E#k}DNbN)Gc zpBaYt{QXAHLW4VtK*f5YUd|kQ&L54*dkwe#=8$i>B%S;tQRs8=J<%&&+&cz4wn#1k zsiP9+HTAynUQ<|5cHSb51!e6;cZc)7iGB|s=15Dn$v+yO%H?_7(1!6nyEz=@4I{bS zFugoHM-P{O&EfD}gtHEHMOtT_>12@&!VF8kNa)I8bbeS8lsSl}(*nun+l7d?%}7!8VQzUVV1spzo& zmPr(MLFGO#>i&rbWJG3>0Y;tm%79LcgfBNN!fsZkbC=0ls7L4*jIIW=F4M0#6P%yA z!90Q=$ZLu7q4SDke(Hu@S31ZzOyuqWyjZCBN(}F5-d+$y!ZPmWbs(IF$1LQOU|ajc zSmUL2=Mxq%`w=fmiqE{ppVd`j22kDjdffokqw#NbKgm=ydM`HKG^C{TDMgH&LQKs` zQ0-i-2k;`O4GDJ#_BNF&k*Rsq8<1D4uN9c-8+CU*kZd?#eAH`EUS?n)^IUNZw?htv zZ=e7kl6nFmc}Q@X`KXV%Ty@J7J?2eIUmx%Go=ZY%l3cGb@$SDVDM~%!B)UJBm7jXf zEl$0i74P;-Ki>V7(s*jBlc@P4<^JaIj8l;MnH%qR*vqf^p^4YD@&5-VQS*|Hr;eFK z?P4!pb9;WbLt#AiqDgf73&oD|=wEcA=2;U@O?MMDFHrQuG&k@{>-Jty+HFx*VQou% zFI&#|oDTIViGgREQ9E_PW;JN|J>i(@c0G;whew>P#Is+h&&2$G0gI^_blm}8gcX4h8|5ee(PChg7@rf8jfz!*%4H8>6KH9Fa4)N#V5 zUQ~Hv#CGzA{UN+kM!1tTZhiehX*a5f&lVfX>OiNxSr_l$+$q0MU?)sU8nLgwtBmlN z50ZJv$=*T$%T)iYMTqOu1i-{a(J7gcig^1-F`=-N^p<2<<1!IFQY^I!~%}ath$8f))BhgcApRHKifp4m%GNj zr_G1%9@o}J4VJBg6YQ$#9{96Q2_SO2Npy)Dw#a-Zv0s>b+vsA#`ZOx|D=U(5^(U-t z`C~seOi%|9TXDM8V8b;RyB=Jjl3JnAHtIxGDgODWfT6|A>)?k#eA}A7wTBC zi3Pb~OoC0|N$d5?WDPWRrZmWDeDbX8GEWRNIq55_-qfe3j_dPk{#B1-ZKW!It1heg zSe=%fJg8=&9#;9!!>T?d!_SB6wA52*p5dJ{Q1mBM(Oc^AFz4|wcqjBvcjkwG@v=!} zLY!FpC3smm&jrrQ%6t%d_KN>p;QqxUD@*u6NM!f<;ZFlnU}F4AP=XCkgitYIUMaK9`&Drrx^Aq0CSgun} z9*Mk)!U37LpYVF9ewluQO~3Rv%f9=Bsy;v@^vb`gUnvs0oKeX_BvzS23S7~*%j*WB zf6mZnnejveENRwvT~uLK1()da23C=vVzB;!?pH-zxAa%_#Zcp%e5YBB3-ZHry#N%6 zdrmObshp+ua-dFJw~1$F6VpHVlR77sTX5Cs&e=h!a|Q|3?^mT4op(;jRi#BVa$0bj zDJK+qu+~&gC-%687g|Mhn^hq$-*9vDSnv!OO&+09oje?pJa)Z&qHh((bZ(GQPkQHe zBPCwKC8(&~g<(Ik0Rmw~q4-3^GznecWoFlz(Ls6W21HtQ8wZ^;I6XOe+ok1XY$?BM zU~;-Tw`!KUfHYZGC%<-a#Xs7py&EK-*Lyz9^ldi__bLDW%V6enoJHz_n{8P>E|4$c zynp?W6zuD4Jf@2V;2htd;0neJ&D=2GE6FB-ebr%=sJ<~?^Y_Em-j#XkaFG2Ugsc7C zQ{MMa4Od%3xZ1L=aJ77~fokQmC|+F@uOeJ6v1$opTOF?{x5fGu^)4vylV35QsCw99 zl1$m?9)@IjIBT}5StPaF3GqKj0??m?xT_uvXPmfX`E685=eXm4Y4oHH7qM!0IL9IN z!PT>3lFw+Ui!&x{drtC3yz{H!^@!1%6@o+LLb-8No}b9^d%JFi41Gz`8%-Q)>c~Es zS2ZfX`?D%u^R0NzRW=4M{og8Ct!BrT!*DDQPb42$OSC+*pFY{XJml%`j=HE*B4~(_ z!E+8`VdY+7nKJ=mSSFAsU&reWNo7I!erQevvE2qoOo_Q^o>=XSGg*@f?>q=k_*ON* z->H(l%@j37`N^V-{O3%5)j^5ssP(e2H6*wUF>tgy)z^>tdaBkZdbded(}0Woz20ug zDjK8}bgVrsN8 zNa!62;P|{EL}8PH3c;2UZ(9g**S~&blc>_`oK(LE)HK$WwW0$FH}Z>H<2Hx$odIVO zzvy`$L~Kp;;}5x_yJS+ddvT;v;(x!|nKL7}wM(K*i*zl~RlCI3&&b!yLMhkaEJLoO z4J+|JtM#@09g?n{c;ZyKwi%J6Q)und11t->3TzC=w}i=MA-mY_keEG3!-g|FP-s=K zJe*0KlLmy3F2Qzv*!zB8F9}mk%*Z?9_#}j>N0}4$&u^T4{+Y=>Lr_}YyMm4eW7b;zKA8Ls; zgl9brqrvWUPO=GZi?A|QL4s6&>LANc=raT)CkELCM*-t97RGF*m=L7eftw5tsk_m{ z^dv#R$edFvb54CKs%kjt+`7QD*O&XtLO`%Ftotx<%KXIRPm0APZjBU0_CmpwxO zUE-7NCpvT+FHy@>3bCkb*T=&d)PG-k5Ua2}S zQ*)N7O244W#!f1~WuYoh|43D=R7}ttLGHQUAC>c}?=4afYIjm2!By^_OCx(i;zf-m zY@V7#K1oxwQ%Te$A}`-vz0N79YLFRi3zMC6AzRNkruT(xqDHVg)KDeD{LWNwkY7WR zAvkXY=@{dj6>Fv7ZbfkUca-BJSG_?X(ZI8xF}^f7Csv)5d<=1vN+=S(5#;dMdGQ@( z{LekPHvDa<$4@^=$GRv*CL}xcqHqw{qr<+JdFKd&l@k*Anw3QQ$}9qmZk7iwZfgtTMT|23NqD_6je@=?Lw^u<2dljUL z#*oFn6NH0`fSrPeQjRe*W>YP;_-dNulhnfUKNkGtJ|vE)TFyc zriKtzb6f$f)taK42i!%(vR+g>z#Vl+_bs^SYriANTO@w0fkBtGQ~tWwIiIf@^QhoY z>`~<`XMJI4@S#rzUfI}=sC!$(T8k5DX3*?ZWR*m&HV*TA0v{|Ubk1)gn&Nrk@&9Ck z|Kq8j9h)1@ia~8=s=gPE@dp8-@yjG8%>Yv{?nvg#qfKf0_r!E-)QNaL(df=01S(NM zBMhjN>7Su4ix0iApVOo+sr2-jPU3u>_mNJHn4xTzJ3{%COi{_Ya6BpQ`p;Ek2^*it zy0xVCC7qu)ptjOf_ZVq1dQ8&v?UfhyH$#%9wz9rj77PKE_;+nOg#?_poS00fV)K-6 zX_#nscZNg%Gh~+)&I7mJT zZL-hl8ps}1CnIrd|Nc-?SG>wle$7zwbv*%Yor2T#MDn`1V~b+wRO(vTiLUhS2fn(- zCM39ygx=mmJ!B8qDmB>orp-@e0t0&5Qd-L;f~|byxIrd))5^ dG zY6v4LB@@7U!x$Q360rs$?FfNIIn0x7aDCXTEgfdfhk}pW5W2*q z7~n1ndoWhoSVTnC4eBgiZswbAl2#^3ZY`uClL=)t&G6_<2GTiRn1PaIVQPI?0J|9W zSc$MY#gCXFVP@LGEN<;5QfK9-0Y8qiNug?(q0R-y+tLVRdT!XJxxNj?&>9l zAL>g60eA$g&0gSrUK+LvqVQ;_FGU6EK4mcc)j)=#$ODiDviH5KoxRFjx=IxwlMy7l z#xwccB3+yN7ouXXCZ#$|?x)85O*kl61D%)0W+(9&$n@>~%}Jj2pfbHkX6SEMqb9oK z_8!aAw?CjvT(XchLNs6z@&EQI!flo6$cJxuF^t9n$ z)K@{P`Y%(dJAUqvpqt|KZ*7XpIYIpp1pEd3WD2kc-tqQ&Q0$x%t&yAU{-#63^ zzk6!w29!T1pC#GJCno-`lY7+cb58l6KJi1U9!|dLcOBBVf2PcdB3;*q5!(>;=WMrA z;s2m^b}8p?%ALH>MF)?rO-+_T>?HkZhx(iHCJ%E(8{cYQkCRE#x8Kmpr-u)ZuFB`| ze{s%mPbV(+F}J?TppegL)o`4xdRUSLbyk?QOJXRWP~HRd#o=+&bvrn27HA&&GZulm z;BC+SB4J`dsn9<&Eb2l2-}4Z6=Mo;~ac%yOaw<5Bz{o3Dp?dsPyfU6udX>A|q@D}V z@uQyjm!1;aVyjS!{XehISM+rs0{Yf1vu~8p$pV6l=F3otezJy_Jml$kA;~XWQI*2cPh@MYy}R0qB0(4x@X;_ ze<^W_K8z6#U#&X`5p|1LHeF%muEG`iuIc*8AUS&l{XB9kPEs?EEq zL+O5&PN6GLpHQ635x_7~fL3X9>w}VXMh-Ygp9=hu44*R`p~6{E}eeop+t)rn~n|v=;b1F^(npMSzE^! z0}@%}O(=z;1W;BLCfvP5CWq`-9(BqGo;>!L?HorvKP4ug9deM;Y;G=ye#)gA^CfdCq!H6#TC9gL!18epZ{S^cl8|H_eH&hV^QnCVZ0ONTKq3a?{B{!rg_sMot*k zt0%NQaagZ9%wi;o^=fIrk(fPl$d;2f-YdePOPQmC;Y%FTnB-;p$0YA-{P4<>y1zJ; zLl3*_&0y0bA&1tjh%p--=9usIk%B^>t9#kAYywX&MwQUc(Z$F~r{`Dce4PcI*SRbR zWCC(^=Dy%nlehJ>%;_(9y;Z-)wUaK+ymo=v+sE(HoVMt#9Q#gG3>m zdSAn$8V$B^Z1L8GW(*bfG0p&;AXi$r@^34=Je40KB4sg1z}8aBWyJbSO}3XptyRLQ`GH+Ad%YS71r!Bh1LJ23aXcL z0I|&!q&T-oedrWdZ!rZmD|JEj>$<$=r(Q|LEM3^`VK|Jg}&JK|T?eB$4e4i|g>s@V>j{d-8nI`OcX@9$PmV4x6gz#`us z3SeP#JAR;8g)}&a-1j_!G7@UZS&oVxlPwH}+r#NN7FcU6DUlF8{ik6wceh~k+~Q3q zf~d9Xz}Dt14+7N~L$6ICYxjT9=i3I1Wwz3sR0D;aV@5Xz6LGkfNZ9I6E)j!Tysh3_ z*wi%{B5u=x-I3Leq~@F!+vQ_o*MfN+q8oAKqk7~!?#KjwpN;8*eu4lJirBnYKd#JN zV#ZfE<7UNfxl&w9@i^^V881%W119uw zyXTV;O@Bdu!3)^=;~eciqAR}nvaX(`5J#qB*`V|+h<`l0mnqMilv%yXt4-8+p6|1W z(PEl%x6m1#`CygT(^HYbUW&5oYy7;kOd@j`TQW(>Xsc+A zs=Gv+y6I}I#@=EcIrc8#a$fbQR1bf?nmFAlN=;W+{~Yd!n4btJ2$#LgD{OMwr1m={ zwX0Ds>#H*_t@g@GhVWod-Ca*nh4fiszQ!2*h|Iy&UQzlnUDfvqUDf|d$L!XoL-M5U z)kE&ys~q8J z`i#P|OhcPjDN7~BfxN7hoN`W^MrU?iX}WuZ$z7K1HeNP4nf|k?xM#Xbe*6050`-_G zzhA9W=VTv1Lp_h=0A?XF+&;8a$pgqCL-!+2A#Z#bHtEMTtkg6tnMODlk{^3=KU0yT zW8<-AdPNN`_PZrh{k+_~A=OuAU#06-n2Lv}SG1=mgpQ*sxiD;Y(|es+u_-YmsV*fc zHNS}EPEX_KdyCQXW?$@OdrvYSB(|?gK~I8vb&%Fd>)T--rs+Z!!LUiH2}itexGB2;m?y0E9hpj5P15VzB7#ZweqSA5|1nPH=Wi# zf`35z;lY_j=1r3neKGTEeHwko8UD##Lo&Y|4wYle%HzB5_y2xh&%ku3 zuI{S3_uO-y=Q-!>Vx45=X3~>SAXCddIYHiE_!mqrHn4*JKk-|?2l2b9KeSoDA*%l| z_V=>iFW6h-70GZH0|Cn0!<%Qh+==?~M+~fg2T9J}&#=hH=RwB{&5zt@K|^NI$5IUQ zj_^gJ3N$IyFgXHP%wWRDYiLrvm{}TKsLGYwdtlVJPm zvNI+HGe^)~_)X?c|G}Nx*_B!X2I*~%X3=Z4VDn-_Wd4XONJeX55y2CtA5wE;=yI{H zjnigyA?K?YVRC+D9M*TBqscZE;rwb-u=9m>+(?nnyA{iYPAI~&}RN^6b~_Je)zmr$Z~g;jpm%eE5=0E@SYBIJ^HKF z!bXGUq$v9IQi&3_aIB|p(46SChOZ0pkoJ`lb4HpL;;An$Xq;z9|9LT4f{g7 zHZ7(CIw~_S9m^leL|3pt>^e_uH(bOl`U!2~{=`8RPo8An)R)2&-N)SVSMc~1=1Jd& z*H1EEVlEHG*D!D5eU?gXsBCCOWNfT01>`~CH+^i z5gf0_mB@WWM~E@l~Mk5ExtyiMAyMxLSDcrx>!x+;)52oGzBxOIR^z66u_26@|9i zMDb=z z7t0GGK5?$~PVu+}L1x=>cg?uo)-qUvn9U^;V2N&FmNI&iS+Liy4F7&!#uJtwDRm>+ zPhs_ZSHgxr*uHA{cF@I^Puo|J+kpK7G6ryNU&>zNH1s;yY=;j|0GGH^EQhYM4WvJ5?8Xywt;!wyH_rEzVFGK#SG&`| zLIA%93xQ(;fXR76Z-=~;ZQRFBvU*@g|C>$4)9v;<^PiYf{eK(V-ye4YwDeD_3*1O{ zQJ_wngmWA$+6Z!NChct=#RZ$JA|ex#onM)Fg~acMPrC_ABiCD>X1LDi`VH!7A%**_ z2P`yu-~x2+0tsp0lq2D0FB&aDy1omQlwTDd8S`sgNH_u<3qIN~V@6vn4uqHpP?aDN zc%sQB@;JPN?2zdX)Z_r>M(`=Iv9KxHNV8c%N-AW6xaJpz0FMNI$pzO#1);Dm=BqDj z^IT|E53iyp$gmVzYr{}YI0*fSmVI}|Ihn@z4WZah7E3N*HQ`D5$tNj=-l+&DVJ}v* zlK8CR_|vQ;au3T*J_cFNeXK)l8G5BZMS00>Je+zSrs5z3w=e@sK&l>>OAu{smrKNH z;g@w${}H8%`qDsAGyuhq0}^{mK4!>x7|+hP;J?gCv@hC%xN-^VBV1)w7c^S=X+|v0;qjaYH0Y3u37ug zKlc9sGk+gDX=h$>*8`=_wPXkL9%QOO}I_#h0<5|Xg*q0HsNy|tz_Xf~;HX=H3 z>OXU^4a<>P=Gwt}sM!rLcaLy?tf!X3{Xmbryf3NN@d=A2m#}S2>!KgK8fY%$ z3W!&*C&U-98~6YNJ{@q$@_%T0`?&be(ehu$?mu7rPeb_oYwf#%4SP%HpYR6^TA(e^ zoPyG5qY7UJ>MD&2bJ|RcN5No*$ASNyItGtL^H?z$oMa1FgBIM;%@eO{J!3vA&{Mcv zN+hAWKtn~QjFdBoi)6OGp$*_3A+ldzaZ#p!q+j3YwcUf274bh*C6}|l(LVj6Ygl7q zG1Vs?q7o=3^5aX`5i~`6-Jn|xur{r8tvig7i@+s`Md-%%C8{>AR24bj(Ui4-&3#ML zuuh-^8C>NBvRI5+$mUy$#VLe>^V=4m66BxE=CQa%Xci;ar^H|!st^+$$_a1p+_wqP+2mV&vhZ3Sg}yVQlL?X$4tJZCH+YY zW)sgLhtPsUfHd4(pr#0RxE7mrtyNz)KJacEZTiaWXPDnIawB)I^S|wJA^)S zP#Rf4{-L4n&RMCmi%a3TTgFT}|(yL;B;?h--QT#V!sZ8FsZc@gzDq zDsdDVAsMv`l#y;@BEbkMF0uAEDiInM!>^7>!*x^iu0;=N9*`o*>}^-ajTo*6iLns) z?6^9RnJOy4AKP;bcNbyRUS`2=53*rr?BnO=3) z_ek0DhGKeQ0F)cl)-beL;;uHo?UZ=VpXxG;acBesH6Hsd?L;=tKQanR-{3Rmch0g znA$qj6A27T)SEy6MnKYJo3oHaM226?VRO%PUc!>QKA+Ajn0e|QtpHcjVs@L!d%`3D zDuqZBZ%4+LdFxCt6uSA<|7clcGbw?Tg5*?GF;C<&Px5+q{3>_yvS_@wCl1-+ zQNZKNpx@uj-5t|EL(#q3*u`Gb#QD8_Vyf6E5}&XcN-%7*qVJdmj6SGXUBmH{!_H%7 z^<_L@iy^8cF(iSP&GPrPR3=A^tiU@E;Fj9O+JEH-vIi`1-=1q(>?cQ)4Pe*jMT z2gFSOeosC6|J`Kx0Znc5pYQtDp4REZhp*F@uvQL@);9v(YtpUljbnd%uoaD#?$YTZ z{IO8-w<7_rjU%C2Wuf3hY9n#99kupjat@$GcF(oZj1#d%G1O_3Bel;^wBsrn`@bK^ z|8 zCdbR5l^~1VO6$=ObNI(PulW~E{Ebe>^nY;UJwOzMkW2o+u_!xihv^N`1u|&T@ekza z2y^05En1Qf<|$+^gi-7*W9V+L1o2%(6{55pU!=nf?hnadEd9efAn>bQ zq6S6V4f?IpAX*8xz(uR%$;Z&CB}SJoGOIq+B9WcUU-%>smANq8Q`{B=#t%i9VG*`$ zkL#=5ZslL%CJp5R7|mAm-Ve1-UiE%!cBs>Hh5c z8~kIq?K$BKH+u6=qs8tx9kG}pkFr#JnP2UX;2;=m zsKH4Z#35jZ^JjBF$OqOV24SKm4vIhmu<+w-+;a96<>@XZ@xD!al&+S&%gHIw44$p z3#@Alt&j|_on8co!PkRGy9`tsK>ioGxJ%G|ByY3cX8n@T9MhCo@Q_mN7uzXPLtOx5ZqSkm5KXN;N#Df+5=2%mIrQPt>Rc-5 zf_cjIVT-bfxnVRevlG9cJdwvK+<4q@&oLCWGqIaMv(EmGmhLptmKWWN-mTg5=LRzm za$m_I<|{s|?I)i-S8Mo5Vzi*d(NCgfyYZS%FDs#SE>NCz$SXJmMNcu-O2-bCl4nb3 zcVT$;Azx{aID<*IM=Z8t>$jAk{5=A^@h{7>m4-vJzfyZd^=%n`TtA^faQy;zgR<{i zh6Hg;p@vGLXo0!o6D>aG6%nfZ0j+_bQxdADkWHrXj?{!nNEooZK;_v%PIr(^3t|^& z9f`abe7(~89J-hM`GPkiSg9R)J!FK1xORXEtqobGb7xY1Xa0CCZ|eU6`72Jb=zxOQ z4%WA&M8BRJUVsyNe<$=~MScH5Zr>^+c%J=EaS%|dZ1mY#1&0-ajta>c4g{W7X;oG! zYn$IYWI$aY+!mY}UBZ8Kx&fkr3=5mh$F*W+%PyTCL(!9m=C_zHAJ?pX`UgwS4)*OA zDee{OG|1m=MzFFqT$+k>_lHL(;+a#%<(Nf1s6aM&W7KqA9xtc_XxQQiVT?~G$JHG{ zJScg#`KI7SPmm|J3^Ks4C651oA@8J1^73944SU($hz4Y^(LdjEU1O!+%O#{e`e?dt zA6+>FXKw`lp-YcNc}*IX4~j_TP9_R-eEJKVT6!n!`gndLGuMBn`K!JYsdey0 zx9ILUt6B3Nb}fxNpFf77<=_r0PkRxJqbn&arC7_>g>6E z5|i2U7Y#Spex-Rc$Q&tlr7B#hj;>UdC)LT7>h4NadQu?xaKDQyRqILtMlWl7h$nHs zvTb|Z$8WhSRpLsvZ-8yOwms9n0p5=H)?;ILs%kF^CBGU>B`) ztg1HA6TlXs-?%=WYWBM{I97? z!#TNW5YAcndPgD6hEf_i-ny+!T?+iRJ+>n2WRVEu&GHtuMa#Exjt~agz>^ zkPaGh16z+05T_|<0LXyNM~sU!%L!kx?c{eDMv()XOPl`};Y*-wC-VP~NJx$jGFc2j zQ|A@%B?Secw;ZCsZlQtm`7-wbnNv)F;$B$3OQ-+ENxVht`7KR-# z%mXL2G*W!OI;s65C84@(iy44Q!ixd!pw1&;2M#C-U)W@)w3-})yb6@SSwRS6GkcuU zrZb1R?UZ(fxBWRxN0>RKOTc$Gcih73nAe>4t+qJh3pM%@=LHk}+~ErX(ZRmNb+K?o zAUWQZG7&?}3?#aQqm91U*kEj;Co<6+stP41`@)?(@nNB0o;!I>AU+`wZ3sn&BESem z&UGhy`Vvp!or{DkwTe8cquiDJL7=$e%aZq_+eu|;LQNVIkVnMm>WitDix-5e2O&Nt zQB>fe0IwO0q(D-zty7QZP(XUzE_r}Q@?j?VPwW`2!Sa0t&I?+F8^#pX|8fY1KbG=% zy@o!aq39BM7S^t)2GvTFlI;bv(Z!{Oc^dpdn{ErL9=#eBM29*ZYV75~FRQa4Ut8JQ zaCYkA-sUaeYmUr}KnnH2sBIGM$ZojMKlND zqNKn_dTC$jH5@)ZKK`O zfP;42E|5%!n>xZW0gk$dswZ@927S^3YMNp=w!MVz=%W24ypmAw(0+gZx3}Q=eEy)K zFw5|2LEAQvb6~f)xDczTcSAxs6=?s5M0E?Tzik1=zfARB|9$U#C#PK*N6ztdOD2aq4SU=-;>RS#$2HnfOdU<7!n z!@&)ku;Q4wV|X@aX(H8;H|NdBM(zQ(32t=Ap1riL0k|Mazo2ck zKe?Uxi&rs!dSaw|MfBnoN+jJX$)ah+4v>!s+TgHDX40Eyd}G5X^EMXx%hWVsc(L|6a>5Zr0Aof4t0r{z3oys05=b6<)V z!go^N^$gtbdKPwJ);NUhpmRswNfE9*3xf%UH*RnHi-W*^FeP!`fM6%&{vQheDX>=y$^rRVbk2gJGQ(xHZJ63T_Z6ZYnz$L`QYEIOZ!80H^~X!MOx@m;;Fwhysm_e<+&wi8IKQ^xkW@_cAOlp8!0?rw=TqnkIK| z%`U7uj5YPdSoHX%UF;Kqq6(uC1%U|W0As-$&x;WhAl;}sM!BN@1fQ~hu=%J(gjf`} zTJG<~^@Mf0a}R|o-e8e>SsNV{_E07|31_|w)~d{%++QD*dQS{M+915)O4Mz8f#j9= zRJwpF{B!gymsw;KRFQk0q5VN_;w#aI>?ygHugCj$LGMQshwkO4M0%2onmdvH7((hS zJBJWX8@v!-1F`f%R<1{V^m`zkkEEbrE^~2RB5OyWnLWM^%!MZXIN?CH5Y>9j(q(*N zNMipS=AT=@@>{qK7XqEkF}T+JstpNC>DI`LR9R(F06*kl(Nd$!Vp_9&R;GimxFXcK zcd)6zo5=IWyM{Y<3zV1n5{-e%8h=q$usk<5)SLK}1>+MviQ{y}5+i4So3Y#|iTZV~ z;}BSo6=c7OXeZd=o4CA{j9C!-oUv3kpwZ|bp=u^0`2&OH-Va%%kDQxu&aS3UiE?q- zx`iO%0faf4|CP7@CyS+{3+d79mCMo|n-qqc3?4*nSoA%Vo87!DA9B`%%j$=(VE){N zERcUmq-J`!a!ROgLF}@%mWR>%bU*x!dUr95rJkH3g8fUqZd*8=fTgtM!Jfkvv*0zG zRTSe)jN-L9!tIBt%WG`7Bs(^nnxN|#n~D371h)tAZdIsyz2K)sku%JX;hF|b<0A4$ zh?irSj7tfdog=UA0Vg@Eqxes#zZ)lDL9MK)Gf)Z=L!E z3luG5-je@ezQSnayjZyR7F41XdnsA+HM0kI(WvBW5MuBHJXlSdzQVvq5P#pO$$}G# zR_-bW7k>$ zi1}PV5F*14LUZ+`0RaR`lKm^e{29GXJoyc?D9GMn$H+_AVV`-9p*t}>;j{u{wK+vF zgrR{s=7K*>F%u5Jw4~2)gX0F2jak>0qZ7ih!J=a)QpmVDR_J5QokAa&X$%jkPh>iU z*0Rz-*Rn`sMeGh%8Ew8OTwWTzFczv#xRNnXx*~ZOA&ufaX8&4<^9T9zZzbd@Meo&Y zC=+po^*MG9Mm#)OEyrO8Tvp62QJ7xbH0=&T`UE~2F9tx3QX#2@Xfi-btUq@14^lUV zLv4D6^>#{**~b!P!-u~hoVOAn;Z^dVe~;``v3qzi-3Ul7oCkf3?Y_8`L=eTB8{jcxy72kZ2I+dzR7Q^h|t+s8V!{qkcO9k}T+{g}R5 zG%B$117`GkoH;5hlRr?V(H4|40l3Z3qhAVN>09v8G!8fEpfW_?C|~V9jwTuD(sKmZ z-jfFKwAx$nY}*az;9S(3UnZ=>0hW9T4Z#+6`D(+&$lwUa{TK(duw2p0a1P!VPjjrA zU_nr%nE0QedcdC?)WAE)i{U#0sjPO7Hs4vrW6n_x!Fw2j4n?QPK_^3MEzcCICeE12Uv%x2~Pn?k?}KQGm4{g za$^gCd+b;>c*Uy;VfGlO>!#D9?_RcAn68I}G+(#qoy-r{^7wDhSj-RC@SN;xtN!x| z^ZW|d=f5`**;m)ZGd`Cq;BrOU{`Y%bVYe&dcKL(q$*{{6b-6-rbq5de8}+z?Zv49O zObE~5zRTrzyWB1p_JjB0;XmJ~ws*U{*s_N|F;An1h}!@E%s^eFj#d{gXD--!Ok3Q+ zvRC_)F;(-ykS>PVz!Z0h2N>^%rL!wea39efI5#4?7`E(ZAJ3PIR12Kx-TbIHDwd)9 zn*jp|e>8-(6sxftu9}4usG?)SN~ciD2X)oB0k0M@5uzd(EYoS%>&?He<0+>@DGD)R z6&7u9tLeU%`y_%UY;>y~zz+&od}7zr0LCn);n1tickbl_GWCI~@<4S>xT!o;QWfb^ z7_7(*mR3bNH-&4;!kvqJ#Rb8FWW29CwG%qKJE6(@k#%(={HK>Jd{m5DTe||mZn)Pl zzGZY&mtK|k2+(l>n@4nE|2ju79mn?ybK9KiXoEvuqslb^qQH?T$Az-Cdtw8ALhSh= z7Kg%MM`%v~+NwFAViYM6!2@7|q6|x4%~4pwR&8c@V8< z)!7;Mq)_{XTZFt1JKajYR8^>c_F7Pq)zOJ{)7Nv0+2cMQ%e*aurSsWx+Ci1*|3IZK zFuby+X*Hj=L0o8|U2G9om9Kg0dfHE0=rq^@-RAc?+~1=}MmO6g2pKfJjJkPU!Y;cR z8;LsL^IN`CRL2zQRtXb0?2{}GYp9#dR?_l<3LcPuUxw&kn(yAnoxaT?5L?dt4G1}B zr|%$|lOyWPU+?32nS;V#QW@wv--^-|r;Kk5-a>@WKtyiP7RZ6-N$5JQEw%_sOG4n; zVgn)EfVj&5q9MIb-VWmN+kk6~=TH}qh5u@|b$622Zdjd~n7mYOCEGQ+w?=4=UN&4F ze+;^7AP^{d+2l6Y-_OHVAEDTu9jQ};veozI0^D&%&G9b1#B@Etb24`@U)cf{O2D*~ z_4TL6h9{TDrzv8??{|h1q)@6~5OGKsm3pN2C*vslkL=geIzX}w`VEc~VDI!pl%kP?^QHaHj|4wusg$)cOe5Wz7TJm#G{81^iUX!tDZs???%+ z2e>N+jAIvzH6LKH#vYhFpXj~elJ}-RDYgNNfMS>=AywR41hXg0si=~lQdb?6dH$D??7; zkl}U%73sm*o}kd^qVS+c47tPThrPej2B1+D{gKnFvV3^Z5#zfxCyK0Xr32Vy8$fv9h~+qP_!&qfyOIaX0A}NPurz0D6nqxd zQErh!Jsjf9MIFbwb*kc~2S=SC(7dQFWTnzE=L?lfd^XMpa5J11t)mZT0Miaw6}Q@h zU{9d)Fns(+ijDYyB_|GX{LzA5TPKaKkZ-S~_{H>{ummldk&>Oc5<8tkZ))PNoQ@FE z999|r^W0>f@#v+7D&OS7_;Hz)UVUpkpkf95V20z;qBv;VBlSNjGMXnd%!}y5XWD%F z45Xd|SjP)$6Q%nScm@w}Gne}G(o9LBr76`fo*EQQ4J=M|FG}@~r&`KW11nPfhouHr zr}`#Sz0#@HPRW6{Sy2oPLqq73?=?^bIT@9w4Hflq*=rNM#`!Num_K7dD(E`cS%Fvv zmM6eb?nAS4fLb} z6&cQ_TNynsv=kX<%ZJ4i0DJ)uEW|fYcLFM_pOVI6fqL!yx-0kvTpwE9M{GcaIhfWW zkicML_(kv$U4GrYQ3P{08Q1Zw*5tf?sovxq!2d)lAxRnX5h6p8TsV&j!>V0)pZfkV z8<UQy}%=XH7u?A$xF)^Jy^1aeXoUIGCRceiT6&*^*Gls&o8TYR(hr@u0S z5H+rcK4^(pE#0lV5T)7|wlK#z9LV zJd_x2e)C93PgRs#xZgub0xKNWxE==t=8q?195D))P6NQJ6LS|MuhKafKE&XMcuVj8 zp4c_M^jsig)4cEoT%lOJH67`Va0tI=%U=zC7A%MjrUxbS6#9)UCysdpj|S;a+-^fK zVQvlU*F`~m@UQ{-uQH(+MF4nwNZtchrI|e<`glNrnC7@tHuKQK$V4#AJrR9Qw+^9- z(%6u?Xjw_HLt&(;Q?NsaKz?1Mw9a2!5FJ<%EG`P9@*;!XiEmjT@igM>^|aC8KN}KP zHv8%(zg+`@52wlt=R-4}*~S;70#lS}L2)>pDlK4zl`z?bFNV+$E(#1$mzdte7oi)G zvWUbEJUt6!yADRjTolu1Uf7g4w>0q?5?{a8g1L`smn3e6ukj>Zkho!FXHFa7QQgAir22N{2dZ&s_{Pey%B`{$+;dYv9a!ZbeB zoRHANNZnKe1UDOcAuw48gY1)+Mb00RScBy$IjHS3A4JwDLO%7$D609teaG8ftpM+Tau750ZwRv_Iae-fW?XKQf4>kVZaV zyu%l80Nc;;U2LNvztT*La<2Qg@xO%_-W_lfN-rrHWE6iW;Cl;z+%R=?NJb5=U@c|c|6sim%8m{PlTx?O5 z+U5(GYSd+8eUoqjcx86#LlFnKiqeMZN*WK9qdDXjTGJ5%M zMeWR|Q+mw!XZ^Zt1{)i?Y8wT<-8Y?VzXictC~q=C5geO5=!N=U(B~ z?xB*VKuME7e@LitY^2M;@Dx|<1r~}-_aweYHyY%{3+*VN;_iV-oE#u5>GQ}D?n9;Wdxn}*HPY#ng&3fE2b^-R zZYv4F<+(iCVHpo~*u~{)aacbex!^Z(gyix^>eAb77gNWdV_PFeK~;kYzGv^cbC3$2 z>wSt@yddh}5SIlziQ@83$h1rSoe#-qhdAg|xq{K%%ySVR;(wBZE6(X)e9daMQ3~#v z3^<`dy^XD+a(Fk!Xso1m-nT{BGE6ZpD-pXnt>Q(lRo_SO1amP?-Vot(ylEee&+!<- zZ3q7bfm;L-pquy5@+ldAly!iqzZv$TnEMB+;=$f{AB;P@aE#C_HVif!oClGue5ADR zLp)rHr0YvMrPiaZ!eM57LZgndM**82!Z2PZo|n8`WqE?VuL1bI&|8AqSTG`AYKS+= z01w$v)ij*F_mMoSUw7&OxC11tbkQQH4g)mAr}dOM(%ev>hag+Xp?ql5 zV78!Hq_GH|JMz)Iqpb&|b(qo!lO_CFguGAxnI{J9Vex*SvSjQ1EPe~Smr$(6ce8}V z{sWhoOqo0UJda`fE<3V2mc%6#Up?0U0D z1sLExkMo^oQw58fw?Dy;n@c~1W?}oE9tHrRsEy5vc=-ZO0i@L<_!29?>T7;5o1f(V z%qbDbhg`NOPla!##XS0j0iS)J_=0I08H!1K2cH!(x+yk_Z-drJ$9Lb1HSnn zUYW~7sI44roq~yYFY%XvkBWyl9a6-sA^bq=z#o?@E_ zm6vT}QHP}5jhF@$Rv+3-s0$npI|M3Auf@(00k1YL#gca^R_{wKWB{4u>Yuv~dFcUE z@1=%P5FJ?6^OQwu97KAKTBKwY!wF^!=zfcx%c#WARtkbrjIjVtfO}-UMyxPpPzEChQwOUcUxbD+c(+_+xdO4n zdenL-0*&*2mObGc!J)=`TliBQMH2PlV0Z`0X|cA7xwvqAB=MxG_m7+6`=Jmlvw>l+ zf@g;16Ui3%-y+lLe(**7aK0p>SgbR`yrV+*4+gVPy^V#NP*85r2FnTqooAL><^9G_ z1{5R5#d>kK!PPW8sh&^|kQF9BWQb5#W>4JOKr6^98Vd)Fv^A!u800wL1d97HKZ1w$0^m+_Pi@ zPxdjR&v7F&BiQL}7Ak+9MTYf=TpCV1&JxLG42?yMUk#deEgeQ(_e(`mO4QP1GmD-; zxnz;6CGf#&K;Vb3Ky_@i-qutbM(wu;I*hn_jOSGeS<+t?TIKBJNOjnZ3607^q`!so zJ3P=!5rpW`=t#O_K<)rWwwWQj@wteO-V9017l_T2%QUlk9-~DlSHgKdzuZ;;%+nnK zwU?L2vjtCeZ-65Ln{NTHl-i6;;Ns}ORBZZt0*1Vay7U_iffO7)_nbZ+28_u7FuV6ml zmk)S5w*L*&oK^Z|!Fh~-%wdGSAU==jA9JuJUl84lSdJC%lt^q|Xl+YK`CJP?kbo~s z-4Rgqz@>5HJetco>Lr8z0l*$VeaL?WJ{9L!?<)I%_qica(GVd=KKuivgpbc-8(Dh7 zgOqq36+h-#kj4uO`>T!%(F5~C{X@hJw56k-xL~7t)V|k6iVslr%^yKVnRtvPnqHyY zI@EjuEby?U6&Z)b?^T=L3}g&vv+e#{9EygOKpQq2HY-HlxuohJ6vWdTuu#?ny){R( z!9D5B%feq&7wWtLY$m4u*_5Y$t}Q@e%0-rw2JFr%O@#-Gxx84sjq>1@h3Ia@fl|RO zK&>{FxPlMl_i_HPF`am>HG-W~(XE*7h$(OY2yN`@n=3B?ycFCjL}_^l)!~#P{YGSW z?Fr=Bv5ndi;WkvIFdujXqa{``qidT+g|Eo|eNSb>8Wx|vfknG5rsO4M@dwye9Now= z2nqtcrxD7D1^%q!bky&*ea9-!Z}rt_)(U$I>Vx%8Wk){~5C6bZ4^bwzh6&ySiaFRH zOE;xvZu#Zpz6y6!nh zl3PqD7*z8epg!c6eb1B{F^~6^s0i*w86kWzBUn!S3eM-8gSo%m%C6*qq`c8fo-&_& zkte%v7NNqvzTA^-Wnow9{`~-*hlulGfvzH#l?SxRDLB(PdQcyhPpNa&3Bk1ijeRbT zY(#d#v%#X5Dct{7ir&hkaV<3@WeHsQp!0qhTpoKIwKeBD3L6Qo8C&EaLwbj?E?0{SpsG9^|2-cUicL zoeo+m7ceZLV8ptiT~u9m(R0bMU2qIwZJb?b;2&sUUwN%^hLAC!LpWgxb^w*5S)6!_ zA6&%>M1F9cyKkgmpL?0@MfeA}bw@hsbAXv)>VBe9TOql>HK?)y!zs(2_qr>+^%L~T zXgHJS7>PQl&e7(3FY(y9?=nyB_edpL1R??1g(XD&Bea@7rgh*?87T_SK7!r|{4><7 zSN3wf5&y)fL5mxFUbvB;OS~&NTaZQ}XwtN(?G}coq6@NjJRe2$2m2c+dV`|fHQpE1 zNTI%hg3E5Mt=FSb==tLx zeWB`K<%@IyM$~j21RILDclry>=H!EXaF*>0GZZcYDGL=3rjP;);76c_dp7&tz6i6M z+g?HaqL8~F5gy|AbwHW>4uMYLa6>d$9q@JZd-DDMGW>eIg}y*-z?}}o>*ImqNT@dM zD-HW`U^idtepKOytOI}N8@C#~CwI?7|6~wupCg(7al#^sVQE8ZibG$3IlkGy{Gc3d*Ajc;}vKi9;cl462%;>}0 zN<1Z~5!&E@T2TS9VW~w+2_788yU7^uOuW}QVmRQzuH-g~>U1o3kVQ42O6eGd#6>6r zoGB&!z}E#5EMKBv)m|3rxEZHcX(YrKSORgrza~8h8~(0-n2keDC5jzjh`p^g>Y`gf z?i+|hanLx#S#*N!r=Exj10r4TqGKXlxC_0VUS*AsYO-8qhRFTmDdBZjmpkeoWSv8u z@nufP;6)gm131#gqg<+52Wp2nlTiCu(CZcp555L~VtgHB#&YvO552;ia)^iElEG2M zv9x(UNTE_$#t5De+t|&rW<6~_d5Fif9Et1}Zq8`dljhHd_>hSW{;E#Vb9#qrdiko$ zLOljVyY>h-_4id&20D~P1_x6!Bk>!NXPF}1>BC7aiBN4bI<5&^L*=aDj{#@WC!#9X z1z2Bh+ZRrb$)$+__=;}beE4-<*1Vj8xo@#x;Y?4uFx+biEubp?obX_gbwMl($m(kg z(vQwq){0e<%2O(;F!VxX-y>^GozQwS{01*9OsPa0EWkxE9)Yw{lcOC0J?x`ksVxsv z1@BUFW^>{jfKbMJQ?vb5(}P9GCh6TRT$_q^i$%I-L2I^_%-|j9nmnAs45qIS@i>1N zwH|@>bjRBP-MU}qfjB^fuZ)|7K#+wjlLIWQL)ajD4II3b@do73&TNrCF?eoigoUb; zm+_|X#89>mvOSRs^~H(6H$!7SfztEXL^l3~V|_iqOau%W000+4F_=C|KM7m)u=QdW zl3|jigMS4xhzb=@^9Xe+hg!3H4+cC9@yqO*j)WJK7_f~hh1|!y_f6iV`=cy+{p~z@ zPG0mumLL6?*`8CU9{_+L__d)@CDp_NhQQ3;BNzE~Ncq1mzzY?NjNSiKyw#J*dz z&%6?v!W}B`%0p%cIflD~n=rNKGswvXBGIK6VpAutMPNa-r9rPTR|Hh~ER_1j<^B_N zefAo+1TpFD)jWlo(ZcT(Q&j|=QN#AL@F($Yje-Q1Nzi3h^Y4dwGMvU-9f)aw7^RSN zBiin!*mPulyo$6X9QQc0+gm)h$IM{o-7MJU4i@TiP9QZUSc6hcPYB)$FNxLEgnmn^J=tF9h_n|peh-PWcCmM4Pio5}$@X}?4jCj?^Tr8M>>BtE9G2`O zH;e4}1qiTT&o^hCm#3NGclj}az`4MzeuRAH9cSxWA#zBNNs^Bg5ft(`V>x5F&6vWC ztQCGCxPWLm5bjhH>v9W^kNpyUuec2n z0U$8wllfJsFmW!9WsypSJUCQ4B2au@u)`>SZud~PlEi$5bnUzfe#UqlU#K7bNz=|2 zuZpLIqz9=!xj8JHYm%1&V5s;`F+8G+P=rTEEr6dsLN)rO=e6@E3>R z)i{y|o>kSzp+p*L4*me?FE5LD2lr}LYUl&MhpO;8@AXa{JQYGLNcq9x8Az`1CR(U_tl$Uw9&F-gDCUUy2hMae(?FhnuR5%JYN+Vh zr7y5LicYXOO-soEVj|PPD`W<0tEWI_9W$KH_4F2jehY}7bHytR zg5zB6HIfnZV#CQqCTbxM*8m&G&pYh~SfbjT5(AFCp zYYJ^*RnhTt#m9Q+e?YgWB?H4PVmX)MxuKGK2#IQng?di=EiW2({+I3k&yBD@ zycz%F7xwZ~Rw4h2GeRgc*7k#`s)QoB5ErSHAE1fQq7JLHBM4AsK+N?Y@vgvG6!a;A zZp{wwoV!DC1$^d-k9eI1Z2__g&GL_VG*cbzI3l@`ofjK?Zfr*1aHrYP=1U_pZ_?~p z_5)PK&v029puV%06MO`e$_Oq&!PlVeGRo)GUB!=#cher=G8dl&9{(VJTzx~xQYNF< z*HQ5lpR?6+L>xw+5L$|L7GvcL)OA4tguS98Vw=aTz4@ztzN_8GjrK z3-$yGhgqbs7SdTb)}2iI7)SHl?K33V9JBzHP&GY&KtbQztd|lJ=0R%!{^dNK1cVF2 z0&Ov(Z1iln435nVy^q6#gd|*bSc8}qx&a6fc%eq;SsE>HThG?F7)zipfG)shBC6w;Kwova^Ks^^+X*4{Tr09A_+>b5b?YwPY`+6Z3JfpK zq39_$;t%|b9BMW94A?HDKI%>0Mx(mK6 zL0l22kQJ2dtmQooa;H)y;;99~gT6XlU=;;*fy3Z2I;*3TgSh$hUop5opit*qC^2lG z>dkQ;had9^`x%RD6V_t4X(XMupdBl6f@_lKu!_KL2Wo99Ma4RnuUI(^VOj)0rmcUp zspyaBU-h2U+9~)A&}Q3@7zIca9MwlfPPxcs0|gSJaJ<3k;PH@J@3Z%QU`f{MHjh@< z7_N!n$R|5>JOl%;RyaqwQ9$OLPk3FyT7aBTsTaJ;kfj%>FG*a;r_X1zkHfie$f8Bm z32D?zvdN>V%p1ZVuLw21Bl)wOCZMyKh~Cab(F|bh2tU`59ML9{ZUO;?>m;bvZ|6Y^ zR5Yrx>;ocN{#!Ac1pUAlAV&-V1-ig)Li;4pYBY2)L$ERF8s|(DwN2)TVas%M0yI^_ ziytifT<*-kt6GRiave8vvBr%ccXgh$H(GLZK=m<{#0pP2s&u$8ptw2+4%%;jQqvAM zJN488VB4(pcabPsuHv_EguGo9AK?&Eq@k1l3ojp5Ul*>;MfR_ri?=sdkTcx~Pug80 zWzc|Y<3xIk+M7Qt6I9R33!FEsIL^=OGmpIaw}55+GxOwmqK&CgA8+is7NU*nOC$)M z<;_-sicpo~B%h+5qn4UpdeLyGounK#H2JjsF;o@Cc#qF03~ zpLN|9c9tdwfEX00AK}3KLrwo#XH&PO%<#P~S#j?Z}R zj31F|{tp)F{3%xFl}M_&mFoon3*t6V;+X7EyB{+Is+Pl{v*-(168zRaqZDo^meE~o z0npbtl8=>v5_A?!(*T+_!K*{)l1sKb+3Sqznzl0?ev(6$R8e;J$K~Y~Rm@#Oalc?< zBMWyej!Z`x8clS=(6Z`L`75e}Ifn&NttdWMe2_i(ac<&U5w1D}QRZTx(MSgPkmt-ICiO0&;HzM37L0{(?xdj zUy)%MbGd^qU)<#{aCvdx;|};-o`lOAb$cW3n8)plxx8VQ&*O3zxjbH%w{2rz#N|!7 z11Xogd!S;qp;=sL!NMza2x$F>*k52mI7+*{NqpkX*^mC3$h;{+1se_Yz2#3b*JT6- z^%a8af=UW)2#zg+*2YRqE~;&-W&br?YmFxm)fmzK{6IUH^|0)alav^jwr_=}!+InT zH=4#y1MI{+gB~$NO){5es=N>oL)`(3aSWckF^I^|hwGXFkVpDZC7D6Q2W==n#RG-w zjkCp<=%q5B#>FtJF|Ec7yO+?nbiy6XdI4V`dR>kA&(SQ`4^LJ$3!aXHk4pvL65(!J z&{g^;6h`9*(FB-ZO3^M@k!HD4P>OVflzNlFZI2oMz^ujM=XQeMK!}au32-T0#k1B= zi&5a7*VXZC-KR-bmmT?O@646K&JzN83z;|fM%b&X{pHbU*Jx}STPx(V(g=H1@?BQK z>D0sE5Rf@fXolxiYO22(RyQxlL{VV$O0ZFIATWr)`=mH9^EZVk`J9DQsD7vV;$cn+ zIvdp+Z-QA@{~c!KWU*?ZJD|Qn+0^m4A5y-yrA7g4+z68f+$@$IbiC50#P&Aj*ds!( z_?o9ue`VqRgJXTJ3{R{N51tt6#p}Ht^$7@gio#8{nJt6N8DH~wCR)&*IqeT4R|)K8 zO1gu>qT?Imq}X)*ZE~lt52P;lB(^fN*mKXRe+uYD7tDV!1n7p0Rc@(xihv?Nfu1e= z25li6V=pYjb(Sk3+6ba~%o z8L010h!HfJz1vKmfa~}KRMtBv)agsMOYaNP{-^S8C{O6mSm#A@K!TZEB>Oy?)_&J(Xq6iu!QH}ZG-+B1_Jt$1S#VBdq z0|mr=9Q~M9gJcA;zZDrFAii7FngjR_t!_czMx=aM_;Qtq3A5-29sbq3a4u+Mt@|TY zCZ&86YY9e&4sIAggYn(d&gTBvhrS4zGfzT&_Zjzu?qY#X%$)lT@1&FscV=g;>7nk7 zYJc?FsvLEvule*T{x_sZxS}<#c&#gx=Zg10pH@uRmbAI|TkiAu4d=w<95=ohx>N++ zgDB6RXO5qumv{~!jo>(QLE9B5F7{WR(AtW`$Fp~T?S=*rroH{v=B6Tto}2GZ(GQr_ z-|?WDo7r_Iu+m``&H4^LfiUOxW$EnNzu#;g_@28np0wLn67m;CBUJ%!A!ymOugsO` z5(;$*1WJ6K5)c0O7kL8}eqVvtU*_=@`2B^cV3jvq7YNqIe5KxSl|Nb=iCH zZ*rt3d7dvh?GQR3wYRAxFl3J!P0v{9dU#tefxAJS$(;l^N_#IuNS0Sb9twD4(2@4M z2Ek3u3Qm)LLQf1V&1Wnq@UxIP^E!~Tpet-_Cu;12__snaaNOC52C`)Iq}k=u9lRmV zgGv*YBWyM&xNza-$W0FxFG8D)gTQ^a$u_5I5zEnAUSs@cD8G+U>5E*bEZ5pyfZ<+H zu0A?eb8_|(E!!{`0AW!fJ_$h*s$!zd%stQv2*=sRyCTti#27cwWmIUz>RmiXpEHBb zk$Y$m@(VS1pu_vXkBp}c`5l_(91$nv31H;T>Uhn&{3EeTOxnRRKj^nv-_+dkhgX1Y>y;ZM$XCoguTZg8b0yAz|`$q}y93|HzJS89qYd7k<| zb*U@05{$tWuH==j)Iz)ia=)uw$t}2dBmSY6@94Ijp_JV1c#NG*b*1LGQY-L4ZH`@F zr#;=NCU*)|ChFG>fim%X{A>aH06o;|wjb4yM*SQ>iu7uv{;T_JPRkKEY@9<|5Aj7u zb=}*d6cqa|A?U5us)o~?9sfg5S0EqQxZwn$N5By=Yuc2?CM`L&`yDT!FHTY*2h0m~3S1KKvk4D@3P&D;ZLqJm3hvsoaZ@=FI zrBlm0^EB#E=YZF{QZM51__^5~Kl;6xcNSjIW^|O~gm{#)Z~xfE+yhBZU!>_IXNL;5 zvtZ{X$f-+5&y9l+l_$7!KW&in*_F!2Fs1G`hV3vWtVbJ&)yyA-u=`tJO#oXpCbRPCx5Lw*X>FjL19<{o2rEJoA`Yiq^>%i`9-{i zhTjb8SzMOCa7d`?&sdzg*XA|chBNO`dccBeuS?KW>rO-ISJ<51ykxh+)0OFn7xJs@ z6T`1DBsfDb1IZO)X^w;u_%~*EE&_GSM5z0)K*z5PHx%jJRnM0(+#OSIhg*v7%Ff_Y z1hd1T#kvlT3WfqggHoF#`@zqZ8C5Js$~~yc_6i7ue(u8jaN`!^PIjC8oLb@_Pdq3I zg{AqF{ye-jeqm+FTq`~q&>9BH-x)Mzm0=AMU6m^W=*0j=WEc>@;lriseuc-H{*s84 zz}rBk1yE3Ih=yZxI&DxvVRWr~*M+Z-A+!wFdt`zTN{qj_Pdt=9HP) z+0|;b+TK^)YL;Y4mYXbWxp(7&D_~6T-4M!xjZHPi7&91$V!GoHAoKtsKqv`4v?L?} zQ{HDRCkJ>GuSv;&p_;Cu@M^`ZNm z{H6xK)xmvzC%6)_V8M|%)}PwAFiQd+b*v0$R)ew<(& zv1$mHO^zaI+9+7DsDBa@vzl2jv3Z@g9+6CA(BZJa&vfG0Q?jJj*`~V zGnc=+dA&%A1>PJ-PbqyU)6K6kPczwx+05vzE~$hGjMF`dU>Fj&fp!7bC7tnr^bBl+ zM9&2410jc5LqjtvH>twjUsyC(ZFh5*xfRt;_~%r^xMFp=57iTz`SPIqurt|u4+g@i zpUYcRpdFZ5IArw>QSS)P-X%&~-G2PwsrYh+0?|TmwoR6v!GDPG3ZN`f1ty-I6MEWV zEIg>UTXTPDYKaZ$%J)SxtO^&DYpW+$r{ax8HXUk)@H0BvPX+xJYIg&X;Aa0C@e}tRg!>udGudUGucgPkS9|0H`KW zPO=Gt5F z=#aUwhJmWooJi9NiLU-wW>l zdZ!0;qN-Lp2b7b4vnd8q-@?dr9q8H z0=L*}-KFAnapHkHbaUWvH|El>8v%+RG~k!OTRNOEzMT^Ywg%y`36c(UZjdLd+q^R^ zQAiU1Ertm2|IPzgGCY8P5{Ej@L*h>$$M173s4D74lG#*$7Vh69^boVHWqjjzL{isT z!z!vML23A_c*^9MyL1ZmtQkDwLP)bA#kskotl>=Pw{>CuHq!CvW2`(wEn#5vk}Ho* zY?P@X3Nj6b`jRA}ww%w~oI=AAq|B*^vRzWKmN4?c82jWmGBxo(Q~|M&csii2zjS`# zQ{kM`zd>{@4v?s6SU#Xof}W~k!6N`eKlXKL$W<=iedSR0)S zWF!zS!~#K29E=3E;c}!YoQv)RLnpD2t`QX~Mi_DGaPO(rP9d{FMq-aiYU%C;Zq2vu z9%N(mZ%je4LV7!cItso#J4%qP-$18q5HL|Ax(@Oit*(*s13NoLUr)}=|2KR0Z!+B< z*ts$K7m}x}^1Zy!r9k25AAelvDkN#j_oQ1dmU`9Fg>vMvH^^|M3XBWQt2;`yehs^O z;UiK-L887yqvifvM{B|d$wI8%A|uedkb(;d8a;QQyM+@=p@6D}_isluRB49HYcksQ zB}_S;@!@{2!zcFh9vOg$`zlxX$jd!6072NrYyIByZI*M-(>`&4@NQV=RC^QrqPXc7 z>+H*x*J>Hbrv1(fkqd%>L2*RuBdUC@~v0ADT=G;ZisSB?ykp?yNMC`M)U$id)1S zX-6Z92qZGxufwnCY~OqOWAU_IW;>MbA6iGh?3Tp~$Cd7J`x3|BuRby((;29h z?(#2;CgA9arO?4I2z6{zFo5h8(LE6C&yCW&{<~6-irn0sYIK6WU??)nYIUdfRpBSw z$jI8L&m`4Y?~@=TGT{pMps@1We#mj1A+$#tj-T^owC^+8D895XUwirsDZkfNNv>%5 ziS@Y6z|5LEX3$c@B@+NhjHN!AgwO=6G*E11fjnt2Webr<^tfKdP zCFsfv=@dE!1Nek*3-UBR1q6&GLEOp8Tah^C(p`Z7T<@B*wn<^6~L7LoR;4CXv zyUm>ojBtYdJJ_7#`&JAtxX$YjiNwm+z)pl`_JB_!vp?@NIXa8&^~>f!TDHj9iB%bA zRVX&OpTeS3YfwGL*QWZ9XYXzVo%TEGuwPmmRo!61daR7ndP-A@Q>or1_E34B!L8ly z-4hap%qu$CQeLGiiFm8&GjxDc0_BpyHt*ArIEZd@thQnOsGxvp*%9rp@^)V6L}@=M zRfz>9(0=%V<~9jldY{auhswj!%WCuUSLFA~7iW$xEFO{HXGU>KM{y+bvX6>`SWw4e z6`zzWyj9~F6y}*LaB zURhmpi+-Ox1@c(rKR%~(vl)V;he=huD1xnj6{jfb@M=XK@@yAefm472QL8pJh9)tv zGXobpbyHP zA8fyNHmZ&4kIK0KcY6?&EAVPX}Bajs#0G$H~)N$rUBuGy{(KP7?#2O0rpEgL3VIjhM#EGnA& zLJ$}^pNQ0$XJxFuJGpp0POm`@*KS}7)n`e4rfj(uj$@e^t0vi%z^(w_`J#b1B4Ulw7pRbXhw7Yz(+xXC_MqR3 z+VgD_eXp@CG;hRnR^2YIL8fdJ7#JrUr)f;qW5WmT9wceb)Cn*-1L&D@{MqF5i$qSB^(- ziyGO_n*6A=4&sdCH)^K}$JzwUAs<&kt5M$AxR?`Xaj?X(`_sU|T=QFelcN8C?D)FOe&aGD_RmbaMr1k$v-?9vAR!~D`#|a6 zDjUDXgjB|eF+XJ+pMDV#6s!cE`N=$zB*!nHR8nlCK~1V(8kwDc3ap;_t3))Zx7lhG zqaP6UMfqaDy>HytK4?zSjVcuI4iK#O`tG7jiQ$IcQ81LY9r}>&u3YP%v>TY zw5u+63C}9jG3uBY<)9nXN$lr()Vn)o$FY$VhW}w5U*+$xXkn)y?k4fd?f?1zVg0B& zgKUoXYC`l4e@W*a5Uu%NimP;RomMF2aBm_u_}L3p>4mHP|C zx)v=ls6>&9ze!lV;Z0&K?op`eG>cmQBGbCoH0X}Qw25r-5f!VyNzjHwzrN|cVz7i@ z-8G0~(-&`fM_=YN`>QcoAz+`X;LS>j2I4ImvX%GrWzNb224juKC3_Exw_YIPV;9Go z#>cv2=?g_VH71h7U31Y}0Z6#oC$BWI*e)tFJH%*|>CDBxUCuF6N%J6p-? z+$~fjH&9`B{%MBV4pDcpH;@*&l6n`a=zCr3KKBdDrquBYDJJy_%vB%*BBe^VwP}BN zp|k2;-eot3PU!D$Cr& z#(tQ9jRAS9oPBzQ&drj(lzWs@!X}+&ood^j%na}z3Myuz?7ne0_(Hp%Ww9_%ngkfn z?Gn46HBbGx{hi2&3i+S#0-y^I`EqB$KvKkugKe^aob&-e8C)K%pcG*Dr__mKI17$v!*~s@d-|At0uPcAGFpLHAEBoB?#;{P~8PVu) znyQL^p_!uWm07usO)r-ArBXplv4H%kyg~R2hCA6@@%ge=)PABJN zb7zZZXfIA)Xi5IjdNnEWtX7kwlu!5Y-l*56}-pjSb0U`)d>3@zkuQRA+5!Xiai#OCG9^aW$FIHR)xA^rUp6E|)!K zXnIU4J+zQ)%BJR26)vM1{IsYpTp_CpuYvM7M|=u7`iXGUZ}8(X!z96dlCy0%%(RBk zgqay8A8V(!Af)*&c`+PDO&Ijyl9U0;+>qB&2+~|Ej><8PyM`DfFFGs9n&4rA z+qB$3UU`)TF|}oCtYvhvYixXAVxqY(Qri@3oDlDr5N}@)8B&v*l*;Wpfzz-jV^eyi zf{1Tw`2!SK#=ubvGedTpFgX`j>N+qVSbH25S~rtAj7a)LfI(fY` zMIm*yo3j#y(2rT=Uor{|3rMFtF8HKDuF6rYM$FY3L+UV5EnT&@I{ZeQR z$~VQJ??L`#nNAf?xYr2zu2#R){u8a^Zxs)VP4b%Y^h-5_;G5Cl>K?SVxfqVy8ATXa zsi(->l&opw{NHJ;DP@E^x$^kMn)JMKYYi0JMQ8F_XIMC5&;@a}f~O@24P?x_>RP88 z06u1eggjMTBaue07u_@0($c-Cx_EM8*g&FjZoGMXb$(W&dv?4r1^GZOR|;oOnPxrj zlNqf{&+uwNy7p%vt>g%tX)_FgGTZENM){i&rj8<P-q>Sq(KOn7NOCVb~x1I73F7n@O^{JZqy6&$r``~8wVZI;B z`0jlebEV4rAb4jVV;+%C8?vMmFBh{QMm-ymHD-ek(!6tgk4uXTBcJfFeFUX$gPp{I zBxsr=xBJYFP3qIwG}5Gw<23PvG0v0o6rUYAB*8PhP2C+lgRc` zU%=|{Kv_AQ^;_FDjqQZ3AGPa4mlvwj-SOP)NU|rIZV6ZSMAE(0nQ_s0Vn~scw6X zcN>yx75A%X{lg+$i^$tH@A;uR9sZmi+FdAcRN8GS%cN=aPQB4-=<-)UQzf&m)u|gf znd6;v1zk|pv>PnsLe)Bau;a9)a4|p^X={k|p1#qkDdqkw4$E#OuMaELjLaGDBO;{d zu5q8GDx_<1As&)Y>zVv#-S26$JX_g#VC8?+@5txmvjjxkS#hhDbN%DC4NsQ0ttxLw za-8?=ev>>4(RfnwzY>Ys$|vQJS4(1!Gagmo?}c7eQ3W6vfriJ(zUv>!yVx&L0J4E# z$;{~9-}X5hL|{o)kGFgp@uvMMgK7xe2cV3g2 zI;RS+(6;eGNGdHs2=?zHzu%i8yHRxIZjt%o=i>J?7vTey*-C&tSE)a`P>)ed+GYi| zxtFo(s*7v@dFi-i*iO80T{==);`GR03%@$e^y}-z7mFD?RN=tqWdJwuG7Ai}bGM~l zWOj1BcL?$j4@k7sXlr=|jDey_^Lt!xf!*Do!Ocn9-8jY?C-rKndgQ$nujCoDThh>L zjWS^ZlZ6}f0dN`AOxcSQ2xyXHGm{yCXZ;5Y>uELL;dnhGMTpcSB-Of^*NVRjh4Fa#5-u!r5mO&u$Tdy88{XXzK&qdt0*iLKpIX119cOZ($Cmsk4opC|9PjowikotE1FKrrt7(Hj2)wq@oTm zp6b^|Jx1Ort)Dv*hEM*g#5#TMG+5THzHeL>ug@J*qpNwAjI|#!ZA)IvX?x3R_3=eF zs#Q|HWsJx8A(|hS9=ivf@39bj3c5M3 z*sF(Cq;;XoZzxeQf!;uyNXb}@cl0gJoDu_wby~_}qBWBvnMKk1Ghz(})zFpRyO`V$ zK=KrhqyG&P?3<{cQ^q$wUjrU%*q^~6<+)bAcM2X7$qB#<3^;q10`(%wT=>4-pOhN5n;}{X z9^5z+pP7rRxpa=v8ZHmbZ;Ze2EkEXIo-rj$ibQNko`gKXnaaAyo@PqC#xt@E5{(Zs zpJjdsQdXCD?oLPk>NQ=Qwn2xd7=}}L2`Km1fo=iY0ANAgk17>jym?of+$;*paBp%A zDVCoJd5CaWU>a>EG$i9gRi(tE%Nhs8oehl;ar*ud2-6-7l(cL)xMZg_P~H z$3q|1!}K#>PbQ|`D1+yUu=NviIx=3YRjSKQQy=;UT`b)52;c z^~vgOdUIs0d|YQIdGci6J0;nUhoFCE*5{V;?sxev#m(na{hIZnybj%=|0-xClc48K z{LY2e{;kHpzFw*+konl=)clnHdI}54?@cbjj6$>FUzD7}B7w7UDKGJq-^aAS5j8{G z9k@|d9{RG{ZXdseMMeDz%LGuD&$ix_G(0Ur$!;Tn2q?vO|EoC1bgJGb_+b9Mf(N~u z0>|~c7uu+ePd9a}$N2CjuAGnNY+0RZH0zv{4a|wo9?|KY*sq&{V||UVl(M)n2~Z;G z*CXuV#>}|h^F3m0iGChK;aE8@eb^EJUy=Osvqkf@jTi~F z0!r!P7IiZ{=!$M}&0o$Z2K#uESj`8QLzTTRWkm2bJ~A48KyanLng5u}k4*UNj$lxY z$EOA_Wjt$8mcAjpINDJS;0wXIuqJm{_lx~}Gsr$>=IyY4N7%kjIJXL173*DT2Z4cr zScZJpQp=Pz1z$M3=LO=oQobj5VC~1N37Vo9*i5S#SF%St3NAvDsi-+01$B#0KCLpN zFA%pWy_%v*QUQv-Lxn%{xr0LrKX-9MM_Chy9K4$0qG{!gf&|9ynfXgBCWnIeNRu(x zC7&5K-1b3cU`o-a32T?1D{E(7;Qzq2E;k%(KMVti(=;B*xdLOq+O^Mh9p>l|Rd<2^ zcj^uRyT2aLCmDG+%d6}Y)!xnbIsf!J#_2=7*MH>%y_?4AUau;otGu>RB5w5D0^S?< zJAqBbwYE2Byso@^q-Yb~Z|7b z)z_iXVmmr-(ZbN`VppulJuh`ci(TRJ-_=G1j$$lzS8BPuM0u7!hOrq%TDB}d-%*uo zu8KBCzLTlH&a=JKB+ZFG*vTp*UFCu|hi^`bv>Kttx_i==+sQWOWJ=1&5vRaf9|f`h@~ zHkP^k=vgx*o^^P>e0QmqkE)w|H~B^~b1c>5)Oin0)am*%b7KOGpGsLyU1|swp;>ge z_AU)sF=E?sX^g73^Eb|z!JkwE4vjaXwpLsxQq$^Ed);DxMH*)f<9VE#Af0*+rqrP( zR93bkj#SwI_SvRdmdzKpZ)1WUdlik__RY z-XR@uG{>krm3jkYj=Gi;YfZtF{!8d~(#>}Wh%Y&wRTEGQ6wxswdENJsa90a!f;VzFic|>)g5BSss`Jl^ z`0y{Sci_+(7u-8EaNr7J67?nZ=)kci-Gr2(m3o>wxmjP{mwy#&<%z@9O~RRq&fYc` zX9jAhV1S0qC-?y{^go3k&XU&(-|u`6*-(7F;^@0YHQLq4jK7jIzf7yl|4RviZjXLN zMs6}vXniy})gXXkwHg4bEs->;<$Ry03cX%_iXK03qlh%#fwg;2#9Qhzi;C%^KcwG6 zjci}=0pUGdr5~c+aU(4=u5 za?ybHRkGL-SP$Xod@2#V9DSNU$Xx%AnOwFtm{pF}sD1fNCRa@+KBC8;^5R-?H99Q~ z&j{H5(IgDKff}I!4?e*nqvi6tnhE-MLXBKm69~?beaBG~_si};c&pbxRj1R>s7P&D zYRd&DYPpRt5vzJUeV~EIPSwNxMNUT1iumo3-tAL$Q&lkN)|xc~zrrz9L+{x=LH_km z)1hheBTZ+DWbc?{-xiS_yHBiRTyj`dcHew{S#|adbTpU+hM`auRjL-{+n1nCvggRy z2iuXTq2WQ_sRH}2T+xdVnebMVREXR{Il*(u3Tn zdkGRY>%xr9`uCQ6$)Sq!ojP?rk-S@i)hR_$PK60TH;V7*H91GcB6X8Lbl0noayxG81ej}nbhT_{;UqiWS8ezP^Vo@{aqr{lIwmgkJ{(UG>1~l5`VkDG z*Ne;nASku^jR{dNhk+NOt=o)OV484v@8uf&o_>N{g7H5M9Tm6GBoh$$UqcW9E-L?1 zE@k(Z0k8g6lXNWVN-6_Sfh}xBJX1bnJ&xV+$r$Hiy~${r*;pdGdb7{G?RsUJFwIGO z%WbznEW#fn?8=JiV@R8XKQ<{r8YRK5q5B7fCfENho`G+j>HPRgjC@Ug$t1ehm0vjO zYWbao7Q-zzRigI+u?$>hsb?r=GMC$Bk+EhbB~1jA)HGQ-39s;VY!5+^R;20ltaRa4mC?M z1cOskIdy2rN961VmI6JiVNhe|)jo2f3KUvb7*Cu$CM*=Xq3d6SDxZ-eIW94xA>Jke zP91K-ppp5F%2Y#BAe13o2kbBqR3nc)J)+L@{xwsNnRvF0);=L)t;xigy3~kkT&v$_ zedsb2zp&(65J%Xi3n273gK3MNq+3BiLXiJQSN+N5o7;@mUkka1cgif?NAZnhi*$+yHc+w{$L(HP#$Xv?t;% z$#hR5(H^d@uZy%)XF8MVvDK+z@o0ykS4wt8s%xXkQPq*g>cr4!vL%%s7K=7TQ{!XF zF{yZ4G}#f!j>=}bqUm8(`F+F1mEqz7x+E@fS;E)b_^^|2lD`M#5m8QD?oI<-<;vyf zsbDFv+_M^?^X9z!_K-FDE2#8LfU!hRknIl z0fPE*vu~{}u0LQ8p}6Z*FXMt?fU78fAkg50Xv3{IjX9jO@Tj$8rVEfiEo8v0_~ zzSm~Ry{DgXPH={% z{tPALue@95>)7(z{N)fV?y`!7J7q)d?{zl+q)6wlRP}|gWHxuL%HhxTX8)+F3+r?^ zdy7>azfU}5lVbct7iS~CR`dm@RDvdxoqO6z<+jS;{=Tsl!D7XpGL`fS3qT1kbWR7* zWYHSg2}+>?d7SfQ`hCKy{Li@4p9mTjEpyQOt(9#R%NC9D$>KFa8!jIK zE0(WHucckcr$<-l*L2}LgZZJVc9Gvdr}$gtn*k=cVgvcG_ngEoG$`%&G5z<6<~Y%2 z`4PSDPT*|itX04B5r+O%M1LY)xLIO}aG4cJg@fTlNI9J>kTK>HE46ppOi^rp zOH}8+6XDzm(YguDksHlKQ4CI|9&&25^INeX#WPrE)<5qo%EizpGqpByM)+N9YJnLe z=S2Sv5QAOMJH5oYPOo>--g;hXbXB4?UL2VmQkNXMJPr3$!^mi1Pek97Lu+!&Ymx(y z;*JAFK&nsQj*YCc+KBjF#9RD^#&w;Q>bptYE^ZZR`JLQ`i=W8{*+k=f1zL2Szs2HCT7NHc7IQx6nOYBBmGf#k-%a1zFMRQBHzha?Vm(uwa8}< z*(Db@4|Z?zrYzRkw)b_U@G>huSe=^w&En_Eq}suKgzf?78(DFHtVyf7RfFG&x)3B$ zFFJ{y&Aj8VXy;9CSKn*uTs)9!`MJKE8ma0I!i!nRblmQaoBJG~MI%(noOgPK_wkF) zuqf~c7IOY$Eq}P#Ue`;GsbX5*^p~6*n7~6{at^~5JiJ72D6%bP)*ynYr155R<;{({ zxru=t@64Bt@T&AKf7vOrnh|v0_p);gdue&aIdnYW1~%m!U~^2V9pOc6bTz!Sm>|AJ zc^{lVP3?v2Mh4SZaX!*~jG=#}B)&|aUrHtW!o~TqTxUEF188l&P zFy@QK0!q!zR5OP6j)klhd3C<`!fcTnR|YXE=2z`q(Cj}5A{L&5Z{=FMHSk9cQmT#e zOUna2UITfQIB;&?US!*Skj%X+H*Wc?j_5Mrt~v|Oda zM~6qRXorYeed--DM+`y9rMl*B86DD|8g&H0k+jIy=W!Em70;W-(w$=P0;VhI))3;O zWf48xFEY`7^>3YQgQ`nCp<=OF#Ck^Q4>yyGvh+^^^o-0ctZ>5%{E+y!niQ{O8R(Q5 zCm4egd$mf`y(g00EnRLd!(~p)$A~y;8|nIRCfu~I1NLE|Otn&&Bq=TJnsAfXIad@* zR8h9d>ikX-$?OyBS>tz%8?{C*oxMh!hFz?nTLC1SY-MC9oL#^CS|^8W7wRp&3fBIl zv6j{Bjt*1v}*_S1c7(-~!M=46;3yi6Z=ICoy>Ug8w* zvHkRkUU8l%GTz6{6T|uSx7VEaLbS(%S>PREe*0*HJ}z`wKu~*kFA&Wu*6Vc7!rW0e_^gF;G;64d^iZ>rad(O)k2Hz% zu_~@oK3}KGYAW-iOkg{ZGNLezG7_8{%hbvvwY5U2c11P=fQ1>)6}Z;6JMu9Rp(}i$ zXf1uhv{)|^V_z4k;Q^<4nM?%pvYuTv`g%1WQf2K6v19~xz?wkL=_U!fAT~JJ>Ivk#Zu^ky)GV9XPVf_ zZHgW21VQvrf7$N3BWsNwD3YQ2bN3!`V8{Jp?h>5l)^KdDa!))^sm1i4KrE67GUcz* zk?em(Hd2Y{&KBQBF>keH-K2^0#CiHPwVW2wuxhe7=ExN9=mT}4HlQL!a&&_gs>O)3 z+Ug*=moa#<2Aemro2F}T{oW!`f*d@5M!ar~Of^rH)*mnv_i2^xBS|s^qxwgwJAGlQ>Dxu*Ax=i0)6_uF$~Emxx_xk2MWxl?%{fS?LucxE*D0y_-vY#Z z&q{3Z_FW_jB{=!W6_B`(*R6FUkx)%A;Djq^Q_M_|!E0Q!9EQP?v)v680uj|7v!);J zQ<)$VRIR6^;87mw9z;u$)fAZigrI*i@rbC(Zc`}l=*i;(@GHb3qd7wgluxEdzbn-N z_IO4rYa=&br(6P^Le+;zvdEo!t8Wjf=n5Vfju`dOgLT%9#h^FxdvgxfDOp$V9d@uD z-Ef15cdmm%;31LdUYY1@OAo%~DteG2+ui=|#dnF9aT=AETP*5_AoJI;haQ1z3A>s} zUH9&g&As76ey{_meDK#CeZF_-Vv$+?kxY$TEen&kx`Qvu@0EH>2AUA8G76bwKKSbU zLj}PMdR&qCU!#D@{8ZW- z4Y#AqoH*GVI8>)xNXMaB-gm+4-ikwY_NXVw`CX`z4KLd_Abw%Ov(>ixxm2sAwOUr~ z;!n9ou7FsXa&y@9vvhFo9c@XO^r<^p#xcx$im|h-OUSh@g~FYcqZg@3Or!-*s}qaur>NnOfjAyqn*} zD~fmnN9a@VUvOMB6;BgM87r&3pT6g`QWX5+2z_BG-5yU3k0nM&GRMV|<1yH&YCv%NPjzNiq_8xZ z8K2JGg|WZHsxF)>tMc2?gu0PdQsc0g|L@_1KH=unCAQX|aex-uR}OD~6!# zXHef-9Z-5z=tp#J?3Dx@k2)`kx)vxY^1o4>x1mSD*JqTzh!RY-!JB)OUe#Gfp_`FO z9?-;*WyBxnivu<%i-aB9n&65yY0jMVzBoz`!F9|Ytp|9M<%e#}q z8rw`P4(q+4>P9zD8l)li*WXV{|Rwi zPeXp_1^EwqPbp|tn%Ep$xm83GHTy2O(3^dXP7Z^@B>NtMe6Nz(xxl~HU29iHSrEY7 zRB&kIGPK{U9h5W7LXKywyep2;b7HZozDgggk(S#7xWhOJlIE~o$LN_HyY^-tt5=lz zGxPe>^ZIiAbF*iQqhKLln7&OkNCUm)zUflaev3;odAr==5{hmy zw5h%;gngfB?w(;cIc2n$vQBwGR2wZBO`eB;&+5Q-pt;ZL(5>=0{V$s*LeJ^#{QaE% z%Klf$mf!JW`QawE= zXC|P$z?CXmx0ABQ{S-gE$P*O9Wx(%NK)#rqGu63$c zo|+tz@o3irgPz}bg7J0bND(zky~~L>)hZf=Fm?#S9AMfi@hlyJN2{v zA*1=XQArvVA7_MvZWW3$2xFO_RU4pznQ1P=?jL$kdCb4cpdth{tmjmkEGwmaK-SEn z==09sPc#RMoU%xmWs7M%!u!pBqS2rB_ZZuyhGxA__7lTOc7^hVCZ?vYO81;4(xdMd z#eJ3(?i8)Lcf@1PtL_90$#7Kcbt_#1ce#Os;KN_+4EFCma*LR3&1;Sw8w_`c1HctF>+0Mw{xKk;j$fiiP#l0Y z{7iEi+-jA$TFioX%$xIt6HQoW>vZ=Cv8LOt$JD&uGEWC|QqmiDl8#xmIovz%nEl0G z6}Z2a9BrfjVMo1Z_ZKzvMt`!uSO{moH}IJ=#5;PW80KBLO1q^g+0&=wek%^jKQ1~7 z&xyLi!9#Kvicz`C#JueBLo<`wfZ^3}$}cBvz|W;Vn*8y^%(vt3dmL&re^%~yhG*d~ zSTeamUN0GCJH#)sv8GmoDW<9=Z?^Qz+zx@YxlCkiIXSf_*PRc+2Y+2UQ~fr&?D{M# zH|=HXWoxT@n=9W@Pw6+6{aefKzD}G=mC{7(RPtm0g!l0Sg;cDTj|ff8pViWQPS||T zGJT47+5sX{swMRbVY!=NcB?vIjoRd|K)gyoM)i0y8^oZRX!PqFGBB3&eu7EKq|D4b zS7auCEmD0Ss?SWK0p%>kG58VX`j@glFbM)(c*JD3t421Qx%=a(lJW_d5pFNRz937> zNIJi1Rwa|EFs;|99B&|>yo;ajNzx-tB0qLlYyA+8N%{UvZ3>7;`k6Yx7&-bc0_wH* z#Na_r;Y_XH5c(+=PfYXZvFa+}i<8yiGG8ky^7d-&05+AZuIh7rj&VTW+(+o!9QnR| z3oHuk_#VOC`w%YRJ~08LX%^q8#gXbDRkKm7Xe3*sdQF|G<1M*E-3io0cJke;RPZpn zBT0_M&+_dvosb}Ld~%F8?n|epZBI^{d8!9^p!s~nN@^v*9I~KjoAG{fe~71mPQ^J7sn_exP%eCnmPbE#jSy4l{~Y;c$|Khq>zb@?8}7PXh$$TxipC^;%` zce^S}cK8K+y&KI(QRJwrl6{ur_dVt2Vv(t8#dd)gInuNUHUx%A4>x12Xqw(dsl)&e z3E9Ds{rMp3r?`IMoib7Xtc}7Cc{mVuv}sYcIl%1pCL|X8s4l)_a20=}8%)TTG+>Gg z{14dxfle|_UN4h{nNJ7{8AUC=s**itgcjPjt2@Me5(SPaKan&wxAx=n@)qcxc3PMD zeZXa}b#>$W&L3@RZ-AZ22)ydn!fpl~RvmQnjmGyQP0o3Byubg;fzBKD0iHsmoB#YdKpYq$^sRRKO`$|*0s$qh;#f~G3iKFgu4DTbaV7|W$ z4F|N(XZMk)KmK&G#56I(;maziQm1+YXXtF{YME;Jg-kY6JKEr%LwR$f=uHfRe2A3w zt%7zMnm`CE!}zGI*pB75+~;+?_>Q%W@;bq9N2uvw>kjcAa2%NNc+BP z%T>F454busc)icy;!cy7D5!by3H5D2v**ZK-F^TVE&XmeTYI_b2IWW1JxxQ|w(3gKCLv9HBP7A~43$rTzIKDZ-xk&h`> zP2GLHp1WcP4Tg`=?v!$X5I_;d(zDA~Ay@6?WDZ>->r{85AwddOwszI$4`8sQ)ZpUY z8tB7(+Vit3DJ7t#O)L0XgG*lbwmgx{zBfytR ze`O$Kb*jDc1+RF7DAdLM9}BeR56GeZl%9P`?tpdL{w@#w; zrOqt=xt2YcsAq-zqin|6egiy|kZ)-9s`QhN^Z_5<$x(b|Q-j_;DYqGJT_B0OZ}(HL zfs~gFcq2!)Q3sp%l7~h^V?f_l08lgBH%(I3>u}u&vNa~}-bm~15dPA8sYI=@Kn4CIlH*^1(x>}Hx%3X0rR7?P5F8j;_;ZKuzR*$KryF(Z*JQ)DXfH!@ z$sR)Wz}TMqk5dGj%Ib^FF>5gCX(M8bPH{Qt!EksL-#K~0%GU3k7pN$H_nlLOY$Er) z(=Hru`uC1kNi=QVY~I0d@1yUXS~d*ta!xAcqsiV(Vq79QA(lHno*WiW@0m%q#?ynD zR997eIH|vAW>G9XF`n#7#+wq!vAKACZF){F)ssz4NX6R|$(DR}epT@k9DcmJ? zS{wXpMgK-@08`0)(T0H4s=^(vwHJl_tZY3&fjR{;ozv*q$kB6rP1*}ATDhe!^2P9*xD7Kx5gsT1xYYN&$o{#77ie#3;X-(+zS*57^hKal?l zeD4cB>eg)7oj3gg+(VwECjdq?(KaqbdG%A{fqlxUBjit5B%Dji$uzLT2B2+U zs&@zT*5GGaU&`j@WXR8S!2E6A?cV3Ml9#H`9posTrXtzG$TQH0B|?y0U?;YRoc%|yZdP~ILK0%7eJF;!!~rEvnLGcc*!{`^1$3e z<82mXAo-&-DBhxcP@F;rcl04XZ`nGXjl%dbSL2fhnaPb5TKIZLc;je&jYc(i#xAN| zpe&k0H2Z6Lh4;tfL{slQ&~|Q+*)H@nW_G1!lpa#n7GXUh)U_@YWL(SEw7QW`w{A4e zu;h|y#1dZb@uH=IQEgUTDq_$vPB}+!@!mW~$Gk_BuibmbV_Hl*L7cql`>j6jcPEJD zrDCGGAz4*SR289@tEf!EdB(7T1vM|c2Y2~BIOk24F z?D4##->Fwsz8o~qnF>hxs>mQ8?5e)VDI;Ugh)DBCOy0AV{;3HE2oyy1v)bCzNymRC zs^m)e9%0(@6Ew%;oBf;px9EvyS)Z70aqDL7>#cJBL1;oOLz2#~aIdu~$^Suy%_7l) zE;=+5qfMHQV7?Gsv9ioJ0eKAPnvjp||7&x}5H|Iw$uP7D3)noe0D@{a^a z-UU9@@!Igr7P;73BV$8kUzP0rPK4U0EB64S8D!?8Q1A9;ZCNV?J zUM(FkiSsR*m?uUCyYCU!-m&i>ty=Jw+z78CkR@mgp78Dd@$9WG^yh2cRx$v%38v)( z4;I?ITJzZ?Z_PwB>mRw#@}P(R(;K;7kH|#HVACN(D>l7t6*_<+AaJ6PNRIF4r-(s> z;>`kO3RU2Mu^ZX)1+n5LpbdF}pNMH*r{7mmni3y1A~kA!dcOmb!$%~i&WhCbrdr!l zQ+m?VVyO#7EWS9F{;SC-ZFj@nXIQ}N*zE!63&sK743mf8tg53hzxdZvd*t#s9oG3a zP)_f=FXEhG#pcU5wR(gyk7qsXOh3bl0yp|U`zUF}PGCm+-#d9j}Ub| z`JekN?{D`;+<&6w`|dSvaANo~EpOA%w1z0Jo`aOB2QeArh^%RmbNYJ)ZNU|+9Zr)w z^)FT=In!Ox|Dpi6c;f6qfWJ#~!ke=}H&FlGZ3TZ&=sniE=1X4%%fFH7^@g1$>b&`< ziDSLro+jp(ikY%DFLtXe)m!*KQoa8*e!PUpTP)oEgH&%-u~1b^m)`}c6sFObz3{Lq zWmI$`RxpxMflwqETizQ06%uJ-97OQyf{7Y*&aFVA+r;TeJv)(sKmp+we3|ePV)|U5 zAzaG?@63(5ql6S{;bIY~IZs5Jxt6WXvCj8&YH!aZsm>8ETaT*D?1$`g0sqE=TinT9 zL#<6K78RbALrIp_ps9G6Y-9#NbgukXmgyyZ$V2@>Koewof@EMkA;CeU+VilwA`{Sb zuPjdafiM z=n-loim0_~845n~E?j1ARU}|sgIAT*?znfn*TcSock*h{8X@aLgd;}*R1R`l%|P-l zx{T(QGJFRMB&T|}U#1s9%~-7)z0NhFtF$10=)T3LL_J)?3yLp^p~aPZ7OxhgseTVH z&O5qziP)k{9b}jMlm14^|G4rZ`TT5x2&v5SvVU0ez<2e~JU^9acf+%LSq$`9T zlz$8L6XzzeMlRp1KBE)eRfkYD;k#VyT0CI&7L)8iU3pwX>l5^L()LmhfG-TdB4Rmq zd}$D`M>SPd7J_jrY5`@TaNbDW?BAE`Z0O{8>s2D&`%@8{c2KNUcsrxMXez|);HqQZ z$WRl?`Rk^-QFk_&Cfyk03?AK-BxJ~Fp}ikZ=2Ca}T!km)lZ zPJVgx5S&s6+>9Znnd8Qm81R|dviweJav0qf*SqKnJ*zY{yRapH+!$nI+S4a?<;Has z9u{r+RfWu8LwfIF+40HD{FcIsOm=!tX0xcHy>656oUbYNZ}P7f*Xi>RPr`BeTE8g% zWhn1e_a^^`fK9iMtXQ?)>A?Jnz^!_V`+yE_*6mS-x^+Len>Hm=2r5*hIRqw(v?~aS zbb?TkkdHG>6Nh)~R(;kOPK4>~7>HtmxRonrHt7i*9h0$?EjC7MU!&dL__|-QQ3Jz(1d6xEXijkHK%8F=1+*H zOS$}l?!=f0*)zpo^$s5;^{YhaLsroD?MI+Nk`+WIAPd}>VNBpU*=T2K+@w0SKYA`R z$Sumi2Gqzgt5~(8_AGkZXk)4j04JQ3Bp==L4M}mH^zMZjkBI|1L89lMAa= znhW!|mXGNi*zUrOu2pYEeyagq@FZAuF1bmKOI)5y`COLqIL!r=lhp*=FXvlb=>N+7 z!e@QuKA|5Y}bU2ky=Dja}i*-R)m_N9*0icJtD-AWo4MhZ6=Q!(cl zwZ`7%J4TM&qA1936ekgbKsoV4d-gCZqDCkvS!JSD2ji-_I~1xn2;$me@?25fyPqzQ zJ*~J#x0lYAv9>2==2Fp^oDT=I8SVmv)vrM6K7esi&!r6sQ8mJcc@dVwhG0&Cde_q z;q3fU1ka?wl$W0N;gK@4-KWI;;(d9S*zUfHe$*65tP-2WxSA=Pk190;YpDt&NpZC1 z)oCCqP_V4D2nxtDWwPWCx2k0CGx8m^{LkbRyH$lRcR!@{Q*Ub@(jNlY9- z=`)-Z4Ol=`Pq31uXs52Uh|Spbc6Y42*8yATJE-iS-fui!bHqRX!J+dML`goJecHjL zG|l0X=J1a#D(co8`6ohn!=2VKeU7?Qs~%7a6hNwN^=F+Jx|bZUhT68Q<&EFKeZ`0# z%V~C*6_%anlw+I@GBk^ubm3I3MjDEbp+s6s2zXDD$HpetJ9GW)V-%a_+8t|&_E>ZW zN;jxP-*%Det(XLmf`|Ig!~xM@KMM6AEOYYR&EPrIydWU$#Og4wu%=;m8NHAkJm5h5k+x_!e4ZOFZvDHTq|WmG$aZk~=M;Ea2i%vJbS z6?jzO()=%>ur=aV$Y`2FiC`rWr|b8suG2#+vz$%zUpQS&mNmgUV}nSGu(xG{IAGKf ziAhH$TYeHBb%RKZnig$HW)IBdmqju^*$S0$hl)Uzgu?NOD?(5!$&U8ZRBG})BH@W6 z*Li&xi)L@=_1af@NXHAqQawb$?ze)Z%Gd6bzX_kmX!rTX(mimW`<}xFe-r9tcX;UJ zZ2$hSfL5nw$w?JQv6zOF?Z?6{dj+H28PKc#Hb^t;0ZMWgI zn58Z*V#=H)^uANUEjYH#h3WnP-Ejy&m$|aq(W}rcz&$Hh)2^Q!FyZ zC81vrcY{$xDbBeWFH#WRyypOZ{D5|S-y2erz2W|06w|x4cl1p<*%XwO6?kr(T4Q!# zZevf%P#IB4;%|U5wjUxIZ~IO9{9zT2RTTm-<6=-qF;)W~H@3_d#p&Z+{BSk+5;9;L z=MS&iTXC~KI1n=1!&j4XY8TsEiyv~@v+m?M~ZWi^?m2Q z<1;`1- zfe=CnA%ra~A|P(KQAO)6?zU>Hc0fdmib`FMlqy;mM6^g15jWh>qD7@{52d(KwN@=I z^{Li{_j^ykr_cZWzn{-LFqt!Fn{)1S-`9ODzw38RvMe&iKk!@b*3GSt>twMjJ?d+< z(mGPc{^h-|^^)of}1==JYy$-rYJ?70Y)_x=JB|h{!N~PQ_aqQHVQk7JVg~$$4CVV|V$>Fy9KFn2q?`|Q(Fjl;yfs(wo;B|8Roukg7n!sJQqSW^)8}6j?9#?>h zovPXJo_$qbc;JWNzTiX^{%_Xk z(@F!=2NqIib>)63sxwpSvfY{Nl-A6pqBhmpn%{p|?nfhXlLzG{*QCc}(@lxYiK%!? zJahao^^tRlRuAwS68m)+);I)T^CYIj7>Vvit=>N~-wz|aLsbHKwT_v8e_Wf>P@-+hlwmljX#L-aP<3y#0k3)SC*|5m=}1j1+DIA2nqa+|wf>^j z>o}7=UDQECe}T|{-h*kD=P;Ry>5#!XBjsp&h_hbS{La8a2#KF6PxQ`qPVk~k$pdB6 z6~ak2&F!1zB~O$o|4(am>xA!AtS~oAn$qt*ZIW@n5VtGa=)we-=$QSlG3r(GXp!y4 zwBZLQs5{L<893^X`@POgyk8bZ{z2AE_{Mw8tMeLQDwc9~M=Wb73c!;$%km&SMFo2a z5OOFEXNuNMn?yEQ0Y8gYN7dB%H~(I@l%5k+SyDc7w~Kh=(A54Pa)T*;^T(|o`rT19>Zx|3Kb`Fsu|Zr-~D=6GGkK$aG`hLXO*AKTtr$Sw4F3R<9 zyMUJt+#(9=XrhUgyDy2B3#ipQpv*jX^cZyY2{L`3%ua|H zYCk;_ERetd1G(MW}TjttimrrgAsW_Jee5~%4^5U`oCUB z`Q|{N&VO;8K6(HBa-GxTjYr1oJF>katLlzUwCtN|-Y+>KmR~MX`5%4hP##;Te@MAO z2VqaFk#gpI`#Equ$MdtK_{erbpxjw-H!+fZ{CN)oaAS*+KL7D53n}wt@supTRhZzt z|M0Ei0{<LQte@l0n`wmzJy zjl~l2L@rwBtfHEIx;~z&iRPLknW0trwn%1BG+m4)s-vm;2!W_bG+LF4WLlz$f#Fnr zl!~wEfzeD$q%b0u8W<^bgsUfpi^oK=qr&+!Fgos)@9_^o=|#XS(GdRTk#6w7Z*`&} zq?)p`m=$BDGVAz-q9z-=_{#O+pniZP)R1mbpUuv$Pfz;9`w$|8|G)2r6$>l+_uYHM-tRZ*g%$Tmb-4lHno_F2 z7tvp-$QS~@Bkjs;*oHc04LmlCsAax*RL3SxsdScz&=MvQEWoIwD$bATM>Vl}t{h*e ziS=G0s~WdaGV62gFpC?5yBU3+kSO^%CXQ_Rk(Hve=17xGU?Tmb0b1Z3wbczEB@nDG zce^m*hPxj%yuSEX=dTpwOZ&x((-R{nRnj>H5%A* z5LHL&U|aqD=KC@NX_0iKj+k?#=E9B{^?i{*D3YF$?pxybKCbg*D~1bylJUXwZC}N_ znW4ADPU$RF`NPyqd<~cmp3|L^ z^{q-z`-*F|zp?JcVqPP@(RB<8H(Ur2ch68^%D5hGXFgD;$^9#akJkI*1I?Lmlb6yf zDUDtQP#mkj;?5Vs2`<#J)HRO7U}Nn*{)%3=jj@H#+FXdiS@5E% z{2je+j`W8!H#LjbFTzvi|6;8B_eKghGWQzx zL?R;<2pm)^PDWxTe>f>>8EqW!uN>zNq+Zn8aqhLHbE~RP3a3X$sxQjqj*sSlC6b9j zvFxFd!WohL9^a6Ef*Du0)VWJ}51 zs7P*NtoTcj$o;4)|G0=&e}azksTC=_DkH@wNiDw;*O6Q-{tn<2Z{ZNxQqU)3D;}mI z72tjE_khc-2S{aRA1rI*j0suzGx7MF_W4XFoA=_^ZjlNI{cqV(@3ey7OZB}B4~X0+ zDw_?B*kl;{uM)!!Y2Ip^GpXMwDg0ZX)-@rI>VibAIk{;a?QeZrU)w=mF>oMS$RK`c zHwG>912{7VFvlAk4TpeHXwA%Jv{>7}?iol8EdQxz^cbStVBrAyn9&|348yTTeKsK} z*UxOymzL78x`yP)=Jcqh)bxCQd^R^Oov!Oh4jGs`peEJbn4a979y2&e!PvpWlPy)* zyJ)x7stOL(aN#z!S+xhpuhlh7`V>`AH9>%-#JJ{JRZV*-@2MKlAd~c*UVe0zNkmY2aTN`Xfs-hZkCa?bT!O#S%naV zci#W(S$)hf!kz|a&`t}Rrj58pQ8LCq-(21{S_Um1bcu8DTu=!7>U%{WGj$l1<%Q?; z=+e~Os8Pi&Vk&{UgNn!37Jo0g^C#~|yzb<}1(S*Kd}t3K`Za;D!-UkOvSI|)r{!u^L{7J@(Qi`SbYfbj0GiPUV=T~PMlWBrgNA@JgrL%|CRL@GLx`!2(h|bLZ zHJMSlR9juPrzOY0E(>q5ssX!K>>sq&vpitbj*4_^Xf zIvRcOz*!w%z%2BvPzR7r_ccvaep%4gQ;NIa^faA`zQVwzBb)Z)-pz~dX+CHmt!uxT*>dL?o7rX3|i!L}IB3DpxWV%?(QABhgeU9LtAMtrEppJ{k@` zDVVknvi~NnD*22Kp2v^TLR*pU=K1jYtBW84#6a(`@T6*W38Kd`=^P8UXbN-U?zF0r zbtaD?XzKm?cWu#!6kxyLrpf!{dg-m)KiMYa-ctcJ?tQ4qJ!O<8F1ci{uB=VP$s|Yzc zLI#F|-}i67U$jnGOj7KWO#7jUL3fEv>vbYMt}Z$AJ9ngxh~E(H#MIm(Z&12ztUCKh z!@_C;p0j(Vkx?Rlgv?wje(Q%GFvUH%VYP;NW0TB|nI(pWeoBRE5F`iK!5}PN)D5!= zL*(3}bvHm{bT3upB9#X9K#}_jGFtCc@!{JjZ-4&BLbjZqB(6@n^cFE$T2nfc(+&1^ zi;mZtq=|K8^;{(aZ+LGj(q5T1eNl`-6KY0y-%3;fF&No6CFXB@Kx77ia7BvJNLhvP zPWEdrl^+f25LR*_(cO8?sjM4vx+D-^}olYV%$sH(e+Hz|gLvYBJE*=Zq% zVopt*!>Nfg)6Jo`s=D!By3jU>EJM>JvI|9UUkQYcX(#AS_1c`I)5RSEQH$RqA_%%z z=51x)4mQDUrntR{{u(6fn^Ho5B#0@KW;iZ+Vg*+$ zDGXi)>6Fk#f9An%O~h39VQ|A?WgI~Sr~P>cyOX+}6`8rGP-<4>54u9+dh*p*iQ4?B zZ+HnNyOoCP;%Un)e(Wj!TTf{RAK6DD=&yf}1aCCiojP|6F|HxF#)nDgNM%4ghf3V; zN2^*rfO%dGbA-NW}Ou)7L!`6$sw$DYRuo-r?6(TX#_qGt& z!i(Ic#<$H#$yi8{?i!Db?-+#wiYNcrh5p^^MML08p5OwNZeD6F_TOADihW<|R11l( z)@>^3bzWa_U4{C<``9CY_)BYsrV$Ve#us4>-Aa52#5d#_^2c%_67vjs#6&qt-s_Kl zNVJc5Ru+cbD6@?XnL#V`B5mF)y`eHvsl4omWFznCgxAZyO$Nw!uYCsdmh`WBRTl>g zF>=wUt%0H)nBun|igSW(TVB=UN`L1GT_%!4Zx-oc`zGg!mcn{@ZH0+0{@SaYF@#KC zI7Hs}ER*2+0qX)UOZ5oeccvRUV~0y=A9s|VEQeaR2#Ch)j6HWVi4bhF?Bbw%0 z)kn;$pfp1NUQYjBuL+_du^dD*CN)-aUh8dJj$^#dtFZ4fKe&&-af6r%ay|60FdQ)h zfEpt%1Afcvda&@;zkHZWMa7M8=r$CrkKWJ)J_7%x+Xe)%AIe%S&sWOz$37|!7La)x zh0Xjkv6%{X!FlK3vrUh~0{>*2URe5^$!;lcij*H8u7+r_Kuz)uthmuEMvRtKq(ph~ z8s2luwaCp9g~%^M{koCG5?%_?2(z8h&%gTQppo<3n46>8 z1?$7bk9fbt8X7mqGh5HgU{ycd@k#=9_k+XufUMN14 z9aDdg9l(_|+cn_JP^WjBipC_royLgti9EY$=oY0s7LwaRJQ4dXy--c3a2V@=h2Te* zc=-3OF!(@D_p;iv13U2=@Tf(q3pe;CX-2e3}3ps7>o>)kESJ~)tNIQ8e8VKzLHW`wMEx-|q?KY{dCEb??&Ec6MT2{#r~v3O*%)}tLp3Aed6tM? ztk0=#DhgYfR4=Oh*pHmgME(ogs#bmZl~w>AE(zhkCOxd zGp+^+RIb!6qpQS`-f+!BM@IldyQdyQvetI2{X15w;*ZVFFmD>XVywN!5shZWA8C$a~|vPY&;zZL1+BDuzzq{drHt%elGDU|hTzM(<3e~pLqCE~oQ zXNq-?fL-MwtpB^HrgU?^HhweBL>~nHXw(KGxh(Xr3Gc}(z6+6SX1elA-z#R36)C6P z0fIPSN5{#E2tZ8=Pmf^ISZQ5S!GxgZRag%i$vuu^c>AT3+(PM2z8H)x9S~28Ho)Qg zgf*SC&BBnoEax7p!XV8+CBhL^ULp>2B5ilSb*~Miay3O=2T*5bl^2@vfTdqma;J5Z z%BO#A$@%(-O=cRUHme*eIvK%V32MZS>~tSr#oFjv6Od2YSbT1 zLh0qo&Z(TI3qcZY+|gFBQr0>zBLEOm4R)&HkAh5J#_B&L*5(kr8bjn26&tJty3(q( zF^0}zFlA$E5a~{C7+qSE@`r$y@#_V2ib2PAhT2`TahMs^%NTvykiJu=G8Cl*Wt8fB z?sl0wBSLA)CzGFJv~Dkrh6r>f{D;&|91Cu8OB^h&<_9OXm}(u@1r zh2!Q2bp#M>xg8Nuk6Dje?RQZm$I|8hE@R^|8%PL4eUnlqg--d)y)jy~Es|@sdZIu!ap3?~{Pgqw~oTrA$ zHrxM{svGcg+J6*XheRsl+T9>h6MrRh$6SHhU&#DP+~<)I0Cea4wE2;-Q>=KPt%G0M zt|QeSc&+Y5P4b{b({)N8HJ~A3omVQNuuMP49?(3VNwjOCf6X67UHezCn&^3=_=&oe zQ2Ujd5`1-NM@4)qIXItJSPNt?5uQ;*?eJk_?*n(@rmK->ccYG3*LdY*yM#I-vRb)RM6m0+0)7;R^&p?vPt-jwYYq9WptQ=h!T1yi9 zHbO8>)tIB@yIQaHE?2VbFYdk5q~zOrD4mrUQWOXsQ~_HF{E{`a6|-ui>bX|_1O-*s$p$u9MbP}Mp!1mbg}oN)mF^LGNyUdm7XD(%UGD3O0_(>OK>!W0=Fl+LBLD=uh2;w3@=CDfN$~)3;jOM)_F-VCs2%vgzuIk3@Y1lgyFwupZT{(x>v{ zm(T=eP9rt&z>ieAktqGuGVr)XzTC{!@;1@CQoMqX1Vm}~TY?moZ>4<3(l<~9i@3qq zT(!Ec0wj$341>f_L`c1vfwV)+FrxE8>A(3A9_&}(SK93%2xrXr!d@i@*LaFCkATxWUlFypVgJ+rC^>bvqiw5`+xaKi#2skBB zufjfxnJtnuHnRGq5iVU&tYM%{mYwyEt4@Uj8+5rE8=`t_<2nBPk9EB5GMQ-oRK%Oa zDx2(jt8IdH8vXf{$hi+ty1QgmU2~$x`c~=5 z=;*KEr;&$MIt15-H%^2&1>|CXZ-e0bZXL9x@MXNP|d}DKu?%j z^M>=VkX<);b`(sH>Q)$z?atgB;v3=MwV#gfT%&sYD3x-?cs)6JvK710zv>g6Eqy4e z8b6kq6W+8i_5WtPW<&HrSn9R3!5DRpTct0+pHV3f)otfagbzQehpM9nfZeRLabe=p zO(*O_tZ+Q+u28wL?~-z9sb8ClQ16M8$_D2GncW~rI!@xP3aVh3o3t{3{{E=rHFpy+ z{GFwrBApmd#uwgyn?kZ4{49@a8_6B}w|~~3xW0FFdiV-BND1S7?a|bcgG`|QGEG|k zW7zpCq1t;!%jf)`{X-W@|J14O5U>U7J5}0O@>3A_e&7Y(P)}Q4@D;I>Xe*EtD$xc4 z=*Bjw__&4DDc(w2_yux#Mw3Qn4Ut1D;pQ@hZq|zXiImA4L zyWMZBHDD^nn_4N~D(e$9Wt0_FSI{?Ci5ZtF`Ag6LXctNRyL5W+0BY{I+25l)t; zsC52Qp}w)+6-hig&nxweqEblZB|^QZu_~~Dn+}jr_kBie3;paObpWDgx&09H4-aX; z>(VY~yQ~tB3fu-1v^N+8{=QoL!`$*TqXq}hZbk-rXf6?pAsd*|Aa{w>hzl~q7mH*A1osDZ=P&*zO$e4ut&l-LCJQ|4&D@1P*of7Rjzf zjd>V(QGPvRbO!2U3;(m%MKSUt#TbA(z=8ZYOFw#J=AD>~jb)-_)rdFdP8> zJIR;CZA3g%y(;w2E>{%;RrV&MNY-8Njo<2h=k{!Mz`=zGlhJ{J`r?29HmHKPLh_5H zvXO^SqHrepoye|GsH1SL$kxw#Na%?KMz4Sdj%wQfWdc4@Zex-MKr35N*Ei_xmN;1T z*3?HXQZ*;k(5(?rW3ja4H24awU`lW{NFIL~E9)nhc%q?mZ4XdoRMpkUnPiQMz-#JM%Va}3)~L!1jwIS?v2vVP*z&4EKj#rphNs+>~AD>ZkK04y;zQYjwwuEnR^tG}vh7_KIYV8XQln zWb@lrM-Z7tt6! zCY(<5+i;#WGrp7O;>@!`RaO(8ubj5t6Pe-f$n3C@#C(TZ1JM_moF<^1tU-G+0THcm zH#0XKc%-^b7b*0&XFvIW-EYrsE&KSJe&(KrPblCI{W%HLAj*}rgKC@n|M-pt#C5HAWBFAf)R zNZrAgU-1Sn#yb31X62Q9oDwcx&&LD2=kdO<-yy`uulZ&~wmH>Jyw405@p2j0mpP0b z7V=>>-oV?Okn^4sE}lg;{_T8w84sB8?7WTF>-dt}UT55jv@5f^>3vKNENS=y%%^z{ z*xG*kxBBS}EBf~`JF=0z5NT$ef6Y9%#eaC7`+I-xd^clkW3%0C8DA@7{w?#}ifQpd z`B;4-)0T=iR7DE0?1*TrF_mbECz_(!&Qzi)mS~M9nxpZ?Sk<6RyeS;5OI0<%*3WV@ z-W*Fb#aW2eMzXM6pZ&ca&LvO{&kuhuYW!)JxU&;T{{C0_;>tI|6zD&4iJQUA_WC96 zPfj#5CR>e|EiW)(?mftShQbYDLrG9wZTJfcFcDTux$%m1u5T}8>c%Ku$*?&V*{)>B!oN%+Zy?(_cD?~`p>>OO!zxV&z-sEjEE(J@qZIa)KRyo9ND(zjh3s9H&ZSw}SQe^a= zfwKN8+7XoumvP*O;B2ziR44gcz~eoLu+eg*Y}t-=I!2DQxQF*76@jR4ASW`NO&$?RML zuMM(6&S^rKBA`zw6m>>z6CFE5Bn_Ca+zRSyp~jk4VY9PT9HrD@Kc~R5VI{s$O#%=Z zj1Wc({7ENj=Iqo3t_Ou}aA1)bM;zk9xhJU7@!aU#ll5A0w=GXsr%UTBoC9-g`~hmS z{5>0qf~j+?mL+P=G9|2YfL5!quSqLLbBx^}<^Y6xs$h|VNzca!KTs8v9JuqMa4id?O(sy^?=!SWUZS~`nFiqOY;(e|GF zQqV1fDj$jm)3579Gi{ib`V+Ap4*&1OQW3AIi>Vl{syImqt0-Nz6u-Ku?h3QIbn0hs z?!Q9GxkHgyecjh8j$R~h99 z!dhm`5qhJRj~T+;?NkxUo@Lc+LQ_!xl3T@bFFBrbwRj$_lWcKr*!+=llfA`y#YBRw z3lAXtA$^(14zT`Qnmjpcjt2qAHmKKez~w`M9?EoSw_N+vy+5yye{|Kf&Rb$5ORkd!$Q*X;!Scn z>ck>lZxLae4GR(}EM4_XxKH$CfF(x?5~R3a+(g!J+bsFq7C9dh8Jt{$a`V zLZueS&JDsTG17a;NwJoQ4%OY{tr9cu0KlCBJzbxO}NTfn3!HbYdruN$Y(B2Kn6FQMs9H)eR;K#eD(g zR@!EK!TNu4HC&N}Ly_gOZoo2fOwU&|B|ZZ>tI-w~l*}>H6!@uF{@njV>@H%Ly>F}g zXKO^W+D^)pFMpO$p|d+@Mg|cjM=^v`;ysxRtw!FFGtUhLuFy9txlE~Pzu`jKw4RE$ zNvWHde`xN#bJ2F$e!VJLNQ5i&N_8V)f>jWRv7h?L{N07ujPI7oFIr1ic}#pRROIxT zKf}(Wvv7|}c~ZV_ZbNy}dQW#sun&xkmEIi!o* z#Y+%w$pQ&sjG(E^k#eXGZdPxgIbaIzP=Osh3`~p=6Y&kgc2+<;D|V_K+_@UaNAP31 zhlS5N? za+@lKtJO(f1KZJ^B2~Roq{eay1~)?>$0f(ri1NTu@oy-nqe6t40rh_Zy2N=}m>;K( z1nL1JqvNRfP6QzyF*T1_?_bs>x}-Krb*ZL`-y(9<-+G=?}IA}<;jh_mWjDdvj{apXXmVzzyuuh)t^ zS{{UAi8=p9LmI+N-Djx1tY<8_cMj_NR^z2bDUhmfr|Ds8l0m4f(ko$vvgcTDh(AfI zGtx3&uhDo6_6T>_3`0h{na)hm+4+h%$|&5jFZ2i*(6Q>ha=fhV87aP2TMuga5CI6R z@D1uw?Y<*+FamMx9`>PlnoCxJdXsuPtHrRpDs`wFt?P<1_EW|kj^1mLLtytKjv*{m zR%fpT0RDI+Vzo?1fI26whef>WH#j8j5LJUWne09se%#Fm;(F%3WHnD@CM!!%mJwe) z=a10u2@jubfsOHir;^=(~b5^>BKUK3yQ=+^@$o|@dsQ-tE@5!%S` zL@+{iE_8xK|_@1Fh(o^Z{pcoasLqj;>Y?IVN*wmG%K06 z_Aas6@#)h$^hl?~ud2Cdp&~TZ`aq~Bq%w3{O^i1)C2IM@oOqk1RxmLU5L7Ifv#qo! zpHkL3l~Fp)NZYG&B9;GB=QNNEb&GL7Dk^FZ#hFEsdV!y~18&$@3qBLeXwjV1bV2_Y zUqI9KGx8Og^B$6k`a_c49RIMACs`)i_MoLn%NGk7<1dNF2%mG_*TnlEV=Lq)yp-tV zWa62bOKq~Av&?@(hPqXtw11)&i0vx5Q(P_Ly*G(<;t#TNotTdcNv_1NqaZkDO69Zk zw&kEy@3eMOvuc@s&wSDa8ONqn_Hfx@M ztk|jIx0_k6U+(~oxu+vs)GzzjnA;B+RF{-(B`wb$f5ahb8qN<46`cBj#V`{(pG3(> zInB~~3)=E;Eyaw1r*olH^Qe5dTF%FuSuNF{freQ`U@^zJ3L^%@niULsBOTBHE4^so5j zNGn}lVey^ID{uK)&;tEyQ)&$?#$@EM;VrTjxoZw0o8k^+K`Udd1!@{;I7f_~j>AWkmI6+j`DMT$L4NXQ%3&VJ_ke z6y-+G`$i|4p5^wW^&-Eq!LFhO-;h&ZHvYneVvE=%>Srw!8MuH+bbZ67`tfSU$oLF+ zeJ&&WXMUr!o#V?rg`!+>qgxqg{Z7=JcP#qF_yW2tQl>j z6V?K8v#kB(`Amqx4B8Gen^N_CW*2GfH^bC|`G&Yr!_~g}E3)055b6Ar>I+%g+e_D> zox*yJG6lm^=VDP;$z;bf$_}o_AfN%Q@k6YGyDy+-dR5KWw)Kro9AdsR-@#hhExt5V zFyHXB=98A$zk(-XWX&vUkNwgy#wW7LiL@^iTMcg%Q`e-Ov_eV5W>7FL)_AouHiQA< z(UHx^=Zt>}5z}>-i27g1JH&gUEAWP>TPfNnBUGKgb4|N2#}>+6{51Lw>(F)9iw`-l zd%gG@AImItIo7{rVpUSVhq&~-=S*kVE=XR50!GE>m&Cmw;IC&Tde=I~`>T?7sA|~h zNVmL5vVzT)y7&Y9&+YS!NG1DSwms$;$^fN~Mt>SmIbST*-x>Gx6l;^S!Fk$R1e|Z7 ze4e^-jxzVPTCCNKLY%^nAb6LE_H@~zGj3{u$DOd=k#@C9>>CeQLUag$!psXq~uF!jb*z^ zXl7v+DF5yPDyC|Kr@DtVk~6HO zlOfYELzarQ>bDl7^){~4dc*x;%VTWVv(sZ@&QkFTfEjX4ImS_QmY%Tpdt@SLa8^tB0m>ccyTLHpL6$tCFo% z$(Cq(Xfod#%XL+yS}9i=OASe9hen`>PBkS`ZPCn#B;`#rgJV_oRndXz)S!5Ecepq{ zQvEcw9~TP(6dOI^zlEdE1O)>z<2OC4#XM!xLghc@55{fz;j`t3^+cpm`|ti<%<&Jr z*{yQ3v2YG2X{~?y&2FYtD7!*y!_{!T;wXjpl{FjzLARs8P>(m&^n%Xm^F<_XC8xz^ z2kL5+)z}xW%huqKyi{7pg{rrJFH{RE-le69Fk#}n%NR3X%uC&%Z@N`VQU;{ zdDu;59*1Lp7VdB&wWIyg3b$G``!}y}N0wd?`MLLs!eMWSn#)CN;W6<~>NBg})2u&f zc?&F7R&}L8OWUZmQTe(@yp%t^r{PE=li6k$Sb1zWMS@LvCqh4FC;hr->=&4F9wbU@ z!$xdYCkS{xTqdM5f3|tsyt_b5{L@lplD=CUKp>x6Nm+?xe?zUpJ(|@D{LpXvfr@cC z%>p+$dF}6nSy=cn$H2k01}(hgzl25it(oO4%B~tQ`M6V zBTuJ#4E$UThKQ+&K54DD&I<$Ra@L7njM#qkQH$DNE)pHFJfM3>Lu_k{PS@W=)s>C* zbF`GUCf3uS_v+5bby~#^lky$05X@B1N|~_x!dCWHGcVud?BlmV5S55ZO9Iv7AF1mo zC1f-^JdtQL~=wp#KRexlZjm%!0hpI=2FGFBiPJ8O{1&0fF; zE}kDPK7x<#O1`e8`q3*?YrhhB?JdBaujV_0)g{E1Y5-iNdmfrb=Pyu4Sc_W z&xPQC=d z6_ty`4q+`umK$Ci9Kz+HeQu{Z^SDWoGjTdo2=iG=ZEo@c6dK#&1z$Fp%fNT;)Cg+G z3&iW9mb1~zsFys5vUxOnUS_z$>gE?*SyvV2i!nL&z7W$C@p9#H{)GdrxqdB`5o{Da zk^udhk(BCMa~JU)<@eNEuau}LQa1O?!fVf;e%Z!Q=7c9zSGQ-YTZ-A{M6s=d%xpw% zyuP~77Ap=dR1b+4hmzw_m2JruhD3{llZC;lTx%}Zn#s4;=US_yHRY)~0^t;sb(1;) z$V)baA(joGl&w(FVDUbKU#PsaeC_`72CLCE$wtHj!#4z^-)4w`%!{$W%Km#af3bK? zBA$T&?Y(ijW8A;I(K^{bwM$f%GG;I1={L<`UPeyNZOXQct!~NZTeA@4CmS29Tl3lG zw!)Ah)vX8R2e(%bDP)`LaxFU;OwvN1IhO-XyaE|-d>sTWLJOpKKf-s12c4(0zxk>9 z(0nG_O%ws0w#uvo+Anojf>yL0xvvko1INX1_t{zEo;LA$w>x-C4-(U!6H6nx4{;J77q%^T5pX zSn+o<4#Y26TrcO@{Pf)tn{OUJ5?~2$^)ozp288LQOcTEGC(CwQ&44}BL#|aQzoylS z4*+Ut92>YTsgc#_{~|2Y`yC43)ex#j4S-~ z5Noig@aIQCh4sbc0j1%wVrx~gtroWQ;_yUqaIx6dQXE=c9F{bHho*|{$>NY)p{-DC z%N2(;7CSP^l@UtiU*>94@>fW+a(B|@FJ=Sx(f`Hl zX1229p(**kC4X&O@Lcd!D$LscmmZMP9k=O|7AG;F)%( zJ0Iv-JW%G!0kV~GVcX3tjrQMuz#UW(YT#7-u?qe%L#?=I@Yhz!p3>bSJ>LN2Le;NhBukmL0pr-=*dk8f4RRFoOCFzm+yK_ii=#M9xL~VK$xr0S$=T;0FZ@ zy|`;Wt`%D0%&F(#y}eDI*_2Yo-2YAxcC<)@WJV?$MRHZK)RAqL1P#pVLR^hU%lZje z2B!6SsS)xb-35r`dg{^K;41!KQSqjY55eB9oybGNPH^Jugj+ffQN0cxK`Vc6S&;IvQdfWQBzEEAM3vH+W6#c=x2uyD> zTp)Y3M!Ob)mb?HboW4utM&QTJ2lzv`l68=(nI4pqaGUw34zq@W@*Y6S9+F^$|8_!- zKx!ikP=XNxZx6GEm!?(?IwRTMS=I52O!u_>xFeDyrlf|oWGA$(ae?~9KGU}v_!?FE zNHjHmzXS9la398|=%rw5{5b*7pEIQbm1?U>6t4F!wdHS2)y>NHH8r{7LCQ|I&8AjO zZ;Lv2zE~qZ6fpCeLbT);X2~R(_K-WE^dkI=-HB$Pv5zZVh=hFgTU$-3luH0Vf(`!x zws)F5dzk)2b$@KyrK^&n=#N>;yj7}uY&S;lDPu2$Yl}jzRB<(qZP2BmkHD-QwMZ{^YC zFAYs;-{n;Q@c07_8f@NH&i7NYx|ny0PD@Os2B@F#BfMy`~Abw{c%Mouk*`n8r`_(%po#QHU zXOEM)n5xq8nNw~O(}JBK+wh@WMrSfOF`jX#g};mn@M3_U)oWDoZN1iB z?WsFm91BX-pPo{q(K4MH=9-(t0-S9<%0H;nsxRFRPVE82J2U}K>kF7o;&+8r9$On?co|h32eT0sCJjgW{v$5LQK%2=A93d}aQ)YNQpwJr4aWy|y2m(8b%lHDqgyMZ3M^(*vmTG z$SikY1CmEl26Bk2IwJAF*mO3Yl9Z4F3q4U@J(Tvq^{h$mvgF`v?>?14nhAD)Dw5)j2>1(l|mVs^9?U zZXB3D^T$@p%m5P2?bHgD9Qd-xPTI#mwOXF(zq!%1{q5Cg3LjMig+8mtTJGyHR>VK1 zNI9wtigI$fBdGOH7Ugu|zx;#?&s8m9j9jfuLZR|muQeQP;$%2U{oBS^$Ma|aUXmLWMI3`*g7b%R56ni7Z ziP7SyNTD}U7{hs@)ng*XvFv8{FAk3sCx?qO!$m`|a89InQn9EUOAfUiV7zwLMNolA(0S3wU=TEGp!|KtLVxs?)2)P;LDc zY>=uSz>RFIlW-W2ga2n8uNfR4>U#^kbX_($c(mbshK_K3Q`ub6hY0$#vHO z&Zo@SdV;R(JYgL4yIr-@aH^Q%>GT^aT%j!E$T6ebG00o^1X&+NGa;JGp_Zxff*|0V zJRPiZGfxX94zM{*ZmcdfOjbFM9^SdQR96%16gxI`J>4m%Z(E zvDV();0dXk38~DOXrdujH8e4Bdb}_?UN<3@&ZIjE@v;1BKxOM2;3b2q@0Rh_ggC7V z?Whc40W-r>T*ON<{q!`*kshR1@UpSmzo0=LG<8;0>mjK#TcdTe(o+skjy)iC@Q6fR zOYV%u+>F-zCt{&@;3gm^Y37NZ0A!{jcwtLtO3v-<2}`bYaQA64wn4ecjdIw& zk5Ie&CYkDJ%8p$?0oZ&xz0-@_A(xXSGG9LiyrrgwRFluhQ;`5=pZrFw)Zjhz<1it4&@k?H2@D6vM(qk6Di|%YND&V!>@OW8 z2SphC1w#r`kl+1_*fV7f)pqdH&WUGIgl}$kkM`n5oKCr5kdIhGaaGtx8NywCqVUTc~dH=eNkJ zIseqL;!^w~T?WNGSq?E^jH|_L?H+rPnpuJEp{9goYo+m@z+92Q&wRB`x33cDUT*(e zEhe_H)p>_(=-$<0wYS>4RBM!mNop)T;CEB3yx{=hWnTQfVDN!$RN<(c`AWFirX`#m{lCRnQ76=XzuGdDVG$U4+= zM%K@_$<%b5v&9KNJBR>1d5EMf60i<>YI+t%Zi4BO z-kyN|e594jJxSvCcJ0k%MziIq#>EW&u)p-xOEy&1FWUBMbrnU2hwCwVQp@c^9}>-I zgt_YN>uh+~8Q)!3SxIU;++A2MIHg1R(u|_?I!M}8PVg#~`oei%Bu8GNp_Yoi>q!3J zL1ZjRT2IJ|4U?Npg7HUQo`*(xoNI(VP<}zm43r?=Q>LQ&fQvtMG{sW>ZY;{*8_EiH zgMIyQ`EN@e_>HwgeBpfNR8*n}|47m}6cxJc6*rU!!y?q0;W};bwj3qpF-q3@cfSHp zT#tYCbZbp@rJ*nz4i&~!nD@4t27nL4?c`pP+{(4L;BU75Ctr1c1)-C^_E@#p-|?E8 zI{g#TP`zFk3a?v3i_7h7exc0NY*U58E{LE1sd6=BQxx784K=%Ds?K*BYZmM3n#=U0 z;x($JcyPK%HH_k|PNwEd_x!c`U6bI$=$EpVx2=s8)lA=!1~y_WJO7y1-9wQRc$)xG zMf{Dgy9o&HYC2`!e`KaLlqkr@Gpz!t?2VJF+j_EthF16V6}ko&M~$mK@!0BdU%T^3 zj@za_*78yt3)i75;8S}BMFH)CR>mg&|MTw)0@dGnPms3h+ULl_`c{asg)f;OcM}9& zBzj9T)`@@HaGk+oj@QQ&ZJ4o9tVMkG|La{K?iZ)bipq{I${viNskcG$N5lu18gwSp zxY-+ZqNexXt}`7U_UjfWonJA(!W_Mr`0AVNpss>&L7IZ><<0#k-blAtAlgciyC6d- zZ-3A$pMpy@dwgU3c%R5makt2mzF^fi()=}VHc;beKN);SoV!wXwH)Ef-o3YBZfh5Z zuXShi-=R6zM(FqV-oiw415U_Xett%9OGzhNS6a*)Gx|>vm>&3#i!^soZk;{r_~j4H zzWwXjw|p_?C%(Wlwo9|U{~~)Af`g~j-vlZy#Ei?esq=e82R@WODy44GspgFw#7~w) z7vQtYCAS_l7t9a+TOgQZaK<`!w{@vh|DYy=yA7+V|KDQKRr*9GzfvUd1be@6XDkvZ z75&@30X++r^nEFlU#l6xJq`N9W)4*sA4w+A>_AiwBS8sGrZf=;i&fX_jFSVgI&)SB z0Xr+WL?y7aI5*exjo1eI@fsV7@2$><-c}y-R_6v~oP=g+o1&`VH*$W(ho-#XBl<}? z4CLU=KcK>RnmU<_L%*r~i<|L{rue~+I(y9fVY$In!TPJTPV(*B_{CfhPB z-!Zn(Ii%1%uDbQtqA-0v2L4K`JWBSo%-1A3^eqy7I5B7%o&i{yJ&!iXecWa`{UWiN zn|XtweDV+N2}9gw0^-S|-eSmvekn|atAE?&2fw!D&M>>j&E8M$dEDyUqg3*!@}th1 zUkT2)QuvO4=ts9PCzuEPf#C6)!)Vt2mMS;tGHc2RI6D5bnL-!1J>4i3=ir^m$iWFa zenczzSZbUurAY|G12^gH<10fxnbYy1+Y~qbr090#xyyvX^UZYShaPQiapAVP+DCX| zUwfW;D(34vX`egLnIO+yW3k%{_6-WwG7tfwU1GVIVCwp%yN-BOR9>J5&#$=G>s{lT z!M(<1zrGSl(`I*0wZ{DuNro?YX5;*dc@^}A|M~aB*B=(|?a^=5)Ury~8?02;?9L*pkpc(gs45FxuPXqOgAf17E}1><4b;3ZMSSqlk=k?Q z*`cGZ7sobUFRtbgV}~VGJA|0b(4lQupQJsQSIxz@8@W#kHZcWKMPegu9<(bXU+GLU z>6(l_Q-`F@$)^L5k_Y{9BV}WyaW6|JL=mB;g8#{(R+<^A`c3z+()qE02gI8e62n}C z<#AF~O?CF5x=dd=E)5&VV)-xOTIY@r#@lc87C6>s4QU0&BhU(|_BH7B$(%TUfqCmF$}DfYpK(VufBWU#2b;9zE?`MwY@-?;`v7!0(uV zp@mb=d8EsTOAu9u8N~Mz`Qyq_`gbO5 z)HyIi581K`27x!^zWQYvH+ZvB_j`L2wrPYFZs0~D&?+#N8Zxf~doaZAKjxwR@7IBc z%dUYoFx#U4#Nk%P220J$Z+{!^m9;VtL1O`K=)rj5jyenNNez_AG4PEFnTb&HLtUlZ z!rMZ=C10~&H*83Ak25W5UaQ1xlX>e<7us|toPK+A-;NmW+@zw_BpVj)l@B}8Xzjk5 zbFIAI3+A&bL;%-|p}Ll8rrzp({wIR+(yIQbuI5jB2x3Jjb9V{13>YW3d}xblqCH5)-ZjotOZLx zjG!ahQlSb0`@39w%0zoONm#bshE6@4DIL6;mi1Gt(hzStj4{vXbn|35+z?emWwn=g zE|>ZpVLjj<`;HqsAo{1R2H1B= z3pbwWq*R^bDMuIR!uYN7QY}xP0_Jc6{&)(bPc%N!(eB-_)C*OMcZe)?ziqTklxm}D zi!PpI4dL`;20g0F8}Akr8=Fq41s9G_SaUeN4ZVg5ntm&cCQPkn=}m{7^A))1%(w4IY%b$Tdal7(uUZ3=yD7OPR4{vY<QbdY~h=@p$Qp$H;1GV;fpX2!Y9^Z2u@At=>buyW`*X#OSzvcX$ z=R|9n$|?@9RN?m2)W5;K**^%dJpj>}inIhO)=8d&1^o8{f_+Db4MBbi$j-(0(r80# z${Mnad|<8~C%joda)0Ju81gVEN%XN<*+Me@W*iaPB|RcL`&vBAUSS>`2jBbzbw?hd zftyol&aiBxBkx4Yr?QOY+HCi92mazLP9+0S9kgYGT9V@zKp+$eP^j-w<3*Yl+D-!% z&lz-{yn}^J;@2x$07yJQ{A)?64=p|@)rk+dH)6^R>W^=e>-589(h>2ZO12d-qZ^Ws zIk~6n2f~ z_<;Bd-XOt|tC9My2o8@2$3FowDfI;|OZJonzKa|_7fpY-%GLb9dv1v0n63sCZT$&A-g_pQGr>}dkX(Ti#iC}Z#nwS?%vi{r*p7s&s> zd{v%CZEIP$`!*7pL%voUN`{mFFi>;kY@{X?6P6uQtyV2YuS!GWj1^AO3#ANbd|1?yRahpX%nV zw{Ac!?*jOKSID!veS*zP`!I-tkEE_y$h&rAtc2Q7M9l;@THGA;jgb}p2AWcTA>Q_d zp2Es8H4k+hX7A@`+sHg(pFu{Of4o`5plg;E?(QppN^ zCjA3X%SKTXUmv2rjL)waeUX6*rAdAufvrBo(E75H-Y=H%WxOlsleiA;aw_tjSQF7h zA+$#*`cvI1RWcP%bV3A|hI$c-(9Z$=raA7@EHMKDT}C5;zI}%631T-oLXFsBab|^2 zve@mICLf_sj}5Txmw(puKWo}?G~CqKgiR%S&L;crhLpxDsYqiTn~3W$dD`51(&*IbLtu1ct~|fH zY^LBz?2OwwOW;8f>_$I5Git4J)w0ZcWu*fpo^BXYo-w&|&C+j;qQr~T9$5)WyrMwY zMe1U`gFZZJgOdYBYd44rm86xu&nz;j3gx?V@NfWjoXBoRg@NALKnfQFmLP&2eHF^y zo;xuww<7HeNjmmBu<)KK~g@+7Q3N*QHN05H-!=XM_G9;&4j*?U1SEY)0s z4zZj?EPVeC61hOF&Pw=3J7Dvipcb+ArlooTdOhLxuqkYo`RD$$y*c=_p$%>ZLC71_ zSC;GVjbz~c-3GveptboP&H`Ern=Cw_^sxD&K7SUoccty%=R&9n#Xrj72m( z{D7;{$(;TQv-z~qGtovoB}<7ne>bSzOZ{UrLxWDskEG_z(2i+uC>8Dq-=$lx(>%8F z=T(|-7k`Hv8|6$z5S+%3X$#40tXsNt`uu1)k$nL0TB_4+a!~bJV!s|KXUcA%8%cTn zVBnbKNs?=a?L>1>go@uGzE70yByS^>B3VGkU`+yZg* zz2r%R22K2B0!}%t4fKQ{n0uL6k7}Uw+br=1(hARW_KMJg>u}}w$h(z?lSN(kRIDR< z3oHTC(f8I8sLABKeE7SWWawzu=z(H(Lzp&UiTIXUb}u&B7IRuJ8~guG1XwDIQQNutj!?*Uhko?emR z@4rM|PJ@oPVhmfEYEbz#b^Hy{3`J!TWG79Qe@J=(&3aCb*l9Hv{nZ(QLfZhty%OeT zy^L@hce+v#F1mqZLWX(*i`&f@;!EkKp73li--pfSAB>{1zY|aPM?iiRda}=O>l#{R zw^l`A@`lJ_HiJ&e^aybuE>Sns^qBq~pmhHy1@BEcem>{t*+PLKm*X$o2V)3qwo`U& z2IM&0h1MU^4r!aYLf!BNK3n|A5QTSDq|>%)X%kpr$5r&^b+_|8!vQ~CFTym@=oW1d zh7Xj#5mn#`7KZ=DJnb-WWYGM_P?}+nVB+|&%nDBwkP^+zucz4#$lYtGWGUYUH=ux; zW9n&9VzRg0sPw!hB$}rM%I^wv?hqObIU^n8V*vv}cRCDrC-7(7igtn~g&C2+EjAD! zHG1MdK*naN-C|NGDg$`l(QR}+TI!aQ0?-lFab&cvr+4#e#0ZFg5LAc&;#8EjsQ(5q zDe^lKJP%wNFnU5CVef~~&jH*)Xw(Vf?S40$9J)Y0!YG8`m&9H4zsepMu zq3ndeh}-foN~rY)K7+hZ=qgs@f1PM=5LibfNhzck9IG&&9>oR2NVoi1QCB8EaOEg{ z+lRGElOV|izRjS%AoFD4greNM@w`zSfpx?3Bd~q^AIFV%AZo+2@QnZo7&1lV^#a9R ze^m(vQ4=&og)8pm$TjPS(O^GtBd1>k4{C+C+c%o_D11E}BT#I}-gW1N_R0)a99%)#(TV{GVlljv zB-J8~M*VhS%}L{7)Z>CUiPL86Zjljer7ET2j<1IYT1XZ9ztyL12$m%CyJ57uM`bVo zo`%=01cjiCp!`;I)!m{K+Ku2Z|LPi=o4DQA`B4z;X9PNT^Ojxf9a7;b9O(*IdrJUJ zMTk~y4PmW4%b()_^?RIqaix6wfcWYn(~yj~gr3Kd&QxR(k$iAoQYB)H6sltZF*GO? zt9B`T!&Fd*mVw9+45h$a0S=&Gw=rq~wqiJ)n2AxVkZ#mSg?kT@KfDWd31m6I%&Im3 z^;`3m;dBBZxsGcQu;Zm>qg(fyt9}VjuYY(%IaCM=BDYn?dWWKeDk1~>#QJxQJWq;Z zSC>X_^hG;&jZQd*wx{**GxNXKI2yaX^b6&?P`CRFz;g3`@r$0B{5yO|;8BgF-Oef%5uB1f@v9$n{c`^gRV@E zx1Af0oiUd)_O(WT!;rSyaaq^tO^M?jEYb}(fDxJIchf{9oCz@(tA(~l#E0W6gB#JG z=HYe)OSH^lbMq(~9CU>EyFo*7!dJvs^ez#f3H~GHV8Dh$$c7&y-R6+dcc zh!i|W!na%-d+13LzUMdzKiDXdm)gh9Y0Yd4J4ygqt>^_C*aLYrpd@x)M?;`w!FW+& z4p4p=L*jW1CwzQNQn8%Fo12OM(U5M@Gz%(V$_cW2^MMSMpaj0=aT*`fpust+`xmn@ zY!~iY^2ZAJ*GXRE50Ssm5+Ht${MQ!(?5bW4UDlsos@vM>>ZNO$yWMmhJDjCY#{f4l z^!|Yc88wvgVVR>ZLH6;y{D9LXhV=&clfbWJDzpMTGYw@oiU=IO1GqrFNqO#8t*VA~ z5<`Yq^t)9sk{nv*A0ZRT3nTP;^Ym!yCKbU7m$cjM5-l^;PZuDzoN# zI_f9*w9{;6a)$ZD17ZTwBb)D)J~P%6Gzw}kSj^YP&;k_K4vwMkn(QGlpnH)kmg|lc z#-jzESdlkY6pIz+M)0!;_~~FIFFjfebagaV5R2u9W2Nn4g@IU6G*(m`D~<-st}^F8 zB>b#BOEF)0NDNGIqgN78GK7p+%a)9#L6U989u~t;=2I>?{1{+-g!%BpA|1UGB{$NW z%?l5U)I?x-ZE)Ohf3NGp_vZwMmxqRB1PX^m9?lJpC=88pMb0vBXfE>4Ci@jm;ss@B zQD94@&i%ZBy`TsNW#%IJB4?}UO$ZJ$=zENMehF=AUHX9(PBARH>mm=-Ob71XwiM01 z@+C&^f0grc3ytW2xjvo{PVaOP=yC$9=KZ!^WEHVa5Fm`4Qg5zFh*0J(?g@2B%WSkL z9^U2BT3$HOq`%aV0apakYQ22l{4OE9iR0Ygej0`jisk5|RXv`kVPD`3pGPyKN97C( z?U0dZ!Acy>p3P@-C#8_4Y=C!jH_8W{v82rc9kA@mX7Ebu5wa0S+1oeO^=mXU zW8-dG|1z4pPoq(1nzb{FavDd=a%owS{ZCB%32*L%>3fpgru#sr#4e!srhzTi#(`h+ zE40J0A27%4HF{gr(l2EdrWMxj1nh zEy+mO)=46ovlu8#wr?uxM$H3|s-kWJopfojiW`HyVV-aGg(Tjfx?4 zgmp~qKCS!#2f|O+FOAqQ=$%9PI<|-0JEBZ$g*I{{@xh5kTn<+$o&VWPjHjMNNFvdK zZn<#fCF2}akvF5q=`$jJ58~T+CER1EUE>-J8|wzjX(|XX3{3rXh28gI zrHGy-;IOGk_@pi&V{=87-6uZdo^~^&&F*D!pAQzm$8zgzz7)Vuuo1Y-!F)T|I4@YG z)$P$hw~HV+ld*VhHuKm$!@8J(6j_^#UajzCM_@BbBhQfZ+Gu*$6=-?etNFfEHQ+j; z(v96lH;_xF<7S$k0NDzsV2sJ=ji3u3bJ$YMPbgHON0M0qV-tS|W8!jom^YDq=&599 ziLOJI?pJik5b%@Qz&cYtL0teW?@0DEtgm8CpEC5uo;-ucKFhLVICLA&Dt4xQqGoF!Oyrm1IGy6 zMWor07Ol9N_Js?gd=z|WJw-39@9mQ|0h#orB#?$cv#;RLI1JymkT-(yXTHvr#h6N` ztyYXJ_OTESz*v3^QUq`b4w;n`XjV4VA<8@OsagS8HPAMlP-v81=+Ar@NEG;^Z=wmn z*kDe1M7YN9<-zLYu)=wt)EaOYh|diAJv>k3P=5Lgi&U|{?rJt(&p$xM5AT6&Nfx_z z6i|qs^XQCrO(-v~b{!=mM_5a%Q1fvH{c}kSi{Ds(Cv!%sbeSo)&~^pL4y((nOvRt@ z8bFnDvV8r*p=*zj3yNUop!C$&?#8WJO|CP?+(HXLDW?1qPz`Z+3?4|>8QU#wd8waB zxZ&XJ255Ybw8bwOWFg(8dr)jyBxSWN+=69fzOLVlJ)MwcXij)bB3a9kt-X(1ELrqn zD+*soV4`Og{Sm<~G($0SfJcxAxmD$KjS^k+f5a0RQ`+c4y%#){MWp)PdZT^TmmHLNj+wq*44jHIWwEp=E`9D#9gPZ)|K`{_S)m=wtDm(m;b} zj`Ez92JycX^O;GsCkhh#C(*|fN()7iTq*3*2-#ptCylnJoz$g2~=>?ZF4RjDs36{w31axTz=(@ z96Y`=P3g_t;*PwUq&|8a(v+OF>C5zae4fR$*fL8!QM17-!&U*8K(qDJSjU)IIvLd~ zP?_YZ-c#NDqgO@}g(5X5Qfs6YTWrNa}^4buQF_xWf_}f(W@ioGWfS08lNpM_h zya~vuq1s0*5$u{Qu4)w3RRj;;Qh3;`-#z{Dl4`#IasrVm{0ekeLCoMqV!XuD%U)Lf zb5I@nmTL1X^DIRcWVL^VJ=Rd87n(ERv=w0CQT_=&QqZ);ivSKez$1g|J6_2Vv-kkp z49jcMV~v-je=n7jHH&(Va%%@HjaQkE-9dZg;cyWkDF;<8$@pzS&I;bCa#z)-YWxM@ z4u6~9+yO5*)f9I^;&l3aG0%+Ng;fVHGVAW5)kLhD(kSf2rQWH&v0&jh1}ui~f+rPN z5jfJfr_fwtm|sporElm0;Y!@^icR#z9*o4Mc+sny9z( zV|Tky_w)dHo))_U{|>}vVu0L~9=qL#=Y8tmQ=PG2dSmx_Vz)VClibmJlCnHlKb)~& z(?g_1&(&y!9cel+T@{vslB8DV$tF@TIMXgVV=@}2>5al-^k-`NrlxX}dq*KFgsJ-l z5l-j^I)coc8kTuj+KgyQ%)u?aLMd4wwOtjKaVsuaQUw-KgZYQBtV}E;0fhjGwxSji zSVH;*rwor?!j;}>6hrvzU2go5rA&<(a;kh%#=z2jMBZ&g01ccBRK)0w;1xh#mG%dA)3n58&fr$+EBzjD z*a^XYi;xut*&58`LDt_uFY*M``>>#<2!za<_Ar2z1xSj)Zs?#8NkxZ)s;1!M2@;F& z$9SOZ6EhK)p4>L_Yhqz;I?-B+7g#zgXTpgR3=Gbbq&#|@MMrc+KLoXz8{;yRUW2Sg z#W1yB9~)DJ>=T$;DhudH^ECe3>to_+_dJk5`-vxik+z(4rQ2Z1DH~C{N1f+6l8s|E z=nUa2KF>Ch-7@?qam(Krq_tff@X4?hX5g9oXt14Av@@*jv6mQn{1l?nlUr#M&Qx06 z0Z-x+ZGA8eJ?^75ecvL!4)2mc&u2+`MYXp}cCgPjew1a78HSoFk_phRQMJ1Za2Pp< zj1x%BECN+JmYewuLDm3CSTNN?h00uGf;a&}u9a3q(0j=aazuFCVBg3*pjH;c@=F%6Vqdj(~6Xrl5p{Bie~+s4sWrsloytd>HUKJl4gu{K%}I zqFxF>4)UbHA1+q8(SzbDb!*gzIr4s5qkcQHq~Cn?emZ~QU308v-(R7(sWe+=nnSZ8 zJB9yG&z8r`!HC|?A0MEOh5p%Yb7)WQz^jE>{2+ZY;fpvt=}uqBnI3biuc*@#NOPun z@l3SH9fAgYhQ}XI!&k7K`qLLtUl1^L`_eoCr^At!9>aT+lBN-*5RZR_ay-}$AP*q` zC`z1>LWjS-BU)5EkNUHBlHFX|qkxd3)#ZY$4PGX6y+A><2GCSImB#a-i6PlhW}Sg_ z?VE(orJp0mj{*iBe+8Cu9gC`x_0gw;7(s~Nn=>AwuG>*|W8cF4UW{n3FYjQWVt%vM zlXLA^qLna2cd=z)l=Q+6Hc?)#==Qf{rniF<5<^mfYY6y!1zLY#xscmMckf8l^x!Fg z9th9W& zEVc^Qa74=Ylu8?$5a525d$K)7;7HvHbBJqU8-Z<@u zLr|=;Tc8NT1V*_4^+z376eKm6eaf4`4?Mt!;^;`$8f?OBXcl+m0fmA*9%j4_D4r^) zA{(ZXVLF02pe+zXKx$8I%5Hw1FC*BAS@VJ@$WY!G+(x)u0+ih9POGK@plMQ>2PXoz z-F)H&@nDBcZ&}=vQ4~^wxb57r9DilDuWODcUg0Y46s{`vW*7KM;-QCK(cQo#AXyXJ z4aTMF7Ey*K%#uRsjUtbpj4l|O8`QBw@kX5~f(3>&t1w$yz|WGlZfA?gA?Dc^5lH(1 zXAicDAX38>t)d;$Hz+^z4p3rrq2zsAE4nB%%^zFE(=ILp9@ zPP@5&sVE{7%&(S;m5DWo^1nn961@A7CxN;7jCdk{q-oLNo){`AQLyaC5QIeDChiEd zutMu0!@ia{Lr>z2KE%yB3gVYWyzT^Xg=Ydt34O&-Z%0IVi1WeIdjM~L9#21%7TSQP zHsW0fN1`TnaELo{W;zmSna2!g&i6J)?)R?0F!~-tO9VJ-&`QX@Rx1yOX74`LV)#b_ z$cVZZ?0O6{w=#sk(Gj;jt!^q3kqArpYXD*3y~F2`DrwEN$Mw=$KO2Fq&;cHV!6~#S ztpVqc4w?v+;KfidAAdRdVdFX=Hf*5d5He3TrxqkZXDuflPRX(M^G@CF)m)7$}ev)9Wap1uPlgkAjI zm1UeqPw{flD%CJ+RoHxf1`VYaVHhJ(*&f$MbzeC;$RM>D=8+k+b32TQT=e9%gS2wt zecs%XVC6pnpkTnaa7gaKj0Vh_nbh4sfT{2FT6`R}F_dVKJONG#!sMQgQ(~wLX5j|% zUSMkVaoS3v5gtHeOrTT$$S+olw{*uE@dP#Ml2G5MnOGrw9yinB#`uf#v0#p2!waoJ zo84osTp_v?zDnHL@8KGL3MR0O^ltG${UIW1C*DMd$>Iz|7f1wnL^Rw@vFJ0?`HCnW zJ_pH)dT+;e=?MK)4;Q7sfqXW?DBOA~ZUAsAHHd)(=0U(*P|44u2>rm>idOk*r$*z+ zG=nRCD_Rb-V>mVVZPkAB?;T}P0#q!hWV0ust@1}4&`FR3XZZ@Sdi{4&a9>;&Eg7nh zwETnEKVsU|DFtb=I~zFEV{r`hb4#iK5aI6x5KKfLK;h~%#rX>5?1eujD#pL~OXH$`-p+!#R?ls*VVoV*aK=w#PDNe!dcE zO{8QXXq%2o1lBODyC8^CZXU9=o#n3*Ro*V;{_-(_tE;@Z9n!1I{GGe_OM3=;)%ptK zq5B+BV79}zq{Y6Vzu@2Tl(opKoh9@1+5xw=fxNB>OvBk7jN;|w2xqx1sH1=b*CBw^ zsg3FEk{G>;?9sN<5sBh@6AX5uY8=iErGE*~FYGY**33^jOH1Ma_rwZ!iP6rrSZsZD z;sq(X0%DgFM96M0c9k>N)tG>Fqdg1_@Ak^B+*YHS_ernk9dm1q|Q zHD=Zt;>+GZe4y-sw>`0qSP#Mlj;|p@>>JGakI)j!Chm#krdMs|@0y`kMTvJeaAuI! z_#AR}mPEgKD1nWtowCie&!*Ye`~fLiq@(7rGx88pseAZYafAUoo5DI;volz*fTD^@ z;~uQD6;5QJ82s!UA0$ac*iF6SS{f^1KHU|peu#C#w1XppCay!Tih=|qVnwGNnHlTIm-Oiv~yUI6J0)$u)eH zv2PfChbf533v|i?~YVKajP>2S%NFU6m~JDR_cfZ`B8$R~J(~ zW4=%&)6p+~c(o`de4X<(QBKUdHDKSx`_0O3vb*wnlW$Q=yJ7xjjd&7;oo=s-r`)O| zP0d`?Trg;{Ib=4>!>@~;#Ap7kyL>7UsC0PYTXuE?iX5R)j$lVesLJ8*@9>5lfjUR1 zlOr_75$Ns+^>z5m9HF6(aBuZzpr0ey)sf!b5$Nm)7C3@+jzA}eKdzK()H5}XK%pa4 z=?Hdm1P3_+-5h}~4lnotn?PIE${k^~#4Qyc!ly`}P6^6z%X}S0`&5w9EtYk~CjjmY z(O=_WVQi?<^7&flU+WB=L9a;l^Aps<1z>^xbn3s(0H_BnF0?1kmBK;I)9905Z+?;!|0Fq(t8!$uK18 zB_F$7fjmY0QD;9uX%|A05R>roLBgMpGIk-(wVg|E?n_PBAu{ zPd>ng2jjT;ESN^o--^S7DrAB+k>WD+&~(tABPsX4hAuA@Oa{sTSb@TW+hpMaX)AW+ za9&1(1J!`w0jzcViA4T}^=4(bPPeh}AQh|8Y`5+TpCCD}(m=UsZ076r-LjLIW0^{y zWz?>!bu1Nf95W4V5gB4DfLo6GMX^1D=HSh`-NV|`%=_W4p{(4OqOBqV)n*nk--|v{LddVy})8&uMv{9f6P- zaISU1-SlNp95elMqD@h8fEwP|FG@U}MAi2MO-vS888GCdQy}^nk5s1c8bt|PvylYw z+7#9Wu*Jk<)JQ8v5sg`lDG}O3E3p&KY7O$u@p1#(-1+9RkE2jU_p z|KAI3qsfE585xCdaR$COiKf!zyXh$XM1Lj@sx<-zVjG0(0Q;!|tK$xct$t%@RZ2k6 za)}xGJH&tu!&fs;HqGp!D+rKZ1F5qITv-P|8W=*qoJ)&EchLc@ATQ%#D!8BEsT&bB zs4?k}%%vmDe!msg#57;&y`idiNU+y+fetz0F`-aRI5;rwKLk`6{heB|sXh5fnF0Q5 z%G7hXoQKI~5T&DJ*H?QVV_QMZ+NpXdE25qiazKmhPGt(+V_Y)sRd581R#tw0pZc)H zYA@kdi#E`Ru*V5cbi`uGjzy`0JwI$QH-j~LuaB_JS-}#cYE&AQpD3BA8)k0AX$^8 zneIO}5OY_cpzsTfY*3UV0CQ?7ZyATpp6(R2E>E(%~U_+EkC z!V8^+Bo4We=2#a}@le=01(;Zzv7dA20qzPfHTa6826V#` zre^ovvIp}7!DZK5y0u5t^_^ut+gnzkn(;|*nVHD<74{8G9v7N?OR#&t=tj{m&}~5a zQ{;y9N68O5%l)gSO;v*3zh|haw19zBLy=mJfiS#vw~qD!#-7vZRAkhZ)qa_2J?U3O zbcfY|b<|JjKQc=@JDOR=bBJKlXx`i4CURSnoySPor|Nm;rMHAk{E5d}pk%UEesS4{ z!gy4CeuXa*eJV=>kt(g5HY|gEh-=78XyJr}@^cmuy?z-%57@Y#5H3j1ZIi@y9LbjY z$tbz4BiX2!LW$cBh#|}!(q+1^i%+>H1DyBD!d>}5;K@s8o)8OIe4-aLIBYq zhCgglgPHM0nh{C*=*Y(D3f_TxVPH{#l4cs- z0xY39rjeF`BSX<$v~Cm=6V<+w{6O8c{*pe8* zL|EBca_46DCI$b1RwU7R{A*1|E=VtNSRB(HW?i{|JnM|GjltdWAi-$Jp_VjW0E1Fr znaW4S5JG{ZYXn#Up*P5(EQIX3o6CL@DmZP_3)Ey_(4R!)9s$)B+qGb#i0hDmfX4JB zFSoNOQV|wh2s;`za2lNM;oi(yA_R+>VvleK%#HcUJED`N0~BHuwujwkrfdQM1?-6O zT(Eb|{1};%#9iULA0@Hp$U7v|YkcIE9S)2%4=Pa*bVNtdcjm1b%n~?$>+^-}%p%(Vt$He34VV$SGbS?5KJfd3TdrgF4sr`LJP`r&{g5>O6w`o205o7 zdDUHdS+>&b9b(RZR}>~@fKTfK;wdlnc0P$%LGS2mG{DExojT(v^@X7*sh=X%NE)Ld z5F6IsXP^#wS(jcDPM-P-nR%PtrhIg zoFOr$vajdm8JKaP2OJ1y66kr`g4T(rhysz08cLtX7y-68#^LKDegTC31;UnMO|ZQW zunUE@^FBoIePO_XFoAV=o73$^`DLrv07bcVWG*s*PoOW3ic-K5(E-2)To3ST#n2e=Va z3oqn6hp|G0R-yMq?;bY>2cG~4u89Py`iFWJgkB;sKl;3xxS1ZL*SkPzGs|Gkp)`0w z>|zgrmw!-l*tx(y-3e1%H(z{DM09(?AT~4=N1PPK8xPFV!L7Anp znw>RYDh*0!9jq9oquJH)qH3HX7tFyPFi_MmHX8K@I9+S#hsXi_8Tp@<1X<7gy9mnD zAZhEQT=X=0R=;;z#}&kx50Ggvf81JYKvm&dd@ zWRY$ihjrz&{tNnrl#hwDZ>f7R(*6~Pkd5EY62lJhZ=|+>3~D8d_$btQG2Vs&7r`X7R4};gx2rUiv{>(WPD%hn^z-;fIK)ayJR~DNXOPj{^de?UcIDYS+!p?+X{e zN=`pGN6UTY!S{vlHop}mNxR7Ghh7s{mzRm%ahJm}ojAP@I?`s#uu387He^v4wxX}% zCBO_G$HEU^2(8j%(^Cf78pvQ!@AZcQRVx30(hNnYuutxTR;X};Pg{dupOtGKZl3*6+*#sLevm@-fs`DOKg%1++0!eDv6zceS%BhObJ_jRpGFCQAL&GWX; z2wvleq3GVMF4=LVp#5yRpTk`<3K^T6{oLOwNje}vk}5gN+>fy64B z`R5#%wgu7|j@wxUbXr6fjklwfI@)qa2m3^znT8}Rt3_V3c~3dSlZOvcCi>Kzz(o;5ZpaSML)Ren^(*@%hQc;}__4`=%e|$SvLnTsfOV zn)L~d7Is=cMiGfMgMgsB1wI(C>nsDEjQg|!Zorkr4hU`QskV_o^zW2IK{ZGN5e#B; z$7nggnrG2$3Z7q*l3|9gmqoCxxUyJbU=L8jS7m+~VFh-x$H$^w;@;48lf$?6ip?XB zkm!Wl!nM7k+ko)XxEI;xEcAn=(R5ajZh-`B0gVXVK1SU^%DT`t+^QStU95!Ni0CI> z^(Df{rSQ`vc=d5;#2gomT>V^<{0WryBNnRuUM)wQ65wvL9LIO!DGSF}a2e77Xa#wJ zY6l=krXaCb_Uy)bOgkCaH}hQHwfMJPi~LlK{50$}H1Koi0-^DC*lbH5bnK`ds9pT? z_vJldC%g0)D4_moN2e2TW3YS<1mg%2{qu0yfY#cKBmU>R&?wr%lUtc>!Q0e(8MKHl zAN_30ON{?r$6@0Ott>3LVGYS+8-RQvi){;i46T)HBtzR&7|C1$R;QOJy&2>D3*|va z5*CElFQPOAQ;iB7?hViRkm^0yT@C~&JcH)L(!&8q7Rrm!^$kIU6&;Rr!Z7wg9IM|UV6K9I6upg}yRRiJ0|XBi!-_r_WJT4)R3nyoIfZcSw|wIF={BFw&WJ}G1{ zIJ?%@ej)K@_Yd_N<_fnGZ>RR@by=a0sv@~ zY#jooJeZ!GiCt-ev72ac9R|J2+SkX@0i*TCW}}P;QidvwE)Uo5iTV#B6v)m^6z3A+L z2?IVK9NECFJK*@Hu=JF!=HTCpJnq$jB6(pcjg7c7eD{138F^Q%k^B;5^pBI+xF-dF znu{j|dzWAkL)Pp`fq|HONIyZo1{4Td<+B=y7W#!xsA-4J(746}C@E5bjJAYvtjh56t#8n0IZ48N5iibpaO;|)u#bt|B_k3cWaWug5NA@KwE zS3iPvK&=gbW#S=fL5B5i{uDKi@Y`^f2B=XxAnHJZkn6~Hb1zlhIojX2xF8+{9XES| zv2PVB7_Xyui$mm|g}4IL_!h>1Ojn~RjFL7M6o0n<7wl}NZj{3#TdaBMwF$OEM~!4P z8SSRQpORB;pkDgd2`O1KFu2c@nvZqMMy>%l_|E~4=irqC&)N6`1T(m!^A%24$REI9 z{4(K3*`2R3Fm%jj=jqc7h$1_d(nZqKC%i$NL9thTo}g`HZ33c2^cR-dU^ARH-#`Xx zTB9*rKBs~A=$QUBrFWt0bh&YW%`}v`fN~y+8|nsZ#1;H68t|O%BS#@LWkGp4RSWxB zN{W_Zby~b=r+S4^V4J}wM_3-i(H7x)J5+~Bq6e}OuMii~AjA$BKpHqiY~S)&?E;ANT;TgYS8XDNzrk82c`U<>@=p?Cq=>FbHvWV=oYJor}{@sO(c$G0tTxW)sm3yn&3)&z}lAhj3cp&Vqac z)ea_};?6*^-_~)EtqVMtTINfGrKt^OhU3G+@e$V5#8(O@(&N+2(iNy9-?&d$t~*E4 z;u|60P?Fv)JJ4;L+$Dd`A@UQvP_c+~th$0NY#^>3puRi-tlAulRaZ)A6>dO9%dfVMaD`!Jc5DheAE*blDFG?D4H4NbiP&aP!3Hh8M zmKnc19kj!61}1VoT{f%Oi?gkwQ#$#JcZZK}iqv78cX^ zv$(JRJHjs;g5XN>BbWl{X1x#6F;u^neMCiHDnOzHYX{&Y`{;$`g_XW6d>(?LU~6c>0|Jdw2|UlLT|$A zp-kq?q>ijc6Bb&4&EgqYvd$Qz@ToXp_(Yq_W1ZdV91axmVQEnDOSA$~E8v3$-ZNmP}?ruLOoZ@aitCb;!2rJ4ath}iI zrA3!x4V^`DE2qsBlU?Vu7L0XQF0Lx9E(qS6ROVOU8@)Z~4-iiyWrYIaGlt4iJquYb zETkMP-Sn+wAqe?x%5Hkj&=dzh5=ZLYO7sg=I@mRAN%ci7GL}Q+E4dxK@wa#$#UXtA z5v_XxpA}1t=Rq1x^~?W7T#h_6d_Gh_t~9>2nenyMmH3i7(=Qs2qB2MB;Qf(a*h6aT zUpHv{3~~`4Q3{Z7kY&F`bd+rNk)CQC<3v!mr4~4B8vRin*n21eq(G4qhx)T;aKNu6 zb8~c!aYlRHz*yd7fWifbnSAT3cnHKG-twwCW%U3@3qFar4fc*9-Zj{5`0v}4K8k&C zx86^wG5-#{9#9@GpoyIje}kOmzn)u3PzXwvT-(UyFdsdO_7XPyE@mB8VH=%26(xCJ zeezad!|FIRGyNVpBnO4e_MX`F@o>%SGU;(FfLwa37KHhpuum!%9qo<%t}<8uMbxKr zv}3@fMJWdxQ8yK7N=$5Kp1wy0h_U>zC+t9rvZ^iPR-hbt-3r7hBi8ij{yM z4GX9?{>J=Pr>zb}m|KsDQsOYr9TQI`JmJ31XfJPUbSQj{H#W={o9vGE2KBi&dZQ;c zC@liQ>|4E&-tO2Ok;6=nk(P;mqN zn-~ta-)knhPkO5VLY)2|XnOnE@)1eP>wX}LqzO(A$dZ+V@s)5q$6f!R6n+Kn##B0< z{f(*c7T^f$RSX_L5qemkyibaShu+YiSx3dfPkwDApD^#ePrB73@4Aw`6c=;om`u&w zdB1$mtS&-1YtspFyKuT3PM0}lJuU6$^5dc7rw=Dkc@Brmr+)tQyfaPx>5c%e=Wsi?OTe6>(HX7GITyhH&}g~JoYAc1AeE+43@UTZ%qj1%Ddr1jjTCG@+1^_A zATUeUJcwI;>ZG{Qd};%|%bfm@OiKhEv9KfNa>V?OSWfaM{`4jv;7ND#Umm5}7DbmU zdSH{1ZLvV|T?Of7u0T;*sMsCt(IV^Z$EC?OXuf!p9MvMNHTkF5C|2V<1VVge7BK9< zUV$7Q7&BE$MM6i{n~0xc%M1k^Stx3JDMwvY^}C7IfL+G7FV_!O9MJQ2F=< z(n8B~jIr$r}>b7!6Zdb4(!CBgdBuA(QDrcH@ZJxOUNMhlPAqx30a?3ph6@3tU@(i8+&kv;>4zs`7CY8T{E4)EZs1bMX;Y&-pwAkmz1K`s>_rtgW0 zQ4?hF&{4SAUM}CBqFgt^(vUI<>1xlZ4keG40YN! zRcbC%cpN~&;6KY{Vx??E4t%9NF4=MU75Wz?s29~|8`~uwR9dQhSSjA0jGKs3l9C+@jpcpKRf(& z?8=F$13N1g^G4RHsl&htI0sc@@9~nbBu=FIoiB7Hj_x0nA;Ql(F5olB@pbkLt-^kZ%thSZK&PP*+Rrvc6E zg#_dpl)47eHMovAhXv#-m4M*7$03qWyoRMz{R6-AS0RlGy%L&&j=2-+^%|civAvba zt0a)Ico$9rk~J{dXhn-L7uQq4eUEz!Xi*?OnH@rn0nWHO*#s_mqh+uD5;c&jSwT+e z9Z)6jf_^|`)e7K1X!@r0@!gZqg=b*czOj_SA0&+a!SaK?nTmczY`(x&SHT z*QdWu0H^?vv)G1tfIImX3BOJD691rA!2YyN`x`i90AE-x7g|=L;Su{_C430AjKutV zShe}67PLR9zEn#H+d*0;m`h_HO0f_1 zoYltNbQ8HoznZZZDZ5UkN?#&~`7)SWmocD;fd-n*x62D+mh_ddij%UVDvB3rDL(jP zX60GYH3yI*j3cHYxefh8jD!>|fHCh?!&wb5JYqCpHL0hGvJ699aOGbZmtuKBzRAUR zTvxMEU_e6w0I&^RerABk8D8UF4FgC?0!*7cU^~<2p;mz^p4Fp+EJrHgOArb{Cd%D@ z4yj|P`x7gedR0KW8Ev`yxU*`FQWPj~tds@O3@Xqs@VG@g35$9?t#mV~nT6*>NXtOb zoLOxSIVYmjQ*7ROPGmZsA^xs^BI$*%5r6ODo^H#{1@BXT@H&2tup%d*L3+Ro%02WO zQ^*s+_G;#5=OEK_fJW~7n4oR_`p7nvNWQ1ycZOE|E#WuO>j0KQe2NufCHkj3qa_|8 z2aFzW3x1+|Ap+{KaEFf!4Tu%{c-&28OOe(DO+eK?626UAzE5{r~|tOhpaa77=Ub8TyZV%fsK9!?mEDFC|bcpFQ&L9 z)IYu@>?Wke)El_llWa^4unNNxqK);e_`O0K*`T>&l0cS;L#202Mfo)jft4 z9lKK7!0x`rbx@>xY!hg$#2ljUM`DWoP4azmDDQ$;gqfSqqf31PObC<&loc7ArVL15 z*bgA(VLlp37S1vti$KCfLF*h`PY~=6MQ*D%9S``=R0j6}9ww!q8tMz9;AUhCRHE9; z-(YMiZdCF*aqF+BOx4cvNaqGzQN3zln6*kMvaY&vRv8BTEehqkqsWdR*2f`UjShlGtBJui!a4IySj;WF{$% z?kBy%3+eFi)E?0`o*mhUd7fE0P|F*tWg5E1!Kmxmi3)P*a0t1fj=3x`+jOw&*Q7T8Oucj-^}4 zGO`_lRW16@R=kDe%5rV$R~9=gxc}TZs?R^)_^2Y>QB)6L{^JF7CQGkYTUVbyZ4j%^ zt;tP-y;nH|SGEa4%p+idc!~rzvKvG{&q9)XCi!DJ68Gx6fgv8l*9+2C_XTBpwUOFs z@T0=Pm`8?NUB%)C+-X=LmO~e~|(( zCr|08flENq;ySin{!TJfZt?jPv3*I@0td&I&x8z=))mS!0g4wKlh(8HB2Ze^Eub!# zAw6+nvm&N&x}1w83l`^k{Jvl~8qds5z_K^w{y^Cfqt{xiN8`W%8X`lN`2@Yy#={UVRHP^4rLEU=4SoS!@^C z4ZmOyA&cZbvL6$4u{;3a=(yk!EaY)^LLMXymhEyODoTgRUR1Ee5fV6tc>W|gMNX5o zQk)@|$XO)j&XWt|qFHcB6kolXuAz-`mgS6rXuS>MgzG@fwSjJe9`a_om2RQi=ytl3 z9@5w_=MK6Htg(AQVzdwGLvaA8$3t|9JVKAsWAr$kgPhGNdeU4yUk0&AHn0V((cC>> zx~^ZwmP1!yxNQYn$yTw|Yz=E;C($jm4QITLiS>}`+Q>GuE$pH(b}QS)wzD0`5AK&c z*)AsbOSYTs0YG)O+{gB_CV3Rqz=QD04znYG)HHS1e2E!+7GEG|!@|zx4RRj3rA@v7 z+zShN6JNv^^Cd`rxA0aFaJI@7d^r%wtFUG)lxw(X;}`+!IJB=MSn>H$=oW3_Tlh9E zHghEHw({-#EC>hZ$(o%Uw{aie&v)_Nd@tXFM+YDae~2GW@FvR<%&4RM7;lqD0kt{7 zPx4dzG~RIrGDzq6d47Sn$ctPJ3u|zQ?Gg@QhB(G&;d`x|E#{y)JXf#=u|PD6g`!EA zVv$%ZmWVZC4sRAMqE##t%f(8uLaY+2MVnYF*2@iI245%Ei;cs?Cb5cd7F)ztv0ZEv zJH$r0Q|uDE#YKbc5qrfxv0oez2gM37jMZ_Lvh^hW)Hu~1*2&#^S=Cf){(PTL}V zvA#t0weAH7sTs!mj9jL->dkV}8Z{N6J37R+TwkHD)K}@N^)-5%zE)qSx5@Y+xnAF( zZ`3#GoAs^w7QMl;P2Y~4?$CGYyL4b0^}YH&urck|59kN=L;7KTj;v?#WBL*OsD2!f z#*_LoX>GK?^y#hAdPZMhVQ2Mo*aDsoUeM3$7xfu(MwW32>&Yx*wlU9`W6U)gj7DRD zvCwESnjmz#$XIMFF`CVqbx53VFg6;SjLpUt;~>sO+Rw_Z#x}#WY&UioJB?k&USqeh z$Jl4=Hx3vFjYGy^emZrk%Zq`yPw$Y!yJy6kP>j>btZ?LUn?+w9jMa< z;Gpxb+>J8NN!hA{-)9Cn0{lxI6NOt)KB*tKMQ#*91)H7H0DKpAbO!uNXBk@x*40gH zt~N_lTUje*Imt$wgAg3p#|E)2I2sA|eVRDJYLNon#g1vse72m-?nyEsX^I8ujPk75 zNsff)Y+6%&la-aJ_ zMgu9rQAk(E83><0Bo2EUb2*aROEi%~s2J{rOgme~gbC^zs+O|+d`^$=`yiQV>^{j>lz5%x5Aq4LUZFoZRFm) zSUwbBZa?0?Q#Q+P%}54!bRGtZZ!I0QhV0@s+X%!^>OwTQfCDHDPDkrS051O5<7$>e zRw}6{Hl~FnR+3h>R$|W^)N;kQ8@6&^bxr*q^1u!>Ow}UD|BkMv_C}B5pD|;#%1rv@c|`4LE)E*FO)9 z&S367d0Mct^5?$V6SNAi^LWPh&8j)bz&`91sQ=^+W%@D4yZxe3_`6nWQP%4X`Ij& zLu%r@USYd38LmewYuBR*)28LKnQ)1 z)~h=I&@Jo$q7l+@BW_<4Jqru8LfeEvKgUort%Y^->3%G{wTTg+13wBU44B%@vc7&D z8@>Qe-2^? z@?EeN*Pu$4kh@{26ks0>NYcFX}b zu6PyA#Fz*IT(E{5U}<)o^=!VHT6bv}J%=zs#x9c1UD|GqZKb<_5TR%#eF?#t#L*{k z_;Ybfj=&pTL-uM1V4h~dCE3jDXJ~8i_IJ2faim8L%ogJ+7gtiJM98`>R zXl?Q3Df!nqfl%x`X`lxPw5{2_16ZOuI6*C5O%^rd7RU$CTyTz$ z-!0qdJ{_JoRnvMkK_sD^a8Z3_KG)aVR&tNyo@74?&JY$*jsn8u96dv-?aN5*eh9ls zxsRS_vq^>ZJmfJm2Vw1MqsKKd2|`32_tD*G!I+m&W<-dD-Bu~YVeSSQUi}1p0uzZK z%dJ{XYH(rmGXWXQEiBv#i+_1Up~Y#A#gxswelZl5HzCAmB4QkS2t5XsRu;v`6yc66 z-pE~7-hd&PoXN^2t|jLotAL8q{V?2#(q?{;^f@Un=tC*4_-hoo%*&H?7Dh0cL0P!4 zmFlL z_TR=_iGRgg|3|_taQFN(-ugchZe{%|-uizDw}z^4>;DE@|6{?{&qJ*<{}yOn`X3Ch z{yn;?`@iAU|M&3fa!{4{kD{vo;h5@YA(j6>j;a3lqp1=UYfESz&)~OS2Xm}Q+m?|$ z&5J&1FQ9eEj)In^3#;hkX1T6t7G%1@`Q2Rc5yK|g?LBCHI5&;M@`K#=pi@g95k_wd zyB*@{eN@?SHv+0<#OGhD%jLT7eL}58w5|)1B57dg40EkFb#{g71+)UPZC<3wIWl*k zB#O}XV0^OWLcoW+fW;Om=72N=`R(umrx=Cx(Ey+rKu#2H0Axc!!JmX@*xp7T|1%_z z`#AFbzYOFbqiYch&ygK>Xsv)NG+59bv_a0&4w4aIV_Jip#X)dBi3T04dt0!Ow4mVJ zBHNUt!VmKgb-p32qA_vLPSJFL`0-W)vBcwm0D^QE!AAxdPhX0mLjE*PSZ#!VvI;B za;ddc5fzalD#g@VixeY8N~u*!sntk%f9p)5z4w2g|MR{iOlHoUvp?2ed+qhT*7K9l zc39Nb*vR*CWc)0PpNAWBRR)DV!_+~)TvO5?iZ{DNam~)nPWmOyPpZtY`&D_v9mJb` zv;2%5a2(6<*sL|J(Is@BTJF-RsjFS^1#@?lLPQIrE8X=AqcD8Ao4?=>hJ%Dr<0X(X z=7sT0VWG?*KaCE5>`_kqqg0-XhdO_Tuv?MdvGTVzU9`pJ{Pjfg>FWz7KTYO)GHM;8 z#&gOWRhD{<&<#{?6&Wh8e?S@>e0{V)V39k3E^^{KmMd*oGP|-472{NDaz-~&Pp*?N zt`oM2FEze?O*@`(4%^Mw&T{Hf~&Ol^u7dM_%_%7Iz1x(UmyiPabyI&1=(NMDp~O8tUH8 z*yF~mbWKa5dt93vw-R;a6;XYAbw+}NC>EPa8`IcQ=Z$ZORpRtW;qakr)VXBX*U93= zQY}1ceq~W0K8T&nTLBk^JMtdgsuzJA_mgj@;D~a03hILK#pu1V_!MWCnU5l-pr2_V^RT#RfXkRB{h(lz3T`)} z%(Qq}r>dP)PxcEcxKR_&R=ez!Y8)wX#}w1e*os=5M+*`G$;Z5StSUZ(_?C$ksmlrP zEFlJc3=uE*3l{14U^Yv9051tsM)JbqAFJZxS5#5*hE!??EUHf)$@d+*+uuz}Or;$bx;@n(`DXR`9$E&F`sV>tqD)zx& z9#I8SN(kp1@udXTC@Ww-UqFHrKRfJCsqxFzq$8Byi>H?2SdJIr9(6)Iy>%Iy5|`SK zVB;Osw{2JC=onx{H(z_2-tKmg4I9Pi6`5KWA6ws{M&UCvsyWuG+#HwMiz2!(zQ|>- zsl)T~QkSkY*HDcpQBES`mO9Ezn5v<{7y@0aZZ_tcRKa*tb%!o0TCR%{2fTJPPF^xr zTjqvix?N>&II358^B4FpnP4n~f5_+^R0CT|LcCT1~~OyY5r*P zFLe`x%FFEp^PwS%Qjy6ze9I95dKV#lC3Z_bD%!>Stq_3DpEs*P6gpCiZxX|(uuduo0>_5dR3B2+1=H@MV(b>t?H=;> zL1DMM`X#o*n|G!@u42dR9J4c0kvhyQC!uBgD#wvb^ht-=MvQ&MM4CugY$--T>kVPK z@ivsH5<9uYHk>P-Xd?pK5A)~SIbE+G&NyFcDX z<$4Ha$?uYZjZMZ=UP<1h_!Szsj_PBiOp_c=XXvr3^uUqVf8=ZV|NroO_J3`li`-W7 z{{!p`_c_zBQ9WbQYgDpTBDnim!WB~lE*tMdOMoIIpTgF-zK*NZBt=9wSFF$VPvclQ zhvS>++nA}kEz@W&u_kq%zM>WogdPN5A`xUOhT+YYc|m1PTdLC)&r3c;SChfk1Wn!I zPGSg1Id>-NJE8fVK~7Iu=^(F%7525E0p)xu(xmpjxigX^v-^bC-B}Rl zcgQ4@yIlPGh3ruDmO45KcKG3gE7*LCJ;GD}UEh{Eway;e_NZ_hK` zR6IK2E-;f9>%iNiQ{Ev(LaMEDI{+zz;hDYIYCho@q_kmh$xAMg9$gEk5&xxLJlV69eXu~aO=1JY{ z_Wqm~=V)(uoRFk>$1sME;u1 zseyRxM7&Z!ev0%)z@+@4nLE{hrsI0xX-Cxc;d8H+`-8Io7tei*=ibwm!{@Dc?}Sl` zE6j4tzptZS@+unV;8jNIf3oazB*lmrfpa26h`Mho<=mrB?B7SqKq}|P^CTI_RAyFmTwA$G1vDtS^i4tKeR;!bdpHRto zovovS7b!b}wQkt8a0CxIUAGFKg;Aa6ArtQbzRP_)UNpFIl+29F12Y1Wo!a40g`Tu? zwf|5=*Uvp*$RMQe^Yn~GH@d4h%&4vEk!`+H-KFh&#_U(j@{rxkX_%gyb7R?DH)wOi zjo!`6%prC2{P}a%`jmAv1}CxjlukW9{)md){I$rf_O`F<+h2EMce_a+xY*KQipp$Za18E&P*BrxvKguy)nsSGcjG7AmtnSctOi zE(O}-!YR8@)=ZPU^FH!FTU-<S8OM7lW>UdnGSuI10Wq5I zi+rZPAkd($SBS~LRlgQgU+bC4oW!&nz`#mckA3D&d`rr0mE?7>MIW%Y=RGQP>;_HT zV1M1xydSV@J?G~FYZW$3{dfpN>+r;LWaW%VC6Ux=P0j7f_ zC@XaAr0TS96Unt$cd8BE^IFe3Mv@z^f8$a$5ipWbX3TQ3>CGJE*JWR{sp27}jrjEH zok1+w=B`T3p$__Dz0Fh%&=u=pM3<{A*wuey&<@s9AX-WaN$URxeauQ^6P#_z##HWu z={bVwe<^Wt#vI{)ckpHFh#r9+-lV^5I^B9Zv4ebTOhMwqcetvc`5{~=S1NB6ipo@3 ziB6^~t2yb9DPrsEoJ+l1^UKNzi9W1e#uaKHw=7gt ze$qi@yulAP+p-GM#H>>X&3gY;o!){+>^urTmFi*BW(5^y8pqv2JwAOo%O<}FKFdr| zVob4Z*W+3hZvN-!%%e^!OW|S)w|T=4w7FO}!-c`Ycqx+Ck0aCt9%rEGpCwGq7F02Z ziItNxpVQStaqO;eWi{2YvB~ODTGu2dtyIM&q&d$#sS=5eZu&1t$H389o#Q2AoP;f+ z(0ta@)2HLnM{G4AT9a41Basd2x_GclcbYh8xdEQIU{RD)g5Ss8^j8r_PPqHCnkqGEtYxq$D*zP3NPZQ2%@rTQwKDqQQ>Ci64!y9?mTmT8b4`J1T(57xKsQ^j`Z@H{-lz2}8;sD;+LDa8 zrMw%MpC~=Si&wtnIwCKNc)G^HKL^$K8a;}tf|cIT%V4kAMr4aA$OcDkapI3s)2q!j zmIW9^4(o!-`ZDoY=?SPjriYSKW9ZXLzZzVc`d7qEt*Go`iq&P_d|WpFqS+047KhOr z5+}4>J*%Knovz?D42Re3*GqNTU|1Qlc=e+|@g8Zh6Eci^rU&XWfz+_iattjdC5kJY79>PF4Ig zufZiB=QJHnPDmVZzvmNN?p{#bv{(%>-bRF$pkR1+Ik+WL)p(kfRGX3sE`-SUvntnLi|GF)D5-x$KOD?qI{!;rs{y?!qno_2utElK?XAM2(cG*|(8ni3T zE6U(s`xmVnhOV+7!pz0a(q5O#q!D7zC*eLXV`iD5seWeajLL#@A)m>|)TLS@3#`ei ziZ~uniFhmAX#CyCM)ySIHGH4Qx6(540A~oB>~&k_B`b+Xd&lk4Tm7L<7?Uk9yW1m} zaVk&4e`*`cdoFyjoLg@gT{+3TX!N-Tw{62|k_dL{#{K$-O3&@|UspYpzS+f8P3^*H zww~Oar`r@YAQ)^XmYL}im^8~aCzdQn3$YD&W`yiG`xxd036TP$8m3!Gt zKkWjiu)Wo{0tM2osnZ3- z6Q3al{xm~)d_BZ@tXEI4Dly%rF5_h@$zVoUOCsh~ei7g{tLClN6Sk_yk$?@L$f@g6yA>vQaEsx7pHuT}*&V5hl{%3g`lv~# z_BdF^`Ce3yMGdjiO{qQZ&8VKYQ?K;M0g`AgD_G>6)L$n(6}ui|UqRG(ryFnDw#f9l zd(30zRX2ZaWXj-BzjRC;*6H#0iLd>bU$D@daBbLzv)0TFdJu6odh(Asx}R`~;kv-R zu5x-E;z*{d%A~m>8MdR~!SLMghxju>mkkI!5o)35K7u2ZHcTqeFL%LE|H9#ebVj6( zTgz*vm)D*#sOi%KYo=5Vn>J_|8;ZPuzfp$QS5>UOM32usHPo-j7K4Xg6;5JaRSJj@ z3vMe=om6t1j*k)e&F*SQn(1-!`X-mCqN1x3$(MNh2NhXwH{tV)sdAs)Vy57DPg*w3c z)f2^0Uk+e*saJ?V8-n1FN+wT=4SkBKsyZ8=(`#6{ib>-xy+=)VA5w5&arAhkW>Nt{ z-U_sL+c|_|CnIo&s6OU5NlL@Me+|aXy-;6au5TQI^!HgLuTyMUmXnThzTAVIJ(YeD zZ}+#9;~*0+#=k1Omk~>2kTE3UHn%|Cq)|ZqfFQbrtnFi?EJ7vu3i zzj^jK3c7xsveB?WR=cJ~PZuX5X@@qGO6} zx7(k9U+xA90C#)%3=1QR0dLyvLubLAe(Xs}?gDQi2^{s0BS@mVTy?{9$|hdYi_~JB zQ+H~8mqrS@M=#Oe(RLZ^K%x~_h3|{rcav)8pk9S~mAWHPRnw^-rnt{KTq}9*H2YI+ zVSbiDY|~4lvBCO=oEq*|QWmA49-n_QIZAVJ9oTqs?PKPw(+j<0i9) z)i8mnRL}^YI0I$4tBw ztlt`h+%Rc4n({|`*{I6(>?hgQ(L z{;N7hU77+?d?zZK=G~)Xahv;coj)+!4z~VOr%IlH3(mv}Tm~|}EQ;V(_p-)DGZ@J7 zk6;)yQYOD^C>1?Ke+9OO?+<8?7*MvyyaG4IRnJ0B_q^&%+4yk<$@Jy%L{N*{ zm`idd-i@C0_c)6PFM5Boi^Ud4FV>GmDyAOLZ)yEU?HxoxHnG1(kQ@Y6PG(HHpbA4( zBHdJ~>rcZ@R6ovmvvYqK;g@CWJyS<=rRvqHD0P_s^GgS;(3ddpv-MnW${6I}dsOhM zf(=4UjiLT2km#7ybGD@DZEgOSw~7py^=#;p90P7W=nJK&-*T zSRd8LG+~eLYm{g``Xhv#e<2y0J3&(XY~wWIKwn|sU>vXo$sNpDiqMzhMOkW5bB)=KhtoilBQ^t|^Qy$Xk( zHReGhTI8Icb>ki~!3me6pfa`u0pLPcC7N-P3{J|Rp4C3_B*Hpsa2Ny)|9!eQDwsT^ zkctvp22Y;$))QqagEeNjuA_3T85h8xPz|AGE&D|jDrh1&?8T4zT|BADFqnnISQ71V z``q6GeJqflUu%iS$-n=;r=OPu-}z5Jvi48byd0pR`X4X1L6MfL%gel5rteT!Yp0fus#PW=oQUQl2Cc-X4{{{%1ySHyjR+nU>Db_e<*uo2)nNh|UGuovBRY+b!DH zmvnl8SqVo)sB|nyr(*=5nrD1d?Tra_Ou}(3x3R`9^1O{qarZRz!SbN;pHbH^Rl}rtQ0?B7qC*Bkq?_u0;J3>$!lo* z@`32`Ma+oRR|jcyKEs0=(xyFPN>ba+W6ak)E~$GDs$K3ar{6`<|1XwTzaGH>8|u8& zzC{8W_paLKuSGwTQ!#Y51K_)&`c%BRP}-wO#?2=vJLoWGoaD?r=Dv(?6p^@(Qmo}p zrIRy;Qkc-{G2Z74Mx^Q6?0|}26N{*L>HCZBcX|L{zsoJK|EU|>)pbyC^Mu}yx@?oa z?RGQtGLk5bLrg52J#$#1qW1Epv6pCXhe;%GTQ7_(b8`;4`b8)NrtNV}2Pq`r7iSlH z$>L?4!RSE~$z%3us~dN@vX@K_A74Ys4r2Y5sV9i%iUlbT5v^)}XHyaaT;Py@$MAYfNqWL}V8_oH3~duHEiHdGuRL z%h?=>d?*$jE5uM1lN521&X^@3he6_RWLjOwrvI@u=VOLKE7x+vm3j>suMz{fP}Ce?RX<`r*O4SvWXVtgzZUyuS^a}g8Px*ZyJ)jP=Ns}91VHxJQh z4<>AJ<8Y>0uZPZl#~stxEYWF_Wb09G(iipA)a&Hds0|Xsy4)iMWu*nAQ?Io6O(B!C zDs#pBg;%?4wtx~lT;*L3iG7FrtvwObL3RjRwAX5-#$`LLEiC@qB4Yp&cB@ixi z)DGQ`X~2zzIV(4n<@P*e*Z$lj|E&44;8x7!ayNepW_?VlxxiwDfndC%%c~z$gU(v0 z4oGO)l^8MLsc!?#{_TnvUN}go!zVv?Ir~K9=B;Y4-4m>K#OD0Y*cY5$;Vw;0d%@}r z#82E~ce{p)6=sJ=$%B#pw-vFJ2((36eHK#?VS}vJrkafrD$KvBZ(d5^`1asDeV#eR zjPS08pu>X}qGUOZ6hr7kJ%c4{MucFw3fCb zm*Od+(EHiOe!A+fib6)2q4%re0n|M{O=3>|V5lc#516;uvZQM0*r|a-; z>_Me^w+lwv&y&5-bOi0XX=9d}>j@C?7-tZIcg`L_HHfhY*H2`rC!LK?crc=GGzTK7 z%sy8cU#jm3YLHF#sp_UNx;%x+a1t2^IZsrLno?E`p~yItyA5;&<(`mg&am0mII z*_B>dZLyw@_9KElNR;U32(Oc!8$m4jj)=)gjPYK)CVj#TD1C!-Utjtf^kD2xHNvjs zb~wuccGv_EEIHP}>&IJpXoNO3L7BM=MfT&Cga^NcA!ebB)WNtHZH(0`Y|v)Oe>P?x z%D8{<)f0NcHpKyatDg9lwinWJ`0reEza=5L{;|~$pn@Z_ksoxT4TkSLkNTbbE7omT zbMGMFmF$1k%+&;o7c{sO8i|OXG>KgQ(SAcLmd;=z=*Qie+=ZiIfcoh%5q({OtE3{+_EtV?;$alwqmC@SqV`+cs}EarC66*dqyMItfTvukR$^?LsxLT{SL;$mIM> z^k5#l&>uubs3CY7-64UpgP_4E(#~W1rAr9N7GgY*47I1|a(4liu+vD8@EKAN4jT2J zn&53H&9x9XvUrVz(PCWOZ!Um$eb&lvD~Hs--<7rcf4y&)Yd}BR<86fyw=;#>h5j~m z+~F_Ws#l}UmxMqk?K@JSr_D_Y(gln3x9Nxz*SJmgK(LDZy&}@b9YBM9!0Q~>qV4|I zNH!RFNY=t3P~f-eLtC6`cXgRy2PGmG=oznq=}(FXb33WM8-6Zz@eVku?=FoVz@k5x zg=0dw)S3R^Y+*16B1=F9vo40=i4cu{8GZJbX>;{7{WWYnThzeXO{%Klm)34!G0S4* zrk2GDlHD#osma5?KQ+E3GiCA!o!p^N@zqZL9fpV{RItC;m};0^{AX?!T5F{yMaI2k!42)mY_H-%}&KIO<= ze$ZhX+z$0hZ6myGCmhzUMbhSuEr-%=sBD8tWet)8%T~f&%{W$Ty)UgvQRyy zUs4Yc3QLM+bTs9h>#3%4{Je3&D;90UP0-{R%tz`y-Y>H|DwIL?2M2U>3RS$?uGPAEM* zej(t_6zTqc?wPavvE|i;>@A6*x27C5A5>BH7kVAwoGTfNd(VIf(xq%NG=A7{$?bsu(`CV)SJL$9%ft^os`$KSA{O0hJ)u_OAxt zvvU7`d|X95CkA;6vh25QENYKi=&givt_k2~)7fP8DtE(vxSt8h6A^C~#6gk{#+I2M zDf21)dGiGB)r+I|n9LHj+ua#4tr}JpKf1Q2jfXAYuE_%u*H zU>8OuD6;--t4XiB3P*xgeN1(jMXqiz-*>vz>Rq)h3#Xqj%k=eCGn;)X%)VyGPqM-N z+3I)fKScz7Slcy7NP~2hEW&$QY^Jf>NMx0n-qcS|nm`F-R>^zUzGuDFF5ZmoF{j7( z*!8O5mOYfiMDa=S^P^^yraHxxH8}W7BDrIBAu(nXQC!5TQx%RnG-cJv0+R_6~bz{c%;e?Mf02#dC|sLCGFAsnTav z$$(96gK+rm1SEIjbDCM8$h71UP{6ceQPOshu&C&FD5X{GGIJ{Xh2U)cIddKdc7L*U zl#=xTc2euXK5C0A^urT=yvzDq=uI0lNT`2zBJE+>__{bbFD`nAwRQ zQyD+0ygNOL&=#AT(|xe_=JTLxlW#T`n1Wv`U3JU2X#>qQs7_+v!nm`N180M}+GHC4 zq4YxPsCJtU(v++0;L`zA$Jcp!#ElX;XI_YV&E0&F7qvc)H>oXSE%4r@%DI$iB`p8OTDE8BA>uH zmuM8~UuADJt2ySl`(Dp{&olRVMA0E!`4i`@RKs=EPpm!<2f8bWXn6(*)v}<=OwRj( z=kv{t<`Q%BAUpQDxrcSP`idr+rEDcJ=~KL8+I&FLl(Ipn2RUGH_%PmM*27oj{s?Kp zR?>T3_l5aV$fdqhTTy;ZYe2KbT3CLxX`ot#`8tdUH`I<4WMWciXp3=CxZDfM@QbJ| zbl3`T&73?Wa)B`&dO*efL;y-a^#fjHwPz!p9?HUpJ(G{BJ`QPo%sUzRwbQr>EK*s6 zYs6CjOr*y8k0Q2W5Qgr4Y>Z!Pdzmh^FDg3%$d1rYxPt0E`tnly0*nX$R;a`q+H$b{ z!UL5y!he$w`B}sZGarXgw1C)$>wS{QoN1m`20Lp(F$c$mk&Rw||2wK+h`uNleARr` zWqi6qkgq%J3Hyw<1UyM^ad(r$ z8wK2P_Z_RZ5m7#SyN3;bvpa^m^8<4u*|!(^uM*hvD^E+rc)Pn7PeYE7FY89r@PWG8 zkL6tUYj~>7pIJHnkTz?W8cy1kG31!Z`_1Lc)I)4!_ysE1?m%+cV3vDj8}uQ+fhvT@ zh~TbSg;zvKb<%@{XIVT)c;--x-fRJJSCA5ow)U0p(nZR&d3E{FALuCFTzqD`*Cm}9Y&#A-d- zB(;pI8*K*bQ%sOJ$KE^~0&@uw-2rM$Xwx_0cT;aET`_^GJ!P+W<~JUOikI9*uXc}q z&0FEd?{O!xk$YUzF=WdVYNKB6{m#?BCm)h4C}@QHguEp^{P@iqM5MV zA|>>1r{09s?j;@IX_#@C20b{HWPEY-q@BIrdpzZv;=x30`Q9yK+5t7{Rb6#eHMZ1P6dU;; zY*FDNCxN6f)3{pH?gt!7;zg=#i<)apZO-7^vCH3LJ}p_azoh>FefG}QLy0!EEm2)} z!k%l!oUchM{Ea43{OwWM#cH;gR*3~hv@3wB#14whd5hoN>N1O?J6r~H^3ZznSQzl) zH8pvO9kV@n%C}GXeowH^brM|rfy&(e1)Y9^;ol?rjMvn#CbP&ZE<_%A);CX+Fd`ym z42WkCPnk*htTz*BOXnb+znnI$(`&q9ML?4Iow$KLi zs!U_N`SwdaNt1}W#s^i&M#YAuG@lu+D=AIXK)eCTqD!7d@3cPXR;b@YiEt2Gt|F7k z9&=mG9`usw5jNHQS)IW?9Wz5SgAo(ro|`)go0Ay&U)(IcKSCr@dh{byw@AMl%*)oL1GGnOJ>8ysQaBjmc~`#YF`` zhTmNJ#YnOm>jrozkl~-i>x6IeSCAfYe+zO)r}+2Q29iDs(0e=)-i}BEEIrct%R`_C z&Yppnd*C8JD@I>AzRCS5(!2m#x&R$KmP+fI!G(o`5I~EH2A7nV6c-Olm8LS4B}K{d z;^MO6;!}!CPD!OtEiSGpE-6i>1|(C(nZXsQl8R*UBD26xTzUkL;mvxLe=$xsXXtax z&p-krRc#CXnsq7F|p|yS(0_UvBlq{^*gXa8XG6+<}9qSJYfQaM(?Wauv?Kex56X8@geonqPyS}7%Bki9eh$*P#v>s`A|6zb_%&%A)y~AEgccuC`g&HNW~h_g@^728{HUFEnekyKl-bPWI3F$>gfU%`uV*f;UtX~O_c#ay-}8PWb>ONzf^$>WJ8M#F8|i4$86QWoSTW?YA%i#>savBopE98lXJDV47{JqofPdrwKK_UDxUy4z18ontOF?J+ZI4e6ay z$+DH^Bj+u{?K+!u)s^Ykn?BB^-TpgxF>D6>dzC|}dVqnjF>@qWYN@SCwSnwrC1*ha zN}ElpGM#C>8pj2-R3XZ3$B{gZ9%~rU3&s*v(#?!NIQ4X?{au> zycp;)OI@tu5o-@+N$XR{Y+Htluqntq$PCiAdcdl`eOVE3kBi|k^#npvBH@i7jKd3E z+&^O3deDPTIth;Abqv$Kj!4N-UcAf|1jiAVYBP0+g-sSvks>Eh%+R4OwPKL-|KE6R*# z)Ja>12Zvo8{Yk*ddMl-Y9?&+!2#1M!^7HmNjMly=xBl!CXiv?da-D9NjLUJgW7mrg6?(sJ-j| zv#97Ni2moNQjn?AI&Y_{#9!qbb(`=eAD@K)njQ%+Tt2Wt(u;{=F(n9JjFbuTrM)HFYL}BnMP* zLJfha&q*v%zk!)Hmta1DoNGOP1YV-Bf8N*$z8U(IDXl*4|I;8 znuZ5t0$(ab?{3TqocYG!;m*17p_~X-F9_}m%;JEs(MW7PnbJmMo2BqKYB|^_%7*Cb zA|znhq+pp&;sG_KgWKF1i-;utGg$pQz4wi& zNd|T6%q@?3;@#Ti3XUKl8}m(b$lZ4R?g0K`A;tp)lE68_caXT=@fSy#AE7<-2&qUn znIjGp!IN5dNbMGhGnuiN0-KR6)`kxvtJD*bk+?goQolDS*f&!Nr4;gyGcqY%t`P5J zJMXJZf7T-RuKmU#jM~UUt6g(^C~C0guwDwbbREau|2XVc^c{a$Fb-4F1+3e0?9}hL zTeSzjX7z{K{Zj>3^F2y({K>PrC-RZwMG|J=jbD4)-xW?a19ZCCB!c8K&NbW}jcsvL z_G5`aW@vM6MSvLkN2~uP>jH9aFmCFsY}MR`i7yeVl0kv|rcEZkZ4JM(eu(Z=GG{^! zf_hvYU=}#+XOE-&%03ov{`4b$JzU)n0{z3lqcrHGV`?N!2sdrS&;A388>5HtpP3Kj zHC};U8<7ij6*$@BY8ut!^Sh-om9)CSD@TP{ll#YIaQ)xcCFS?wRrHj~3|fSO0^yJr z-qhxN{VyTGoTS+Z0Uo0o@TGr}dZmg1Ui~haMt-Xe z!5(nDqUpx{h(ZS%yWG!hrUbJU;x%?WYo-cy|A6S0%p&s@ap*57puSz&TNe=*es~B9 z!cC!q3{q%AL0y~sjZnmIX;FQi0Z#z7avqDgr}aM#OG#j4X02Nk{SicMRbcRq`-b@hK+FY`YsZ+MGiZBt_k%7DC!apj3sw3$77&4_Kd10ngO1rK+xC!mGNZ zWKD3f9u+%JNr_CCnaA|x;lc(rk zSkvJxiH_Z7w=hnqvzZe&*@dKdR{J&T(WV0Q{|^PE*)?k^8YhVW9t|uP`bmZBp9N;A z-72imHf2T?#H!rS1MiSq9hrNYmcZ5%a6H3`O}d}YW+Lhp^#`30f$+<~e=nvsH~S6VniL(pf#O zV?%KI9ku}-;EBlG_ub87$5k&RlbPA7CNI=Cpc3PNu1$MYzV5OISAT^Zdy{tKIyUpupM$I364$mV29WT`8q?ZzD z!FUy^>J*97VpRnE5|hy6Wh$z(_yA69t|5(qS6P#EH8m1PT;Q%Nn@(XoGv)Gl{5>M4 zH*v=QCBW&FqZ1D+jdI~}?>VQdx4MBiEuTe1OD$(L$6^6>UsL0oQ{F@`el4+M@$@Fiweh)tFg~9d5RP&9t;u`FvpFxwIBupH3Ab>AO73*KylFID?`Dnkd%warv$wAFq z9lq^xA3Cp0N~d-@Tu4%FdT2w+#Boga5-#gi5fqU~ku!AAATbc>@l$8dxhgR}fl1a>P;0f#rKkNPAUcH1-aFx!?TqCV zLS3$;Mi-H%=;x06C(N->)tAD4BqFzOHmE2oP8*490hJC(xBed#nEDT#0k73Jp$+?Q z*Ucx_7wIEpQ=MvOb7DOk{Ehnx|#TL+2(}#6zWOwhGZ-_ z8>iRD!1gQCWv{4`ft}_kNlFh;LvfRS3tKRIoK3&uacYF7-HNMCSi~!QS!Z82ILu-DqOKo;-s0#k zH<^u1%m7s^5XgS_d6JJ{j2d)TL{Hrt8KkQ#-@@pJS}8V+nTA@0#S!W}N!rWrMs#ar zhocZvECc+iVTGYGGu9|GY}f#Ns27oP1nrbp8KjHx(Jm@%Y$@o^Auw(Zw4!o6)uY+F zWvc#Dkye;uNJ>Nau0$BJTqQb22oYEUOF#8ibll zOuSH62eDMu(8SGNvU%dDL?U&??I@$iPfXV)VI)ocCL%+2>B7PTwyNf+sdd!_i(FMK zL+ZAlAS=1#3U~`h5=_0fA|j6K5ik40h{ouFH_sYsf2@gE@8O7fB!b%R()fwUF>%FO ziiYr{B4~{&K^r1c5NK0mQ^Y(T*&O*K>E}uUk5;-#l4`?i$lNv_Mb3J%86ZGiBtFHg zT;3Tdy~#<*mM&e_6`9(b`lSAx-h3yA;pRr6dh=oAcZ$Qpc2%1ktXUNNgA&@Wli0{z z>Y|WkHUljX*Cw8t8q2-;1wWG=1GrBiFolDqoZWja`mObPKsAi?fI|Hz;j-CU|I&WG zmcIL7!Ep2x(va4lStqHMaGB7A~(r3EmjlBI1>-bijf^BUk&ae-nC&x zzS7J>Ladl80>x`-(T5_a zA4u)aiTGE_4{H4<*~|I#>-S->K|C(jb5Q1s_%WC$vefKYeB$XMa58*0J~JC&YGy}q z?asij`nZ>2!wKgvFzCDTtR(Kv15xto)V_rpiem~Oze_{~rv>qTaHG5ZKIj1hBJpyo zuJ%vuwP1eABW>l#Mu13Knk)II9;{Y8-uzGPR80^$hv+`sLG`w3s4MkFprMWe zF#ctHkmIIKpPoDYTEB!^VPF4159;5h^>iPt`1u-A@>uSn4{#CutI6%Z*1s!xzRqcU z!bc)wU#3R^@&hW@@u426%5uN^P=7P~w|*5>+tLG0eWN5@eQ#B5CB+Nd8Jh^7ULnEDz5%ZkQ)3a zS33AW|B}Jay7a(yFLTN}{mV{yqat<61Mvgog>WR|k-SM;G<%QV_6RT8c9Q9aAHqNX z_Kke8ke{|lo9VXQdgzB*C;3i$TxUcm zyCtT$E%JLMgOnEW8KDQcxh>NB++G?z3Pif`SL3em?v^eFE0^V&rB2>qu$FuH(}VYj z+p-Xv%`??BP#CP(lkpOj%~G_6hhc``IL(f2Pu88P_hVJ0tTLG&zg3~E+dqJ0$c#B z&^+muF|4EC9)UOSWq#WYZw}cGAMmUrBdd&O54N7YHa|L^Z;R0IvEaDZ;kQXm$MAC= zj?!q4YsJJPP(JR-tlz|iu8Z6if?9GH4Yx&JRph~E#N3#l0dwYw-V0qc+-`cY)%-Bx zG2c&cH~+;CBBU5Qgmg=L%>tsmmPxLQtcyHtS%Y>mV}-q2ou%QhZGlaG1?3xo5xtUR zmq9O*X-g|TuH~@bZfI2Qk%1fy*7GVqeFJPa0#+2ca=YBd`sdq~9{BJ}iqsOp(u;Ok zfh&H>d?9@zO6_!EQ|;t3VzpQmfzO7>t&Cuu&uu$s`(TJ_JHve`ee4YfEGQ%WG61j{ z6F%VHYx&f&S5{M|A|oZRFC5%DALBgL{POcZ7AzDxu-7ik!(D(CB1T&zXa4<1zK|cF z(B&_TfLmLo^6%gn-e?c2T!tLQE;;wcBG+F;Qywb;j6c2>+SO;Xn z4bFvdiD*Wi%L@3~4G)HxZ~JB!u5y0)Aypyza1X!IFGX{3v26pHT;uX+-y?!$w}v!B z;42%Hk+;YY!K4QxGIj_|r(ESN-N_AEX;T)C4h1V@$+w5t)5XTx3WV~Tk0*E=LYlX1 ztdS(r3XzhDgqxcN+48scljf-clW(;T<7BFgT>i8Pnd_8A?s1Pqvig00qz-pe6p?N$cII!1-1m?Im6%1HQ`gz9DBa}@Zksqcln*_9MH=6~H>?Qg-#F%7e zbRc&v61)bv_{bRYli+yaU>N6HNIdo=qocJva7{F%|kHV^l7xG1uC>{`iPCQWuL z(9h})`r1NfmwZ1VM5GPA$@eb=0EqH|XV@lr8v7#&jtWN_0xzV0A^ypBZ!8Rl)#LIs zx;uE%Gg}1P1jm@RV8W@tfDg+hhnV2QtrW(T ziS(j6YbWFF@^=C@Dn#@DA@HwL>hz7|JPFSv**f`SrI7Y{a<2v5gsz1nmrm(nM|fC( zCDJ^*G}sEo=v}d+0fP@WECA^8p+nN5v}IYx@b9hRMp%l&DH`AN^{xFD=dpDow+UKw zD?l#K2q1e1^6YW>C8cW`&%fu*im23VW72?bpM^V+`E8{(25;LU2g9l4>9{o3C@*8zwUrC_mvm9&L59$V{=3U3j&(b4nK;;!pQ#*+eeDXUpg_HMNWlX$hxUJFmeK`e$FXXvi5?%=Y zFe14V{0yJ#R)QvZ)B;HP6I~XWpDg_e@LF1+iSUIy(++IHnSi=G^n9NU5A6> zLP$ZF0H^Lc7Ia1QXt2|8ouTDVcko6=yjL+8+7*J3M}oEpO-kS0ik+3sUzP#p2f3C0 zrMC{|+!m3A#BLb^G9;kA&&qdQ!ix%o3+Zwv57E8QO|E`Vu|e~EHD{!tD5DVC5w7wf z%bn|#fcZiA->}^-T9K+U;m#4PXCgGj{rn0+0bSc7o59MR!mkSSWP}{AZ4stH^FUVS z65?rx-{W-&-pSWO(Pdi+S^*OQk8JXz0qrl(a@yv1oV;#jD}Z1$*tZX5n&BMz?h|Ud zPK}h&$xSR$p2$m^kRf3-Wd%c?lowecYER^)Eb#n?5nm*$K8`ipj_4Z_rBFhGnT4fg zQ^CiE(#AT75z7a_b`tdXnp=#wd=k42ewf!+zNFn0agOK&>db6MNStM>wbJ1_2G`}c zDgYuY%5d{%n9MW3F9bic5x(cJZ0r5Y=%oSqf#}Gb1TDDQs%Rlxmi)tQ5fV5ubJlkx zr?i|*9U;=l(g@?!K@A*Pnm4e(!%$VU5N7xJwvHsA|4kC3|_ z*TM9{^QxtrIHz4qr#nRa!_ek-lZTE>F;6XcmbSLSJGIFa@`NCyU*RgJtk9!dLkNUV#s#;#ReqWB!^{&@Hvds86jG1|*ym};9{k@9 zg(R8YIYh|ZFuxTQCD36+je>x{ArPiw*U>ak6OjFy^QVv<-mTyniEpDfeAt8- z@-D<>&`%idc06;KPj^65`62b8iL9;&79HRkU_HnYMo-J(Q#cdDWg8hX%ON^RpFF-t zHe&c5A1Ib(hmkTLv>y@xZV0&~rqd|9Q*eMu3mAo07X-dFk4-!w2ayaV92_VXb}K}T zf!<2Ta<42$Tcnq`$XxhN&H)gF8g-38Lqs;9%TcI8u_)vlXi}ccPgjfq zD<**azZ=IRpeQt7?)e@SGJ6R?zA-3Co@}=pM%+gy?v09=HnJDAeNO<#R;Flog|Zm{ z8A)dhfOi0vjlg@k_n_a{;X@3Ozd{UQP+`M`d9kSXv}IvrLA`$T8?u2+NHA?HY@ZC3 z-tucBWNHT&4nlx|_g+8|B5hmbfMPyEn*_#t@`@0MNFb0d6ircfpKvhYv;i`2WiK28 zeQsqdm9Ulayka;yZrB-~VM1)z30u$sD-q&<(8x%_&7B_+ubc+L2*}qgj;x1JL-yDP zp#j}qw(TScPjr*c zUQ_#)<9L=or(b(ezX7t`Fm>~yScmjtk8bm;jxF@`D z3R$}@nPLkNM~+KUX*vot8LJdj0mbPzV4j`N+;Kp_wdMz#%TSMJcH!9Z-zgy%|*%mTP z-ZqAV6#a*cOxV+KgNDl%0xN77W8C@>paNDoxEB(deB2{nk?q-gLYxO02if@{ ze=m23yfJNd2-(|e$sGV`lL63qp`2w~;nA|fUWr`Q7TJ{tn=nirKxKVM-5QUgiWLbv z51m88pzmX`<%I2m!vomeFc?CTxg$ImLn6nAUM?PP%{xdJf>CsuZwE#@=yB|nY=}Px zLl$NoM`lQA1VX(?06OKL5HXC^2DYJQwlKdh!uPV2>r@CcgwnnX5a_|AriX*f*yb5AfT~Xhe4`xW5ZefpBc$ z1O(wlG27UxcA|}!!>HZJKE_RYpL&~cc$D&tpq(WmZP#I;%p*Z8(f>o&*O7#4kH}>m zkT)=JyTo0vW{pf&;4C~`h>CP3NY;x&;Zk$xNoz8)Jf!mEjYefItp9eo-r+a0X@z`* zz2r$XFa-ZvcJQdQC<2mlFnuJAvkGFZq1Y9UTkGuTMlw6=7+-Y z`4!o)?`zqiAP|%+&zNUJAmuNK6e)1{g-iNIm!!VhO#!T(NJ8Xq3)nH+VZ_< zWCa_Hw)ov8rY@PPm}9yX!^(F_=V)nz{1)U%Ip{(8piyQLlDM|W11`@tWE~w2p!%+c>g}B*-Sw^IR^8bSE1e+3gFCydk)Js=2x~2+ezk?KUm~u`2-$8p@bkY z99c`0hj}$yhcAj(5Q=a6RBzlPx}fYjHgT)$-TZWVNjM+&=Xs1gfLSmBP{;z)4t=yn zW#1#760*TzCNz?V`j&Y)fd#BFi`<7yu$v(-x58E&^t(Oqa;gyMtiU$kJCI~eyMu>$ z5n&TiCM4nD8UQTR!eWI0?xkUT>}Hl*!8VBTPFX~DaQ-I2Q_-)s!;Oe`Fu(U(A;e;D z2~n_%x-D=N92J7{hjs0wGI6ycis##^?eegMmAh9IcNmXw9i86=ugnDThlW^NrpqjP`OHS%f|%Vn3yNq3 zVcBX!7zxe-uBZ&Yr6t@BKzxti$m97bK;12i*voEVECTFVF};MGIfe|u_dI23RULk} zU?Gj6w?=q~3PeJ_myjW@0{m{U97#)9zE$?1FN&GGvW#sHI^`{6EX6v%ksZ{BiQ55j z$j>vbUlR~`((4XHxyi`xjYjW{LT2*Ag;C`=h3dBoH=REeWRiT_jr78(ig0dFh%V)mgRWOI^&?el@L#b>#^M%;T(Z$f$`AenJ z(RSt|_whFW9H?+K*Z^c(Nj%XVfRS8(Ms=EbjiIp3jlvLz%N8K} zz7RI<+rdJwvMsH`GRVGUV~6SqkzwG!Tfb6yxaxm6aOzw`{8xttTAh0idR@UW7xpzQsGf2QqlCV3F;6eSLX%ksbI+q~ zjK1&4eXjjiaMNc}iP0cUL8n@+&Mf$0Zue5WlAp8X7w0Q3&s=JDn#l`^B=XnWrp3{H z#Knn|uLP`6XlkeVsjsJRic}qOi-JXZB4H1>0aIlq*aV7Gq2Z3G-;6jHoTEpZt>&<~ zi?qAwaF^)krFsRPt@aOO4A@2bvv$Y3{^Wl61Icmwd&EIME;W=!+VGbC!LHsrh#UKh z@pmaaD0{y$;l1HSZ=d~($$xGhZ4VpiDeUqOCZKugg8+lkyzkfUM*E}fXgwM)^K*2w z{A+j3Zz}U`m&F%5b_Nl1rk@#I_DiP=M&sH%x(uW_>JH$HPbh9s4Qh9ikL%z6>>$%% zyZcGR{3N13{#_RBArn8tKJGnE)CDD4YByb#wUnPSoIM38TL>+U+%;!mQl2(edQ+F=bVM)P%U69o5mGM1N#6 z7p?SPHKWO&_8^&kK*~ZhYT_5|5S+40@s=JWpr2sQBT~aBK>iGagS{({{)l)Z(ua{J zb)3tt@ZHRJOeW#(A>i$83C=4h)ZJ$8db>n*o2im2u+31mVnOsBA|mhbu_M22NFybm zXR-r%{{I8j)uIO!|?}6F{{>=PC-R8#-E*delw2`IJm#DvR)Vyo& zmxLj`znxT0eU-=%8yN&5;bmTIzD3vCkcRx@X|Y%N>Rg#tq&!$-E6!jv{O+`;n{O$D zYx&oxknr(jeoSzI44$#%hqB)OCd-y(g5)w|r1?4KCq*-#3z(BMbXKl7N8>_0QQ^2hEHB37QW_NQKCrJw&< zPqBsPh$iz~-<59jJ>R@(BA~|_eTa92#vB4qjaUzW;-an78qZg$ zT)*%6W#kfzw?5iP`d?ky`f_8vs%iaK*it#s(kxk|zUC$4- zsB|oM`cPA$61hS5`St&YvM+&;s=EI7ZtuN2OJ<+R>@(RzHj)rR2w_bO$S#5lilX9L zMAS;H+7TimOB!K>Ck6yWL{^K4h=_=YNEHPwQmYn~A}&>n{7|Vy{@*(xiv73$-{+rY zmbbtA?mhRM?>Xmt9JxrQMZ?j{X&&uL?dGKqYAc9lcJ0E}`YoVxfoJ$KY@pJbha!_l zB@6$f3p=0Wn7##COKPk$=X2pq%%;x7Hs;LxW5Ac3$6a}At?uMn;ZMGAb>=*;JM&)7 zb|$BBSK_bO?njP&xF`7s;mkRqxf2gCXJR}4?`N*Wi`1F?fw^*5Y0kt%cg}I?Og_h4 zIp1Qlli2lJ>PoC;&g69AN<58CzfNJr4s7tbk)5;B>djr@Y!S`K(mO40mu;-!5cTXQ zm36nve(^oDg&iQ@fv|6hz8p*#hsja83?r%?ef|sLMa~p-B4x~fL=JZ-Np!0Ux`UpP zLFX{lV`b;ZRnUx}e{V~ncq`WIR4>pDrdnEgtGI}UJ0m-O3anRno{D7qc}3=nQkYDo zqHGgWrW{k}?Klu#SD?G8-;M>H20;56BL+(kK~qV=_M6hVjZ!pcA#a!4-UhpRvdp>? zHhYWO0XKn*&*)!DB}tPla!tp9XbZGF<-u6SQOJ0UXaOl7wuXwfiX1df;5DQ9Oq%!s znK&s;Tv&&{jEaW)eZIqU?^*``Sq3w~emlWnp1FLyG_jS6!tG5mx#@GT*NY<}b2J^#!#P|{9|(_$iXb=n-6O_p%i7fQp=oOG3@>|-cd8M_Qi!5wi%3&oc$5*y*Y z-IzEDZ)!C-V790*MtpvcujwQs%ApyAUxFA z$hF33RVI)+q^??WRR_F9Rpf+nK6adIr)s&y#!~KlNocRA^kj^w9T+rAkn_~Mi6A*- z7`u`=o}-S3B2|*k4Ej?0bJC0dW%@9#ZK`PY90WDJ-025v3aV z-`upw$8Cm}-=i|flawUVOY3h%_>V9Q#v2h;YT-5p4r*a=O|$4W4)PR>pIMA7X)!Q{ z%?%H0m$7Wao_?g)CFY{8%$~X+_6{vio}!J3ztAQOt7P7ZKmP#;Wg?xS)TuXZC@HqRX$p&Md+BegmGAw-w5^X)kp>;uNS-4(+|f{K(5vB{dO zJP1iw4~c7FPNxmoh2eY1S{izcK&anGwAq&7thdu_U!>JqvUo`2Hb=x;VZOge%O|B~ zX%#C?-4wiI5s80^bff4$$qTBuR<|fdqJ>lbuw)8#SHG7{BPfK@i#3BQJkU-j500=c z#xUC0HHMq7qW9C%81h+D*U%vl$96YwCryT1_SX#b5vRtDX*@cc9EDqbmW7V&ZnNPb zeoXpWvOHtTd2b_|cS|@?YcYFpW8c7-Y#&ZiWT5^mc!!J~EIM7W@yt?czWN1CFf_Ww z81cAa;CW!)e5v_j?a@kx0siv8^7)po@jX*UEL_QcBz)t1S z%(iOQ#|TMbAZK5sEBjWZ#)oel9%?1$g(i0e9c2I5Y!r81hvEv?4vAcMT8v#skkl-P zey&5MzVRxhgQ}la5*=HUk7^}4yW3h*FC3Y~*jD0sjk;oA5LaR@N50xsnQiehNPTEP zR`J*xB=PHQ;8FEeusUlQcsD?TVqUgH3)l`4XY2%V#V>az&M~Jh(F(z`lvxjI4rWe% zflW4-o-k}gHxqXeuUT~$$u%#yi#W}%zZ6%PZ!OjCPKBL`s59YlCW6jHVdfQI{h1F~ z=*_J1IpaQOEa6OKI}-tCBJNCtGJBQ!iant&?ns3%-eVQ0tf%10(hTJtSs%w5GTX8e zbO0thMq4dUNbnXOLzZagqKwWBK&h{2M%wJ?j|7aX!*VX4Bj|;*E#RUG*9twTly`gh zawI^k#;Ci9 z<1P+>bHl*ydPl?HGj>6%rCm17g>e`?s?=uF zfH7toYEL8INp{S0naK_Y1_Yvexd5X&e%s{|UeTSm z5HOBV7_TVI1e*KI2C24d z1!LzPb&ibPyBhQWWt?{&{O{x!wre{KlQX7kCmOIpaYJX!-@USVg+!@COk;;7NRvw8hvcXUZKQMEcph-6f0f)#*B!T!<&~iAsM`f+;`9WtltOc5e4@7s|a_SObp@ zWKhTk31m2vnC09~E&bPXyXk(#g~G2kXRbg#_^+~WyN^WM$*|Z`GB%thBcsofRO}vr z6Whc=c>$B%}EI63qmKPOKpf zFKKKDYmuAKbC=2O_*LLcR5e$dMZp0!RFPtRc}>z~H=lT1E4C+;jR;!VEYaO*H$Qk> z%O;Ixq8E#$o+iNoqeE9OC!y5CB(j;{0qrxg`fGnB{1shWNoG+oIt{9TTj%2>M@bj#2z9UvCPVDjql{1SgU%X+hzEST(F@y5Gy_plc*|rYp8)jIkF^ysjz_8DxSp=Dkz_|S@?0B1&>+HwJmQXB-E$bE(# zuV)s1LYV$DNG4E_LUMex=4908KL!68kQYIb7~Y?!Gj347@CY3 z!_RXL)@yrm5i^EpSB5b%`5Psf&gC(X6z1o z3qdJA>vB@o$Kgm?SCPv;2LrNwRIY?XMMd_Nq$0SS%pmYN)$OEZ%V}Ys>Z1g5u+WqA z^>gUp1y+O|Nf($yqT*3hrA84|2@+8z3+wP&34zb-xx=M!W%vWt8ZfIeyN5Z1U3WzD zag1WHT#2R`#G3Tj9TiMgn|*q-g4D$h#|=*BMNa2uV5Au6bjF;{J>mz78@SK0@51F2D=J~oh9`RzZF#q=l z{NLB80%o&O9vmAYWf;E_S`E9PnX&b*=z%TE1?q8=xTpSi&-)tApFph@ZI z0a5k%XOI!j+RID%LNY9>(eB)JE_M8ahI`H+QV&=ivr(LQDhXH1W>y_2n@J{9|tGE?6ouUY9J>_&H2nfXhp9RQD^$N^H7ijmQeL-kv zzg}4)U1-V?o<{ve$7C4&Xa+e6{y=bURUcQRj(BgCM^QNIJ6spsB+xoK#Lo=NV(F&I zMgTucNI#!7L0wfCwTen1zo*wtyD@G!1>mVHBPdPd#kJ-RVwoD6~3S*3WnzXPf0D$v;c{JsfP-e+XkVl@r!l7-t-(z*l^yb0ytkAgHq ztd#kuVDp112w>((66@_)6J-KBI4WL4P)lAQDmH#i7UG>}Z6g-8R14T*kB=$oXCHJ@UgV0H%QhT{z|I4VAM zV%;g2dKw3Ga)_Q;-Y(TfACXo%>W+`d96;5g`Ht00dlFcD@Y1>bTesC;B_X zu>p{uy>%vd{Q0{!?cbs6*F%&n%yE`HS`czCFJ85Ze_5`YEGr z;tc9Pi}DW%|B;CC%LRaV;B92Qx{pJ&2d?8sqK)r?g55pnn#}J*l>bG~e5$KU0iEwy zs$T1U$GeGg%|LeEl$fG!v#+60IoHr0VT`C=5~Q4GBlxHmze=8BovV#gY?-Qs`Zojy zQqTLExKuj{C+t$GcbC5WXC-Zfy*r<5C8*KgPnDdp8g*jCVU}EL z0O$u!0ia*tb)B)+&@%7qj5f>1QdofIqx{aSrGhL&^ZA24!r%B*m>vSfV}sjNrjvP zHR}M-l^>u7=LV?FuAfCIQgPws04*@nK?q%qdj&Z)9l@c~pdB!BQ3U`chVCanxjdxu zcsxr(71#L7GL8ydU#G7ExIV;Eq!ZXbAPbPjF|AV|A(*;I{7u(?0GT}VIRXPgttZIOfF+z-VNxQ$*9kA_A|;QYP_gQ^eu z3mg~kp2zy(fL$1`09_N9eK!BNNpldl1qCS;yCde7Tr7rNZ$>w3gGfnw-$mD$dpBzV zRG{_8A0f`7VH}N6!#=jw+_(r%O4l+*?o{Qwy zpuu~ac@mqcC;kQvCDvX#9~T)u z-R)#L-w2Q%kz0rx-UA9u1zNuZT6JvUQb_%2*^aeuBlLL%IJF89I{`2oAvf=85Kw6g zzF?zF`2R5-pLQc=<^WEo4g(1}m-T5kMk4PTBn)fF#{$GbE3^Zsc!zja_J#H}*-j33 z1m7r}p~do{j!3%|h_Zw2W|=st<2dRwvXW6mx(yK!bP;$Y2+F8j_z+?9$!rodLZ5V(pc&M(5<&fyyy66_mX%O4umnR4kIfe zwZVc78ee6gC?HSVjs?8{;D^Ak`FkEJXkq{qAUwKI7<$)$8LJ)`l9PAG?lue@3tR=L z7S#gAgzo5tihUz6C4&JC=kjeM)x#*Oo=$cs0_Vjfiw?qK zN4z1Kk6Lphr*mI&I=S!}s7JJh!9sy`S;$_-Bu82D3m(Yb3UrxXXuh~r3k7PhV*$;h zQ%RcQi;-@#}z|mt^Bd!?{2)J-|T5H#ykvM$tbJZG8X*icM!htjbJvbLTZXq_> zG`=TR?n1ayle_?J3JV!*-Kun4QYgy{$1B37(Fz4Bj-QUhs-xrJ%-nZA%SDI97c;pPbYfYf z*sslLquBJ6Cok+uMzf1Nt|ai*LVr;-SQ2;V04(;ok{)*sSp0qN9G@%U^(J!yh1s6m zurEL4&I$Vqx&mvC)_Ee;?nL8f;xq9nRMek-ajl<;4zO^#Mg87uVgL3)eJxin2T^xy zo2+TkVMf4sFcG>xLzy<4VgIm&h*x*o`pZ1p%^NgZw`)-~R4nkztFdAa!Qa%!{O|&n zr&XcqjZLISj1Q;&Mk2SP2F9<)hL@2ABy=yR*ZbPO1Vp_U{EBQjjJVGLQ-!}&?Bid+ zo`S*gwOmLaqEMw;5YW_Z4@ue(crw&aUM|~3>L>@Tv<0SACrXMVKZgLG0;aoBuXql(4bg1cBX}M(YKtWyPmIA= zXwaZFJ%j8_HlS@`B~-4eh(qsF_jeYVIE`B0(86j~QcxA(CSXx;({$L=>}*Rr)v;0o zADtUkb2kkp3Vs-B(064GchPZt1nMJ+rwQm+yYqx)95Njv^*9=!j^{+^Qu?%k7?R96 zfM?lYt^J3SoH@s>FuhFjE#qI)D-jm}7%Me3B@s&n0*K(cF+(Oav@H&p6 z*DoPQ6qjcc2C#_$L9Cps;B?Sf>VUszkO$%MFFV5VEwd6h0Ibt5boc@4o+7Y!a+nns zPZ=wj!Pu)ri?JS}!{j*=@)Jt&ehUbnNlt;dywl`4D}F~M^K=IAoUvSBBmA8iuR%rp zrRnm287{U@x%IypCCbKtEkv~xj3M@W%0_mc=obJv5a;+L2Bj=-j2#^ps=C5MxVL~xHzmx~`4Pt{>ugqLjQ+kow z3<=x)N6@INy1CCVL^~g3_h{@L#+QqO$|S%~l$sB{tmQbpG@t4QxKD8l&;zaJ-!Ep_ zM3^7GtQC-)&83$xMxYmCsDs!OV8PvB4z7WehNqK;HLNIB!7Zp=LS685GF3d8BMOP@ z=H+8qF3R+I7|(+xpsE&_bH=j$aEIQAV}&q%t1`HhmV)k=txbg&5P#%OcVsJ+#54;e zRx)2~FNwyF5l`X^?hfxJuIL;1{swU;AI17(#2cH+vQd-G6Z?Q966;xZ&?MQ(Rk|lS zA4=m2niD@jeThG^VC+%q%xTvHvB!u~M8om*h>1Oqo?!3MCHi}G7hen3`q?V_V7}!e zinoaqS83HC5l2k_E|7_L=#K};7m%etvyK21%EX{RtHds?s+MO9_}{>pb^z&$uQKS7 zD-^9Df+D6-txY9as7Kcsk}w69nudxqdWg%|N|GLQgI(kqUb=3<9?eU-q;I|8I{Cqlx8Gt3el9sRKdc!!&y$@GEJoslj{P9^kYay&6p&09vrF;x~h4AY% zC&DubQz9IbEWE&4GoJ^~dtbOeVzu|_bixc+i|`PJxAKMP(5{k3 zehnKO;jWm`jjt#2A!1A@f(Chw5ys9&591Xc9Y57Fmv1prQ!SYZ?~cnFEv1kI5v!BO z;3&GE7^U=2#K2L%l)gQzl*NpH(!@Q~b{zBPdje8?b;rEr-9WD~KIxc4W&{2OY7Fe$ z)<*U*I`UggH{um8-h#C%AlxScNyJ=5rb~FzrpxaUeu?spi-AmbAc$WBnV8E_-cZlr z^v6)E<|8rHq7<^T+`h-93Ah!PHdkUQfaZg#z`g?5WA^ zI|ZM1FD6H(4}AeO1}JL2!22|V2G3mvU}*B->6(gdhFk4VD$RTce-hcBs8(ufZ*sSY z_)w1urKu1op>fSX05vrXJB&=2s46m%BT#^hXHn=0=@AnjLtQKAlvYSiz;RaPInt~a z_$3uOfl_WhE;(FDa4|Wdd?+&%(#3r9b#0oH!@q0L{_uyP@}m+|m+wUgiI#rvrt?z` z(cfi9o*|L=bW$ChkQaZRCgKYT3`)q0c2XR@xhVPqDGohCa^jm1pYtf`5}8NB;cXy| zUeAJwmmw7Pf~) z5idW7ps!saD=LJyMLOPB9Tr&at3vAmxUx;`MrEE~BB1{P;Y|H|hwS{`af}{6bwzrmxJS#m zW1*ZT>4ThSCR`|1g@Arqso2ja51x-mC?MU3)U>r-Y!^fo7>pEKm|X?4LS%A>4Fx>V zw@~;2tMF!3^?2Osml-hOlzoGce)EGjwHso<{xnnr)VN&_32U|sTcdYjiASJfVfwkr z17VwJ=K6iw$W%l2gmCz`h2h4=@ZH6Ms)EE;(m!$ z4beVdoPcKd8Xoz3V!FH%KKf(&R7(r;Tn?j{;Z9P0%-BgLD%p_9AU**=na|TGP}NaC z^^cbb>uZ}w5uP*;^*xZ^P7r3Q(nC2ae9b`jd4oAOkiKek1J2#fT_5X-HmD!1&{Dpj zHTEMU9B(D-i8fGU;YT>1C7?1Vz+{Dj2ZgBi`hvu$1$xnr=xn70Ek-FxQ6JFTlq%b= zQ}0&}j^!FlNyO35K&|1y`fND>dw2LEjv+V$#Xwaw`w^{TK8&D|TWLQbUeRdX6yKRn z3m38PIC06qVErE9iJbtRi--kSEI1M@49E?fKtiVjHd*$)rg!v<&R){-{%^wWmn(lM z2s_tx90oG%9i1Ivk4ZXRo35ddM^Z;efr_F8P(fBkw73-zCf#d?)v-_rU=ycQs+P`Ol`1Om_)0?Cw+as=>@%%N{<=P@_u>920PIyERXusQtO z-hqnp=v`go^GS2~+=1amq#-tk*2UJ+Vgya(MM1x=Z;)?EdcTC@X6RJQ26^F3xRdxy zc>pOX+fc~}Gwr*Yk`|D;?`Rt432>1?Rh}-2_}Cew#VFz^41mF@CZD6IDmFAt4oj9g zg?Z*>gwQW%5}iXf!*$k!`F69}mea;M4zKv8jG3)~k&pD_I?R(T@*smTIn&Y^g~SG- z%%ssO@mwmt*D&H2(sz)vmT5*eEp#i8F@yX`Mc6Ij@o}jpb!$Q0k{)_{j@PF{Ys3-^ zPHQb%$gt7g>8ZE-nbQ_ZFSvR+|QIV#Xxm5H~kp>qVI#tI+ycs@5&mQ>dR*D_uM?o_k z62xr3X2or!9aDMkZuIG6a(@q54g2z40|)N-TS(FS)Lk;5DkJDd!wqki2;?!Ha|dQD zuvv1Hhj5$mceJ=KZeTRAENbUkz{N2GDc~!;W=c{E&}<7Pwk0>R{L~HE)en(y@9RP% z#`@1slgJG%#sO`=u^)3qy8-{-EQ_|q_>DHz0^@L|r6cSKH@%nowT+lpliTTjeG6^C zGd&2_i~Y!oZP&&hlN}qbL6O&*=}JgvoRM$}DtBVd8E+!OSR@LB;Mw81DG#rqXKQZ6 z(#O-Ye-o7vJP*n*MU2me-}qBE@N&42ZCTRQgIl!MNubwi5*zsmiC&7FAJ+@WFazAV zTLqRzXy$RO*NqNmuWI$}LNvXtoV^eLswcKGTua6U`vM9wYeSW!n~lIkBoww$HWkxJ z{z>r4Lk4VAp5Z51{d8u1SBT@CPTgaQVP~VlIsl`CYyHcU@QRi~wxa+I*AYMwL#G7s1Pm|=EKOvTg*YrS{9z26+b6PO65ssUL{?7B zM9rQYZa;M4nvE4G>VV)LmheuxCZCUv65y({)ELMT@f zXJni&dZjb|6wJQIs5|^LmVQY*k?q78e*#-gCGO}LcXTIlhYLN4J;E7HxnuK)J9LXX zezz-nyDNT6INIorBJ%JM0P=Z=;eUd;s*?XgRCl}FO#Z0xD;mB02L3pY9U(WVuwko3 zx-h}T5X*!X!~IjcjYZ7LTbSP(fmKQQh!|FzWglpXR2ILm9DBgPEwS-y!`0uB$ffg1 zsQO`%Kb>m6?sAEK7m&)kU^AWlNqzf&ZZi5cO>Ohby?#E@5`FaOC3-6v$`GdY4X1!j zhGK&I`O6yWVh`%{YP=Z~Rdh3V0%RL^LTi+Sf)1%&h`X)QI_}AF9*w29|2CX*z_utt z9^bX0nipxf>R}Q2-*4o9-Q<6}kDsqR_3!sl7k!8D@5BX~7neT`;`vpAk{wj};k(0U z@&EUm@$|k45O0Zof$-wVz7EF{B4gLkWyUgN^v61@{@GFdjZP2i-!u6>APNeTOPoa2 zA=H39fD%+a5D86n{KG#w#vFf03m50X_mpibfKY4{5!zFzp!lA=E3C9EUHLaP)t6mU`RTAJ-Z-TB>!Qz`xxGF+#ok^`O z!|e8<<_|qXd{2JjZh~1=p(VkjG`Kb0_wGuUODT)^5mL?PvY*9V`k~g%qrNZ+ z-IBwm031=qsM+s!HZC>VS2o^TI?P{wWw2j!ptN70#uvRQ7JUH2`!y8%xQ)VY*XNT4 zl(AMo4AR!nfLzbP@k-e6Ygn?{$z%ZGZ8nrC2lsn+?h)cI+bl1h%atl-O5g-v9%?H`aE0I<)*7mB!9Y~4>tskXIAvzKoBoImE^;Bq`>A-NCT)SWynO%Zpc$JC4Eg z!YWanMfXV^<(1&5gJV!lN*4GtYI9f+72GZKQdItiyr%h%DP^KxSE|a}6tNo57Badb zDjfhiav=a|#-nA^slJy4@>`fEGM}6z>rzO2W30Lxt;`a-%itZ#@LwTmsC|QYnIfF% zw9!T^mZb#zK&9GTda)?9HsgvJL%!=IIe2V$RxFAba*F@Kd_|ruVham~Jt%Efy%&xr zn6UM22-+S7H=aYFh&AS!s67j$=KknmStdrzwx|kAn~+e<8|h^;5f!Jms|b}r*60y% zoB-^ekLo!D_+N&7D=suO3y9u1ftWv3YQF92EU+9yvq24oIXlXk`FQW z@(a402o>vo1X<$Q%&}ZnTXSbXyU7x7vmHXOY^9f2*sB^Jg$z!O1%6O{Xr%xqyCO%6 z$MEom_NV%0BH)$F!DWsPSLV?C9uPT9A2l-_n;I-;2uEhisXMfV1{;n_*A%JzRO5T` zV44iFH}$3$T64oYNVT56Vrn3@nt6-&6K~N0Z4dR@a;pcn z8~|2JkR`Dn@kvFP_U#);LJSdzM1~CAjr6PSsCb6@Mcert3!=>5QStHbQ^43iOVKrS zG*S>2YJX70Xht8^zt#{x{)(F+1fjVUS?}n}^%azc^UV!MwCF`|@a&3{daGrpiU`|= z>^Mcy-khc^{}OCjBKDFS%h>%7&-*#ep^3GTyAc`rB4OQ) z`ZNhVWEOm)6-0LM?CP5Ez2r^FAth?oBjBGT=-Y&qiEqv8KGAxdyPJng%45Tun~L?j zne+gH(FZvYC|B6Li@LlI%fLl8=y75%AY`TkcrEw&K-F(<^VSVX> z-c*`5zl-FXKS-i&{BTB?VD03oYyuJKD`t*17k{aFQb?jHawf{1i7IEJt2@!nndt3I zRJapxb>edmXQIZLfIFcy^A!v6xgxVYKI5;JJu^!>Ho)%Kw+WSbl z^BqO|^qJhBd$XtDS&5=^`w=KvXAN%yrgh_!#IpkNo^t@=4n_R7%N2A87s_ROLr4T_ zKynC*pTQOKCG1vs9mrZiTS^hfHVTLUN6j#*7datBEJNm1N3b*OqzOWqb_%OfG;217+V0#GMPVi@!-u z&;aV)HGPB()XTp_#YCT7%0fG?Kv;dJxHrbxVt!DVNR%$$A!Iq4fYZQy4TEIL9*$Vl z5&ByO9o!=Bcz~fKo9^n3hTyt|o?}ivrgcM|TmZAm(2~kjV&;ZpS`dOmny($xlE{Dl z@|gC0LLeeFV@v_Ag>D2uMztoUWQOS(7_Ui=Yt>njdK6ltQ~@9|X5Zu5L}EABAJ=a4 zbSzW4f^sk^vrCv8?q{{cW8U~b+MJX(yTKc~C=eUy3SQ|C5BJ9Ij0DU5@o~@60L7P+R=j$4t!v=OMa73j* zA=_#VRFT1URPNp*5bmq+QclUJew7Z!TqOgV{Rjvt&PPGgl4jwNb}u`R1zJdjuWPzr zYXd@1T!}}huedN!n+*1yD#M55Z&7lbQ_p6i!;ht^&|SZRBo8p?M!@?~5L|;d^lcsp z`;C35I6&x96>O5t8-@ulD+glfq?@&&A&AFE89gRYMEfxY59*Wr9L)M*4Z%x&RQP7V zrW}Ro#GHbHT#e@dt+fVJxl4`ahetXf@(r2`rM}ic_P&~pg6SLPG@AE+r`c0C`4bmq z7u`pEh11~?yfaW2k6svx-GS6g{HR7Ous_}m-{qm0FKFp(s83neU2y-&4cHX#RRp> zlQ|f8bOCq!L6ozDT|AXwms*h$dad0TMDId@);@BAG*MOB?Y$Xk<1|0HpR~aG_qePD z)R(1lr|@mcLXe_3X44aLy7aRWyPZiZw=9$m3nk`W111i_r{L*^yM|q_KT6PJeuL&3 z0G5d?VDCcr#W6k+eh9t|uBTq$(Zpd0ng+NN+lUzHWlhC(utKu%m>g~;Uowh?{ZHJV zvy$j>2Bwv6G~n{Fz^!F$C-Nsx9ju5LXon32M37FY`ctuTXzH z2faUX9lwR(0;+xCqvl5^wNUCWJleNZoHmq_AL4^9Tt#Z<6Wp*n3-aF@w3QUgUJMWEbYxB1?Xx$nI}q zl{=C6&`5V9exqN02o<7x!xpNd^~}jxGF+4X)dNKXRxn@w2I8x%4EK8+-2^>!w}RAG zNu;NqgXX{#6IIQE6&#XO2_MK)z}E`eLK+wsnt9}(+MQjjFp3~gk&%qpdFY*Rlc?|b zh0hI;a26MKiw5*I%WQ08=OK5ut&IhsZLDl#x2C#;%DV(Ay9VpaLv_*Y>T+LkZm^*w z)V0)?e_pVEU7!n==LSdn;s-Dl{mvbG7GUO!RBPDGHp}2D(uR|v>L^0G9r|q2LMC0< zp9X8$_!aa*2357z=MsU{+!JziVfl7MUJoAWLBRdcn!0lZa^DmkT78=Rj<*3F?Mhug0?%d(QDknK)b0X<#bUM$SF@R3tn1_9u-Uuz5+RzmUNIDpkvroNF=(6CVY4t zz$^iAxXqGzY<#xBb7z>un1T2WgIS@}+o6wW=As|95kVnb8ucI#T1h|vOR7+`>N|#M zNwb?%UA#r*+1(oheeylATwkSN)g-d z7-WU5d{FxI_ng2onww2);1WTjfu;z-wcY5bk_5}4PLyJWA?zE3&N`FqvO{@0M=cTLZ%huNDFC#NMtPpbEsVa zoKSita0 zK!bd1P^s9U4R%x31lclxZ{jdITfmePevrNpWo1D(y{tOHtu}^q&MT?aNky&jdGQV1 z!`_u4LAp%fJi#f#g;;uh43DF4A@Avq`D|$FZQ?JSM?A%UA>M*;=%PrlaTRh|cF^Xp z2qroZNgcvNmw`4G-$&_D@fvGJ*3@oUB}`y>@Ccc3n0_Fu)9^|T+65r{09_}Bo;Hdr z8`weqF28J+#gf_TsP?15kCET&9N5_sK7-$a>GlbdGIBUNH7g4j(5_I(z0Z*t9jt*% z>P3RFK>3yM6gX)Z*|hqjEPRYuiyQC&gI;QFAq{07UDPLNpkGPA5ga*SQrteF!kTNB z_BQB$A43oN6jTQj*m6`hzZ*4rC`zF#%nN1ceFF0-LfBJ?t;D3h13~051l0(5V(Bj7 z_=M9%Ds>CrsCKUQFa94t&A^n?F05CfEsnv+nTwGU9vl3Cw30s0P+NQi6vR8&#dt8e z-Ps;lvJ&ig*?SQL2rv2bl9ucsJ9!F$-RJ?(LM>G~gq{UL4>4XgtqF*(*U4ejj)JQ2 zGdIGEdM51m8)7I|lih~#6tk&bmL+uu0?8#Dpd8Fwfo$kl5Fk$2JT!vbQ~YXBW0Jzb1s75CQm&6RpW*u8R6}q?T`bit zdod~T_bd%Hlt&&Q72$qY2g^#rS4FZbW6pTQoh*+(sD#J+#P${ER}Ay!&7w%X3oq5I zAV0ayvXh(-u?7P~%d*=rG>e!K#;k}RO?!X}XnPYdX;a9P&^bcc# zgM!@uO5}ho#9mPmKS@&!)_@Q(NExYzzu?}Icc8dy49e_Y0z2XxrNBSRjKd^Zaz01& z!Z8UPujYO%&HSJZE>^-WRbd+H?a>1;8_~3fTwL&yWSlDiyUsBjzvzxB4~@ zcf|k_y18R9OQiQbe0*LzH=S#_FyAutZsv!JS@g^j!~Ad&%fcqVTwq>NPR{-JO?djv zMd6gk;c+?xPG`{R^gEqCk2B;_f8KyvnC)~%u-2v4;wv@?yPbXj7p^mFvC8jq`kYP| z_Qm!twF^FkGJn`b9SZyQ^~D*GG0MvkT~7|CZKdw|V6Nnt`z(3|$z5R8gTzP=eYm$dViA+6f!SC04_Evd&5Tp%RPcE2inH5`8?6|A%&A@o1BM95%E7I5Gb4hO9noJgm5UV232sHjv+1_ zT*dyVJ7y9limBQ3@db9=s8Vl~^FTtAHv~`^s4$qqV6VWigQ>`=Im-sX4;(H>Y>Em8$c1E%R4a2m6#|7k3SIF9?+9_=|gm>$_!_Rfg(vyhZte+<5eSSK=uInBIqA z)O%=87eF5RM}u7)p+krEgwv*esf5!7F;@RW=ph~OER-2lMoY5|IM*X@~b@6zDf)JzNpP=rU57zUh$!xR02@#iKaz8tP4S&90lg82O!fo+Wgyv#3!Jz%r;c2JK^S{xd`woR;|);n}hHP`F| ztayOF2+|UOLcxjC#|0Ho{X}(9p)1AERg0)bD99kFM5klJ(v?ed0Q)(@<~XNbn|gqF zOYbB8oJUBY-~wOHsL*XCkxSoJ#@Aw987)4aBN(F!$~*-l4KAA!xA6P`X#5xX;wN-~ zs4MjAXmCE?i}8P{f|#9yf4%bS?X466y6Ci8S=Z5Idqb!i;HD`9KJmQX@w^PiZ4YA0~ksgJqa` z2BK&FQ2{VG4Sve$`zq4^ZBTUSYdO?mBnrF++Ma=wHC((Ij}tu@pnip?CoS&9CJ7ba z@qqb)OHZbjQ%`sw4UYeV6dSNTHQvZTsZieF4H=Ytmw!)b8Cn&c23fo?SOKY@wpDY0rEm>>4JXR@V~*-`I zK=%rGl^0C`ga}%hMGqsQ!X>>(8;PDjodidYus>yh?HFMd!c#Jf!r*Zg(7}EY2%x;E z?1>DBf`v4C4gHoI0Yj4s(VeM)!Sm^#H2yaRswXd6)OV4Kny1}*iBu$LPV_3LS>e&w zME%Mr!!O_|JZuo{X1=Lcu$!94Qp5u@&udz}`b{8kfX_zd4&YUVPI4^47yOuQUcDq$ z9Bb;67#K|q3nvB_C3+Vo21OH1Wr@M%i9w?h!z&Zb@x*{+VraMc;Mo>%3ZmC={aV=B zfZ@dn`7=3{+{f4{@J^gIkW#$_lA6OkV_^D4h(GcJSiLeYeKrnYQ-zV)sKWwbubDMI zJ>OZ#g#$%7(4d9N>sV;s;M2pY{C=e@8-l!wj}P|j9;&)ESn?DJbz4BPi+boG+s%+$ zr$`)i*({v<3J(=(G&|E@RV$Q26~SXw=GeRr6i^=m znJelm3y_askMYk)Sz($zSVUOx6`q|xmy6-?30C1KmRU46Kl9V;3j@vtLW9unDjzmG$6Som&6H2Xjvb5I6 zad(^E$8jEe8iAt-Wm9v@7*0bu(0pUkqTQ<=vziJyo5(WF=$^Wt*^N@i&_T) zad$jJqvyBs`#61p(n~PGeJ`~g$ROeR<>UCrykpcqq+?9O!#p7V(*u78PUv^(V(F?} zD4C-$*xZU>I_4UB8t%DmOw=jJKp;&nFc;iAg`m_)GLVA>5Nx~*aeJ+NrF0G5j1;OW zi)Q7}(9czqyC~4jt*cp0SGNTOJrFiSj`3l z?qS}cY_z7){twYilI_fX8Lkk2)gzD#`)M9>~4yLBrLNANU~0P(GOaN5{! z>xuF*gZbPPbB$F7HKs>FQRIupBMhb(1E(Lra0kQ!`ecP;I5eE$Ygtp{Aa~>rZxYmh z@f$s{xx|?ri4IMM8e#O|Z-@ZSbdC~NkZvHgR4y1~Au9O{Z42p%%mxoEHP;07JHzn9 zv7m$=1^I&Q6inp)S zL8wo+K$kB5yxLGnt*<6OJh(hiROnCShK9Rh|3mz-7XZ&MqiDQ;NhodJ^qVVvHs!v6 z!sh`prI|0TXVVk@>y*?2d!tS(3^4Plhz=(%40bKFD9E@T5xuWBMDIaLF~ATkzL{Qw zE;E~$Gb8$>tNO$)D2aWF#PqMUK+Z<(dZ==h;pgdghRh42dJR&r zEtsOZ^X}8PjX^2nY>uR`c?h9z<%j z>LB>BqGSmX1(5Y#aZBim5wS&>0pr6m=Uk1fZpcV=X3*aL=X1h|F`alVoAsLzY&q$= zbaIUcHmpDcKLQ32=n7yA1&H!EZUA?IV`ak7aM;Xy=Gg104RUCmQaZdk4p|pEWmkqHjN8Bja`vUCv#Rd*SS300ZGSL1-y@!J`a>E1+L&;Sl}c7n(2?05aTt zCtx33r575YBg0^nLjDVeENO-UR57RuV4IHhcIJZPHO?+_F$sx5Xi5D^vDYhx^{&;Lu+ZikkBLYCkD%OXkDa(z_LP-dkQwu5u4yltO1GT zFlXZKP7=$b2*$M+aEXc6-~kw24)fBaJ|g5rE5TpDJdjd&{u;FgfH7m}()6iyWp?(om1V!RwrnS4ehfqC55-s#2*; zh)t67L-2T$5du@uWekP|h|e6k5MVctIZ^ zDgop-Kmebm;F5$+Rlb>tc76a}5IPLj7M&2IZxKCz!b~E*BUWp*a5zK(#);kqGm6Jm zoDD$Wa~6nQ!4HBd0yOe}CgPv8N2ANeZy1+4-@1rjjA%Q+A^jU`&j(XPj%OP&JaAUS zASexV<3(lNkcpf42OFX7XTUne0zw}m?yK1d-}4Od6Ios4SEPD9O+fz?eh1>yXOo9% z8Pqm;2|_Jxthq@^QVeh=DgYuuEqaw{m5)*=!a0M1;JwX*W!P&s9hc>n++~9g8qu#I z7{@NwSIeXE=tj~7GtGUJ7ct*pMK11%s(2zBw~x^bE2d8?R34tL_(Mr*Een=_lHvMp ziDjt0a)2xs8v(h00EfxN`_T`V@RtSa2*GZ%a81!ue4xQrxvCzM_#O$1tBP8CvY_r` zpi_WinV=>13ox);^~emc76KX+KA-Mqg;0%>ieUeIh;PC2!x(f&<<}SEKXDosK2w6PPW20b^%U|0p7sX2xi^N zys=#Xn%{ca+u*OJvECLv%~2Rq2#5H!3^tdmzEGy15}LkoeI3YeAGT$-;(5g?RB z^AHUSQH&^QdMUt)Ds~C0vi3zVFT@lAJOt2Z_(@)Pmc<5dC((hQkoeH$BziwtO2Lrj zy-y&i=dWC;(zgTWM=2w>O2P(8-9?8Uhw`gmA_CtI)bpUMeOyxY2(E8liQtNdvl8Zu zeqB8j+>&s@!qX?DstLO+3#1d2lfn<|;$Eq=ijKb{IXwSVa!Y=KtW~q1QnmET!y^fV}xyxN8uvgBx)S zIwq&H(cP)oNm}R==CNYkp8^|3>8N$a#KX**1B;|$BPI{44v$07uDaqD0+v}nZSral zQR;bKr*`x{Fzd8|Ly*CptUI0JJ&CM}*_PE1#b1LL5iwfKY1PlAPf)r;%ZD~2EAN%e zPcK9s=r*zv^PTmw0WR2-(`6uaIXK2C59g+i}gXf750F}nWmya$ACf*su`v2@>iJre}$v{3NfiboSFJ} z)mjkyk)x)g5-2yh7&;}iVYnBEwTdvfGay^xk7}~PQ5Du`FkB*(V~Ppag>|sS&Fm6A z=bArbyexrN>PZb4lddQHRj`04$%CK=8-G<(cl}S|IwwQ$jPMYF$*Utl0uo=5Jl})d2*vN5 z?)z+B`l@GdUr?rBoCjot{z)MgZu+UZr`~AJHRN*f5>E_#3^NP=4f{PfdiZZ}NUFGdvM}~w53!jj zc7?sgOyf3~Rm(t7QyBJq0K?MZ(czL0N+`_eZs=fk`61#DPl#=7rW{8rs(2h!mjf|N z3>G&=5Yb6l3H~pn@DVDLSE*u{BwemjYrYqvTww)nWR2m~5Xs~~sBJ#npa9=D<}z+R zP_Fxi|Bd)7*OOo$kYf&8VJwh<=-Mn|x%@!|b{*x*IKl~3IKVOe1eB0L?6NNq+RJiT zFzC|J#S!%bL`hBmur6UZnX`7Vm>n7b!jbHH5pI;Hk3E-w7SO9guTM>MC9d=qttZ~R zbKN;eP{|3pK%bJFaufSZIAY*_R|+hW1cr3RAALqEM63Qd6Wb&N%Qosl=w_Q`FWmlZ zmfr158X9_0Y*H=)Vt){9 z0JC;Ob|QSCxw!FpL|lQ!sJM}#ZIl56?>!UHj+Om@m{AK13Qf4M3Bta85G5SRpf9mN zA(&^oZj^}4y79O40P0-)ipPZju`rob_#C+7d5#7pgr!tR!!KKaVgdAVLsO+`wKHFI zOfKp>mecQbtzzrIRYB5jqntX2$ZE?e2WI|GU5so}0_eTPyVe^(LZ*Hxh4tBGh;f z;XfEB#NeGY48KkjCi4?0R%_iuK9iogpqbdKTA-0ew71C$ct~$FFMk=iK#nTil6sAY z%Bq9?e*g>Ha!6QIjzP!uq^26efrf+5hbD{bh|7_Ve{pYq3y`(HvJMZ?H$-!E)o%$* zBkW@ak@q=e(}?~tgU{`AO7DXuO^TiofLCT%GHH6BX?{c;DSM_j47t8=O}HrHPUcqW zU50&6GVOaV_1%WE;<4*J#ks&Ye-|sS2R@Sr%}C`3MW>O+N%Hd5H1-ylkfs?RH-PN^ zQ7L|X@nqFMunz!eReCJ-xca7^+PPpgLPu4VAO3(mTfT|J`n*ANYQcsFpk|#h6nWT` zEmfNW>BHDWAqsqc2egf3A@HB46v%7=)@-q$XXnskAQx{X|3C+0%NHv#jG6t z#6mq56>OFtJ(Xg`bD`{c82Ue}L1SWUh?Cr3ut18d(JCwSZwSQE5SpuhrcK9GHq%h! zSwAKr{2tbnF*k>aYxtj0ZNZpNORHxT&Pv+X7B&ziQMxd$vAHLoMKC1F; zW)eaOAqfFO2qEnIP63fk+_zd4tx{|2h={0&h!IaMwTK%cr9!P*cdb>VsC7qcD&Yb0W?&n^v>$WMixD$j`f_#j=4o;PgqSRa3m|RQo}5goCIW8cMgjzMQ^h(+n&?rWMVkx zK<%uBKQuRltJ68&8sxQhe zb*8dvi2=5N2e59?sajTQI}w(5(pkkCq~=>HvDm`dC|&oIs_`Cbb5iA>=~SsbQmRYz zzeZG!!^rnMmc1_UG`>PFE1y4)vJde@QNw9TT`N-a{w?Ji6tqfHCR{6u{jm~}Wl)nj zi1p%S{iQe;J+3cE8xwPI7IhP>k3@_l2otMmH71u;8X~1nU2e}xBog>Y$p3GZU%Kie zl7i36rq-0%meZ#U8nMoklwQ|E8n)q`M3#AUAnT}qOuBc9PkMyAuXhr=+za(Ffgj0+ zlZ%8gl}^f;-AfiL%r)eOgY=lgDILlG7VKb05Ckrsn-3>3GyM%w&h|6mIy1qqlGYn? z;`3?=kZ%luwO=%FZmH1C>Y#AYeuWC)(|M;CrkY()lmw1nw}yc|(|OaZ&Vyy!n;N4U zykPz_&fK82Q9o?d+b@?+!R^YED*T3AVCQ=IYbJ*z^~GA?mrYKvhp=_Im9F35=BGWT z&;Lk;^5c*n#}r))*-8gOd$>S_2Zemi+qR49*3&xM$Giq$=2MI1i`*6h7x;0kg60R; z{&S>Q>wtnypj{JBM7Q*vOs_mz{fw4d0Z?za0<Dv9SHIU|PT$Ooqq#7ziD3z@gB&g;{ zx}w7G?fFzx9wf%a4Ia+Z6JWdn)^dp6Zs>4wIg&2U{Ghgqb^*t-HjLu| z=r!iFsoT8gJDf%3GgE!BnMtt7?P_RovWVzh6&idhH$LW>wx2SmwgL;FQxnz zT&CP0R-kOMQ=n=Zw2jM-fp`8%n#TD`SbJp4m^ceZSS8v6!PF-@SsXa7Rduz#P2f~% z+;u0dI>U-%u>!f5b)wv7t6(U%t+93pgCs>{7f51alLgW1BU+qTHzP>0gBiM5+OfbT z+WL*KFEIfNfe3C`R9=c0qQRQ0OKk$9)%YHh@}IbQvhDzo_PSN95nmGJB8x@i1je{I zUe*M+M~_M=uV1H=X7U<`msBDNV4j=V>1;@uXUrmZ_%+_b6a4LoVNM-l2^ce8BGb9= z11oMs`)qIGFz0OVzF|&xk8)pKK0P>wi%I*J)Zk32IiKjAi1bPs<-Xc@tamKdI}vY5 zMv8@Wzf`hMCfQIOt;;3)#iKQYK$1bNxxiQoH8=2|on?HVqdxfh;t4NP0a;sgcOF7m- z)LgcR%_@fe<~or=LBxzn!U&uN+(%bMWhyM+*O`7sqvZ*0eIRBqKbUY za9u^SzmEl(_QQ*ylr_8*qJXJ7ZSVBqPL;zLk_)8YTQ}S(i1WN1!#TM5xrRd`-@KLo z->>R-v5!*iyC4fZC<7~CS^)`!5c*eFwXa0MUCJpDH@L;kw{37kAtOZQp2+-OC4a9_ z(j=b4n1KLg@>>lT*k#oSDm(>$Gk@?J#HyXk& z>yI8}Zf>P7?z8Pp6lZ(O&m8p_aI|}DIX70X0js@(j|1{s`VeC>h=se6>U|%8bC0z1 zMrGR9c;a3}QB1GCwWJ!J7q8o+Aj`exG;9?o-sS$wRr%Y^Ad*&D>VL2c2GNJiRi&!s z2ueaSiOCKVFIB4)arR)T#(YoDC59L(BW``WgBPfV$PwI`DU&y6m9aWwIgl zJCcFU%VIGC3tL>YkC?5mnvWXd_~fxoQa0dD57Upy=M5RBk1kK8fp8Z^FePua)v2c; zuf|2&E6G4yV8|4YSkqOiG--{#R~d;0yEbK=rXKQHbHhM*TbqKr^h4Tn-(m{d6wf>E z5Xr$D)koHk)vTYnBsI`nvW!3yw~kbq^7&j7IS>)>jKQPf^hA}nd!#cyN0v*HL1L*v zh70PQ5hY=O0WPob`i*kB>`F@kd-2W~<(yF-5pQX&nmZxYe^k7sF*9;KN zuS=f(L(}{9kPjtHeUB@ficqD-vubr%eMy(ADN>E|UK{OH6pG+F@mxnU!Sn(&eW$=T}6)-k8ajwORl)+x1143@RV3dFQ* ztR_`oDgPv+nQrhXTig*q*{3z!Wz0l5cdJm_(6APv5w26T~)V5N8Vp(IR%m9DfiA2bmhQqpGz9CRr zAKJlU3ojwg>dQt}*Y`a82_s(Vkx3|%a6BHNi;~G61zKnCbT{d}dXKYHoc}FLKDjJ& z8a4c15J=-Z8TKbA<0&9zI;oo5`ZHDzeYIV}u%)CNnC%0r4@Nv{;HOg2r-DtQB zyct_wF|r2r0R)jQNUGijWrYvdeay2}<(p*jR#=z?h~R#s^_^xSvFb9_dDp*%wN508 zs)j7Rj78;lhrMrjJ&`FpYl5X z?vhp(ZThDC-1JnWH-`H=SN|43z4N{s@!V1;pq16W+Pz}Ts8i%9+9Y?gE_AAie^^vM$lFqIPk8P5X2bx(m3NDd*1)F;q$ zNlcw&m0ao`W0BhkTrSSMT>Kz#P^J3rlYf>bUGlyZ>IdXXDtu!`6(}-~A=Rmhq?Sh1 zjdH@yJZ=ihJO--kRD;-nC+1|ZP*z}$gWDf1eIgP$T#5U&n#S$UedFd{bAREJJISKI zC-(zd?u<$O8fn*Vc{ddf`$=2R6Y0)zh59i5o?B@PKTqr}8savu5saYXP=jsq|_RCloU* z>nG%+=4RzB#DQ+hw8-N!v>MgKpI{kTH2{xUGt|v$T1TMmht>eq8fBSqms^PjZBJtG z1+rGyLg{wXG-psnh6Rq*BoWAG&>o)VRJ&k@Sm3#no-^GU)4U{Mq%9UFs#l0uX=<$c zs6GA=^uyY>4+{L9U?}KR;J6*JZS=MTg!qu&ByLuX0ZIkG68ifsowCUn!Uie!sR(5 zmS)t^LJHNLd9khfX=#lMChqe^9BD%KRtlg~~WB(YQbsV=oY?prA$ z8$_e)O!*Sp!UeJQA_z#?rIQb;0I$;E>yR(x!~!ulQg%bNkLgDQ-5Yn4xSVu_-?@UW zqWXT<3fosY#1tAB=^FcTD}%oV z#w(fu`*eb;eh6^Le*Dr+@^w?B&r(KSYscMz7Ul3=zA{LPIr>>)V;k3EXlTXpb0WJ6 zQmfBND@!wC+_YkEl@2^DTY`Nw2_F5sD$Jtz%oq8!v24+cjnY&d z(_ZdPH8UF5X}mV=fTGr{%LMS=`EROD@2)r1nDVmx4Wc!>UL2L5Hoxllvva47%--@~ej6JkiM)IMVQ~!Hvj(5Yc(~-(wVez4tqQUr#tri}?NdX^$Q##Fry_O*0k(>y z4MWEJXrF4g!2^OZ@S5IIxpHf6z>$U9#8Fi<=2V?AAv0)cZq(`7Gmn&yDyuOmCoEkr z_aOQ8vW<(2KwK(tw(O-^hw86|8fM?3tQtP!8oXe2pE)+Xzmw^5yH`J?mTmRz(J#{* zPp-v?F<$j6^PuWI;U} z-~0?`d@u^(ocoR$sqzEX0~6>|z2#B9E?p4!IkTE~+K3VwTQ!YlM=i3M1^(ZWT zDVws~V)=tbObSkPAMJY#tco&6k|Tahykx6?QNN`$OtsW6@d-}iio^}q`xaqUL#&Y& z+yn;Sivvr~*ynfk;!@uG0ILKXhLj}p;xKeSPGHW$G>hHFY?<^ihI z#K;Vw(bjGJAZ1c1ryWiDn6?Oki1*Z7s4LgV!tlK^KXH|)ftEPoMzht+c<6QG$ea*a z?sXm#rCii^{PAGvWOE0+qIh5Nk7=GYhk{bgH!6E8$k=TJqy#YUN6uk_Z#lB1sCTtRcNx2dAzoGN%Uo87DHttr` znk&9Rtarpi?gYOaOLxvOh0aYPzgI@OsTL^jFGo66%}?oMpSIM%^N>MMH8L|VN6$hd zgF-8_NL06XWd>%sekX^5RiNdxS2qtfA#&B}CuOScgiQNdL%3e}S6DoB!&_%sjBl}H zp`xsF&wLFJ^g69ZOE_}7>`9-9Ym{uioQ7;Mnr=mmn1dgXfbsDdY{bM4Hr6H?k?Qr3 zI~^6p*DUpWC6~}sSm&-1y8a9dJ9)NW$g*{056No;1$9Pmv(+C~j#Mb5(WzgwJme&|g4Nfave>}wp_aC@fN+*dv|M}_d$ zS1}ehDz}EE`A8XQt+gt;e3cG~>?-w1S!Yh!YY0O$uj9Z8!w)}*k{`ib;pC4dVlz!R zKGxOs>rD>nQ*B*kRR2^9lq0oUJ)xRrKfu6ZjEB~XPtg$K)N5Ob+gUP|dq`*MSI}j7 zlobrCT{bzK8$@Y(Pg7KcbV*}&>t6D2=2Ksk&w6`~a+<3DqVr=O6Pbm}7I&poWS)xy zU!wUW@bYt1({`_BzB8cipbR5B9;J3&Rg5-{lkzsRi)wkPpUzajGsW1SYwcas4rO}H zd}mVmPrA^*l<%J`bS*x^Y$=zG`9QQ;LGHqxGLV4E8L~-;nurZ=?aw-yJC@ksg8B>A zi4MltO3|)VlamNKZZKv=sXQmuqdJyrHu|_1Y!OG;)@0BM)gBz6 zRE;hd(YGB$$;7I$CQ(Nj5$Xe_Q&}^aX%O!5&Dc7LJEwc)ebH-Vrs;K&9{!+E4-4BA zl#Sm@XA!Xw1yc`l_Ou{!ViTJ73RF>MJ3&+ok$7GFzW7F{&7?X(kGd(9Vii(O2vnF` zej7Ufdfk*)4`?eulojkN6^Vz)_2NZ+g>vdh!{*Tk!v+FZf7i{B)y2B)G0}q0StSa< zO?JACsXf4I)wA%%-C%>kH>{)#nXikKaC&!H!J~JN_A+t{Iq`fac4xaRF>5bs37cDI9iCJ~RVbaHF`Yshh>R{PFp6yTZlVhwnzH&x}*A?hh9XNUDR`vG{~E+xNxSkNUm(;}w6HPBtTzlPw79K83& zduoXH^F_{h_!|2bISKExML?){t^1ArrxOl%|DNVcdsi=Z66I)BIFbs-^Wj8YIL7bM za3UU#R)=G`a5NjKiiX)BmI=qB;YfWr8VkpIHjZb*v0@}y7mnQMl3JMwN(FOG%aRs= z{9(J)AE%RS{C=Xa#6`4^!$mN4S8c_t9HS9ai^knc+|ja-eWW`;W@wd4kEJJs^9;2@ z>7>@Xo%pMKP1EW@5k6Z!C(V7_jz$weS-h1%7V5R(3F_9sZW@ogqfRXx@{w`aZ}E+A zb%*QbZg(rXtVwG3;quEitFJ6r`QRolYnSKV<62Y8*2S*e?&^Vs8bbI&167;h_~guo z+M|_ojLw=Gmz+o3&Qi&AP!KYbwVT|j`hB>_pX&BAjLQH`0pVoy!{aCmEO)fmp|ktdt|xuvpedx)5QB%bTd912}<= zlVqS#F#MXH2X|W5s{(zP#?}a^H&VPwRceiTH!N|gQYhH9kFp}IfvMai)s+|%#iDk}7;s$N~-f|m(ek~%CJT0=3X}ni^dmFwxhY@7Kua_fYB?{*+Y2AP*xak;54NcbB3Hy(%ji_CUCE0W(+ z9kBt<64e>2&x{D1Ic~al#)m4uI9GRAFbQ!J0#g+zT9K6Yu_D^oHVE{u%1G&_$>KTD z>aBu)m^GN|=6F&EBG8;hT(PkqmI-xd+xL z2)qjkw`$kQ+|(;YX7t&q&Sf1Bk?0+Q?FDFX4b^UGtZ9x6f2d!r)3@6&hw5rOON@Pk+6AJxg zaKa!K3R^CHz$<;E3T29K#T_y|XcPRJ_rV5iL9>rpLv78?ye~d*R*K$$=Kv^(g$m>i zDJ`o;~Ci$=Bz4xP}lzGZi)Xz9QKif2WXAwCF>dAWdC&9_PuLw(;sSBAJ(`HbbXNS zTFr4eYSb*`3fzYBW_pC|6}v1tk%U6+?s^>9x*9|f56V9X8EBh(^1xugb)8n4Nvl_N zB7g2)AKJfe>!khGFOl{z?>RGUs_ z?ay_-DYCS`y4|uLmVxp}*(hVgic)CQq>~6) zVvK!Lj0TZeOYsV*7E3r)F?M~Wj-{8T23RLP&){FfFB-2)BzhN9{bQN-WU8$y-WbdDPvqLFvQ5!! zbE0~2tS~QHI4WNF{`0iVeNnbW?&v`dd1{>6F9$9hkO(RSBX$(@&*1(ncPgE6 z&k6N!CHKq5r<88Sq_^FRpZBB*nYFw{$s0YgR z1bKhMCQ}%5L1TNaL+LJ`A7%$%mhF$gpbMTHAgd2;m&wWOVv$Aapj<@ql)Cs?*!(rt zRV)Vip;ArDA0R1<+R%Hl;rlo@n`Ps;#s9_BzGMs#J$vR*iS~ox+`|<)lEEAgl>9hM z8jdL{6f$+r0y&H2Lt893R;R(1kfOgwRxSIz%(T8BBA90V6;;6>OVaukfw!b;Z8)F` zlLE09OniKV?%r@#G47u_vdG4fe@w9MpS-5x|f2`s^yI`k7 zBgKwLad@OSWMf%x0is|)3M6Ouu)>*trtPWuw_ESj8xT!1zaIgFcdUHHREoG5+`Q2y zNW0QRxdBxRJHtFzg>rm#<4%_VU=R5yrN(TQfM^FGpaLt7_}`|#;zW7D?*JgeEQE;? z2~-ilH%Q2b#^K=BbszoJ=y0+Z6~Xy7b`XVyWh6BR+}2E zN;FHVlwRaqr(WgrbGmnYorp2HeX6d<))_c4wOQHy>eoZON5F7Tz>g>_P1oHiQiIos zZ2wYjPCj?)Lsn>)ywzGE&izR3aF=YNMz;In*P=vLTZ%f%5D= z`kO+jfvQK|h}y~Y5D=d;AwC1#lV|DP6z8x2)!o1NCY`)pqzB(4a`XNzs*l`5-+~8x z4@1&2EzipTyX9HNipl?JdiLEF!+Q7po{Ou}h^P+!w-MTpBQ=q5agVr@74imqv%1NK z0j6IO7UqW%BGC1N`V!u3!FXLx>IQ^DQqJGQi1{wf?&d#+;3Y?l9P-#9y|z%JzoHMm_1gid}L(!Jti^T;&2m z(=>*8^ofoSrXi!a(@FH!kv40>aH-}mjv$jjIA>XbP--nHr@2n%0;VZM%~hf?5X5aY zkEQ}k7HUpj_cDB{XAu0~BNKgQMC&7MNFB5hCTtP6GCv(N(%=NpF-}>r!23Ggw8dQ~ zR$K4Mad{8{QKW?NbPhOwAjzwaZ)sTWH?^a$#6zMb!*$VsRAF2XG6uLLZRb)e(@JAA z7M@SUZ}19CnDaDXHAZ}k>jtgBS3p~6Cu^?6gSzL(TG9jtL-q;zS8{hGKTHvjowjkJ z25Mh{?@cTD!CIbEKw*catbRAFolezqoM8^w(^5D#;}-EIMHGdFvSld(aLmU45BS^< z<=pg;H8MM7y`PWy#s}1#TVXwjyU5Pg8Zb&>M1cD3Ru>%xqlbW?<<06Eza)yC$?874 z=~zoOM4TnmaxNG+pZ6_MXqC|u zF(^}R2TP~xprJ*Yn1K$fse9A6E#!?*h}nF;GpKxe)p?hS?2PG|5u{ixVATpuIUGfn|(oNum#r4j6t`Q{PB5w4_&?Y_MAnnihxNo^~ zxBFdK1%9+1Su`T?6@D>*MtKWefJO5Re;U+>LLBe=v}5Dq*5!*pU_wr*Lgp-IG#oOj zr!{_nn>}cf5;_vpX4_&`TgkEjx&c^#UEqKxp{~yocdwv_GIjA^iA?_=M|vNjB7MLK zS8yYZQ20=3ojGms-`1}YX))KE>F9}lKakmmJy?=l)wrr$XA|)f?UGDJ6xdsf2)+6XC@3IS=RFfi!=qiBy?-h|)2-Vd81 z60+JF-VvUCh>z~VC!3^bA^a3sXw?dokeT_SL{;|`mY{d3s*xiMSu;aVI}E&s^gHgX z-x&JcaJ}1?^v{%PyX!CEf(3TCv)i-&ZWJ{Q{^>_iB$O#0BYIA&q(k;W64@5y_;IV< z)U5UX72?P0J@Kw++$ug0RaPmM`pP|s%13*Tfe0N0NJ!y2|HR7}qe%4dW9ZTTq}wY9ox)M@!^ z1Od_*Y5iIFsA>$7bQ*F;^tJP=X)d*&mV6X6-q1wacafexq+jH6Dg()&DpUfCLp;%H z<~Sk+6bDgNxl3p3D1K)p;I=BA_0haSRQBb4&Cc6&RDtFbjgtdBuQF5ylIBD!{q5Od z|I)>41jc=j*duR3=upw2Q*8jeK}<*J(w`BHsmb|$Re`q&SOa-Df|h&|B)usf`Q}D8 z!Sl3!PC-eZ)=)Wkd=rA1(%+MZsIcx-u;cC|sWbvk@)ohM>nsGuG3;e?e@QnW+-zBY zK|1*(s9D`bQRO;YYEcT;74${NWWqtc5ozE0oBNd*`!Aq z+aVQpUgEMI;e0K*ccf@iT&}$?JwUi-?}$3%?HayJrA+2zh<+AeT+v>Gt4QF^T4Q<= zKxgw7mYs%*0urqiR$v%6vemn)?6g)GqAx^DH>_%;x2x>*nLjb!XBH|n;mn1}=8=iM zqvDx)$-VNW2x85R$WCiY*#HWvJ$5lViCd? z6H@C~S)aFxvH|{SEU?X9=`P&nQgz9>F|k*id*W8z5cs~Ea3j`0y89l~k(_b-ooPGV zU}JuTKN#Gl{%F~$!3=L;!(-8_A7E{CbFgi1Qfj-#hQ%>fF6Plemc%UJm8g~wgW8ht zdr9O;^?$4SmyN3bYvNSLc|^Ph!Sp`Yy3SR#9blc*pN0Dd1Vk~zTEv;ZBhtFo8c-1i zM4%Cn<|$JHY}FY&&#C;yDNC~py>v#{^BH9_PZc7fjNLyDcXNP#iUgxX^NFOOA0zprloFEOw%1-tLQ?LT;^$C7zI}`sdx%Zs{9b`d5X1)Bsj0q_;0fgmyqz4HeW}*CJpP z1i0Rtwv_T~ttdnO)2TV(F6CxFU;J_vMz zd?)vGwbaWN9w|GP-U^Ud1xAHt*PfvozXISoOXStADa{A>=g=zpI9HGK*?g&K=+lyu>*&wNs>;R*H1Xvm()_ zBR3|WU6>`s>GxWEq6pBb!h7}-XC^==`+p!%#Z@8i#?jh$@3@uD(ZV}zl@sy4{IM1B zW*F>Ld2ua$5ifP7c5lB_(}cix@4!{g9N}$TWaYdYFLQoWuIcF%Kwp5~K%-(b3n=u9 z6zdb!4gYOA&=8@0fO!?pXLGbTkXIwczHAJuGh$j2ut96j#)r40vjDI14Bwj~#aiB2 zm+M=dC#`=1iWXuY5kzaEetQcN~sTh)-`j?QOQ?jt*F$VlZ5Fe|od`IeW zYQ~=PFEhTjxyLE%UHy@GTFMD){g|({;uTXB0o#@c7ncOC^p?{ zbSJfkS@>-|$g=6vn^wcUkAosvj#RiOAyj4iQ89A*AXsCp_7yVT{wehD&#i#1M*7-` zx|1PkHv<3|pa-blq{Sx$J{RDFrLW<~C=Ku!q}<#{sp|kBHB(T~vczb7N@V8zTc!qn zL-KPg%hD%Kw?Fa@bbtl8te;z-IOQ8`aISRGm{j;kS*S(UKXp)^ zyMf}zu}U@e#njbWIfsTP@oF3(xHO6WBnEGm_o*LjR+n2-&0_TtwftR*3@rXfg=|e! z<3ny&fP7b|qMu&Ee$_~EA}gEj6-)NYG3`;HA1V`Q3gBG4>&8^qPT!4g+PKK?kp{Qa z`D?}H;zTmYkcDJR78>@F#JjR>lU)dqXY9$&#}4_X#acGGvpAx$^6wy@&uKq)%-oy3 zu8>HTU)PD+$h1M=zp2*F{)z0YVr}xv29BYxoRM0VbC!h?6S{!AI5i6InSEj{6%nkv zPR4uf0v+_ZwNBN(=ccSDXr~7}L}l9WTJ94EtYCumCy)o19HFL3X|Q$$u-{;?!vVT@ zlaf1hos}qttyUR`#SApRM-Z)&`~#to?Su_jJ1B$wyiY>nByhmQF-Tg{Oqn#09n=1> zx9>_P4s*X87IOijWe7RUV?131eX=UsEKkcWs;QoHZ1wl5i_25u5pD-9jx^;(g z^*O(!>qDydG%3f98fSbN3&)H()}m^x5yOGRTg~Lg7Fz?Tqn+DJ)mf+&gmK#M!0aKr{oRHs}ew8!G*M~tCQ^RO|ah21j zcv7@_PJH;HRNd%!%b0BYQHjQ5)2)MY)7hU6%*bWEeQBMD%*Qcu(~_xS%I&xw-l3X+(ksnsYz_cuhvU9y@b4hj&gg)`34DPe`S@)`i%TR8K1*~@0x?3cIlbnHv z#M0n{C-3*M{LCJzwGE)~wYFY@p0?r%0YGm--^v_a;F=n;Ndh+m*D!JV9a414#n#-qMGF=)6$F$=SMn zqUxkSikd6zuLvIxizlzLSBXDawTHaE*Em&u58xj>LFxPm^fF8|P45aHfz;29qh}sT z5?1_}DX;L(y2dG#Ur>dnTSdMJLB|EMkBr;31Iy=j9wTdidb3Cw&O!dad2gltfaI?7^*O&&(|1 zcc(&SyiG}wC*AxZlP#Yp(LJ=?X1m=7?l}teAVdt zMXsfxY6;qX679a)e=7Y4Ww(@mNSV#-g&eqAI%VN5#e&BbmlP?Ac=31rw?iyZ28{4ECth)V1P zX06DYnrK1aM5^DIX3_t^URpiBeJJ!MTMcDuLIC|x*ndGXpU*JHdJQe!%K&WevK?!w z!YK@Fa8ozBaJoRR{vCj=0#QRP)I*7uR>=qv93Wf$GZ$b^g*r=}m3RqRRCOMEx<#mH z%Zwz8hvz#d>~BHSEo*?0H#nPI;!gX2|6k#|&_L!8mLSvP_x7el!t1}@$&_E#w356R z6y+~<#id%&`^&y}co_#H)PE_Q^a2DvWbo(B~N~zYn1vC?V!Dg|@uq9nqChiz3 zr4M===G#)CzmUbJABMUj>}XN~DbB2T1Z*khlIqgCz@11gqoNKdFK5sUP$}BsL4Htq1)? zTwMPXYlIa#N|utcevCVc)j(7gf3Fg~HVYIjP{}hHNA%W0FoNNk^r+EU-kH}q4gM(R znyeGj8{YJcsIzSxCZF=2zRo$mJSNfm>~z~{$;Qtp%YwS+ZU@uZ6Egj2S)sVADku5@Zo1!cFofq zmwE1xIQ*=6>bvcKtB`9W#r!`n8DrY>IQ-HY``?13osTl6O?85YnXEk~>?RmVVbc~fNS`NMtmQw=QPHH3cf3y!Ah+Y-}=np-GD?&2T&vr!3`OD zhIYccX*cHNTSpTrE%9r=4_4nbto)H+;p7$42yi_mll3pvk2C$fGQ6S7Ffg3EIitt;d8zpoQ3`UWU)q-)-q;X>AeR3`h2x)TYz{lc zYHVV=tEHK4h)mAK9?DyVzhD5GT+K4pr$+WdM^I8?n$BlFr3({(F2QDEZo=RQ*WzWE z75!>B{o()Y*1pDwPC6?vQgdgVN3-UheVOKK?B{f~&j6yOA5Bv}!VFXsUmBw*M;d?5 zv>&=%>N`orpMnEqM2t8ZU@nv`&B3q}l-D^JlF}DT@7P+MEwkT$3cb{3<$6HX%(dZA z@lN({SfGb59&_Im6?+aPeE3k<%YLyRmgheDLul1WYZdsG^ES9+LLXYpsQuy&tvW8J zr(&9Bf`MRtlH>s(vGFPv%c&q}#~5e{*NV|ao05AR!zxaX)+uCtU~RLG9crfTz5XEkSsWwOnMbbVE3X1H)2u%V|# zwD5BoF1!xDa+UbRx>=q}lf<=te1EhfRUpmcZv@q;hzGpwzjP)Q3uYC-yCWpy)C`)1 z%{XPwl9SK@FR{^S3^c*AR<({5t5)9Rjn2fTN%7vDsix7%5u=m6J7T?i$BUEGLynD? zMrTJBt0q6;QzK?a#&WvGIh0_WV&nUpi)}N*@n(D) z)%Z%|blfKjO;@nczi7|xx>s~&>h_DJ&(M_PH$ZTXA^Rgg^;s|LjoSR*?6M}kt`9hC zWa%*Y7DGGp|W~=fV5z7ph6Y47HYZx!CB1pzCI=7Xt%VxK!*@|}N!2&?^5&$Z6EQ#=NV z@J3*1bs>~#jh4Yf)+R%_-odEEf=fNo$ZC{&b1z^LW0D0w&7@;!Hz1x_V_0u)z*};Y zGawQ(YDNZa392cGOj5%83mpn5;*f>08Tdgq=ZkW-s&_E2_TJst22G}xM*@gBswY* z8x{_ajzp)2!@a`cW8;OYSfQ4F&G9+}tL&HXJIx$*QGrV{Eu7#X-zNaTUlb#j9DieCixBBbejE>RHWdix$D7{0EnHC>|YOO)|nFHzBVpr$`dV9GZt zx;5PJ@3yUbs%P79&xRDqc;DeS$>sj#v|l1ud%sB4R6ZrkefEf%&S+ni`c~+pD#C^x z_@4WOVVQp?5zd~8n4)$DEVh{j$Jst-tq6>f@(1XKmU8W^bVgY<60BFT2AdMBlr;)L z3wlpy2X0_UZ=_x(=~ZAhtX))*rke~+=-teMK;MjXr&QUIc;GlSmefaII>+~8b;e3X zNsra0T^v6(ZwQyni{I`{J?b`*y#N5#N$2Fw$-rLyBkcN~gEFhSxdzT;uDI=_0Z-x6 zs^Hn=5NI(#`Iamc`CJpl43cA^rTPP?&+q}&d{~|9{qA4*9LHJm&wOVUHgUUIcL&MeQF)gaLJsTC{%DcF z7N(A=Q2}u7P^Hc{%+7#a8AnitZx_~^+B(nurD@iUsc_Eh?1j8nsCADB1=Xa*jkY}> z*DE!T;3)PJ?4glBv$;>~)EsZmp1l!wpwafajO0EBywo>0{1cNi?nV%riF%w|Ht_$- zsD-O(JZ#Hh2)b<)AE>mwz(ys`zMz+rXy8*Gu}@?T{M>2{LGS_l^Nnec+O&Fey75JE?po7W`Wn5;x{u*f|nC^XTIU$e2JKC5l z1)X*xO^s8k^{A!eurbz{V8p`;hEk(c1Q@Rx!x$pH>zZzIe~_`Nfg|>buv-|U7RaC8 z3i>!Jtw!{cvDD7Lp_MKBhj7Z(fX!Bl#F+KMv})fb8Z-;9axbzn4OWxUty?cB-LZ&` zrq+RfzDiVBg;k_2IHK`xOITLpKMa+zS~l>SY)VWCp`B^8Ty3__kESWiEbFI=zLK7jB08h@ZUoL zpdeDt2Ra0#UDZYP06T(eJT2zJtaSs4<6DmR`uxgiLa#B=x=|#W-=UJ#FWGdZO9o4+ zNiJFydtAdmYg7AKcqgk%j6>a{lft;LtwK_rfo>-sJY60m`-jt}GCCS?!#X`o-X^VI zIdVVu|2A34I&{FPv#dLPU%U7y2ONXXC_PJo&cDT-&;y51deEi<8+w;S7=Hvb;p^hNCT4UwuyMeB7K5WpOKjm#~B1DGpq&RrU5-VRSaD- zf08&X#E>X)(adk$ubrw&nm{qVIBGfukpVsP*YHB<^2M11a97EVP^h4VHJ^r10N=UC zv;pOkGb2shJ}1-f_*m|QNaoZ;acHW~f^=q4?k5oe6SXdmCD*Bw(=_IE1Cml+l0bp~wyq4}-Rd>e9D z8TsWtPL)^qjWeqZ_8f{-&jT>POtL%c)%9G{hAFgURjcJ575o(=F=4F~-#?za-}6`_ z@(bJQ=%e7Mp9b1GX}4gWCQ#TdBh~Mth4z05UutW#HIh>>CvyjP*Qggt@1MUROLzO> z+q6Lbkdq>PKc0JbVP$jQVVbx;q1Eq1_59mq@w9(Pdo1t%PXnGlM2}ece_|}<-?%jx z-9Ok&tWOPOP2*-V8tyPx4>vPq298-_FV@uAjH~&n8CqI?hFvEG(=$-MHooLH{4-DU zj4}Dt(%CS0DG48Wk+SZ!CmWMz{ALTuT6SQ*dj1iO9p1S+MLO2&x;XiI-&!4+D1U=V z52{*&4n?$q#N74nly9(%*TL;LBWdnc*;;6#GxwuM!oEi9{8fau| zwLF33kIx>Bklr9>r#S|hnsl2CUIqpB$0iY!EY<)|aUWOJr(Mdh<==mPoDJZ}c18!H zz6G^UNlALeDA(i~rdw*YDleC3KC5V(xC)bUk&tIfIcX&#e^K>ksSa2t<9=@urhY^< z=28%WTxXv5c1Ujf27`qcP?w>le%iWCx7I7M>gRG>N|`R*0<*~4*4dM^y=E@ z&FaJ*_^Ya6RH#gaQ-nAHa4$ZGw?R&h4yYycLY6?Csw|!w%F%f zkME%FM-_E(DFXP2lMp`(bnN^<*who(w66UO)-`E zC;0GsZm~PWlHp7PpI8&}s_$`zxx;lE9tMah@3?!Me)eF4UU$4}?{T^i9Zmfpmsu{Z z75VbHx${rR%!%YK>`Xi_R4_kGcx}9XcLOM+IoAa?@By1KJbKb1yIDgkNNEn?T zN~=dB9MvNJCeZzmK`LXnaY~Qyw~LQxjV96pUu@zn-ra|dI?Il#dx>Wp7mujLdO#fG zn@UF+K; zkn*q`MdWu*aq>tuAQNWpAl_~>1!BjkB6V|k+6K3a{D7I&jdzGl(-oq6;KiVJ4VUvS z75UWXj_FhQmCK|ZYK8%L3!|nZd{7Xc~G>Ec!Hw zn8laLnrW;3|8%XNDcth^3?|^c8n5&+!SZ#nYhUI%%=;;~VQu~2xVsd|bETGTlVo?H z*((IInE~Ud0Bsh%9hLvNie--QO7}U-yl@Bsoi~Pv%6sp)&zU8>z4tp&BmPr)T?b0! zS3lqs%wMRY4HZdmyDI|Tn-4ev1BCf*t9#k1PI!;rM>X`(f7n^?>P0fl7L{g;tass1 z5%aPSIg`s^Quu046#K`DU^e?li_P(3Q?%GWUI5d6KVi5nN0^ z05Y*+e}3mXFGY$iY}xaCOE}*Uj@3qDHIaC)NVKL$FZ5~wgR0^(SAXij3Um9Z1J0lW z&H?8+sc*9MI`Jk}i9ZiGe~~uf`-4ntx`|fHITm5);a7&q>6Yz_oJ(% ze$rA8Vgxn6k_1@xb9^A{E^Y8lED=3_J!>40XTcO(J>Ra?@^Q7Ga|#$}MVaWtgCdO!FW$7N4J{kQr?fGj7`6?j7AF`i*@UObZGVlLl3t_)7?h z8IU@pz4MhO9}yyYxl20Ni_lr>w@SSUwo}~%lG#G7Uw99pBFDo5NAh^wbawGP+hc%m~II~7sqe9)HZ9>k<ib?UrnPtZeD-JlTW=*a9B>&c&z15g7$(E~?yBlmZ}{oHy-ne}U@ zUMbHVO#8z3z{%K6q8r5!`577_t&LaHF`b(8V8hhLwLDE&Ns_8=fYU zy&yZiHa+bZTEF6GgiK#?K5Nx{)$D}}sZxFdLNi&Z|HIJ4K7@2ky zc1v_Owt%h?>&;WDhMRh>Dzps((iinXm8AlV@2I@%A9Dtjw~AQ(c6vIQ2ri$UTwS&7 z8M$8VQjg2MHbT_8A=8`Sp+b%cfTHcq z@nF!W(u#8Fag4lDU!R}9jU$wg2ehw}#oUQ7;91#J>g3?hM7r(;Sw+7D$`(9~Cu0~a zT=bEEV|=D8az7UEW&Mq;dj<*HU@%}nsNk7kH{4964G70Ny^}Rk%f+>&v9ujm9mkho zS;JM0)uC7)h-~n>Ch2VU85OI!6FeT|nWMNbz3I-SdU5D*^_Nc4gZ)LWSdp@Z-Qn$+ zr0c`Mpj(3xr--Z^13~bf9SO+3YqAbao)fFTNTl0_rQ5F;Rl|=?w2Vp*2v;qsu3i+a zx^NGNW(WxoOo}Q~Bdyk#1ht%*GBJcaMXn=Yq%c#T3yUJk0&m@9e1~gfy7fMp9QL3> z<9ds|tV-TwmccFVgBGBe;M=wZ;_4=;JI(@{IttCJ7Wenc{=KyC1~OC^m*f4HLIxgS za<&W9MXY~RVFq#8NQkQA01BWD&|9|=eyrDpsq6J0E%}l|D0)y`u!dxmTc+@sAw*FT zk{|2PX8B02Qi)jYgb&;`>LdEf+0RI-uFEan^{GpFe6#xmnfgCD=Ih@+);y4E#!ayz zE6F}tE7dDFgS%yF)?H%maJ`T{C-#aSk6bmN@6(tkv5?=YgUTE2QOr{S(DhDIV8(-1)Z=)B z#+yjS|2l=SPf&y0?E?FGncBkL;!!X_N2#6q4<^np>Pjk}0>&WZg@^kAJKy{ZodK`8#AxZ0cO+8yp=UC_M>V zvg38|%+hpQLdf+^gPplEFcVF+!M2Q7M}ZiBua^IX&OXTR?{3-AJyzDZ`dqvn2? z;^BBT8PeV9fB~XC!QHHXsH#yLd_M!2PhtaiuiNM&eJG483F*D=tsak&%)fp?>Om-f z^wrOZ-%5KWv`y32=6N~rOL46V-7YHj$v%-(i<&MOlEF!tygC&;3T*Je!YEke5~CcO zr;f%|2oxH<>!<0a)-MRfJ{7T=vr|LrlKn)$sl`tjla_#LWTvh@5X$wEG1?T32&#^y zKaHu&y)UNeVJBT8<25^FqA{HsR+||D`=-lhec&=C!Ab8|KXYwEE(|@1n{vG#uNy({ zhkf!@SH0$bW399qwhs#_I$DFZKzZ*lxih6^MCFMb+fU~wR3P)bij|H~-jAp2DsRwJ zP6q9l!>*GV4L$mp2EO1O^OW<_cQj>h`waaZPdVvbu?yd_hpgP`o%2U$T{*$U>6c3M zNv8*-QjL*lui9AOXs&-cJ3N{hkc_t=pBzuO#-cUx^pI$*cQn-;r#_J#kcjn)XGSN| z!!q%{@pMb9YDiVCHJ)unO*v9LK2n?mf%6(y_bBB}*ew6Zh@?kBQXbBj{L+<+F9!&{ zxa?VVJKc5k{NyQy-)ENfmQtHp`^>+d>vn)5(;?p;5;_~`V!DAM*Ig`mO}w^;&E8Ug zRKMHq8|!-4AF%t7h;X8dOeBZsDcairopW?zaZUBlXqs`zDi(e#>uUa}tE!(8+3FiqufmtIDu0v8<4Cquy{e*xOX=yh z&59=P1L96T{bOC6F)S^MzTiZ-0%_TQq@7l7qYNJB8(tACR*aOHv{#s`Q{^L_p9251 zC|~y12(nSbyh3K*C)TXKgKzp{LuWL7%iijd6ZgrP#o=M_;uVXI8tRk98-+%}^|zv$ zwJVHsk!L@h75a6J+%DlN73!<}{+Y!;DBslLwW4Az>D_mo)FJmd+kT%#;yzJM5?=TG zb%TgIflHLLQtk2)cmGw#nd?KFu~0mrSSz=H9F8_ z>qKH`LTq;D&KUEAV3J18kOO3WAu<8RU96LmH-@~owBS|OI_-fN)t^^YqULr=*WYRy zlmV$KSZ7m&ou(SbaTWYvnSo3PRO|UFR~WO%ie)0fNGhb9{w&4`rYv3ote6X@iRy;^ zBAP!aBKaT2YsWGHZ|j+b405Ke6##M)v=SV?5zJikoO4t@@&7RP9$-?H=l{1)Ic;WV zXJ%)o*KI7z0?V>23#?09dM}~^VnysCpc3m)L~Mu#^@zlR9gR_96pb2#vBW4*qG>c7|T{cF0fUJ1RQ~ee#p3 zP<;%a<`{X(Dc@Sxt69jiSE?Tzd5xz}SK*moh(WNTnWRX2?!d*{M29+3g=;aO;Y#_Q zPX7#-oGv<+g~yzhSCm=}OnIyI5-q8Qr~wtlm%KF|a>mbiFr$8}{^`>U^)OYZsmiu*IvzFO{iveeKEccD)U^ za-W>rbjAi+r6>woq)|-yj+yA6`;z13XyC2+#!J$G^San3ik-2e7Rs8g<&Vp{u;btK zl9L>~Ls#XY_U_nCH_Yp5oxR)pLO*EER9lFCgJQO2t2gRKeTk*I&05xC0)VZa@IQIU z8CVVC3ipKzPQ{Nuw%_`)ljamz{^XaPJQ(m3UUp8znr)w_*Oz!L-`KRrQX%KfX55({ z3MD3$;rJ_dITWg;f9)=(#BqZf<>6h6s>E6xd{DLe2|Vmz!SZ{cI%T2@sEF=0g6 zjh=0ALYSMZp@bSdM<$2~z&1U8i~i$>=}XG#R0k_U92T=xjPr-TWmpw{;kBh<5sZ(m^h?8O$ z%ki-&tzCN|Lfb5Nis1My;!-fbalvI2jV!!6QVcefhGPv;~|Miyg8S z`a_OBBQ;4G$MDR-p-0{MUyuZ?W&QtvN~T<6HwXX9u^<;A*95*i%(~Q@2l(IuEpbXX zYKr=+8c1sK+a4fp$1F0pFB`0wUDJ>3A0=kv!^DTk*bF55KJ%iZhBKHQIuGNjJ-k4r zql=@RNA)wkw33S#anwL|b^FrF(L|fW z`!iKJQd^9=?{#MArQT7VAr5&)#pBbnv-oVpmOcF2N>c zDzqMhK&PJ5Rhji-1Ekq6i5oS5!&QLR(#=7`%5I{>){am^O~foo0d)Mg*kkMc8YD4c+H{@8*kbSt7z;vz0AE?ba8W5+-Lb zLbLQeG~rSp{zTnrsW}llQ}MNj7Mh*}mF-S14qSSRSm`xQlbiI-d>6tI5DVd&n1g)l z)$VSOzE4NJpemjfZSQ*@TWbPefawxP>W+-*_%=W0NSa?fU4uHpi}nZ15@-2O9jVXo zOS46Z$u?@X7|hL^uRD9f5T5{_;vJkc4z_>dLE;Mk=r^3Ya-nc&wlu3$IwDazsI4?F zS{fZM9a=0MR8^XpE=|jn4#}2KvN$wWnw&1qPL`%8N(=I(+1b+6Ole;4()4(d>2rFt zv^-k+1^(?d;sOz04dK%ouTIU}O?T98Bjrb1;-L&qsm56UF?D`#ii|Ee8K3%4koo51 z%Ua!h(jL*l_&`XTvbmpn6Yx2*G6NT8PI%gr4aqI0=WeQrR>m(0dLvZOgKXe7*E(2s z;+B{&8fZ<%M&W?x&u^Bg8>?5avLMkMy0x!jD=>#vv7ZE>nIow6xk@a zr24aa6~r~RH}okH8wq$q`VYS8)RsR5sJBiehwl;T_Mp>rm`sKWvYyTLa@)1MNGR(F zSZiX?Zr23!P8(BgPP}`()e%;`<^*9uQ8$}ARVW|3hhQI_3t9n^pHr6o+z!qV7jPCdkE%ptAd zORIzw0j|nqW&*3mU!@-4uG7(Xyf+{RebSQeNhm0Sq1bJ7LaFIZ>R~atoF3m|X!dr= zZtzfhi1?pXJK>xUji$Gb>OQQZ(z;eux~^*#;pL(%@P$s#x)y07(kQS< zo+nrjyrv|yci(z@NC5WhqU(WtR0#E18i5H&)n2j3de|?%18v)vbZV{fVzF>dDCkgq zzsbvtk(}h4JVap!LNp2^Uvcs=OVxirXs)1BqpL}I{&Fj_q>l5NK%2lUN!?>1%d`LQkD z`(E3Nn0&HrtSv0kWaL6dCCFINUHJd(OE}zQF&Z2vyc2v_+ofKprm5ioJ%sq8Lf4u) zP5a%lsXco9kJb#OV(!h*myjEvg6IYOC38ir{7(P?t7LIJINis*m*hM4)Tr|!v^DI0 z(4v2ZuX{8EYRvwp6-BYt@Sr=tkoJ0cqPKiC1&w#mS-x1RS)hlWg4C^2wMJyD(i%;W zq^zsjj_pl=t;ZX^i*T%u@B#}wAsyIj*;r5*7Okvrt z()N8lDz&RT0Ka|8^LM#^U_F@0oz51~(X1X9{iZ%5j@S5iF{psvP3li#CMZD2$GDJSZB;rhqD?;s7~&-}p2!h(sLp*_onyp$hSNAQvUiVvK8 zs0XR9qZk%kYyZv0H06+>xpLh*0;_P&0WD;;-v;-GJ@j*y?uZ3RDc$wz1ReosOXVQskvhTZ@VB^0O z!OkWX-vVQq995yt?6H#D#YC!~1{qaJMLjuCwLp8g#=D*vb(_}*oZ(C26;=4XlEM#v zc`jIm*OG60m zVHiF=<8|>iU-)DVjnh z4r&b67Go)f_`g3=^a^AGgN&6_{d4}OM~Z=EyF$6)vFVA+GlN#5bo`(w9X^i&UvnP9 zW#?7T2v!bO_0S3(O`@t~I6NbIknF>UdSv_6aCjDHyB6J-OXVh2?Eiv6RPAQuZjtwR zKMl71w=}r$zn`Al|7cA4e{H|!|F-#)HmO2Cvr)ur9h!@_Q>$^d+nz1nQ(3e zpOJITLVZsByl8jOI}P%qLxz$&l+znelPlFeT=}imQ)+g54<8-uu^b1#`%E3PYV)|v z{%J>xqJPn64)iJ56xnGbL~K|4Pk-jrAhGl5(c)kkm;Q*)oukSVa_3FRKPiqY?i4M> zr$k-hh}Qf%F}QHOn3h{IFgvSv?&qSe_-}AYJw5O@6z z(AWSKi2<7eCQeX( z(k^S4waL5BlkcnN^t;M_(z17ni_Es#C>sP=OR@TP{O<@z{X;bPPXN-gJg9@ydyE&Wt)DIM&mHpv^sG-*91?t#qiU3&TTT8VQ`e*L~9 z9J$xNM}6b*x!VL+d*wX}2at(@zyFrLQj1g6BD8;jf$0uY%Wc_(%Xic!Yd6F?zcJL! z1Nh1?+n;E+q)5>Ps9U@A02lzCD-ZNXed*Nng}jV+8V-*^Jqs#2%C! zd%K%nqbDsz@;FC%WT!W7e@>fv;6T~w1Z)iDb6!3ko2ZW3Vq&|Yrk%ebI8gd{IBP`X z8hG3WWql^#b8DAestzI-0aIBmPPdYS&JQ1KZ&mk;gD4j`rfh3cas2dK zRzQBRy7Z29O~9o;qUmN&?{)T58n3~q>sP&6$clAT)zS6W%Q&Hwia4~6|KY!#`bfzN zqiL_uw5Q0(WbyxeoEU_AIrA%L>YPL4t;bb2FRku>aCO6&Sido;gGZ%@Cu2?V#FTfv zir1aj9oUj+5tpOAy1|5*2|H=4(>!aCu0nLRa{@_TU1K}r*e*S5l{7BZgfHv!4Jn+qPOsBDNZ0?20d8&=oE1=Kv>wAaIcEOzruC+wLZ;1HjXu$9@PEU}-*T9GeyGO~-Wnn;wBLxJ%$-bb>@?7s{TrezElx`Tq)vhygO zK&`^TW$jk!bNmtK>sOvgiUz7kSeSBcc<@?-qfk!V?2T^#{})#t3<>X^!Vt%{*6Mqv*}}xiUmg^nKnZhU@J8#Hiv_}s zO_Y3`N}YViS}D8U5-N5oOwe6h^&bD~|2PdNeF)Fze>^jX-|z}f7~Rfq#6K!4gn6Jc7`6teS%sosI$0F!5`j-d?rO0x-*FLSnP=q}Ua0Ng!82j?*9)G| z=ohY#{yX2Is{W0#BP&h?^hO$pDzS)&JbhbP{zl3h=ODt5M2&9jzN8C-8DqtRda#%{>&$ zYvm!KGoqxQo6%^?kQB4&^G}U=A5u&PUfWA@{{3Q&+Mi$GiMw^%WsYiVe*|Jx^-oBE zNY%&A+hC6fzb+fTMQ5g(NS_2lJ&wx@-#H~<@ho~+KeP0a#es={o>^0J!HcDEQ}Ml1 zAjoe1-q}fo|NHNq5~3gZADn)|@hAV__?09m%$vL znHm$%FH58bCNd+lspdqcJDYBeBnFd7uFf7B&x}o^T2qO}WNLUmQD2*xkxviGrN^Wb z{gSCZg&ZaS2SmPj8^zTJ#5+*zU+=9ET~}f&m~v)U8-iA|ine&xEWkK9*?hVJ22blp z{vZ>wcFs`2Rzo;K;@b}7_rfW9Jrp|Iyw5#4C{k)-1SE)coCLOH9n&0h6;1ARefM?{ zNI)bk)>lUX@X5KsU@O2PD}41lw^Y86E$kAhL6?fu*p`i=IEd6sZ@32BdCVym@Z^;u z3~bUGA8!1!&NXi%B8nhF_bNcsfRU%u@8X0A>qFQ62uTs}X8I3a&HDYx`Tf`OYO5Q< zXgx;0%(v|6W$js@)o8Hj$I6LAHTRB>vOHCSoItr`MC~$ z<^|0|vjG%Snn^EK=oa$c4(0HpRBQ)yzsayeqB7hg1W`9?o#>?!{`MuTQKt&mE#D-o zvXHVj4vIH^K@$b3N_@z#VM^C6*t?CWi)0^lWDBy*-prm(mIIi9OV!w2#)Al&st|`i zFxvZ0hYsNWwK{B0jg+IQsNA3fcnABRHbaQaj`_!TTJs?ini?%g_aoh@0MW9jq1D%7%eGpj-rWJKYhWW|tD3^_3Tb(rf2wrrXKWLRK`flD8$@bq`EdpC*Lp^%n>{kK0oi#s2?N!f zQMa=**6k*3LQR7f<8Q6aoRer!)ikE9FTF46N0h9sJIKSdFB5&xsMzmL7}_a+!diWZ zf2wjv`tPo#OXmsY_VahplI2f2UHojr51U;7+0(^DAA!l_si{aQ87aXrT^A`-MN0c0 zawirkRsVF&!>UN3I+9OEigBKg)^m+|IWOQZ8$lV$ygn8w@{qj>)!DA+Q4LY9!59SVk6^5E9&)@+lkFJH7EZ~%gvRi#cDbd#s10qDY-#& zQU@NK-0XFx51N!}SRt{VM%9kxYBXeG~MAvYj!n478V&ln6Vs?A!mbFjSsih-(aqfr9(}K2h~&ZH;s?3EZKGq(BClY@m@YsDxqmMb&zx z^{HWX`AmOA@V3k3Vo8-+cWSpiV&A3pu}Ct|6)B@;`ROBx1pdoJy349zUNQcHP3Tr@ zsD-PW)(Dd&+tvjP+IVLE z5d(|B0b%Gc^;@fWTQGl%vrmjSY}$hqWqwE9g59PF3fCE0JaH^gP0M5P4c89Sbuqz=*~0L z&7tEg(5QgbF-^IwtqGG12>Zda#Uy_~z^y1xNDLd29yU62B~esF*lxh!zALic+s}=EpWJOcA@%4z;#7e+wu6&>Qqc3p~b{OazO%ClR{sB zkb9|-IMxS(1lzk>JwZ9rx3)Wz&$p^+clv*~QPzM3j)(R4e{bY%RT#!b_5&(^+|V4h z^M7u$XM6i!#5F{5dnsOp#zsHa@;*(wU6?bx7P(l41Q93Y7~Fm-|D>QEx{hVZY4j%k z&5EU_dULv7qK2=|nBL8DIX^G_8S8aJ@Fzn_a?4-xJGI2W=}Wf)f1`9R3(~-IMV)`p zxnha`9@B>5Ym5{zc|1(?*uMYT$2c}I+7I32{id@RDP?+I2KQ%=87;=5 z1NZ3kA-)M+){0%$A5?bw)1HdPAGb+7a<~oW7`3@$`jh^xsgU6lWiJLN#n~w;0RDk* zr`iXZ-sQuHmRYTWqlqFGQHm&FuF$S)d`Ol?{YVVPi_Kg68rZ8rdef(6Ch_s+*lD1K zTNBbB_ErU+ifHA)fY~}&|4H6T0YeBq+6g7 zf7b4&8mK;35c})|)>RXQ>0>ogQH}6?OMhRLllGmmsP!ld?h0{6hRJWfG5;_+AKc@a{SJV?zS_zA_pJ~^%LMmMEPqDf;;R>G0UIfF#Wp*?p zzao&b00A!0_JVMeT@i`c6*T=h#~<62I?y zu&v#zeuwoTz_krdtB197UEoH2fP$_1ENsbj-*S%1b3*3@*)HT>81#s7&2zpL|XKN6PO!dAUXj z_e+aDJZb*}}|m4H%Pk|hlPIw5jYGC zsk}g|KYC?WJW%;uDSe$~aZSMdTkSohF0qcE44 zAHw}tjgiV?C}CBjH^h{6dQlnu`dXa}|18mbgGjXhLc}L6iZ=`Yoocr_jY^t{>{vnQ z(=lrS7Dof6mHv#4dfBi_#nBGnd6{AutRDOyVo#Sw7S~uC>>AKpGrY_@8B%0m4MLn7 zzjUEEs}3+KgHyw`gl7Ph*o2fnI_;ERvFm+2|MKhfv~vI4!F>u#4@CX7U*?R~{HT`V zcG0)6yqN87$Q&{-H#(I)s88{zY;N+P?A4-<4(1KQheKt%-Vj(PZqXORA&Berjebe& zRI2TdN^S^z4BmYs?!@wSP75|%1n<=wy+?HvfJQZw#Cil^TVEy9i0~ox$7+oYwJQkr zbP|(_AH|WTC(U27Nv}MR17RA~MpR?t_@Vm3xPn;)22551`+<4MS8FO1ni5lf;bBJj2AadMVu#_T%Bgb)~TbR zPMBio)`CN$Lr#s9(r=`6o7J`kP9Q{YvzRH&A9h^$2K8RpNP+BJvc8YkAbH3HZuCKg*xz<zO*di{08I4);go+@|thf#UVg4c_cc4keGc-Spk|z`5U6 zYKo3MLuwe;@m}Z>*NK6+Upw(5)%QUOeeP*;=thN|y;7VB2Q7N7`U(Q*JoJ_imvDM6qxg z*X9=cZ0mh8ORFd(PmpczyJr}``L~illXkB!yr;+=V6C38-1(O&!1FJNivcH1_wt+E ztsN2eb975S5pv>F0Tuh+wn#Z%n~+;t{czN3Xi? z(}6t!zKG;5aXg1BqI$EIsNzu4h0O(Zu632*1(jC3H|Hae&5>8W5hn2+a*cXlE%+aL z*xFQun}0-?H+d89^dMk0zni=dq%{u1LOO2KMB$St)yT*gSL`p+v0?Jo@Vu6ddX2{pb!5B{4mdP_FsNZNc z$Usa6LZoESeEs?2s0Cu?{v+XyBOJ4S#v(m*PD-i%M79e_x-5y0uXkn!oSJWX4qdZZX+S3oNomsOm#ZXwmFvPbqpjlB@byV zLT5Cckk#7p;P%k*%|DX$R3K3@b zhMJP;d&GEHu50CaBTgVP2{wDxii3NtjuGEe3^!-KmdiXV#odp^COJvPjv0g@p2UT0 z38d3itOPyq$cT)hN2hdjo5~J-Q524%oun4!K1bE5W$Gy#=!YtmNn+Pf0SMu!K4T8K ziOz7(yfA1KhAX}uGOalPb>kNl=gF^)Gd7!X052(gV>UAkY_U^?=MPoQAebPI?OF}; zPLdj3ufG;@4ee+@vV244jB+mhvy1mIF4p%jG6c%to}|oZCr=L|$x0kHevJ(WltVVv zL<+$S10jWn2fv1NXj`<7hT)@9jfbBe--jpJ?FeHwm<8O&OQ1-wR7nO?DvaQyg-R>T zriYUb2zzx0S}7pT6!{<#1!Uqc{yC&lp=p`J=jPfrh}@LZ;(fM?)VM!u02@TfQl9Os zmCaT7Y39diJ7d`c;%L4I3(?c)ne!aA+gd&1ZhRxt8cXQ)2X$<~Nszx!@aR>Y9s3vh zsl^nzORZ;txJ5Kh4{(5QW==C*_;EXbA?)bCgsHNzzC2CfuRn1>ck?YadfWKKE@Y$p>=1-ASo7?JvGVry4`DvI0+>Q(?>`1iS36 zVv#3bhom^mks)WTwEZo2=t~AxI94P~KG5UTkkhW>=o<6uR^!C;E`B*r1{4^yjWbVx zoRlqICtCB%`V}u1 zO~u1Hi$p#+=mYbIwb0iW%N$WtyiwK_cH&uXdAIT*SvtG6g9FN8Rte_g(Y* z|NWO^p581k1{p*%;9B8B;qnJ@f7!biiXH@1+t=GSN{V#SdWe;S8GzUQH(HT3@H9sM zo7(!VVx}?lj>j^`U!uG#WqkZFxk+@;nRmwYcrf_9P81$PVe*nd;2W@bTRcbtEz{Sy z2MFRy>GT`=zEFQR3&laMsv@bsO_W!P=mnB~g@%l_Vj(LTuR?Exbb|hlmXP2M^{sA? z#iCj0f#F6lpspSoe7-I|yWy_Q;=j8xk7!}@{oXg~4(k-0=C3GD=ukQ6rz1?Ir(y+xH zZd+5=$KDR8$`0VLDF5wiL=(VGlg2blm5P4$I^(rF_9&%MX)?59`QCvK=>TWrS?W|lY6nc(B#0R zTBr8ttEIJ8UElzHeN1#XI9A9fy6GG6P=!tHm z2X!OR!Tpzw@(=DtD&uM;H*3`G9))?u-v>_FOxCtq}a&V#8k9^NLH+sLyWkXySNPysw`WfolbUK|ZZ2D(qk|lc2BVGyN$8^k!jI z$q@lG=+r*36(dT7Br>gaJrJ~hf@Hv|wYI&`m6$1%7V8@*EVi%Vlp z_2IwLq~@dh**g{xsWw3Nb`slK(iA5ltnRXC1%y zz4~a9TAUD)p3FGo{%Vwep!EO6z53*GeR^gwby`R6B2mbUugeb2WXJc-Tp(&w?S1pp z2IdYMoEz6WH?AfSfF~T`HVp(@EWPyyPO8^8d0`_Z|DaiWN`FPXEmNwWkfU z#24aLRvQoAnVuRd!*l=7aP_h|yQVV1FV~~h?dDDonB3pq;$|k^FN=fzC~HQ3Yg&q) zvL2&Tx)<^tQqFISWer~sknldTXX>7yLS3MTc|R4A@DMq9ES<_l5`2jA)YSPm{8~4c zpApqrNXv7#ig@FI)U=QIqA5Q3XjKPeG0G`t%AwUV+8D1UzLKQJz;LL}2f!*i-8p%e zOp?0=yCqFrPzyXFXS#++ph70fj#%FB1Xw`H*JH?fkiW>ta5m${q?^pCJ|wof@7Dv9 z8QV3<8e@fHJww(GFSxaZrrQ{3AU&M zR>7(UaXv(+!!tbOtt?gK-%!*N5{H|p&*CeZ)UI)TN<4@U_UOfmqB6h(=CyN;j1_Mb z>F#;Sw&lqK|7NN-yX>_ncV1=7b8hkWkXzg4l()Hf&MTD6pZAffvPT7rpL@D(I>gvi z-yRX?+msUL)^h%UIxe*D7SZR#l4#x0!IxxnPJ@Uf?mR)wpk*`cwOWmfXoPR!J4kDf zN({I}81HfVm3L22T(8C}(#F z_71KbfA|A>Y_gif8k?n3$=5f_JyJ9da&Xr@fJ|91Sm*!w0eyUVQm%bUym4NKUPZ zI??>C;RE2P7i5njavp=txMwIp@DdK84nW_1G}r{4C~5UJM39>*{i%aoZv?7&C0S&8 zr1!7J;jjV>HX9p+->w=B*bxjiksF@7A%QjorIu4;w7KIZdw9hlcW(W}>beuE>#tzR zJSv)-6s_xumU<;eWm0|P`IB}!y9BL)2lzA2k`vi)KU(jlx1G}Ny25X5@UrFznJMm1 zYoLV1?TQ9(rhoV?to8X0_X>ZSVI}+e9GJ$^YpM;?SOjH0%WpZC-7#h*e^<=-jHw#?D(SI=W)b&M2lkKW(uvt{724mG-VhDdBnQE+6gB(p(L8WwKMW z*3dgTiVhDWjOI<;>&y;j)Be`mL~XBhU2r_ZmFhmK)X{F*Fzen%hnAPb8gBz52sEjN9=V2Wc78*8?8n|m5E=ddy{rkW3G9FEPw)8Y@%4I5fUc`c zOecZ9K;s%#{ai(dBhWU)uE<7g9r5pl{|+;<(HD>ESl9RpXPpSIV+kd$uae>Zm{_fA zVh!v$^#jJGUL~s=UqfN~bM4^9U?=)8WI150X_pLh8{6lZ<|+gJN3zrfm92+L*@!8^ zfJ7KVcw_h-_!x%pNKIg%(^NXZ-#yG7T3#40Evp`Mfk?F;pJ_pSx=&MT)Y!2-e(+eB zjQ&A;QG2*0R#ee`?I1IHsZnTJ4|jhpl(W2mnnhb%yU(H>2YP9M*Z3$hAt=${*^%iJ9h%e#7`TV58egl%G&^6jYOm>lDnjtYf3SlVutOWQ+_ZLm|u$0gY*kcLF0)+mpQ+@uZ z_~i$>Ex2DVt;KI;blML#PVZ3D{^tvRP{YD0H4 z7>=efzluX#LC)K1M4X6O<^`?0P~LcjhW~H8m9|e=b9(qKv0FMw254bCcA?nTKXq<Q<1^vrLy7dA>GSb~pURGT=E|NYlS~xe8TUdn-bu!UAmOVIHJT;oXL_`X! zL@s}Lb>_T8ZgGt8IgvlPDmN#dTP3P9$Hh|p;@RU<`8!24TTbSNMRQ|frHe!&cUX1) zceJ{FjC1*^6)nDuOy72xW-c?y%!|d}4VA1UDb`#>$Y-B>LhLhdmj~s{{T{&JZD2!< zi$zk#Oy#geiGUKHIYOW5WS^gqxHrLWq14T0&hNHDKS=e1j8sPN6BT_711pT>v||rE zsLxK@;GP`?VXG+uGBVjR>ljNKDM?@gBS*V-&~?DRGbX7H_%lbl3wwuIPZ>n}rvtsw zn42E07FHTkO&rmlfv#=;_0etvdNMR-_e1Z3<4x;zk448m?Z*>Z{@8AJ#Sw*AX>ex3 zh(u>?W>_iJrz=+KogP+~8aOpOxh~!~INj^OL{qGIzlatu!2h|0+b7WoZ4Hgus%vo1 z*fUiV0-w*~yTYn&62V}R9VAe2(!kB5{^56t$!RpaddenfHkjCneE>{KPyHx=`(2_o z=pgu%G1H0K>p$-zwfV*vw`=&MXkm1saagjsHCZzz)o-OpwOt@G{bE^!7PFk^+~eXW zS*=a(jR4xQg}r2wW6)*7ui(?V2^fa*;wlz$vKe~saUIkdhO`*Z#|lqw2y+IQk^Ui1 z>#3ucR2An|m*!M4x~h7WD-U(O4VPErgAwtb%6{F z)|M6deo_`I*<-1Z0Xa9aDH1&sq+$AoMdY|}I>O=L@5KODr<%6=~ zYMuY-8MO9R03EnoI4eAPfNZ!1WpakkXnAHTe2Z8wCzxWdgwXLzI&!cs4aZ!fRBst? zqBDt3AL}FNhr*kP;?!$Iv>(dx4DP{WdOcH>bNj zG<|B^LFJ>-w7%4ZvNJ8~I196^ikFI_dfUHlf?JPfZ6yC73^nvd4F_J2!C@SNRWx(P zmi4w1RMj+ar~so;`X5bjk4NQ{@-<)AhRak|`A1B2Q<^HW^v{{-PEFEx#ajuBSkVdU z%=Ci`0}DCPoi}MfqP;OQCzqYoC)s~|x_d;bf1h-Fd;XA7nK1+6&9LJ4&7P3X-z0K{ zPsAp5fGLpoOlulv`N$^a*e^Ro<^P0vS-QeCYzBw%+Aa17wrp* z^&k~abZgle!fiRIEbUYum$k^YEA#}8OM&5WfwXEP$NU~NwCW4gdH^hh#bbYO4%$xG zfb7k1Ok8Xc3x{46Ux+6xHPhC6ybmCxo3qpTMhzqetQ(q-hHe%#)B@bYwa>6OC;7sv zq3v?BpzPRxyU9<0C*iE18Ac4fKh?ttG-nZGi@oIk7@wXWX1?-wOmQ!UFp5FNa~AL5 z)}QjcE}4h^1yfzdia&CJ)7SrGDm@l>df!cT>&o#=EL9!L7ORpCv1~qCRTZhOjwZ6v z>ReSiQ&kg-R^g!+s*+W)Oz(ISTBBs7Iv=UdMB~M1e0Wvj_d?d4DF21sH$qLb><^_? zEuYk(Gub{`nCG8}BFP(zgGA3VeD8^}?MfovN0#J_BYn-W9)+jzQs zv#4%3GTZ#LNH?z&=|1(z@g@s1`$+k{J47Re>TMTebgd3MNal*UzdT1KcP^NbdOfvL>zoJ_-}JdD}%Yo4H%r(!n8tb}WaQ6`gT#z_NX z3n=kLxnW@z1`x7TvPmsnjj-NpvSwW{D zqtqE~W=?3em2Mj-oq5VYQ4c26^A11;T@{Rk3l2nm>M&B%Pq0a1~uHOH)TDNZk)%oZ7(ta$PKtp zuC;)QGpS|jq=2B{En*~C4qgkod>+T`b9}I8q4(M%Qe&QSRllhLK4u4~N8GLsHL7K5 zO2)z}2&5xAs%@B@r>PnqwT5rk+t?F`#DB9*i~X;a*~VU(-Z$#C2=lFl@OJ?<2TLejM9Z%kHO4&gvffR2&rPU;eT# zRrWVdtXZ0aB|A9YZ#|e)B>&s-vL0FfJ16==ksNS?NDrKlTp^l^+W@W^q{Ve!#nk@$ zSBwulYY#LPdw4GRqEwGi*$ZGPBeKm!FxDNW$H@WKO~U%8vNQHc&(bc)|LpiMP^MVS zl~!TyiU3`p`(Nekf0bz~uw%KJ3?)FSylmHc+m<7l%qs%+o#q1%@E?CzOs8`z{99r8 z{wiOAwv>Xe-~5X1C%kPh9^x(({^PIe7AgySU)4o!f`8R5l|iD~o{)&4!1p}rQPH&R zgSl=WLGlXkr03U^g#)~fyuJU+*Yrr}T0VYFPw;;^A7I?)1T$B1IX_Zb7%8B?RXjOT zdYC7!HFu+>_1xXao)>Hu9|4~~zz;tzX28sUg_X{-ziB1GfvKVc_{kY!^il_RHHvOE^mBs^K>bG17ui zE8X-4(9lYM!kc<)++!vJJ}@(a;}Jy!A;hLD-qJOEX8*T1s3CvaTl(hmYmy!2f(TRT z9xfk>DsZ@w67hNIBc_k}g6I?Se5ACO%L`nvW2HB_tmQSYaZA;;=l%cW*1Yz;A1}MO zHLtye%UfK`dv|hqmy6jRkISV;xpN&fHCwqgrHl)?{|Y;?h85;*Iy_+?^Y!bt+J_{~ zZEBOZUR!JQOX^~!Zp8><2@L)6SR%r;qQ5>_&PBv(NxrFN0>i-x#loSI4M>UweJ`wD zo80w*yX6B0(a;UW%|(_A;}Ze+#nvYh%Eaa)&LUm>1YO$&7&b>^Sco$=dG}h@ z1>oN-p4+)BZ+46^Ee~_n!3+$Cz^|7wN0Lx!-snt8>tT zF+a@>m7K7B^c8MW{~=Q@%YCdG5DR3D=wd&a+3W+tann$YQ@bz%#MIm0(reTdWUe74219^42Uwu3}hKk(RR;_nda z`ty&$%>P_xTNdR;YV`puPodbX5#O>Bx4ANwtueCqzzhx7z;#9yL``hCLrjp5n6%)*ZZDQ^ z7xdhCwsx?r8G^U%T`nrCJj+$zsC4uGZrN8EqR`>@GH}}Wj2_B00tV)NEEI}5{99u2 z#UffRhTz=?4J_-xuaB|55>%J>I-iO4&N_LOqgH!I<$vLVJGsLO)^QZ#I|cnWG<3c$ zcepcA%+t>^99jBI{;wxQS|yQDVc6j8;N_l+9k@l*;?7Mg-K}cItr5=)9J!t~gb$Uy zBU=cKKWBiP2d^7Kd$E54A!4vOP}-Y@h5ISX;e`FT zfoWi7nc^`wl@;9C|4igZHj_J94$NZQ^P}$(b0AQVlWzn18?>uN%0QH^h39o)Fss@f z)~Wz2mRb?89wgRd%o%-Ns92A4i{;ySK)8z#vO&`!+e9r_SW{qlDE7b8a(-zAIM48? z0drz_aF6ovB97ht);%_@1$T?joJu)+FL;po+q~ac`eh||!$F)+UuVgcdhSzZrQb;A zc7Tk3>qS@VZl!i9?@ZXndSciz@qa89vts|yaY&rY@s%pNnVB?{ev+s7>i24ckFAn% zgm|BIk7UfoASd#yW10GjV%ipKrJ#dlhrUl+`5X$uq3_)TEhhCH;!-sfDg&Ht-c;+n zh;783>1C$^j1@RZV6c~}e;I#ppWC0(*~8Xq9jcXtXiM=q4`%stL-?-0f@M4;VHmZE z#_-PuSXYXYIc99toEjq3Dr%=yFbmmtslvk7MPbr|R^T_lP63Yrs=1N#U5`chjj%Cb z5ECf%nApOkxJP{=mX){A0(1ukM3_J{st&hrqx2)PUi^M5GW zvW|M(IC5LNJ>Pvs@73ivP+^Y6CnQ4u>!Hzp(sSN0ypLIrTCI1Y>uTwqKNm~<1UW3V z6#E{LJDr_Q^i}r){C&lI<9OVxK=b0Vzv{(lEsz{k@Wd^XoeKl3N)HHb0AOQ0)!D}O zXHf78w^T@y<4!vrKoMOXI8zOfEw=wDdV*r9Uw@)|;OvL-d4Dc*M_ww@6N{M_#C;y- z;(9NI6R(!1&1Z}lZ^eTxZG6z{I$GG{^>xo}lCu&`S1G-qvRA@7vs}W3o3hld>@x~S zqGODI#q*-B{56bkdW9%`tTr=(FVjfY*WxdhIIdp+7M^{-ywO@MyWT-DM2uAg>&1JqA*JilUvO<)n*QX z@@Jex5ojx}$$3?ESBZG9Syi>;vfa7Na2m7jMwt2mQL{n3!H6V}77iw(;L`$7qbmf+ z2wwK;WXW{oFsxrbLFt!cEZ2+WVcuOCXqQE*}a?OS-B_0nZ@6c zDEy-vTrcupiWM|l5O&XhRxGXwc@4MQ@+sADhrL-_-M?1W#lq{fa>P3(xZLM zot%^K)GzF3yqZlw^w!#UC=L!3n-9z90F9m^)kBhKaz4P3vZ1FWXnLNeHwjbG?Mgmv z`W~NVh1dVFG|e8Die7MB@#TiQ;bg6bS*y5CuO!i9wGbT-fzSBopp2AyOHS=$vbH?x zfS@?YFrVwV>O{E^QxK*O+PKsrJq5vi$m+vwfG_k`hm7~VN~RANTSy@jFVctbmbcHd zT1HzZGZ{~aE<+_IRtez}<6JejjGd1&WaZoZC5zpDvu>5~x;tfcUEjnIx=BV^-zhzg z(2d26hUo(7eGZ4TgIIv!U>BYL(dh#(4P0Vk7Z9kG@j-?Hx2NZXtxMxIKIwnD*sU&q zt82h#Z#TZn9tPROnpbYS95t=LPi^%Sae8uN5mDy4^eojG~D z727C0CO@f?N?P%wRS4C7M6TyEnK^P3Xo*hJT=c)aX|YOvXk1TUy~)a_XOT6kmE{0s z(xq;-{ux!x3VE<@SvCeOu_`@4EvTdyqQa)o0ZB|cVIO2g;t}^ol^gLcY!sHd4v8D< zC9sxwt|67ju;Z-O+$(+Ozg6e!5n@f&+$H3%Ed7Mkv&<;^!uz)ekE6+iIbYf3i)FgX zqz+jD(o}kFJS`MJH_861> zI>Z8{&Tkd>gO0ghw5>v=#`sm#N>15IVcW3x{D_Q8o7AJ@WRGAS@$Z`MRW^5_;M&Ag z3-&}lwji5^LzLRfE{xqLb7aG;&tqObA&f$fizH;PX|DZzF5t@W<> ze;9ig_^7IL@4xG^Z4+)llrF?ez9*PS9ivmmFu&$au>n*lxblgsR1qZ4q) z`@JLWd@Av30YlVBUholqbBZZ9KSnMUBVRNmn~YRjx4XF1NN-{<23#3ckILG}{Ih~H z>zM#XzC*j?BSrOzt1|Z&I3ZnmzVBb_4ygW#E^oOgeJ7+5pP42epU*lt3IlekEWJ*Cx&vQ*ggvF%ZbKNzc`^$|{bqL44`g{ebKzg!cG7@PZH? zYna^ObmqPhb%zBAf+J8rdCq8vsouz!8E!v8X8Ox>Ik&ySJ*GiQS%b(y508B;Ku0-& zSPB7=rVoSzD`nY$KgiheuY2S>Q7Pd7$a*@mflKdFtE?mybcvtVP?FUPmdM~-uLepD z>t*Y6HQ#G!2Nz{9VwF-=dc)^cD40rnjBHHwjNDR9+apCU)&&z3@rvx$CN(u47Fq^cxtl(9r%itw4xI|pQ zv7B?Hvsp}9B>G|TLxkyRJ%T30rDbhUk<4&(Rg~i?7dv-~6bttvHXvhDab3gQt?qygjYo~t9E6Ds#=o{};1=T9~ z0F&sG9&ytpfB|-T-?&{nonKR|3nYU=6^Y$jJbE4waZ&lfGAdwV{@@#%0OQ`^gZzfMySH85&*Pk zGGE^lPsyQO=RZlmMwOsJ7#~LcB^Cm>1fd-MPZGqAa27kfkuO`5pR%E)sh||zi(0Og zyX5%`A+x^|%e-NFm0HDB&=(U}Fj zb%J&BoM6qpo;CHT+c_#h@wN4$<30JjxGGmOSxw%pp*b9Xs=PGN-hs8cOfwV!NSiW? z$Vu2`4L}4>9T@4FgKD!?(S8K&8CMXA!X$~wK%~e7a03J^gBJBM8s>WwOZBG|eJCk~ zO>SruC-QmynIrHz7!FZ{-04herSc>yky-sI(B@o1$Y26D)`qIC9tA3PE$(`&sMI2V zp%_r;{EcQ-ARO5i>0&i z%A4Kk!hib~cOX7+`$z7pxn;~=5AuAB=gr00TZ*%|nOE}RCpZRkp18VkP2a|n*^Le6@@Brgm!~-($GxUFdo|2ZKj+h1 z__d9%_I>dk|Dv4RT4llpv@4yMcixPhry;vC@8(8;1M*wH*3Xyq^=8wf*^n>U3gK)% z`}f@HHu%4})%~SEqt`7nt|jxm`DSD#<@X-ybqmHv2Bg9@(Xy6!qoetsKPy#bm}D}k{FYF}Kr)jq&g{4R zL*0qe#c%zr(7)#f&sx0qY3JUJ(qct;<6q~vb;6I$bzkup{+SfXs|c7{6mt)iEPn1l zBv*h+`jV1MbWuoEsm+dgT_^T4_pT6%jPys;Hif*gtfoa`>7mo7Xv9cBHIeTqb9bR@xt{|Gc{3E))p` zq5~ySy(`-Hh)@D(e!dmdLZNz0tMIk6NKAvZ%~N>-d5ga#1|fddE_)m#R3lD}G+?KC z+K^P|1HfNbQyg`Xh*VUCRTxiigq+6J)CONfq)g(rNFXMinyD}MouTB|MWJv_)mJKF zl){{8VN;toh|j&&Q2&B$piC9@kiRdfYSIqPHC?SgTNPW2MJz$JZDUB%8#SH)s%^YS zaogn8R>gJ{6!nGNDK2~y)apV(SVTc=#08rdDYx6NW6Ck>ST~(cq_;qQDsGSs%r)av z8&qao>PwWQ+ss{AAdD=mNBg<(Ops+#wG0gfDxBlx)G5}`OH`t!+pXaQXM#Zfj|~L)Mh>?6mI$+U^3<!ft;-LPQoH({f z8}Qfwc%$!|{AcqKBcM-yP345Mm3p2l(Elel>c9V)7@&WoVgbdQn$yX)bBJ`9+;tf)IG?D$q@;@L(wB*~; z+sq|FBrESE16aI^6kKmjfwym$Fq7C}-E;OqaUn~l7b-PJc5EV3nvvc`zNxi9e5}H0 z`qyssW$EEH>8X@iwef6`*S#K$s#AsWIo`@i`BRXIaS#NAj}t^^P3lv zZ70=%zOq6N0nRPb`m<5M|7NZz-%Ma!4J_7j=1|a6v>N_x- zBKX=0X~0WUqh|EaPg);I@AUl4H6MRVNtx-sW(xXte$H(M;T(m~*V;4)RXnX8W71NY{mBA#9);ys*#f$I^9 zb>Z_cqC7Aya)jco3MS3~DS8J$@j1^6^W(}0e={=Lr$zQ52yu9-TbcE~ux9I=+A7H# zkWYzu@D;r;xn?NqNXMy>SPj?6%vwP(z}U`YlJn{fQF+d_>3D@^72y?4-lg@d`-}oB z#VjajXD>s7>`?enbN;yom@iW5OLy?;@k!OkgJH=-4Hu z8HHPpD%y+#B%JsMO-8sI*TflcZe?S4SK#OyNk%#X$MoU#hk7>bZ7 z4On^j0?(kzK~+|UuVdU1I9ZGwA`LF&B;oB=R!6r5^YukY#57fMm9}EmZ$zZ?epq~0 ziqfX-28EBSmaEw>mN56l(%g|rtjujQxKhO%S78~mPMn@X9>(?|4 z9dFUQNv}0Wcw2nMt=~wZ%edH1?jnqmn`tA%8O8{Saj!dDM$O|suuCyl(OolZk6?ne zY;Tkkdt62<(aMxujX?Z^=KgO{fxUVMtcgs#p*8tzR${B4f0C7r8q*5C?tK6*M$PyYQug1ArK~Y%m4=lx zM1Brq!~#$Oe6o|YN#daVSl=Q=RZ$|%O6IL^m-yQ8>C=1k5GTj4QmOL1rJ`t@wO^>` zq%zE}b&NMNC2B%r3;T5bM=Z6RiHUf+V!<43mGv06-e{f5D4k}ceXDXJmH&60(*Uj1 zL&mGC2J6^Bc`l6r809$KP927D1MV8jXwe+hbV2_|hhd1l(K<&m=lxnnYfg_1Wq+K? zms%#;{3}auKnI%37=Kf20pr4P-xhx+k)c3t$M=g)PKv#mxzu)Rhh_dvL4chCrTqY| z*7sCwpI9g&-4BQj;w4$QLG&stl2!PV6je!>QhCq4Z#gK{`>cIbH(shgGVgRjM)Q8_ zWAni=%b(^~JH9@^f`dQf;J>#!#OC|dVS_e)S#t+u!9ErFxtZnq^bUI&-{d>O&3&?e zow@t~Wmjm3mYkL|N1lDU8eaes&wNn;rW7-wV;f3F+^Lt=UKt(mwWXLba1qay>Q>^9 zYh*9x%o?f4ZJ<=}CQ)m2yz?TF7|tlL4K2ZL8z8P zNW1e0iX)iLJFT|nilGZ^>uri8ze%)WF;aj>;wQYbr&En7_LId;hR#2<1q61$mL1v4Sr*jT}lh? zmgA`6XO8!}fLUY8Tu}zE7AzRMZEG!YhLvJu8OdCnM)LRkM(#cK&-awOg^n2A%0x}} zq2_#G(JzQ^u1EJ=4m&Q@b-73`Vv9In&y(h7&1i!ppc1^RWt}8vF(FbJd^9Q5oMX)> zvxzkJ8-P{L@t=qrHAtNZZBA+OIgvl|z*plqn+T9e0STLMA)zQL?E9 zgMbFKMmAfg4ZT4=jlTYsZ5^=*6ZJa14%W(1@wuS|Ji^`Tg>0d31t)7{&6EuUIvits zBAc90>s+x@SV6uVHF_VdkQ3pFP?&^k7dkyf7$6=U*}VOY@$Vdl7Xc%z=0|d+_(*gH zc8jW2qIC>H)%k>TI*2(oR~|G-q=RPNX9`l2kJ)kPM)6;~Ew$90SpSy#G0mVqLR@;@ z4$~Rl6HrpX1gIjtIkA=`sU@sL@7myae^PR#N<)TBVC81X3cj|~E&Fkcx87<*Djt5> zvc)m{MoOKF{?xCqS1i)s7_a$QYrC__dES~QpSR}9R~%B;mAS4pV!dV*;*j2q;9VeE z6M2i$=?&?Z;gb~n*}17dn_Lkayny8)y!H-(StQiA|A5v zRkM$VJ>hNffZoWV4~Wqi{OaP-U}w}a`3kOka_3$)VssgAV8BtWmQd#93w!c|ILa1_ zTm`7=rMPQW66M{kF8;N$KX;7O|BNCt@=|I#uLsN{36J4Mm$xZ7ms_${H0+Y_i6OF+ zFcyG~FB)eE#iG@7+`OFNjHTWu*I{EB6n&pXP=J#=|CuIm)!BEr4hBH(Liq3IaN^D# z)R8vbduW)X_XT35E=_MVdj^)c-n}lY>)cV#+M}6;S&$Nd8Xy_h_S8}oEylgI!u=_C z4LXBO+#14AYzUEp>HAgl&dzl>lwJ1Cw#q*=N^rO*=kS6 zT$pDmz})=5tPwxBIVew(!NV zjkbvM7KvTp&0vmTA4i?H=;CibhwcE8jT?c-yK=78F$FyYb#WhEe+okaQwf2tT`qxyh$`s~P^(ju4qncERzq%lRE27r0XrJel)-&ROlVsp9 zCjAxv5DC+n(Q*B4``n1XoQk6UgGWRKh~{UHh&KPTBjRoUw_l5xxj+8zzZSLr`1{=( zE{?^!L$TUevNfF=9!U>O;PZ^*5v_}4MwZ4JOJfZsiGi_HW4OGtG~QT}XbZ=i6Ul)g z3Zca7qVblJvca)PU5Mnt(wfqe>O_1%G}B$2?Fpry7opUA@lV&@>Ir`@-aZp=4TO#J z^y&t4t4%ZIU-EAZ-h2<>n}4k*B#Q3;_&>#Y{^SSUQa2ecF2_?^>0j}nTb9e@{h^h` zX^IcvEu|0vYuJNYHI5?RVkC|qP&QZeicrLgjSo)^R8=Uec2uM)S%FvbHfdd01VA^G zRdWg!dmqx^#J;d}K4hqw59Xon)$$jX8pi$Pt?S+Vmw63MPU366HCrQ6jMv)Ne8>xI z%%^YHo1-{vx4>KJ%~dPCzgl1wr1c>@TUOs+u{A;tmQe1?6z&!v0t6fefpZw{=a#!^ zQSU#v+#Qm8RitLD6`3=4i;6o%V`hu^yDR&v?#r$J(5Aj$v6U_~85BV12vEJ_5sT)f z`*Qqg(399~B8wf{jYH6t-w3pm*+{?R88hZJt$sxa+@`pOSxsPH{w7avY+l~=-t``X zarp0+$}>Jc9J zaSSkix_@iy3AjC10}?4DW0yIuA6X(>a-nznnthp zHbCzB1LqN~1aDGw`d0e^NI?(im!|NXZBjpdoG!W>(ox{!o-V6>%5dA+Raqo2;bvivT$Fov?}^hgBxuFWE_Ox zs?Gnp(rOWN{KhJ)D|dNn<|dIGGc9wM_^n8tlTB?yga4hjH|Z%?y`TaGh4aK7Vcmgr zH;j9@i1Xw8+75Nqg`-1P;fDT3gkFTze7hGQaR0g&e2aqVD)5avE`(z8DiORA%h~Fc zsW&}}zHn=fJge>r(2WhhHSDvnr&$>8&HD$jnt$wE#d6I zOu9Le9Y}ImX|f@iX)eh&#WGFt^2YM=#hTmIbrW&N#M7g(W*5EkDXkbVnL_WZ-(nG9CJJj^RLu*tCQ%Ly|p z>BqK=_;=P?m-*lC6omw**~<9-O>>xs5t%dUk_|oShE%FCNo}ZDZEd~j3Sqp*gEz>TV?D0}W%>or zPV}??&i#{Sv7(q$Ha$xA&o{Bl>6`0fsw|cS(-}Ii70R*Y{b^=4`}W!Z1sIOId<&HM ztwA|Sl>5Cw8O{CAOSwT!EpIv{*>HSWeQTm_RI2f;OiO*HX=uDQ5v`txJ)mOD;xObh zYXe244MwV>$QqMWttv{@ZK@>oEF=Q}x!{wXc8@1l8YBWD+#>iP*pGx0J}L zyrxj#Cz`D$QQ-HMfH@o$mZ#(fg|m&N*_O&|XCyl)nr+HvTN<(h)7iF|c^w$fw#Kr} z<(ZaDwxvAVR-0`v%eG~*gIcmp1JVOGdQFkw20L#g|HO#N{4aAgarqPEYrc2u{0H*| z*V*^MY-YY?!?WV@&zAg|Z9$>MN2xHq`yRSqT(>`>FO!?aW?5A?_5@UX$xs zCBUcM3C@0fP%w>e#sSe!HZo9cyB@V*xc~ms?tlVd&%keRcV_(W4YVSnzrVgzc2P(u z(R@x~;yO{*@KXU|pe=st^?~c<^@X#{KTGRjS+`!nXd7EEU!dd3g08>Fz^nEl&sST; zyLzD&AQgMkY$<1pg43B16H>~o!qXWNtYlHi7U z+=O0muBS$BeuSwi*5dtJr<{DME)_&V(Ov=jQZu%jIKr^3x$&jhjo z%AE@!$LEAkP$#NY;v(x&TRm>ud&HeWwoBE-#oTWSRhawFL!Tl!+ac6r);FoUbf)Es z>rijZg8=$=kv12Z|0wNBWNhpPoQ3)^RX!Mhdn&*SU5iu;bPc*pT*BY#r#8AR1wqnJ z!et1g!T$SEIheTwnS`EBe#`r9)}Y+D(g8E$JsshiJ4CW;RBGhu(e|P2p;h>2 zEnfw`yB`e^nhPJApN9u6WLPx!SP$w7FZ8XBz!*Zr*0nNX3h9=6rk zLb(78ty<;%3$%H;oVi>N{flXb&O&*`6RlS*+lXk1wNV|6lIei6|wex;!Vd2R|F$e$=TsG5VBKqbSreT5%9W1dL20S zmU$JaCE_XdfywQ<+wy*CW0bbI7h&sV<6i?Is}&W8#RjNv!hDbO04XBE5jjV*Icx#eTH) zz4~uL18+y?)1*!FvI#u-JOMq|aO-t^6Q-fwWL9;uMtQ?0$|*f#%ZmPRPjy??Dy@2D zaO{&F#rSem`nFB5a~%kSFXX$5Q#PKuCF-Y4t=!}Z7Xt#0F~OD? zBfy0(()0`%7EK>P+%rcTS%}25$ZR&joV-rU1sT2j*dL4j2Gu57oftl#tSX%v70--nEFU{2J^;goX=t~aBH0<)xznphxX6Ybi#_@4w~x=Kcyu2*V4 zw(u7s3|mM{CE#e8@`bfdoUPQUVAUgF7X!|ZP0zYj<6qHbqdLm(5MOy~#B8N2-q41tj*BJQ)SoiY!1`yrDAiVV#r1|W z40XH_Eovs2#Gg8S3BaFveHCKA<9|ObNBdW7b?f~haDlFBQk(Q^;|)*XcO z@BchxWNpP++(pAf+2N5)PdGcGI6JZ=JFGO@5zdYbWqZPzp3=;aQ0BOj4E$N$CE4TI zvLrhql!0fG|Kr#=l<5j(h8Aasm83aN7n_ALY%?g79bKF~u{cZ8{&z#!(~C3TH3;{X z+Tn8CRuJ!*Gh?lmnp6+D+6!*-tY7GG_VmQ~(?~%cT?}ac4B1kR;2y1J0$i{7QdnT} z$yd}3V7D13`N*ck?Yu#i)@YMVtsWNCzwPL!1Fcy8D%j7WIJ~;ie}bduX6s}_E`G{B zrmaO{fdw7uxV6%xyzPK#Ti$9x75yiSBc<-s2tgni>zvRgy-$At3#nC#TX%~$bd~tZ z9)YTxDDnc{dM~!hqw4MwZ~W69zKv;*dWJR#HNx|pqM~l!o9)Vd#(SVwi-9?fuc>Cf zpq5RGi7TT(lHzW_i~wVi$BBgnTfF2xB&&KIeusmk%&!(NIHW3!GDT;t*Hw70Anx^r ziO}yB;}+AKRM$_WdID!MeSR)JmcV*}So@PM{zx3K8rFGxy!IVlZ7{hUEN(8?>dMe+ zFGvMy=`4f9u^|>)WzSY}j^1cxDrKX3M_GS@Vn)e}S7P4REE07P-FaCe2y-;iQ)JXp z`CB87o})uM&zX1*d{eiqXKwo3dH^5%nX0u1oVD7QCnQ{?W=(Es8r!;DOlkOm%mz-9 z9}CjB(Q3eQ+YYmOBt^cTO4jrz$-BV6Q5^u?U#Q#2==t_B-d5d(q{?VrGnm|V zd^XlF8ESPR{CKH5J<#C|qz@s6{L6PBNY{$eflrEP>nkEUtf6eA+Um6;`_a0BMk=U8 z8e6$dULaeoOE-zuQ)Ds|n09toT|iN18#+*UDUDp>9Dt*hrWdFZw7ujY`x7BYFBDai zCN^0Jq2-j|Z1|awO~)%IwpYb6Ocaz!mQJ9!2#C3YrrKqk!zZHr)JyK53R7?$MGt_9 zLuqxuQ$}v)U(8HvTvan)a+?^-%U^O^bIswJ5wYYIvEx;HU{5cDWo+wHB68*I=XO-54|G1Nkqn4%$EFQDA;IP zDFCZ3KTR^IdY^0KLi#WDT82pPMVyRsw25p4w6#+_;Ggm`315HHu>t$NyQQ83_C1wI z?DIlfQ4D(ZN-U6yEqa4>7}wq*vQZ`63>&84MyXn&)0QB2vB$EYPeY!dfLiRlpr+ zzQDvG@+@pxy0sc_dEJ3^q9};Y&=a*As6dgANd}@a)~MUN{Ol{V=OZ$l!ggu8IM&q^ zJ8`-5m8crEv`=GNp~uLBVwbp<-##9-WEK>`vADYK5*6x5;TD=J&UBbo&nI1{Xlgqh zBvqtaS8F`;!u zBb<(PWOH~baV3MKDm2VyI;_rTBH#1im%mB|#=R;Oe}_cfW_7+w zB8Jpac`dk-GKlcV*A zyk7V;d^K1NFKiu;wKQ6tAWxfIBI^);nayIN3S_XRFn|+j60V;Y6JfwB$?Uh+F^3hs z<|eCgsGF|W*Zq(-X3XXvW({Kjeq;)czveC*Km(&lCe|%c9YAv^*M5MI-TKIGl_o z%EM(<5putx1LCPfBoz;b%i`&1G-bXjjklGSAIqoir4$zd#)?Qn;ia~Ru5zz((D1Ba zoBYIpdFSeNsFhC$y+|a6-YN`$3k=}-JLIX|;FbXLVh*`|Pjv^8&z;T(aGP|m5&6y{ z4iGop!&%Q3PE-bCw`u)LVf`}Cs=zF89IW`D1s(>4O-6UE|HN1;Md2OOh(!$~Z~NQc zaN~Y^qbxg(kc=T}GE#_&eF{3v>`mcnK&91_ODfNf*1hRH?+s1fLAP;eV0QfuD%jm?5gnPUGe)Ck|6r z$i$mXsFR1BEj86uprfUm3__B6$x=Lwdwx zqP$n!uB~UKeTmhqr~Ou|(@jBQT_mH>(BXLxwc%1hraP5b% zw(qf|V{((`7nqc0Qvmd1`Mjf`zpPeOHNQ7*ss;A%g);RmUNSbrQg4C2i;6FZPiCL{ z1WlFD{jP+-Latyq80JHhxl2T1oM4Bk?^71OD^7|z7PLW;ASvE%1Q}<9k?=N`WU2h4K7y*_ zMFZ>5?sAw2yh&S~b+S!POsW&GWiLR}P-@atf=ElnslbWIs^^wSxb9lKlVb#OkTZ{~ zXmXGasd^|@GsB`4!$EBnmg&OsmEt0M4Bg(A)pn!b+ak-zd!0^bF%dZ`5_fZI74zg= z`vq;kB;(LqvdmCqN0^q-}=$UYup`W&mg zd>cG7?`dxmBg~fHH-R$1)TUGKZF~Z0RZd38koY@*~(~|#GCCR`M2@V0j5Kanv@0Pzhn#3Q(46XM|!>`45 z(CeQi|6$3=N31>Kuye>M@Ne4XmPL!=)h?}7`t%U?LbT9+;a z@<3Pi2U*yVO`sxi)V@k0d3Y=7JD+@CP+Sx zYhZSnolMP@WfkwLOy(dJYyPgvD_+3N{Ilp^aZtvqe5bbJ4xO&JU60P*qZ+cOC9(@; zIJ?3rtN7fVwO)T{^8OG}QdaV`NkuD^^>jihLBAQ-kpI1R+%u3&c)sb$A%E*TZWI#d ziVm6bH&3z#62<+?Br5}Q(5T>Bb%=BVYOC-XT9%~7x{^F()U;s)^# z8`fQN#BmI}I2|T#73-1neSh6^NUNScr9`%Ol7@X8P5mx3OGKt%IaW9#zLlLgqnzjjLwl#> z(u3xN`JsOZWTp&G+~6LyZj-l zTkLfHhGK|s_aI!W^8_2^x9b}|@&EVu`MrDE|8@L~W9X#b1Mbl`bdF0lw58g6G9AsC zp(E0bKNFb=y?F9gS@}_NtYy9;Uu)DnF$za5O~X9^@^|dk2Dy$$OsAhG)^IVq8OoRa zt3BcCeHmO&Y}#IiOwo@8QcM2B&foa;Id`JjJYu%qcI z`H_(CM~_g()7;?wg4=6$qgne}D&M3_t+9h4Ci&l+sptl`YbbimHK>(kvMFju&Tb^F zRE^NN1X-}S9!Af+sIbTvzm}1K?oojgASN5hL3|;p_|mNaM}l)=3HW-6)rzi%8SCp~_dxqgE#YrVl&O$+d#1L6qXo5?m87r!)Wc&kXSP3Se z^dH?bbF;$Lr$p-Jf~%MZmg3UVigfbSs_c+oac4C()9|~14-qDe&UwE>^ z3-vnSOW|e8y>0Il?+Ehq=ka6C?OH8@d17YKv?b#F+9hHkZDV4$G1Urb0lG@jyE;;F zvwczE2`nfma@7t>%C8c$kz8k*JeCFWg2Jw&ss%Q}aBAc*u;xD(1J`(OdMo71@)O$v z5u3JGd&i@juNVL2Smbgsozr}Va$fZ-@ItFRRaGMU6iY+@G!B-T>j1qldCTrX{hYZJ zvOHA)<`xpNs6c#@nL~?{b9Fh|$giP-An?0eo~YmA#snW!>M4GzkLiQPgTUZE5H%{$ zLj?LARf$7ge_vj}b^f1^$!E#VYMV@gtpD6uR+&w@2oJyYec0L7%T)Vek@;RI*>szb z)2>FRQq?kc9IX37mW3#&t?tGz{655c@@@MaThA3U{?+$Zi>Vze1-9ue`Ht3g49iEC zJA07x0G?AO$NMJF>ZzTr9c_LKtJDczZ z1`$~k*T~0Qd+Z4|nWVPef{{6h2_4X_mNmFnn!O3QG+&76MEw}JW|33_W!g(QcS;TC z%G3V&AGqP%TAe=YE^2by^0K1G34r64FSo{+I6RyIm@^QKSp!h13H;lr^!Jhm!Qm;Q z&TTB2qcbDf`37`dEh#@{wduvOlBAtBa2)7!nNqb=-lpXhV?k9PpCmD|S)X8HBg5Ut zsj4MZrH#WA1{1$!IAD#+67{;yUTQV-^CUk$qw`-rE()S*0yW~?@-IE_PD8E78Bmx+ z_UH9$*znEgpGj{51!~sX>%9*}K)S zM|Hg}R1oKlnmS536inqhg9D{^;hFx3sa8Ywby-q*tBke{jGuR_XWgvlSpQV|W*n#g z4e29#iT~k;?x5K3bSzyNt()sL?GroQ)nYZHAkZWHol~vZi?efW|H%TR$AYwUH*VeM z{#dZC%)h5cmiono#9P+g?%4j_W|Jp-siB= z?fHey{Jv%{sv(t@w?`TTcB!w7M{=G zrBAv#ScResCUR6NY`(b$Q z_Q2!hIdMMpfG&S(?-M~B6@}C-vM3+M|5GI7t;aPCxd_}Lj#rd2urKUzLMJ345*VtQ zQ}8E6l#=w-Clt<Pcm?X*jQPjV&nBt;_;}y2;0DYUKjf^v**YhSiB-Y{lT> zw5v<3QsRuTU)2`tRMO}q0rKa}EJE1O!Ga+C?VtFGTbtV@qKyk=^3?0&qXv|Zy$dQ! z^ACN@BrMx-YBLl68M3EIsn*Ml&y2i_%oc0tOp2$@oYf}h6NhE8_(=ikl{e)M(yO_> zfi%B^lhiW|{QGrja;Nt^Ni5a~n^=TYk4rh0b954Af=DzF{&eEnfD~&@I8`JmCX#ga z^#=4Fm=c%ODpOXX`^z2r6Af4))HHeIsj}yQSRk(WCzIOOpStm()Xk~x8vUO9MobQD z7KB>m5eiCBS;Q&2I2e^sv>$_;ZOXFTb=t0rGoz?q63;D zO>aX5u)><^SOm5l1vwS)$UwN)iqz~@YrXS+;_1+=HBJTPP!t3bc;&oM1!y4)5YFFq zNzKq{Tlo2L3AIDa7exoCH)U$@sNiT|>yC|P7p=y1$Nwu}Zun#TJgjnXg)K3z{kdW< z2wswuZnReFm6}c{?oE=liZ|I6dyHFI_x-xi|C~`ZrWXcFtrw*v>_Zi%;;o4H;gYSBOw4FcN_IDvuCu4GC&;o4+ zOS{RNh7WU6Yei>Q4YB{K&M8yBkEO3Vi(*w(D5<5)hoK@15>?KPd5i{lS%u4<7SZ~9 zA+npbP$uSx%vKTpK>XC-e!v|(_!TZZ8?H~3w#~M59_v^dm}9Zfj659YRAmBP;ZdsU zI&WyPtWn)`*2uKFJN(wq+~(ZFvM9X<=HceD;Y&@cJxemR45If@V5SsCXj9X;XzUy@ zqYGHV7btYlX--$)m$&%xss*BH8K^BQ8F4mwEwzW7P}5GZY;^J}5~iSHYYe1RIj%6* zDyK6t%#AyUxJD^?xqu_mZn3}hL;^n_eCEbNO$IlBAge{^GvYGoI|oszx^W%Eq)QDa zsu;wrDhrkq@Kt9;C;p)PqH7}kFON6fFJe6}dpq69{Z%`4-o8(~eTWWQt=}b_0c-ym zR>ybcc_UfI&V83U#SS>vq zYym~5Pjwr0SltxzDSLlDQH#DuHE#x{+lL{wS%R9AOCXomUocK4{BI7rA@JLn@kUiP zFcXJcZVZKbUqrqB{)vBe>-?+#>Sn%sdb)8|rscwP^I4gONtu?RW%bh&P5IDIbFUDlmqaRU^CrXpd^9n&bcRBssu8`H*X$yqp-w z(=ygpml%VO_r~t=NH#gDA)@g}7pg0)2rk}WEE7vqtD@n+1C*jvFF*!VQ{Ln@T$^p_uUkIy|NA_IReq76H#a$lMgKkn!`*K$7IT^V9WNA1KjP=Z@UrP3+kqioVO} zHn6!ZqJ8qocwD^$qOOQJ0Pt)kXT7B3{Yeu0R9OdQ>+9kfj8{<&WRZ!nkb76EV~Je` zI<_A)RB)HK%X?nDD&H3OV683Dj|rG{?WdrHhGzFM5%|c4NO_yb2i!R?dDcd5!Gj=6 ztmH0KXVk`O8NRl2qi|Lrhm>PA<$?*7IHbu6_8#(rqgQzI3qIG=c2T(k43QX5&xFJH z0F}X?ka2QfpCCLg?XFizJ9}U0(>jX@StT8a&GPDn1-su@RE?bIlNMJuoG^?pUqnwv z_$P;REhM`3T4jyFmlQYw+K9QXZk4^x*~n3U8ygXGXs5DeJIhRo&B~?MGVk> zjsC5N-AE^za6iW7ko*)TACh`_fz!|aS|lsct>34bu&}=HPP<1?Or~o!NSp`6V?xfl z(EnhDH8%HK9jlDTJ1Y|>JwSaJ<99yum^6MQ51RU!EdB>pqXc&VRo0RM2*Qq#>K)R0 z4EdbaNqrajv1fWVYQPHbA-dQJZt5u=3KufRmP$0T@8J3N^u?;8Xc{rZazooy2cGg& z+2#*~`xM^ONNO&Xu~Po>zq`$Yz7~<1*JPxoDN=J-f20DvfDU9=QJ||%P4Zd*dd;Yc zSk?`+V2{H*)2l;C;h(Zl*MMU}H1GgW?9Y5w&GaAo+$}_X&fY9a{kEG$m4EupVy6GX z&EoW&;Z%ZjDO{X|XsOoFEt!unF|oi(7@ByEkbD$s$`)ti$1;zgZ8DoRgtD+Qg^M%c zP@C^vc(>MHsrjZ$)+U;EOB_-mZx>GNuE~4tz4kV30Fruvo@;%naETC#k<-TQQfK~2 zslP+s;f;q|)c0ypBhK#}qep*V*Sp2oNlr6^%a+gE6X|0QN*i;E6)FV*v5El7^@xhr ztC)ZFRaW_NX?(~r^av}G352lVR727#f|Ag5HLQO2WcHvAw(NEoZ-tW5Z5ehkf3i{f z&was+b7iD@k%%|^C^qWOSnbh~v`N?fNKV}Wc<(s) z#T%jN8?6g+Qh!%oqkHaTCPUKqlU5laRSU++#JPnLt*_MeP(5)WmUCv&ILvmFhf{v` zry_dXH4-r2B15|g+xfhLRo*X5_R^GA;y;nD>q$Vm%M`>(H0xl!EcImIT&Qqg5OS>= znfRr!pB9K@tDgbxJu8aWGTGfugQE}@{L%1?=O47Zl+Or7>SM60y(3OJqd@K0&T%)z zVk^LyN6wE~b(b>OP23Wn3VgX#6(zHcPjKSRmBrCFWVm{-_Ys~{YCKVf26(h9V_@AX zxd+rIEAlV+%56#`n3?b_&XO&-e0~f<46ftif zdB)c+#`m!kJp|gu)n1ddYK-fd`P9$-!)=cgnf61vM-TuMdJh1Na*p#~{D)f!*dyhC z{13Mxhq5r_{CM5K_^>M@U1K6mH-(Z7(e??lb_({>!vdz8k6{%F#|Dra28-|LmfvEv zO&hvMOz$SBs$Pbasz713bQO}mJ5Ww(l+e_8$v_~uT$NTX5noE#fd#gWnqFmEit63QxdUp?=&{yjh{620dcTUx$g*waWpc zlVZ%%%x1-QC4L4Q#$xiI3MssD>$O(g-+#nCql$rsOBWb1CKsv29Dwj2FwTCI0x-MV zvdq8WYxkl|Iram$n`SpQml>O;FPR0iyYv^9I#K_tuYm`jlsdCLm1|6$-;+Hdm7O#! zJ#l<`bVp{HXvt0(n3)#KbR1WH&VG`IH(?Ys{LR+CH;khn8s$-zmi~i?AE_)2Z(2_) z`Mi>$@yi)ZZ)!{}e$12y8EK01T^wp(13$enlchE4dPd|)k|H6*GEZ*t_Nr(l2f5#} z_IWsXe`CuAnrWBykmtd(Z>k4b{9lhc@(Pe!8LpIB>kR#tC^;FK_AB8{P}*LJQ}oOY zB#s*C4X7sHrOlP1nIgg;y3Ts^Tj~ARGi8ncqwB4E{724`H_V`@eKb@N2~|`SXG4iP z#54b;p^B17O*C9pT2d9J>V3E}TAV>nBflfz>e6s^vZOLmQW*+YCBs#bX#Y}{L)maB z`-v@oVLZ&Q<`Z#Re&un(CtGnB9#^-@|LZI(ovNb#CDqvm;Bw&n+EB($lJ(r|5KnM#G0QI);pH|5<{^7<%JN6?4BoJ!A^8-5_tGx$pBQ%mUUQ1 z$_|OS`eB$X!W(Im1>QSkT$mew93bBMfa@0vuf4dt4V4l|8ICMlyWvv*@^fTdoZ=t6 z!Ac)@zertjM)sC_MC#g)Me62-9{$qZ>I-|hdR~1bNWic63ECuyljKfHZt^Yfh94xSfjuky~}^8>iozw%zx@&Pw+u1ry+u$=+Q3@BqO zy!Np1Aw6Q>qy}4)Ci!nrK}$EK<#+uyjOWu36iD9Y=V~eJ`wFCbiK*csx^q1 z@A%!yJNsYhKp}rQk`52uw(Go@pFN&@Dbo}3IYA8sf%i<4XZnqncbQ2Hs`Q_>ylk!^ zoUKEuR%99@+2&}rIh$>&&$MK-%?Xl%vdv}LmNN5NUy*IB&Nf$=^-Za4b8EJ7RB{j? z$D$q3B!qt@k!?9O1~Gj|Z_=HSP9v-HON{cMY zvWOdlZ;G`daIvMv$eEM<^*O6N_oj}N4=SlzSYS}TtGqxvjOtHGMdWPOXcRJOg_@@O z@&}T*i~^EfD4Vp6R8dafcKzgHwbz@)2m(z5DTg79IAl93*PX$$WvVN44vEX*hTv-P3|5WM)0KCZDmX)iODG<;)LZK{l&F%tX^+D3 z2dji5Pc9u~d9gYV7oRB00zi{UYZ)FBkxEYRm2d?E#d? zP{_WjWe(caP*66@ndCqm1Kov~%fjcl01fvV;(0?*Ic6K*d#@fE*eAAds$*i;hkph| z3de`-S}(A=CqD*n%pnxSS!fazzO8@_rM0c-56b!jyAMVf9T1l}F^C$~5psAJsAcx~ zfA);>ya1hl36` zw8;C?3w-Ih^9w%pn62*cl18Jga4-#lG&SlWb`}X(p;e{CQ3x0(ey)Zf(+HH}O4^6o zhWKgq>$>8azu2(q!^tBL*bC(c_EN)re`a9XsNHt^O`$sSJ8GHRe&Aj%uR291l7JeTSi0>is0dVIFXFeQQJw~9^9#L= zKdtcp?2=cik0DR*Cx3scpzL|1f8=W`7yB*YXy-VMReBbKz zf<=HgF)&ptz9Ey-@@v)a5jintt#V^AP9vu3Mh9d5UjklPX@u!KjLW7l^m{YLY8y^aNZY@%EJ(0u` z!f1g{y`m(Mg>U}{{=p)Tj9KJVKz~a~QaWHm+opOETt%2-Co&hl>MioN*@wLY@B@5@ z>F}Dg$?kD!`GJyXM(1fKqVXA(kcWM|bpl$|fV|)%QucFET7viUL`z5Sk>%$v)}}D? zPWh~5U*Ig%z3Og98wq*6oV5;qIeFe(?`nzv@5fTLqfYG=6Ai|+AEJ^f42UJ#GGeqr z|Gl7BIA9-)`l08&ra}68yAggcxl$Rx+6i*7{1IR^6u4iZq`8~@nYUTtbKlm@uCaMkL%OCx)P@3!C$JwWLR8NT@9 zp73HBm?>pL;tm+?5`+ETeqPVe$8>3CV0>)<#E8{mzqD$5x)Qi7fM(M)!9)u5H=%&+ zK5@j5_7l1F9KJtzd?}+i@=9IzIK<$YK1AM;rwc;|5(&P%VE{K){<20n{6e zk>oI0X?Vt9MOH}-l$(w-(6QsW*L1~|{p3pdm7UhbcIQ)av2%jjCszDB0qha^3}$ch_Fr2+4`p9?(9`1nH!3; zmz1U-6=j)+#GP94|CF=RG)Mlgn#=qDbm#st;`PHfLT6w*^kv>l{_V{jH^#_F>a@s{ zjDrrB9&U?%^7M4e4cUR$r<*RwHjd1;-77MK=IeLKM)oG2r%~T$w4Q*)=$tvfz%K|^ zk?`Ozhrgdu7sm-pPYT^^(l0eJD<)v{08p5x*stLnTqR~BR3r!ujKt3*mXI2E?MZCW zldu3|F}6S?lG9DKvxkNIsE)TiW(-H_tx~I zibqZDsOhDPC>0@11u|FiVR%&Am&x#LGF1J9EUDINB&GuJajdvTqc|GP4Ri@<=DHcI z+Iu=ZadOA8;Ek#nAM7o7(hF2q42%;ALyevzBOht%1}@OwK_3kcutN&hN7C!2ux}>r zRTYPkYBU>qDe5vvZ~xS|*8u-Nk)^Y=KRfP?uDv4KGgrhKrpJd&iVr0C*;x(0K|Jv) zw`YY@=X4g4GqaZRu?OScWUB!Gu=YnLyl9N3)`dg^jp=Rv$eCfOaO33(FE0Gs%e*>& zO_?`BSQ|en^CH6kCh66f2K1kqDeL?R<=#(oSEaL8N8v$?@o(nFN#5{AInY;XMYgNUK!0^9LZ7$c1CH2lCd|N z?jOqLpcQRuh5v1oS5NBT$yNW0x%U8%s#@EI-&OZsdwOOjlgVUK2!R9=Lg*L}0Wkv7 z1Vlts>>RNl+wthoLg)bkY!LxNC?X;tLMS32O}cEv>=svW}V81{Ac|i=z|DE-)+9c!O+vNY&7GpR{-1>@xy7}jy z-cB<5GpK|06Epdvbht%d0*Jrjp-gO>C!Z#U{JFF}S8HsIgc2+qP<7~pGjqwYsX;qVwrQj_^WNF#k^ z$I?_VYaTRnEf%0XQ3VQepayz$@*zu#0eA$dopOSubZJEMp_yhcO;bq;O%c$l-%;;3 z#JcAr7K(c0hS~If`wTvfZAKN;MBo+okYM$3ayn^5*J5m-tV{Fl`aCa^3>+&2y+kPY zGAkEbRdk#W< zsACDkPQoF({#oM9 zAC_QwAVI%Ksv5+00OCplB&?<{Ima8$^rqCv9YPyVkjj%5_HRXPd?8Y7p;lKRF$72x zc=>1iE+Sfkrd5aN9CX2Sa!t7w5ITq+gfE07B3^%wGF$@#_;}S-3ym7RDQI@Zwy~Ki z;i<&hg+RD~FXwIsm}eamNSw!IGtT8ZMAl@OFsDuhD|kF67&g|rqA+c1j5b^c`psy1 z7&0&y3}wq!fEplk0qT?ck#>jMkpLyk1U;+AYpi9*GF3WhXL~0=k?I3PB<7HC+F7X@s^8`eiB@4bX)mapwltFC>e#Xt z?FV3ss08>~fI%A!34m2RSapMnWL-BqG#PBMf({NunCLUZ$YA78v}2TqrMM&gNF5zi z>(&VYmaI*v;4?ZIl@Wk;yqu|)(R;%oq^QMwmNy+UqFjgYcSbzpd&c&rNxsGzU9;j?a|m>$ z=deg6I>yfF4cx&UlZ0{iED*%4BL1{}AY;mkZ}J~N^CCE*qibM}MNh&^6;J~`YXxZ` zf+pIt!XLcALld=Cr1+5b95zWjR}Dx#cxP~1P)GnY=F;H7=A zx=O}Q?56LF>`FJZUvXwqpynGZaIJ)nw6mK9aUz)h*hAkJf3K4sUn?zGsYX&>)r7iL z0;yHQ4KqTGss_{Q`*Z6>^K;`fvO_h~lHT^GYy~0;VYk$+n2$9n6}2D$R5M4#ryy5^ zmZ77gHLw@#3AEpON`>NbxB8jMn33 z9R>SeG1fat{L#KZt`|~Y(p_H2_r;|ShkV0ce0?GozZD0ruDH~t_!g#fDK>U+fP1U< z^*#}oe%$m`J?rvjo%Mgm=oidH#0o$A2>U^gk(@p#cj?^FHw1_^eJ|L9Xl4OzazD~D z?a}(CV)lhO9iIby7rtxMj;4tGrh0rTgUqQqYS*Zx5^q}u4B&T6ZX{wip~;5RrH8-2 z(R9M@CM491glZxc zY>M|0n_7MqG zdk12ZE&Vx(iQPg8_s+s`be~61+4~TU1ZY-kkNrVymC|wpkI&i)5jSlxFUvOTcq!t~ zC}*vXDHL<$M}dI>?+My{M8QsJXQ`l*(ax6YZvbX`odi`nE6L3UMThk!aMDN0i2b zwyo}qVCsmgj61~dM6fZ$X&FgL=832wOsv-`xz}v5*znF3L#f%KqGTY&j?ECEV1OC$ zsKU9`G2V7(opT%!mnUe?oFQ(@`IrPUzQ6_k8sx8)5*nu^b~r#p^PZ0)Qkh!`u`5JL zf+8i_SgR*7+xMZ!?OcSwPKWrqRT40<)pfR%end45h7J-^@enFL-4V1DFiry*hwMW& ziis__`av<&1bBwDih!j*?I~2gXQblP;6gSD+rQRTbz>uluhKU-l2cHFs2s}fr^mZL z)3QE%L)osqaliE&@oZ%BUT1ckx}DwAK4^LG33JOW03rI7FqGBYg{!sDpibY1lz*WK z(>|oE^AM7+99f<;Bd>Xwb-{7d*1_-~0|ZsgXww1qThl~d*ZI^JnMf0JswL$2;!{mP z9uY!RtuK%v##8gaB|HW((2P1}?sRg5v#e4K0?0R@QqvU8Q_=h&8f}DdPcafg6;TMl zlr>`ye(WaoRXd;qIHc1(E;JZz$^8sQNHZ5`bBkQwNA*=EhE@CEOoXlx7{h3WQB_y7 z1L+Kw5be$)RNp}T?e_fm+iHhvcTc=GKR&BYLX%qI2DgRtnnmtx9?D5edfl6X3YzGX zajAz46*)G@7F0tGWHb{;|evc3B6%AB4wwDJ}bGC?XzWEruLoJZ|g?@ME2tpN} zTz~E0y{t{QAXA-NdKxz3uBKrA0q2C)^-aT=fGI94K4#>`H6({mqoH3`J=u0JzU~w3 zIvO^z5RGua)pJw_qiJ0@nl4AxBw9_AN`_taF?=JSrOylANx11<_JmoYN(%VWE6*jN zj3p!l%0~FOJ?9a}ez@vsb4feT5_@=mTGLtv1WHyy{tCX_PWo8XjNi)RwBFh<3vu#T z%ORv2>)QOqwYH~_WAZu#TUNp5Pi?xLImq}j$<_#!yH;rnlsdq^b0Oe> z=)B#qvAP{>m*~tl)<#SIXs#Fm7S+a|h*1Gu4Xlj-5(H?X*c`%=_MuNiGZM0|+^$B& z5*vEs;ovs#Cf4vKb@fK-dXw_K;a1-Gs5h~NH>sXCsk=Avc5l+%-f%5%QhRUoF8wyK zr8m;Zn~>>EY~YP#dm}BpiS@i-7KQksUeeT?nBz@q=#A9#M%s828+#LP^TvZ+dJK4O z%eXhHhr=miJ^YUtCKyniv4$JK&)_OUFSAANNubt~=({-Bic0mxg#KXg9}I?~%@39S z`xT%e0&OImK*JB1UouVLcU#~alBTOMVcVkHbeI;6V#11C`XQVdk>L@2}{sp5ER}Q$1hw*3kvQfatN1%xe9S;>rGjhRafP;hV zJR1`uxwVjPtRvqe&Nt?uh!#`EdsHIb#-nZL!QC9GT)Fb2D!y!Zf-IA!zX9J4_V{klb%8Puhm&l7UPR+b&|cD1Rgb~9Nxe)$ zSx}10>J(q=Jg0|UALuH8@leJz+<=UQk;14Nz=g76L8OMf(F z{=KZCv`~Wg0chFlOjW!9au#KW6@`sks4nGba}H^_4t400cF*Q21tN=eP<%J6xk@)0 z;GFQV=Qmdc^%s+*yq^J&`FqlB2`L3Nl136=)2bmzRs#XsrV-1lW7a=T(wn@deQM+h zQ9=d`94tkxJ5}Y_5EjUStVZ6wp;k|@>2wI|jp-B1fcqtY!Qk(rLPt9h)Kl?Fn-eT! zdKqp80Jmn-sFS_QUYSZu(Jo)&{@2{p5zXz^t@zsC=h>@7C zmmw24GNvvobdNDWIY1qpUE}A}EQYWOTt_JT(Kd}Ap

410XY=zb)!JUJCx5jpm_h zTJ95!IPWtgD2uK46&qt6B{TRWazPvg8X6kmjxpAB02<(R%pixbeg6=3R1P5gGXa_y zsE7Yxh(oODxQ=8k_hrMX@g3qvlfotMhxi#OA``&Sa2*3cWksod`(5e|7L0(d`7RZZ{q>#bXTNio zst>N+ukKRmvFf3myAz-7k@W17k=t9Mpr~bHLph-X~)RW-MI)mzVpnw>A&!Dg3*6QKr116i%?}@k_mlS5*IB8sBRuzCY?-TD~ znifZ^eFk33fF(6u1;iGvE*7rXKAu_%1;6>~@C`?DEnpNl8D#t>6XP{Mfbaf~1a0w} z=Gp96iLHlRBd9H;hjZp>tm;yNENwY?z8XzIP3~GnTqkIc zYiNMEL1bgngNE>kU$`$>y!qnGGaw)i(4=O!ZqL(1UjjF|J?)~?KOs9doJQj?BLaIB zm{qF`zznuVAlYL-H4MN~g^C^fsk>GC8y$=Y#bt!Xj9vguU}_^<*rE zVKElw8SKrlCmiucL6`=Fbif&R`ThUd>}hyNA+rOh%8_m`EUpe-+c9l7wGgRO3?(!V-_k}lU>!g4$$`~ zb2dt@iml7AoV@u~#0$!lsJaOiYkigVcYvN6@ayI&yuGUS$gMcfCRQksJvBkOmdVwm zV(ignwbQ|iNI=hoDRlLO`!QU0popMUJq=OV+Z9Fz%^cp&9=;s49DP_YeGLiL&Wmqw z3KO3Rs`XY?Y=TAbcIrz*-WKz#k;ZA#1PFBC)6fe*cyL{GnN6P&(-c2%(5C@AM;*m4 z+$y#(F#*dW-vT`!H!RJ5a)i{LiqI+OqkN9~>{||SJJZqb%ZPkp^6EJkQ<}C2b=4~Y z`UXA?SoW^%=|tqtP(+c+F$cno>>UEpAT|Z#m1`AHT<~o`zPJd*@C$)h)A`HKI9+Gf zzF|>^;j=+BZzzn7$OCSCCSyOrZ37bw_p{ay0;b>a0_n1q0N?Gqn^pqbmK*GE!L-S` z3`0AtIt$7jI$8#fBg!h-d8292Y74Xu7ij@n*&fkWWdhcWUWXMqugX{s=8S9Fs=GQr z5@~x95Y{myF~3z(v+SfPBsB~=5hfm|`{{%Jt6~f6SixJr5!R-n^?{(SpUHgSF&qF7 zv;NC2qY^e;2ZWQ;Nv;qrA&6>zX+PXfg{oYm@l}ez%29ug6ux@mIG}m5W4X$$ej|A8 zhtdngXzdB@RBC3H$1of&BTIr7*%_OrRz0{ssUP-Di^E`-C=-Ax}j4TBwIR z!Po4N18&ElACu2+NIU@*H5VlZzDOzLUBg?*0^(glL_Ix$iK7>cS6-_-gZQcg<{qj3 zaF6*UYYAzE?-(8&t1sjS$1e_W8jlNI#n^sa7Ljp=qX%XHXN+E`mr(;n+)p$xo@`b1 z4S42;6ExklC&u!<9OGPi1wR00s@%c5Gd)fv@&nx>DZ5QwO9xfmFNo)I*5psBpXHY#73^~FPgH?5*rV}#2$`=N|e(jJ0 z1smZsk*7WGoFFc+4>9Gi16gX1NN*W&`9C2Z&r4n}WZ=Dj^~POegTU2MsG>SrYq${4 zV!p;O&a*h?#{2|)6gZ8@B0ZeoY~vb6+JZg06+~d&d<~_QG#St?fUkBc5nw0rPo7lo zlrKYhqp)9C4a&|f@6p#qfvYl4u%~xXRceG0R8(;^8iwBie!v6@EKNMBn9!j0Tq78V z8ftF9{leIhL+vYFRI?mVZstB0pJyY<2BGMh36Tz!BX?&6peOSj4L*cw4`8}(jIEUs z8{9jQCTGIgwhUDBSqRBs+|m_-$?PbNW?v#H^}s9XNJ0I#q&@79?^n^R6y-{Xg$qU` zhZzA!2`ZUUgyd<8&V~RuuZ?CJY+Qwg?4R#foe@3or92at`u9Mk0SGYO6Q~?aXpk0e zAp98~wA=LhDw`V3J#`Vf2S*4-N{pFChTr3>j}l&wqlv>2uKIUCORM`LE$tCq)l+qV z&q?eVmoyN(kJXbJCMDkyjCQL1+C?xQahi`(70kt;)zvbq1r*;3gh=y%1JkbdfXc{U zgCg@nU^{CiG`emMgY$V1Q2_)9UupO3eHgcs&{rGK7bNDT&v^0|qA<@(Qz{84W(N&> z$O9@F8cT*>Hw+_+7&n3*@UF5Purk!~2(6u;l~UXO@&Q#Z_CE1f1uUXw7k~O@Lo;&8!GbEK+Hq5{2AT%S9@GsKpPc+SO34eXkyOdogbONI3%3 zucIW06_H8C6U7!gg9$XI=##(-bh`y77z^~--NLf@ywQ?LyVA%;4ZH9W!WMO!^!~cXSzDeV{lBp%>|~4aK1H3D-qD#DS`=K5dq4w*Y|#*0HUKSG;D~R1>jt}m-b$f` zuj%iC3ASS6deJn-e>HH}c%smeRcsjY0mKE&Zj$9%iJYJ#8Flz5MvNkxK)~)ejnc;v zE;y`bEy*zpahJ(RSz=&A;urUZS6z=l2LrYZ192r<9pfS@a z&;-8uuZVacVi^?=r$fq{y_p85;Q+~hgf3_P@D9uv>5D%gn8u+g;;N6-xC)|P7FD*q zG7ELhiXhJsk73^{Tk)z@0dtB+5Er<3e_fXDW3TB_>}2a{7)*QiLn_%g-b4H$E*$mXV z4MWv&fv4aqlKF55{f@gGXt`hWoKP}CQEfayE(@WU&VBj5@XIOT{fLq80+u+0K8Xit zeo3icbbT0lhzjbjBLt58pc_z3{I z0h???qITpXDk-RI52;T&D2jT#m~J>(g0qp`cAKci;|({re||(IKlps~rBage;9pWl zk~hH?3(UtOBLpAK#R$QcgG`lgL%2tv?N+>`Um^C#@dwX_$c0Bgpz!j36ktU&B$t-2=WwTe79jRB)o!qEdFR-)bNQI!wWD-rU0+ zC3GnUp>*h#%Xzr@2M{zo18RgDbWDgA=|rtYkT_NoWV;Q&MO!8bOk(Pv5G8;`i~c(1 zh#~72Cf=eJk^wLAQPe!be~TH&Uyq{l3KwYO!i4le9n2CDnugiBqiRSbZZ4;u=n zR@WflbNZ4vK(2~``jSRrR53n=GYnK4B6Vk;MgV>am0H~aGwF89�dji=djYM-mh_$EjdJbP4=}@fANOq0};; zeoARCt5BVZsn>>^h={&cY!<5bBuEgC8$VD)_pkBk=3ds<)Mg55;7Hu*Q(B6P$-ZSw zQ%_+SV3V~Uu!|gpc&-JwgNA|)g)eZ z^KYVEhY|k<>PtR}SwWHI8w7*y0#OfT`LLE;h{XtBZDE(vH@)v`Q7ZT--@JaP+&}ZB$TT) zr%!N)?yrkEBr;YQ1-Qi6Is!_p+XM7o*3~}qEOL^a*>kK?!=G5B*yUf>2pz67P; zoNl9Rfshs(s(rKj=|FgC@_z9Xp^w5wYwO#WYIbZ%V;0TEX0Ze=N&~c7m~)uYp+pYi zsr42Jy(NneH8AaYc@!9}x~{6oT_KOp>_N{duk}3-RtiO%Fjt)Y`CM8xITb~D9z8o{ zt_)E%0ujHCi~$?)i~=wsYO8~yS@vsjmHLqQN`Mm22e76|utBASf>L!+9-=-UOG`nC zHW=#>OkxfL^|`@y`NWAkWH(AQ~3~l#v@A`O>XZyC|Y)Z+@JWD zK;;*MDZS#WJm3%A9 zKo)0(lDWf&=yNcG_`nH<>J&c{$taoworB%`kjSwb;$8p@BOE#Q?0GayQtYn|iF>l| z_D3HGq(2o*FD1dMNXsNAhFhmb?jyO)pC}=9*O9agM==2-J|>O_?K_}Z9TO;*5ZhQF zc{&NC!ydo6g1@$mR?Tf3a$uJ41>6HTN(|yirN;rgC4rC1YWUh9@vQ%%EJbtoXW^=< zlZd;pG1@UgWCb8mfk>zrjhG{H?PE=Z!q__y9M%CCsPxdq75Pb|+9CA)o{37bvFN1e zsI)@P7zr6zH|@})%ygVN9rDE$+rbwXV!596a2m#BFCK(qVuCpl(?4q5_!Kb|w;tQM zZ@a?X5}x1djOPi2DSWPw3nbjse~kMQu9*YCt5-yx1KCCi_-~qD6&*e?Y1%n}?lx8w zW=B}YVqy%%q?t6+4I5_$yaEN0HrnbXeWqU^JLRNw7LNT7OK=8rDx$4)u6a&=Vxn;` zGeO*jKa9NXmZi?k5dm0~qM(F_Tg9nV3D92}CBC5kQ zHBD?2bgun>TsD&+lU4y8m`84ea1H|%P?L3jfjK(XcXi8n6_dE`D4g0IIyUhs%@R^x@ujv5rMB~?G!Lb8jZ0~hlKQYebq!)tmofBA z#s44Z4otL*5lPaxVR07@5rZT$=!kI$S4KGMd)U$RNdS6XzNmxcWB?LV{~@?PsW{x0 zb8Pau3f}o0@rBRRgiMf)j7K~MwYRlfoF_W`sJ$UAa(hO7FTC$@|8JDS@xXm~l|II< zFs-8nWRT-OFv^e`kj)(Nx)LP^J~hUcQ&IBOyJp1#`<2&KK);GFuepQbini~bF6~Wk zs4wg$HIRQ@c2fLB`21d<-+pls&1>xsae}7-@i_>od$$+_f{mI@y z5(sNXa*(GX_RESvsdtsPIROmaus2mG3?H+4Hk(J9KkL{EsqUT~4ZjecV(UNbK9gkC ze~fkv69mFLvlr~0njg=}#)9R;L zSJu>bfX)Qi157)(@sO`U-*V{!C8iu_d3@SwHr3SLc!>Zm!?jC=5cQoY;Nc>7>5BM0 za1I5UK1PX4z|YlwY#6H7YF9nZsyoJ_=-Z_YlI7Gs!XJNjqqB1z06R}KDx@Yh(usj^ z5Z^#N7+GOFhjM-%orz4-acU?wqC6MJ2zGW%Z61OZZi{ThSCSsSkrgY|(j|Htw}c#p z*VBAD;?4~)9dpu3=wjf-zVWC?xVEQ*ZQsu#p~)JamUBTv#HqWI4zyV~4}e5E4R%)fIfwZWB{&kSmaZ5nMogzZYiTloz$}= zE%iqhN*iz3tdDBfC>0W=w3e(^89H;YI@ys~q@Z=@PZ*DL--cMvULN_FAfP#etwXjR z=>z9gHARR*-V9m8G0^@7$3>1l|JIDV^%mn|0pU-F8Fk&`K;}nSqMRgwT$ei1G_=bN z1ejB-AfcSmEa^@Z$gY4dGR6X}gmzABW0)4UJf^3Cl%JB-hskn4oy!@5#Mqx+3ubJ( zLLy@x*b4_D|Gz-TGSfxS3)mSxnXY0pRWULfGt~*jPN?ruVXeT|tbgXQE#hs8gx(Ny zFxb;z5_52=^?~~&XslSiHjzf2x)*Th-%r9>2eb$kClP=-)@Om0xLe{hfFuaj8p9&( z|8V@HNbC=XU(Rlxm_D!zVmvQqWl|poPQcfu3HF{=(>(&zI6`L-aN6%_bNx8r9Q3hi z3KUg1qn=X)#}N8B#s4DS2PRbi>hkebXwvjAyvGjyr9uedf^ZB1rA4fcF^W-0sC7i> z30aB8o5&g9kMBhCV=l6p_drPKlI|fR$@gFeM*J}76%`BSU~JVN;D7a5h+jkFkUCLh zds442`4CMMI<_{)-y)p@5$!IPTlzMPmOroEW9VFc5LkPaFl~+K52H4GXRbtH~7#7j_ zYVvl}x*z@TZI}VX+X&yMOXRI2)J}E>k2SErpe0LfT|!DKFi1m?^`(Uzmtj2XaFIXC z{F1F#Viz)Xv(1<2GSbPom$Au|J)pz4(+J@Hl~}+~sUSxM0Ira)Q&&Yl6{^YVpHg)- zcA|!KhTyT;4KIjBRe`-mJ3{dw#BE%9h;~-+L&WRmtQ(ltDx`@Xd%^`#$8#t8yLRMI zwqM6Y80g>y(Khyc(w z91yH|72R68!3uyLeMa2q&$<&2<+PfZM4!P_A*TwuqyCwR%!MXE(;xf=$O0JR?3*8< zU5e>3wSbGCxuJWbK!b)D6Cg&0T7}~jJ59C&9Jb(AyKcVrZ0mK*7=knsGPI7M0jf6z z7!gwT0@AaA%py{3K5VEBgaIW&atZ`nfx`b?h@s6@0G?%gXR7R!N))Q3bg(5)!KOY) z8wQwN{h~;gl`zpxZ(_H*C{k!J*M9z@NJkPU+-M(3K#nAQSLa~k>GsG~G#q(=cM=Z7 z4kWaz;=#TP>H`WzfH=2p>#di}cl5D!w#jlb;BGls*7VAg0b3 zA!dT$p@GB@hMAACeNpFRM9>PDU3-L%^#TYCh1RasOf1S<`QMQZm-k+N}?1)YPN8_aTH-4S^C+J459Q9Yt>%y@m2mcuGx#MJv{P8No83 z$zq5RX~9m|Xf$YX2px4RN3I4lyn`nD3VjnEsptoIkrVuTbyz1Hx!&(UfG;t`;*#Kj zBiRYw17OoA3N(e*r_ljBs=3J@MSx9zfjgk6<7E$M0GRgUdfry?y?epRf|Ez{$546e z!8Fi9UtyTO)D{CVu47kv8`vGRE~zHNWy`?UD2j-&M+}tNE?&3aoUdD4KsqO5Ll67QW{Z;aifhIlf1}DRFYx3BGXOyB2dI}GEvg{#g2-=tl?3Lj z#2xlSSH#1pTZ6h5k}#O7YggCdwl`l92`~W(Zu{Fo>Ta{LZV_gyh+Sha*eO~ig1bKT zJ91~_BJGy?Y=h*!BrjzTxieZqJ4au=BV``XNM4HWp5E{tS*^WHM;S_X(mB$)b1iHf zWj{R5ybUpxh}J=rKT^!Ftgl&cocKrpKQ+dJQAcl+P!hj20D2aY$Hf4GoF)upQVhgV z<5*&|Qlr!W@4z}yH*YmKKh{C!w$%8;z*j7Tg?ND>mM>2JR@5 z92f=CvT0wI&_r)t|NOo|3_?#;Y!cM`+Ap}dO;BVX0mIEGlDL#TBw7YbNX3$hKfNu^ z^zSf+c^aOY>hds!9lBqh0eL$7jH^h|KZM)tXO*dXKGe&^|8^k!1&e@K$U_-FoANsC z?6^S1JCvcIuRoz%Vj4{bEM;sO^;8UiH^);)vzx=|81fxKi@ZdQ!wh~*#Y_Cb*jX`b z{yu2JwRlIfwbnulyy-{+Zf2}QNfwo8t{~V>2%|ZqpqB#S*2yQkL8?yK&t8Ktco+2C z1W`?RLb-PA8X7gmzo^+P7tNMUB1y-|77}{xs>ZVHW(*|A6i`rg+BgGL3SgZNuyyK7 z#gKQ$&nV(LM)VK}*O&K&VykRK$76KB3dfb>g1QF0pJOGcRr;u4nur>H-)iOX`^FDrcj^Nuy*~r`HlMkiqfQM^MV#FTZ0g_T|Xe)_o~hvyL9c| z?cv9IJn_^s)6JektY@Ep@#RAG%4=`D`BtnCDN_ANAsM7{i!k600#LY^%u^%DT(wo@ z86{vQEral*4TRBn?;fMh?o)rZ_LONp9I<`P7x zNjX`B^i83)MUhg~Vvrh!m>?TzEmKR$G6Ai0n}Qqd>|WCnpdHI7LoFWo$msW+}r}qfWD- zrCJRA!E+|2^z)#FUJgpgC3G2Nt5?v~bR}I&*U?S%fZRZ5sgAxaAei4ychFskKkfzO z@G^#oSt)X*pYj*w-?)l&xSZ*){Xw)od+W$2K6yxJPXQY)kA>Y%3}gcCbRVi|t`! z)KMfe_rqyB#E!5N?D&}5WhmB%_v0f~Ax!TeK1>Y(=Yh>f@?u`X$MA7{JfDCddMPgh zzjc|K!KVXWKMTWPiJHsjp-L6^zZ~3NM-;Sn_))%;FXJouTE3b`SMzoJg1G_0=r$<# zho}u|6USZL#rNBdYKZ9?a;}?)Z zyv(oiQgw}!Akx=1V)%fu|cLaY?4#X7N8Y!FM;Cb30q z71vC%UF;CM#2&F%>=y^bA#qXQYByz3#Ns_i#8Gh^3FMRF6tdN4#5p+Vmo@SMw{Rkn zm19S^*Mk6ph8SHF5LJ@1SUX=I*-sY9L9z&vbVFpZ94S|*`XzFVwBn9Q(NVB&;r3N zgAcVwU5x>dwpZ~VQQo|LEMDS1Y!)ABMsCojm$@~XThugiYM zb;|k}g+`IFLJcx(P!&QaYy#~I^|3A!SE2XJVU zVBpWGGGnSSNj)<+raL4P?OfB18OBUwmNDCyYs@p|8|B745Fj5=i;N}4Qe&C1!dPvr zG=^Dgjdez$wZYhAY%zd;HFg-gj0tLwvDesd954 zzj?qsWF9q-n8(c%=1KFEdD=W78s(naAiq+mZW`o%Fv;2=|HB@S#AIj;xn+ePm_TkB;UQp;n+d4(KbzZOsu<-H zB{yyC7_eCXH#SyV*!|!CKQV@O?iOmr{#_e*!vbpar;XnY(>GPE#cckT?VC|y^Dxc+ zgUOq%_VODx?+6U$T%|4EKkOZ>UF@d0yT-3`ZQyR0xBtqxm8<{SxM|C_L}}ahXO`_h zn>C^hm%~2WIPBMr^L}D?dRMKs6UM8j0*H40v#q;k3cG_cqV^p&*q@e|h8F=>F={-w z4`!N<*k-hQdWq zvFiW;tr%X8U_3aExXwvT3Gw0#G71+|p}b{6ZyC^kv7WL2#(dr~o;M696I-M`bLIsY`>SS! zkN7{cHim3aL3*5_YO zxBShis)*`NQ*rjuf6F?_f89z<`)&VcEY=48Kd@J^-`%tS59}2}3ij7E$O+wu-Y0h6 zZ1s9fTd8GA`(!KBKYL~Whb_)U^)EK3!sNvNxy$yaBmTd%fY|>n!&GS9@ZA34x81Tz z6F^^8YG`K-{+WIGJ>~l|6BYb36LrllU7*^u+H}Lt>ui|UTY{jxcE$eZhRgbg;riE> zUh{v~lG#HSs~tX@=t`b`2=5$=L%@diwVzs|7FK?>Ke@|jW8Qk8rd!GoP+E*t1{@$Q z18-S*mCw{F+8DHW6(8si@j!a(#si68{gAibI}kDKbgRx-fAT(Y%ktBos|JERQJ%R< zEfT$S=#SGXI(csZDvlTzHC+`bZJmj~^@}jo&389mffE{mBpoBu5kPQN;FZKbH_GmB zKAcq3x!-vB5Jv#az}{+8e>=B_q38yI0K~8=!h%3L;GK?2>-Qoayd}u)W0M+cg2-F| z%kQmtiPf+_BX;-4?IyjGYL>VCK|N`bHufF8lX6Kd`_r?kz2hfx>+y0qN(2wH zv}=R_Pl{iGPXtl;z43oO0i$0;bhb;w{#@JpR-9R$aZwFc@I*yiytBHq&X~DYb-e6uxGx&C-~O9FwLHJF6{*3xrG994|30Zj`NVsz zYxVCLM>>LlfXd2JnyFHfTTip%1^#9lX~vxhaaPt1C(nt;J?@~tgM&B-1u*xSigWQ3 zl2P4fuO4hocATe{73cF2pKq6)XIPcVcDqk~f3m-!@xZO~zWINQ-NWrqDK8pgg^4*9 z3n?M0eC|-|F-l&yeGUBe?cU{ahV8wqTw_L9rah-PDQWCmab7#Mfj{#^uI zeLvP1ktFQplafq(S*xgze!%TOv2}0x)5X>!!VAq^6!}9B^Tq=t;j^tgJGpwa8Huxd zRF4j+8Nv!pyl%&>$JuQ4I1i7_gr8nGA-sp06 z-hEbreTQLXLgHlpY~=EcTkFN^3)RG4-rTyw-rXYVE#E)K+L&Pfd{`B@!M*h;ZAQ33 z435MpRxGd&N~^uz(vyDoH~^manrit?OEJqmj$yYOKGKV*A!x zjpDm~OS)t6ji1}WaHD@J+dUqM25CwQyU#)^+8%m$u3NteqdDN&aW{9KfcqneiN7ZP zQ)2zg?My`5cnP=AS&hCBZfg2XV9)6xyTi9uChnfs@B?Xtdu;pmSfLh=-P|bfAH=x% zTL0%aU#A4CrN{p-)^Su^Hsd$!6OZ!E>#a(h{KY=A*$PEVi7SXE>g#^n!}w=F4&=?a zn#4t(jg2J!@}w=+bJb&)fvcDb!sk!;7i=vVz)wIL`2ZQiNAd0K66woEBSJig?q-Ww zA)Ud`ploa*AL-jqrqadWw4Q|6=oDUMhg{3U7p&EY@a*Ewu`GTs{{Z2m@J#tH(I@E!h9Yc0vzma&v$$` zKkE9;eNtRteaNSLuo_K%L%0ovS8S^+_>_lFnm-cf*YYG?#fBrwwT-T)CmnX1U#+Cr zSs++<1Kv8`xV#45)25%d{P*m!o19)?8n zWNQVYkbCGla!)L0uCtgr&$vGb>|rJHQ}AhQ@3YZC%1SCJr|^RAI%@fuOX*2nzkKkErWic^GDpF{)kF_A(qq4v>3bGp{_Ws zDQXMPT*W^Le+dPSeoD>qoMf5Di2e9AD-b)t%lT3oyhwj`Pb90Le{uwf>dKeQj}!W* zj3YCw3pD?Gb31Abk&+$8dmMBRVVV2I0s56|Gwa7cKpQS$h2(*cS*SsO;`oJzz9x=i z-~|ZnL__Yw?ps1W;%nq8vctQJl zP|tSx`Zb9p3|0kUD=X`|W2`_3cp0J_TM^Ga!oLwe7{|?B$eLEZ4!P|0k*0Y?SG5UHAR>^IW{+^0mb^d5>=Z9%oXR&f}CM(e{nA$ zs=lkOi#Nm zAbXoM8(QVloWpS$rm8WU9EqtjY5pkXy(kL~F*(gyW_|1ou63Ry&LdJCfIQj~d&TD< z(N7@`qvHMKd3Dv>kCKd8?j#=CN-CcO|m4ggU=)*z!BE=tot+CX|Z`w7W4x^ zB%zG7xpTdD6Djg+mLB^N;t0g%Iev0YkR#btz<1syaR*R!{?~rc9h^^oBhJw>=Oc2$ z@h$zH9&>`v;d^JjGIELib+J0@{*F1{qr07f*$MB`zm9j7Ilpmz>o@?r^?BgB$SGor z)aP=j)11f7L42){oW^|#KJk(-7=5mg{6rFFdwK)EtYS-DWu8wEWm1>LyD)IQwxc2g zVoRSn)I7&-azOsfz85RxNSeQ%PIqo`?%{9G;BOD(Z!f2rr&<14Suhy@v!N_=AODPu z6We9MFLao-M;2To&T--#{X%S1101bw>u0*t{VBOfd!6@x#V_$M$Tf76fjpMKpIUv` z5d$}@kg{V$>+Kct%&lygXC1SSs3LQcHNdlu_PEIYx=ik&nWLPaf@jOKjt9r_;4eHl zMP7Cv^&TPXogMn};Jf6WCKuhqT()Z*YVDn?3I6P&!Ikcr-^J)5azr3cGF+w7Csr?$aPW9Rs|NiukvEgOf}MR*)>*PcYFxYS?nCO7F(y)3`gsw@?mFD z%v^6?6pQ7M_^>myjdt1$Ql5pzkFuaIy8=G1-{gIJJp)x}F=?K2MvS6Y+~dhoF_XRP z9`2rkROOYp&**9QRXPdvnVB1C-W8H}h3D;}ojzx)QMh(Zl{g?@>Ta&^aF4<@3%HOS}$O0T*EzQxMvx4ACUz!UFY1t zS%X=pZS<%dt<(;>h9d#Djntb?ela@Erib-){Y@%cHYyLy_e^uvn=jVO>ujrMF8`4A z_7}?5AIPLBY?7nrQMK9HM?C8sY86xzzUF3(TkH8S(|d<^JcMX}A@9gWLk#51U*0AU zh>iR+nS2R3(>-FJT*JO1St}i(3F_@F3T*V}tX;BTu(q~+JOh+>9ZkPP(g%w4eg5f= z(X7%U>6z>SbHfRgER~QVafO`3k^jg}ilef(94kk8C;Fz-eKA>ZS|9#&+`(yVva28U zZ0EzphsbKpQr^#8?Z?qG&hzv~V*+V%?*io8_DFBBQY$>~c!tv6OjdQpyS6)4qdQG? zZ>Jy0ouv7AR2U9poj#?*&B;d2HEX!*9Bb0-vRp$8&EyD3b&9MR_||aG9?uZxLgztP+VgBTvgNx; zgGw!CB2}&Si_hfdD%ow)zarO!r>|_ZkUcn`^`&TjYMtj-kvxXB?GNV^n$B{8V<(y7 z`WjpBCu5C9vn^yG+poUy%rvhMIo-<0a%b{;sIG-m}ZS zKz^t8fjY!G@9eoapFzRt&I?dykVDfkVE-vS0wF z8=a8Cb$?60bj)z$J`y#I!x5$`GM#$rEV|$G=esF)JVq?W2veN2< zU5usj94U33<9o?sIzxDtkl22V$iD>Mb9_m58)fvIfu?H{_3~(tK@Yb|%=gIxu|Y!5 zyYU8NI*n{6kunOI!$@D}W?8UPc-|=Xtgh0jLHaiD4l=2tGm+lLIKF~*+Csd1GZp0S%X>MMH(7OLfMYvtUr?fGq7|t=71;21zE6GEn#8I zTh_5G&?og{wY&ExY3J!`Qe_frQEei57nP82>|vMD&=>MfGm#V9jocxoBlZi*5sejF z2UyQ)6L^X7m2+gDNwZD*^W%JRh=rFomcm_~* z9GJmCiCit_$bP=>NJ6uW(Z+W?2p<|_J56D+5*c0OUch>z()E~JONR!QVX}Lk9Pl2%^r>pd;Sc#8p`Ef|jc1Ot+_@H$ zi;aQxsOgM zly$nweip+5hvm}1RBb?Zkp{6!ElLAx$v1MK_aFv?kzyzOsI77(|BU@*8XHV)Hptm| zj;ENG;<9~8t_aT{u|sYmNy{DHktUqW#YS+f{9eB2oJ(%Y`N1)epP}RAUbNAf_`SqR zNSSexb{fF}S8fi?>|kldC7Fc5Vk7^8Zm&h^eMIJ9EbDc`S_FeN&a(tV5E4UR0Vdu`F0~dpT|7*a{e&VFRqr-H@`jeG%hO)D6w8i@aLkq^A}!3`uk4@KJiSK$wT>c|200CZ42xqr4G4X zJRMtU?5Ca9I6Hr#W?H{mJy($-+*DIXEjQCKX9Op4gUIH_kSV>Ei_a{ItUwL1}t)pACaopkG2y0-S=-`abhHfNuy4815IDvAYr#cu2+#1cz1#3V)%TVlLP z6i^gJ#fENs0qla^vG;uS^qVC1GU|x?T?W5Z#4i{8rplI` z{IWIfGQ5%8aFyN4J<31BTO%8eTQbZylv`vbf27~mFDV7?llT}`t0i)-GTwHd#BP%2 zLA)GM5Y{Cmq=3Ytg+;F-&0_@WD!>Z@gx)AuS$E#(4Ku2L@>JqA>- zxQ4d)j`Tvgp+2O_PI5&X*kxdU7ds-&mcw)8)?4H;O5+z&oy%m4zKy*x4P0*8jkvD4 z@?w~*Xls;I=`uR86BxfGr)i8FQL=q zNA|f)U#w2zk0DpzqRhqtJyE%d&hOy>dJ^^bTD2R;Mjm1p(bx63N-c-1$1%r*j*Ylu z)+@y2V>rDTyZU`~A1B8*@JTB)bs1O!@>IA*t9e%5C+md;`%J;S;6s+bnz=ea>=7 z>?PDO{D7uUN7XhWYm`o-%B70;-D4MmpYO)@m@MaqUSlT(=psnu)%rkC+wlZ{Z3A0RpPY6x^@h9>i6u0dY30~ z_siivDm{a>&^Ia(4_gv$@jj9$3+oabctSpjAjwI#O_pP9KlX0U#+=`Jy58flbVz>c zw(<9sgYqZky!sfUw!P@>-IrTqj%G`#HT`jh{+iBFmg!wC)9s3LiD__LyIk!isagFo zx-z5ZLLOU)!}qrJHU@LI@W`Cic0juYrkAjo2G54-{l?4NiJYZb@4NFh*We7Zys&?^ z-X*V*g^u5ytZZhPm`dD(InQy*9@g!Jwg=C}I<#^htVgA%`W+HmfXb2xtGq!LNKr|q zxcz#&bEZs;iO`?GHk#`weMO?@$QvxNbChjpb+ZsJUq2!Ru1P!PjZ)MqIYqYosZFq5 zg=6|IDQdD5b&^F*KrdoFnI>Cui1RbJXUjseO&XfTE+UIuxVLO2cEOFEV*M=TVeT@Y zZYQzpNQ(T=9P!eo4~@&fo*>O5?vP3Dx9(#-PNTx(T&?yaX}&Gbv{Nqh$S1L<T1;her3?&}$7(=U*h_SXpDoD6HFvPQks*uZg8 zR4#LG>=LvH`A8MW0~g6vGL(pOKFV&AsmrhF0rHaUL+s8Wv;n(ui+YM8yIuz?3?_eX z-TSrFVl2$jA~s2>a=<2<6ag~q=czo8+@RAG?TD`ZT!3KBTl5OK!(J;HYX1dvi7uZe zu|+IuXX$s}{$f+oFzJ+zF2+nu=DNf~PFkp3V%>A7d4uMaPcXhd0XsD7TIC{% z%OhtUNqTIWJPTfG?FP5oPnO8Pa9{5nX~1oF%%6ll-b*-&1O5eOM>jz(nG0JnnKwx- zk&el)q;(|rsgy%z>n|Y3u^PK@YNwR5bR~}Mb%c9cv+ zeYryN#(FVM|I7}{J6Mm&o(G-YzkafOP?pGtaW99jh2tD$Hou9QMmMt_yD{AESR|cP z5|mlCskTGt5#}L2x_#6s`59fP?7-CJe0jNw6H(osPe}9%L@(1 z-&A%X3Oi~u&9RnsaeN*wQijpNhh z)ihDIK39&gy>z~^QmN=@?ifp>6SV)C8*!eD!|Cz@tT!FSZy5Mi&NWp)PdAxjf)*0= z+68)-PpVcVw|*(r!F9##0Sm#mlJvD|tu z-9}=Qn6yv-?lC(g1)e2?UL#usBmOZk6X%~RATYw6i5r-p?4u8*d}WqAo<^@hdpe0c z#Mx!Fe2>I#ls-w8)u;|yY+Hmmusd{~3cN#qUs&=2(3 z{`2KRtXP%673n=Wj|T)@&sWNT6FB{Ep+$J{97L2my1(u`)a29pXQu)SncX zV>yJmjAA$*CvR|^m%`Ia=f?xeG#n?p*?95<)8coey_n}ZMi;Wd*VqayOD)4>ZR>fc z+4Vx1qpp*xO~?7|s`WY)U^goieYh+aA=bOv0~};)*e5gwtIn3-w%-Q!QOKNa+}6L_a3cg9P=wM_(b$`6cX=r_zJy9bIChSC%G} zljJ%%@_lMM1}89$TY7HZD45Yh)Aa9Q9%Y0@hFpew1q5^o0H5H@Xd@7%mvpt?# zAHf%oYIF7Z<{GuK4DNcQC7Sk z>W`H-`rs|b6GUmeRj0<040@QXL2Z<^%(j8J@KAT!LX!0)cuth1rKkKTtkwL^%9Av| zwe$?KPsuX22!)L?W?xATs25=xW_+TbAj#l?yq27Xg|-pfVJjA>!n2hm`IE^nMajXL zrSxQN!7APz*v=>O`Hoc>cW+nK+3FmM+4pOuM>AqkCAI@>C%uHssBthB6|4qdMlHTaa-u>X%E<^9-9_f1j?+vs z4aI_5_q_q*Y3I3eodH)!k4{)&ij#8a(8V}O9D+-9zp~9)?TXy`+gAw5Pe5lnLEC_` zQP1!+uP3oxC&PF|)gNVPdhPoj*OjH1tKTF2wxZOatw8^1^g2A52OwR}lYT`SP%&!t zV|vDMSUIL_XB&}RaS3K=c61%i(DkrEenFa5Ulu19;cyybO5lD+N$dj5GbUjaJ6DNx z+8h+YPM2GPF?XbT*k|6LR=gwvHlq0rp^hY@<9yt@TlQ zSehVwZN1MHDr^ffkIM*$NeVVqKDW@^e ze2KLu`rUnWt(n`w&eTE+^#}57DX^EkQaeWc-+()QjmOgx8ybJ*#6AOaBJ8d{k3u+>qbblwh|Q7&yW&S%}u z$j@-R&sHALMf9N_JCR1;Ln4ej)s^b;M7|Q%rg})OyhmL3)5q4EhE7#B*0+zMK{-u_ zEWxw699f0`x=GKo==9R5bFwWPSGV4Ap2R4MvJY;$W5ttSuJ(Ls8A~GAz@UB91ippO zMCbL9QlSKWu*Mf@_bE6SuT$+5>~eo3hvnf$j7rgJe^%||wJu9-k6HAd(y#c0DWL~g z_EV;+SFw(H3DO{4=i~6n5x^;4LzKxnHU_QFBz8|<3-Rm%eT_C@K^#-EC_Rofz2jjG zT7^8M2b4v+-#zJkSkLf~iE@h~Qox=g7kC|xt|QtrS>PJu@shs-+wg4bbI{hGM0nvW zjF|>rD^0DeKxLW7)*`q<{3m{y53qjsLrfA~zy@Ds#nNk28u2>~er{%ovz(Y5pqt_* z+CC$)A)md07dR!XfI?LIxXBhfcF-A2Nyj64ko6d&MU17lF)MryCa9gy(KT2k{)i*1 zh;GL2P5&H5_bF8^Rvzo)97|}}Ubu}dW;f~s6VXENhWYHFbXeX3xmb98A?;M+HNQu= zjc4i5lUO1Wa-bfFU6#Wal#a81(R}uvrYi4|cC?M|M54q|`6as3xnw<_>wR>Yw4L2$ z@icags$IgYIb1{?*)zoasnqGZg4M)n4yEWyujhCZ7ybef2>ah`kFPgbVLhe!(k z=e(3@`1@|f#7;m&mQp4xBy61Fmjb!+0Wv{Z0g1eJ3c3|L*=?nBi9HR|joUF(@C zSJg{4`cUcQo=B(5FG|hWGii@}5ISJe@QWAs{VFsi)1_o)yXgite7)aDl*1<>1+h&1 zh>f`UYv7<1_>2wQj~B;pY~VvF2a6m}h>In&JCd6I?(r&OIa!;>oNt zpRQw1FcW(iK^EQS=>u$hFz-4^8hEwz@;pcK*udqbPw!wCfGLOoISVV$V6A2|l!#*bke(;! z+#5e%y{lwn@UQ?bxNSjd1SV7`F-wZP4LcaP1O4T!SkA{|@&*+}Zn)DFn=n0ni{8}- z-N1bNCO)1ofb&Y+H3{nrjGk9MNt@(@YKn^2AKQsvd>(Z-cd;ov35!jWlp;i5xvkc0 zvRi(GgzQ|BNl%kQtlNGvc&B_AK`m#f`7*pmD9$6C5GSI;{0WWEe#zp}{AK~!Px~an zJ-WetEQ#}VX$8lA>lIZR#Xe!=5Wb?K6*^WE)tIY`O|-7wK9=CapAT8A^Jj zpa$?I@|)q~GZi;~4f)G*Opnc>6OmAKTRvraWU@YHFC}q4STFbW7%BW*>Gz$M4_4`KExAQbCEJLye1-!@>1 z)F&UCeos}j>h^tD#r*yweSs45(JxCcx{DahXEHiVc};Jk{J|+iAa^VPEC(;UczKOfHi;e3Yp=((Jk(Dsry)n#itfcVJ&DE5hR^z1 z9*MY)umr%jtoE`{5+)K~P>YkKM?+tw;as z9E(mX-TcX{uh@?tX*!=OyNGhtjqsX*nS{yY17eFFQA8hZ#we$xbiV`^qx9GV?rUWk zuU(*=X0~`X4O=%wuc7CKGfb~n^%xz}{RJ8F_Z1i?&zGDbcShZc!Sd;j!f; zNz*KBceRXETtuxqi0^XB-^vN(07w!BSSUU;Puql*y><_g9@}*l2up+>C3;5a--%-p zdT&vwihfm?tLp7Vzp8q=kgDk!uFci-Y1BIvJbax!lo8Zg{e^01rZm-)dGtWOTy#x+ zwf6{U2%a^-6PkGfN)on{9pI^(s(|ZLP5mlF#xRKmmXn*IxGriKA?{u#L%+P#&iD^y z0nzB;vRq!$+++pKb*Hx8j|UzG1j2Kod2nAp#i`_jU6GusYC;q}VP#xho9k!n(AyQ< z&D{&6Idj$dQ4dsH-G4=8i@13}wI~LL4|X=OQxD0*kXlOql0`yZgxwTuDb<=oq%)!P z%grt4PY9q6-xqGcmwRL%;2WsL4UV_lQ3gY?Ah*6e)sSa^;<*x45Z_M``b`mFYTE4*~TDPYDGs znBs~brgtHszZm}>UJ^b6-rSGwr8zz`@HUP4iL<}!J?VF{BC7tOySx@aRrL{AH&c%x zO8|P37A-B3!{ijZ-#Mzf!bj*2Os0HLXTluz3G!W`3Hl>bjbaEv(SB^tWBwJ}*N`xC zS&i5hg6$lrp15D0r9Za+JZXf-BuMy&1b$sT(utHM4VyJZNS>aaHuqgE&V6u)6wTj1 z6J&2yMTMx@sHA2iiiUIcw#oXyioMrE-5Rn5MbZB2mqA(gEB|$K%Hpim!&g|R=yHs$ zi)u%F6&*=y7sm?@8i-tw3@O5_gja22~iST#hL-Kq=o5bX@l~_)P$h~|9Kf|IHm+s;$9)gdINZ}c!8J(3%^IWV%&ByO6qN}A%>OMG%5+SjN>GrB_?eK-Gp5YC*Ync+E!glP(;jby+2%c9o~(|!m_Al^}m;P z|NBoWTJP2StG7s~hLc<~*ZRFWcGp;-QrGrF`rkyKf%>QJ#dMUoS{>Dkq@c}Y7xOGc z6KDfy0O(%%0amN))yjf;wPvVPbU3A7aJ=SokBEe_Z!t>ZCQCmf= z_Evg5{dZUIT)h(nKL)*;#m{N6BAvx7dyrKkOa0KXOH0 z)cqi6F%-+(n?F=CP;>q~{I~=w%Vo=!or{lH5ijw>h`Elu zsyA(V96iZdkV3A*CoOa9l(e@hJ&#ml%vsitpoIyzP6;y=y zK;H4U7~i@uE*l4ha2i2xl~%FICfAi~x);brUg`R5lX!O>XP%S7`vw}ecWRO>n%&Ur zlTVr$eMA3~6{zTgzqz3gCzrfL>`iQ$T%?JVn|kes`8u11aFR>TtLhzPA{;k8SMGE1{HERpwuy$f^q!{a7IuQORbIO^vG|tW zQB5*`HfEdmn8nLmdLCBg#Od354-uZPcOob7$mZ+g;U7Wn=qUj&pka7TJl`IMM=iCC z-}=(C9U1I&bn88=rfb?AR7A3*tD$_19y&`}L>@^zRAk)K51QT^w{4T0Im!hp1{dgM zq?y=&)h4DE=*46L5u*zA##n0-dkXdPFj^EA>c5kZ)Ya?0UY4@6>P<a4Co-&Ny=u5rjSQ_@t$wAtbt5CHRjcDwG2AP%PVKr8 zW$V?eQ`s}TVx{oP)hkx1?Ar50?+an|t2!H0u2-){mFm?S)b$Rps-8%KE1lO-$ zH^K|wS}7tjylRAK_)H%}9#gUEnf@CsR!fBMb3KIZB8Mf>=(!$7mYGG&b3I0WBOk-$ zv^eoxZy2)iz_(GQ3dCFs9a`k?O;4?gIHuB#vQDiFLB zG!F@xt`IH%iB9Vim7xG2lUbS??tU>8qru?MdLwfmq`6X`{pbSvD7wk@-DiClX}k-N zC;Gn^f?`+b3L>S{O=5NXh+iK6Lzn%}yH7$VG1S5R^dLD*V(svKjJe7XzLJElfdF)8 z&FIbAE22011L#o4eUk!IRY!ItI+2xKw;AthhJmh{4(>srr>l)8iaf?~Nv?*xJk<~H zBJd{v*G>7)AEi$eFL@10k^XzJsfroj`v3mHj#9iy0~_|R4o1Jyqqk;JQF_mc9a{u= zE4X*=#j7{AOqN(IHWm;I1Nja62{Kat0Gu%g)Idp8@=lS;&Dkc0heI{er#EDj#zn>(Db|(W{RtrY$FGpu?Lf6uL_lrY8KhElpct2HbP$~q@O7C}4 z;!FizQ(UacgJa)xN0wapr%w*_-zsaxCZy__ zvys>!9Z`qHD_O7redY1wuzCX96fT1)$7|ZX1C{4*>Y0ETr=DA0brWTkQaOr zF=P$J`wsjnpQ46(&(pmxO5Wby;%Y}8r{yS%xjNZ&onqTKoV9)}6!y+MIsyT;2`ay! z^D`2^B2AaCus<%)DV(3s_!LNExz0=KEoD3$L0bJiE~a+ofnt4UUbD(%rtYHr0pUmC ztZ6PC*3;`cx-+xcPO?+=eT6BQN0gBzlGG;dn@2pq#tOv18# z2}v<;R`=B#L$8}Ql1Grw%xAH_eI66jyO=pmE@C1pn)|>!aV(mbx4c%(x79@1-0!?G zhhgL-}0=;E0x%xC5c zD81#fcjNuA|AQp{=+5gxyvXW~UENl)1_GPAJFzp|u!f?fJOALb6#ZuI?R^gY9`3zJ zGWpGC#{f^`J7M(XKM}#ih@QN*$m+=hV2n7~lP~a3mHK>?yb?=x4~*#EJP$>&Z;MKO z_;A;c1RoI z42{fXec30XhN1mcEdMsbrB71D2jZ+3*u`yvZLG1UVnHj6cd`Ds%S7@zgEn}($Qi}U zem9Mns(i7x)&FmEdmjyL&?3x3$)*sM7@5%V6gbPdjchG*5VFp%fEoMk;wq7i^*_sh z$L7LgG+&713D?Had=a(v*X2IUmwFJWBcH(L1D{;|$MC^Q!^xQE{NW%Hq?WRs+Ip-e zU68e8U3>3+5I)K4*kk$$gX6sz8lS{i8BsGNjorem{}_ll0>U$y*GHDF=$y=}Ayg(J zjk?Aq^DTtk29qx8PvQH*rYMUnlbiu~C3$;?UgWE=jY6^P?agl}>oLGsh+##jH!l&6 z6h1QSgB;*=%yI^mzL|SZXTIUSjqtV^DGc7BuT9?fB<>yRTAhMda@Gq+FTLzS%)ZQE`KA?QGt1R$ zFQQAmeSW=TtU-VBjh9~*EiuivT;QwOC6t?Wp#opN`cztK3D`igoICV}#dx?SN%oUv zbor+7y=B&-Dql>t*7%|V#Rb` z&6EP2=a9R$zbAmWKAm?ZJ%19_X7Ej@x?0hG%XN1KpGly*Yve566|84rl}zCKnPdt` z{XSC=7iXijU5W#FHXn^J=AP=);&+&xU zB~ZK6Hz>#d@4-6oBx;&+2VQXARx}LmRpC;*{yGe*xDQS&APC-_gkhZwuZ{!hkNO`Y zab!;i*OU2J5;6^sM?UWZqO1K~(-!h$q{c`2jj{pCRS5S95AD=7rshF)g_LR9tS#W# zrph&ZYy1O*{GRg{}_iXsxIU0jS&klA!O$A5^QKfT@#n# z+*|G?w8mCWvI()#=AX7fZQ~G=)4_ZkTNYs_n0AeSB7dcVYwL1u!d3;;bzlXr1oe-r zSM&?)CPdWvfb^G%sLwbFb=BYM$q3FV(k}*{HZVW@(tkiU_kHf21N)%*bOe|_ClR|u z*;TxfBv77$iT0~_Fill8@!KjMP7g!An7fMiU~9bgXyVl>{uQdTG+xasvmES(Bw|&^tKnTXf-DFADv^H?b_5<4HcyZHU_2W6FKfXjCsuLX!ha&=kH zCxQ8B>3h=1dcT+CvPnGLz^g-;@Y~31`rej=e2e8^_G%@&>b#*AU^AJMD2`Ud#ej{x zY?D>Wd=2?!HpwPg<=f;Lg2|d~f_Dhmnk`k$Vprru%yi~R?^zl&+JyKX-1M0s-{i(L zaE?U*WwC!F4@8KKJxtu*$Ol2T=&*@b$Noi;q*uRbUbCui9zbDp_ zaPi|Sv&bOu*X9RjMxZ0{BfN4CN>!Z(?pHk{8dOEhE#jO=rhy7 z`}meYu1n?CmQX~kDpsSa;e{1jnTr;C_&SelVt=O?1+w`TL5>$k#lu&`^?nb}0F)}2 zLd2qdJd|9(W4n(Ju$;uQ^A5TiV&BlKu!4x{`}v6SSJmbEUUmhW8s%xrV2d;kO|VZh zBLh|=06d9orq2;+vOsYi-_Os2w%_Z5Ca`DZG!dB0D~i(xd4*ahq27o*q}Vp7IT!k6 z;6pNvn2oIbH?Ymtb_Z(tF0&Qu!)8I3N~UHZ^%`|ui{8RvSEWO|3^+2qKF~xu+j771 z4miWp7~7|bzK6Ll+X5dQ;;+Lz6uODUhj~L(#<_Z!@5E-p{Xem$J*pmtz)J63OOEh9 z05im=qr8>p1Tvpo1xJSo{_~;M9<-Zj&~cYTe0z-dKzRbO`53QAmdmc|$2fxPj(Uk9 zCwQ>B#4@=AGbvQZA!oB-i#6yaDn3sZ85KR&EXI6RR*_Cxq2ogX2D3{QwKU z@clzh@z&5?3_8UtSzDSTcY>Ntxw0B|!hPz>IK_VgxG9hvA4KLTqS6`ONS}&5Scgx5 z;7g>F7;=W!*B?R#>1o+TzG`4`tv|yng1C{x`;#Z0qUl-GL(d>|o#=m-S4Ob{x`Tio^@N zmG>Kkj#cS6i8i4{44+-0NL8aJ%;M$+{+NvAt~0q@h0s49z|VB1la5SRPzi%}ZMhw2 zOWKjX(&$Qs_E-jVBNwmpaJ>UW$VFbuHvwo2b|l4r{EJ4>3g;o@F_zsuc9Sx$!54WA zXi$JM3h}J(I@1+wfP=uF10K%NiF%cQRO)QxnXislma@OEYbapMX^p$4&1$9|?>Tg@ zHk-9PD$ZWweQZcyC(&R3*dL7+ZQgk~xLge`^S&VeKFB)8@r#&$g%3bz+9Ls1`Dk=a zMBG*0u}p0>W-k`%yML96*X3Uy=o?ZtiT+i|1qbweER&2C53h1xvJzYv*?I#U7J=7s zJWdo**STl=wO%E3EG?|O9X-0e+88C#vZP*zY-FNz52@dLht#Fr?}gBPK=TLWmb`>k zpN9~)i{vOGKGNA?Ea)ylx#~RZ$nzQ5x|d|J^g8#`p0Qun!GMj@3D?2vyaAA7M0~oz z50EjEIB*lAm5yS`E&d(7qAqul+c*u-H;^j^|GvF<}!5sw%Gw}$uj6I z`d&X>gQ}0QL&9`eEKP;Y);CP}-{T>6?ABKfn}M@RbPq-P>Jn@o-sT>!RO1P@y2+vr za~3wnK2DKdGXb$NUAir_jXXEbw4Oqo1>gYc8upfFR}O@FGtR6t|Rxj z3^2!assN8NStyGKg}jQqnFSw*w!-&5_owml3RlDX+ze_aTAndDHHpp-cndxk5Q^NH zdM;)kKzw&BC`w#=z^7RLM0m|=7}T>0^}a3@6EW-|uSfP8BJ&|{MGI}K#OsHAAT$&G ziue?LHnR<3)!m0EMm#OzZBf&yK{0P4Miuk5U?-Thzrj%ku3 zi94@&IJPiwe~Ilizo(s%+T$C?qpDZQYmRAkiakB}Nc#%QEuPITo7ZF4jXtZ)D`A=F z|CalH_Zg!Achaf})-C=kgSDJ(CH3RUCUQ}lYnnk0vJFW398L_xv_$;uvW_{o$B9?yQRoc!#H)=MtY&3j$M6HH( z>(%(P|2F720fuZRy>g&?Hbh3n{Lo?&aUoi00_l8%G-_C<@>lKZ*NP~DOz68An#{+# zMbEOoAU47N8S^gv#GjveE9flteCCa6lyBEE>Ze}@tw*fq1gO{i3`~Kq`Zf4D=7;YF zuP6UZLOe^eUuilF`QZ-vZaB_-t$K}}RoU?8KTjhuHMd|B+O}iJtgnr}aBJ2^V?@I& z_}2#b!C37nMvrRiiV*2$uO_unKQk7~TeNnU)Tp>Wb}&Gkw%$^uJ8A$Q@e8`G^uC4bU$sE;O1HeFVSc()eY zbtBjk?4nu!+=cc zfgSDs;YKfUjT_&Wwb+&tZ;Nd$@wS_fNdaaT)r~`@K&Nq2IKDu&KvT|hwvs(8MO&MhMFux!HX7g!bSg^n4A+u;?F*?FWG1+3wYpG+( z&1xu1o%oS+(s^PvqqMu#Y`IQsx)N=*DpO7PQmaF-Ucy(CiOr;J<|qe!90DxXJP5EQ z63a$0z-k0Tf|y`6x>YSgO}Re9n^z62aEnH!B0xA3aU;+88Fi2IqY>bbvxE9jzbB>h zTN=8ARABeXE_w$k&{NiZSWbZ=Tg8VK|Hd5ak-~F#Z8}Cmwqk zHOOZs$~lexVuI7?Vcns&o~9m08p2EqVL|ti%X5-@3fa?$bbakf-` z*R%(lSfa&uukf5GA8O3EqN#Fkk-H^K4ZLZh`X{HOY$f+oyt%PD|6h+~+;77z`Q%h< zdmPtXoyHmhmO`@PzaT3jw|KL92kq zN-qF?h^t>YqYd`wi>l^h6RRp1F?!d>Qbo`DExz&dvAH}e8mFLQBag31GYzv=Xj>2- zN{#@jCfD+Au^0@cmw5Y7L_W9o#ELrvBo1RO+|swRL}895}ZVzo8IL%D78!X8TpLGs_h<^qR0e>6EmOw~rd z#W=QZz+_hUCT4_(*L zTEokik8o7>L}aFqr^C-)CBoAj92OpF4pP<7%ED-7EQP9KT{EMKxY5k;#>UC7ni&;n z`I_ZLP;(>KKd?+t*)Sd$QZ_80OrY7~~Db4#&wVEH`gP^R*UlE}VFvbE6y`5kjfdGU8^qndn|Y(bix$ZTyq7fZh~ z8rfcXC1Td+0J?VtsHyUpyc0!V88uP;bh;$UwlRDOrW6~sF?vCsnA^r^1lPsIHb$Ff zhq1Uc9Se?#J10}jo7BDa66iJ41{5iH!g5e@=N$4=jGF5y48bxjVp>~cBoqj(oiVD?Mt0A6AGsjec%t%5pRqaC zEB=zkvrXu0CZIhyfvvuH<<>cDf=R4vXWT~a0iF*-Olxl(M^{$#>R^1OO_%*UwLZ-r zfmqwYXb_TvK(iduZfFwuj11Mg^fb9n*N|UZb&{WuF7klSh<+0vI~aa#woeGTY#aIIDY-?GrJy1d%<$Yz67{#pb=RI@8%i$KIYYK#HF>}+KvGI3nS-wQ zG=l6kDmrzuTff-;o+j&)kH%_q1~ zS--Q5gKL)cbE#fG`w#L@MgbiW)Y+Kia|TW#E^PrEBn4yzG%sMs5w>s$Ty}A=vr$LQ zMqbDwWVVV=osAxtzsq-ClqwXECZtVS8e9aD8#ULcI_*ZHYofzt85Dpa#a-!x@|=H{ z4$cqASimA=AdbG7=-p53Vr+r9=2Hk=3jN2ThKdP(|8q9(zBJ^?1?!E zH01~X7MlE%|9J3^l&4V*HAy|%n(8^b+P&JYBlSxkBTXLdOtqX}+nw!vYJYi1gwZq( zDYx>ka^v8BR+@rcO~2Lj`DBXo5q8TEyS_FO9ZlPXw{9L>uQPo~s+j`(=gRp^bcr^6 ztgG2|=PmWVk^-kqZJj9^RU-Cd6A(bfD z*9rBo?+V(}IG{B3G@9Fe24dyaC|9f1Fdy3z;_Iw&iO9a5Va{Gu(NH!wdKszXQ@?`h z>lfwGl_W@{cYC)Ra1;nuLd+ugTjMV*A}{>b2u1c*E|EsLj(%&*0=VGn)7z*D!TI3S z5v=V0FWRH5Rj!VuV+rRaTE>g3o`&5j2Rp>9KE^?lH*yIT=FKiJ(Yvp)+P+`&MYU7+ zE7Mi?{bDRTe`izx$4sc8a~~~2`l^v_!3f?7n1ru__GIiA%EP9Uf`Z3Mv|BB37w znqE-3cFpH%p3?s3$;4H^ztId}rWo}-nxZk9nESo)oJo&Ke~}zxq(io=$`3|6BCUj| z1w{PoM2C>1M;!hcat_DD93@G4po(oj8iSCJFUtL7l%<`T_Ytjs zGNzF|SWfy0H+0zSpADaYO~@}JYcL(OOr<4e_wPj0*Ns=gRPX6v6V-k;{9(AO!_UT0 zKx?>npz(*O{fp7h`NFfJcc?j;ZKcPsp<6L~gDMc8#fo2yAml3vNgV&hXil36MVJQ} zaqvi_3^KmM1mNRA7`wEOHTE;zkzc|Ot<;;`W zBv__zLgw^#$WX$~#pDFt!yG%IqIt1Mk2NBKuBbMvxnhc1^}d8p23#^0;xzgQVXtXq ziuB_MQ5b7XrrDTo9r3HNw81u35 zja*?H)ha3vTLzw&Rw&!(y)p|;6W9UxvAI++qPf{##xT`T`^Fw5!gH8WL%MtEctFOc=peLb!^0G+9d@A zmJu1ZXt?3S=8}*cv17P#l-!ZU*x!xSVN<~8oY~K3Gn}XKQp@+yqUj$~QNHOjIR<|% zLT-OYzit!geOH%1jORdIINP=Q6X&8GV(*_ufCF~>q;*1LF13c*|WCjyE;*3FoO{+91BB)n5^tE2h15jGhhh^!`R+%0_ z*YSLdmhna`4VS{j`gkLNhDxF0bi7dmD!NF5VE|MX)-gsOF?fs-iH+zNjWIeap;C2e z5(#y^7-PhO%})wIHbtNmB5Byfpo|nKeoMqluAECG;zty}O_cdvW#Z&GBO1j|18z&q zZ;s0RmP?}Icw+|wv@8*p@;`LgpbcI_(fQ7WeUd}G9dFb}-esDokz~a4`7m6noF=b; zN*N$_CmC)0e>-I{zmeqk^d7Q)y0qwj5Sm<+&a==|61B+{G6A;>_K9f|jkRQ|~Qr;F?K=O6!{{HM?wFvW#HBFIKc)9v@voyUSNUL za#FP*KBD?G!w;;B**RyfdR-ZdI)}wdK6iaP-Kb6Ys7Ww<9lZ2SXc9L?%$sS{Hsk4p zzg_UbcVd$ym?f^vG}2IZLTWGKQ;ly>icEP#OyWkW@ecNgyjjM4qrh?m!q-x)fJ$36 zF?P1Gz0yi%E|J+R&4v8U#W=~AA48AB6ZE>KN%tU4^IQs^uW)uOAO*7MD~yVeDaH$< z7p5G%#BE^=C5IIeJ;$hI*#qYV$V-zdFcB(>|i#~3HxklLv2>HgE z>SjfwS`v1BhjQ~stu3lgF};jHu|B`I_)iK$jGk+3MY~;Vp0T6qd}=GiR*B4KP=SJE zU-ZlOlM-o~7E`NoK;@uJUUM;om!~UHmXny#NMXk^xWmAnnetI=v-jnOv8H%7 z-)KX=Pb)3__#U!sWW}iD_Q=@JBm`}LaO^{WGPLy{W5urvjIXQ%{B1w`+mgWFmI_0o zkTA7(fw2rlE8=0D^iB+1X!J8>U^>Uq(Z_2Zh~o>5-o`|OEmX1df+|nM)(n*v8J!6h zZQ~ai=loIF1+S+G@EQfZ&eyw!gl`uL8Eupc)mK<@UW{{Yf7gP=MrXhwl#Ji83bW|i zpix?F@o|ZfFE6*;rMHN0}?ju9PdRjAN;7PR?iWQR^o8%EV{+pkOi?!7uJf?9RI8{DFG z-Jun`we7JQ8fHL^s#O+2`>(qF*}i^@sUR|!8RPUs=o{9iQ@eKG{MJk~SZ)NeP9<13 z=(XJV+ur-T(OuK=QvN*!qUv<%(x_t_QLx-dgo9$x3gcyyd061OZMr9w&mj8|x)o98 zxim@I$abJy{r8^B*&%w*GgZZQi~4T95S{LAq>a02^Z|E{F$e0I=ZS?Yja?!0NYz!e zWwUf^NOXZ{ zk-W*=cqKRcrK$duInLPl?(Q>QVCIyscU|Zv$ zUh@{)C(st$i;vsPy$Rn4cRH^4Iw0b@uR2b{B|vbeL|%w>cR^ zV*v|f>@gbw*LAP?r%?hl9DnzM39g)Izt61fU6IM*VF}(Pxc?mFD~A{M=l){rKC_!y zuC06vMMu!6u~r1EmXKr865*%FE2 zN6gxA0+*J@D8#?WTk+_KS=^@+_z6YKz(0BMV(GH?1l%Cn#YOBHN6l$| zm3`#vN@jG#XT)XTHDOm&IUitjM2j-V%n-U6$q6vO944&*xB0^AcFb&wbud(i>gs6u zPwV;#voj8EP)Qz)rXw%jT`o&Q%Zz51h?_UAB>yS7Z$he7|Fl`K45)(1r3?N5T>Za* z0|AGI;`v4N0m)IRGa$h%EyUQXrk{BQfNFcdhx`eWE2v`0RkKR`L3I}Tq<1b*$f%i?7-Wqu@l5KMTy&xq<)n$ ztKGx%g#C`W2hDSd3YYfgj4x~O>1oE7v*Eipza`<1kdZ$VgKL@uU{ zQ<9^-&q2&uthhk;&Be}bco&iP%i-Y`YI>WvYY!YR6)#OK>po=SQ2m9l)_n^J*Y9SO z-bFfy2V?msSrqx*ECxiNLBE?Z@)GrlH@h`lg8d;EeXkwW{eX>uozM>$BsuU7 zr#)h&z3W~eZ9O4HOXt#mTU(R<>1^Q#_z&AFX){Q;epP2nCqS3ROLm0)pXQa-@R3Q7 zu>&MX1a)f zYSyx)|MTi0Dg<45Pt8rz2w1Yxo=X{lz8!n>Bfsdtooff0EBPF z=yzsyx(aOspW<<(^m7^Yaf_Gl%p&-rEK>e7-$BN*L~S+{iOBb67wI*)>4<6X%{J3M zm^D3#ORW!Pgw#+0iec{$W&)t9mAzu|2Pkzx^#16Bc@ApvTmLdgKy|d}M{|JK_tA_F zf!5(D`4&{?loDVaUr=hHG**6TqSRN~D=V?mTcA&7JkYX|KAE}xEtD}Bo=ygls%T{e zQc8i!!{2~;Q^ep;=3}@t+J81*1uge<-B%%{l>)V-P^qW_unpw|Q3QhOkLdcvjKG7C znEJ(x_NxQ1=v1kqQd!9-1tzV>K}P`;=l)Z(E_{K|k_>^QKI9wJ6*}w(<%n-)fBS8D zC=S*XKSfnEar~QEg?7Zmfe9#?-1Lh04GH&mh{EoPj^EAvAhAWhiaFoSiR6$oVrn9d zfGmG%Rhk5f>OO2WqduVQF_IR?gQck_>1Aq3;ag#O5@1TVpx?zhM5_f_t}^9D!~8i! zx{03x9&!ojS=6r4@c`%&@FG!B z(NCeHgC+uc_?Ds!7=aWocbQc0pfZ`hkfRL))XQ^X1*!B`>^DN*LpOTeRtC#M!PaIW z_(pwje)r#^iDNn~V%&xz@=&l2dIX($gGPlWNdaNDDlSu%bS*@a96U;=`Yz;o9O*?h z$tr2kE=Ye50klQ{y&*Q)=&Arny|EoEyVA9a|12!~cf~!co1MNuxMp+Fgwl%UVf;qv z*KHQ^%O&M^h)tBN2V1V`Z2f#F4#Dpro(ra+GvW+3S4@EO}Rfn%WiZ zcUc5^(Y@AvFB*!J*~(v_peLX`)x1%2cdO%Atrz4BI7UX;6u1LvzCzU%(_N6vlY+jZ zj-825@x@B6YD;(5T#M)=RMrogO~j|gkLdk{tksF#3Q;BbofIl1+bX~@z62d_lIb&F z6&rnM4jvC)+CH=m{B%*@m)62tRI%QdCeYooYa-rjGwr8m?tDLk6^6sZ;-%*N79gcz_0Vq?fVat{x*pEg+t*wL~ zHBiDUu!fY?W{YF}mdG=0>&)r})~ZACHj;8VY#B;A4uz(7@;L72wMb=1C_U$ZLLBPbUY+%ku+3t*ujeYX(ZjI4b@9N06Vb)VrdkORJQ$- zVx5ShOIt40zZ4hMV*fcM@o6 zAe}@f((s6yhsbPojXVlh90q)h&8Tf+>@0{HGi)<~&HfLJ%W9HH7a?MtmxP>5r-+%! zG$~{&u5k^OIR!&L3D)vZ@pZTasW=m#z=aQy@z9dJnM^k+8thhRhfGX?A8Jg{^ck|S zQUEk%tRUiB3JuY&l-!;1$g{Yr`hs&ZtC&!XI>{)s(^^)H z{){4Dk`cI3&r<(cExCyg>5tH=;CIk8D&+(AQugq6hR7-b!i^_1aDt>kz(BiQf=(5^ zOVU)^6D-%+u0UT5a2{(*(sF*YQR{Xi5j54b2ygH3nYum>&2uf3Ckk4ME`!cYN3pFG zZ4xj9a@NUez)=(t)jGGtPMi`N`VfzlKj3;Ixino4?7eHHX>wYzx+%WFlhIKSb%*L8 zs=N?|okzKCv+{37aj};{d$4<#+81$jwMO=a_LPC%zGb%oOC!4sZHmxyF}o}+h_JX+ zmX;uY0}<4(9LaAt|E;>Qn!daBqmg%Bji&WyCDm|%JebOPeZ+?3XMb33YZl|a#ea& zy5sr-MC7Vb6@jge<*ZIyAoN=NT!YS!I)u6}M5J0h#qDziWlCPYZl5KxQPzlq6`3K% zlOHFxC{z=)h_{K9T6D1Dvx4}Xm#odT=n!Bbr`=F}QbBl2J^Yq(wJEU0rNwM7!Z}E)m_BhRPt} zte+R98q;XSexBGrOQLgQS^%$8#iGXaA`IDmno!Vku*CZ&w2Nrll!oFXh8W!xN^;r< zS>G)dH-$6c0}^MO(j1rF()4W_SfHp?ZF5ZZ88JSq+A}Ibo6(DS5ulQr(Pu&017d9T z)pu&P{VF&^X&uZZhV7iHEyd~yyZGFk#$bJ|2yH==&~j0w1$APfi#9Fj0rx4{g~M_S zlN!^}a0Qe44H~8f2D4O_Wm_g$SuLpz+ySJ0aJfU(R+Mf<5Bl7dLGsS~4*>E&NT7#A zL#U=&p{+p-2J{Z{wWay(U!>X5zbpoujHI6BM4PrW%xk|?avjdfE)W`3uqFgVXfn)S zZDC({z0gbVlR|xhrCuAQ@B)pF0AzJwdm3y9T!(!S5beO>v%Hwoo`!)LlfT&4o<^y2 zQMbc5%SSwFPb0`kd|U7iv>rMo+IOJg(h^VTKDGlLVJvcO(LaGg$p|chI?{>8DCo=_ zCu>0XRc!7^GjNmo;(13JjJ8-tCzwf%wdfexWjh8fSFxZo?GK9eP1fU;D5B{o6d@vi zqK(;6$l5PK3wXCQ2M8J8#iXBTe?WS^CBmx(gC6PvStNI( z)c_lWqj3zG3mUPWYOgL^NUQxE>%b&w7Wm_-8xkX*5Jl2f4V@t{#`U-ZD!SSYa>>05 z#+7y5XqdRvjfN)dBn3Cvf+zYrgA(mQsOvwG zmLuCc{04s!EBn$I={cDKJe0mPKgh)k{bxEAZ4vW+hS}hb2>69|7ZZM=zCpK*jSxRR zkmz}UQG=wUBqTea2`4L#8&Ia&@e9p|W{F3?(3F4+o-);a?VhJh)oin;Of^4PZ|e3uQ(g9TT+McVs^yqn z62JGSX<(-`1e#SRVIZMdps*e<1=-?$l&iMuR@wks4vS%Vbe(<`O}05NYTuBRGYDd5 z@7i1k6oLU*KQ{P~`1Xt>CAJ}F!+AJVhM^h&fD>_9F=;x@ z6!WK3P;2AR7M9n{S^;a!gE`6_y3eukkY>Ozi-B zM5NB7K0s)eVKR>-&SijR3Y$q&#P`82znEdT$$bE4|M*w{sQ<59(mx*z%6{ubu_RQq zriC*8eJSi_nf$x#xd-Wne>R~L(A4=K-^u6y=MA<0CsI+In@KB&ti-@WvTNYS0I~%E zz$CVVyh}JSK&K8WXZ5VOS@e(*27&7TzE$|&4~g~aH`)*(KT%;Rq$abE|`m_RY=#$@V5ScqU1FQ)BsmO@EKBhvwV~^E;#q`$nB$qtOHP z7>Emr3Tx?Bd5|=Qv=Z7nIx>7IO7NbALrtU=SF7wqq%x=uz5=<2pKaScIPS`}0b=1g zIuxJRMf7?aQBpw8l66v2YyU;gKnr9pj;k6s2e=Tm7Rc?!;0m?(qLwAx)1e%3ODQ_Vg ztQ+Ef(ds(d@th!G?VU zVmAJ>KlsboBuCZHzyXm8COy}z1>5KXEX~AEAn4dhqe}0F%)7%ZFy&pV+(iNZDvQ9~ zARPSP4;pXAo(KPjz0v9fcpVgagd#U$v1li412S{AU9=WDE}HG4F=(kZY8UN>=x@qG zi0nI-=@XfgeLxY)9-4|bJ4DtV>K1kP&_q;P41;y(u(0;f4pO`crTgf;bal`@?WoJY z{9BxvQW`S$$l`e@^#U%G*v~A$$Eenuy$}WKOSNhKxjE_VrU>0n{XuEtDfq>Oi`@OR zssC&Fn|%qYumbJY->Ny&q)tOnqw9dHyKZgT51zovJm~2iA|kJpBV0@@A+<4q2HXWl0WE@O;_l`loJj-fxoL0hS8=K=V+}`FG zg=~&tV&_R(6W`J;uTwNzQuac_?W?z_agJuV@<6q><3gEEL}Rr%fZhu|0_xo3Wg*Vd zmg3tvnhlUbF0#(kk-*#Bf1ZY;KH}kddc}4Y#v=UD`w6PHOdPmCM?k<`;Ub+HybcWj zv^GK>`I{0l453g}S3rD#WCOnYvi0^N9gakw%QPL86{|1PV&e5>ng$J=h$}QlG`m9m zr94l8^Oq}hsD-Z5LzvCSNN$;4riTV7uVO$NzHptYSf2vQ(8Jjz>8W+^Car?WAZ@Qz z;0~>U%op(;b}1JCwYm%{s+PD*8D{eoCv+5H?Y5+65X7g=g7BL+0=zR(Wu|-c!XUwE zbpH*If&j&rNrd9%WGR^FdL_>qXsmkLFU6mOGpll5J?;tMioK!*j6>k8yb1P7*-uu# zR}^B%gPzl1>}#lW76YGRS}3I_j4-k+^~}AFLApU&qBg9b_DRaEZ#IAiK5Dccb?yT_ zJGKh+B1WSM{(hp(8+yQg(6t8)=$}awlqQ?kSdKHcoJ_S&)M%R_YuSDnQHu@zL++kK=__yZQ> zKhnmiwe|8Nt%8E@qkg}kOD4FO?Lb`);&&)%FusC@;CTRVSVu(d&$N)-i^%g8YszOj z4x`N?>~ESM_D{{fq4GA!%Oc0d!?Hw`EDlye2>WZx*Zop_Y08Y5d#U`ixk9B$5a#?3(Ku1Pplq^FweO_j9D- zaLfe$XsuhUOI4zCo)zW$3%wAe!++BVx!Ck2meJ*`$J*3WZM?io)K5S*;+gsi9hYE7Fi$zKhtDEdkMSj(Vi&^ z$Sx$m#?}oV)`5t!eymW*cdo(G8nPEiCJ&*F^aB3{dt^RdZH@(|{vAL8t+dTG9+L_3 zb9Ex9GA>8A?OS{{0L2a5V#$1Y1Rf$o&bQZ()khaapg+rnLR39}Ry6JaunH#txa|tK z(~hC*wOv`?@pWS@eg?AGr$P7SEGVQNk>)8+#9n{qf)?*pe->p9(r;@MltyRGsnSX& zv;fu{z`1z=tX4EPf?Ui~ATJ{%>zrkMno&66`K3@+L(!hI=P@P9c!f9!^A$TC0 z0{r~OB{zXW`S0d<;B>AEWQ}aSbA_Zl1NGALSa`YF&%inv=LR#>MNke=MPLvsoN^TZ zrQTP*;oDG>UawzAk(aUW2vlda@x%q>-9f1Q3c$0b)?ADtD#gA<4eE;#L2SF8lOKZ~ z%_x9ZRtaXUBB+NaM?E|_hleL;f|Z150wf`06bxqT2SxiFot~#VLBn5%6`;8nt$Kly3EJ#w z``du&<5}e|I>fRu?!}<&hf(RvKQ?>}>D3+OJS)oSHT6ou5yu88x3JVOFvpq{$3Rw9 z5|i?=H0x+SW}x8d3>d6xw>dB>kAeQKaYZ+VCNipDM)2>PcoWasOCM0ri=uG?YiK)w zvMS)+1bmWqh+_$?Nx_B43xqcm$&MYF!(c?Zi;72&L0zt4@7BE%doLtF5SoZi27ubs zf4=NG_zc1bQz?=8J2s-<@ft7!dx(DOGz_S`(?yR&R#%)$WLb{h!8O8FrF17eR9~zG z)qug$mBh-CB58$1vm|x{sOY)LtP-lZ2Ey&Bio>smLn5n@Pt`CeZpa%Dgjcx#NPw1@ zjhduK`iFs%k3iK){eESn3=WSRALAjgtYIrqBFzh_+evxbNFc_6hf;WG z$@q%ph9Eg5EL`$&)0Zg!dSoAqlam$SoFM0Auq}9Kt<2BvA+is36=Ty_Nx#!%O6CF7 zdlW=HO8`JZUV`1kW6$vaERE&pcTn%msN`Plq)1F>IRO6`?b2B(sL%D7fW^jiwgmlb z)z4rP5eGe8owRR~he}RG6}!}EC!S@pPzXKz1ue)@PyetVKdgQRpxDymXb3{J$Ew;ddug^mWf$tR z7v`mW!V&*3KFbkBUOISPf{yVj$VAL2$jH$)M&x2p8a*WJnHM%n%fc z<;W1VXtjaEpix+h6_-Jq17PuQYOxr(Xn?9aML=z~3l$PqYqN)>7!>vP)M1MfvXC!| zg$fOqQgx8M&JU5h9GKtB<&V%HGD($M$?{4pm(KVi%51EirjSosdG0Q8GkS&yABc?ijbLGtP* zFmV`}od?Q(0m?Bd`}vdZ|Ez2)l_n?}OGpcl3#^uI5t$yu?NAV|3?jJ^e_+{1EUwR* zMi&O5!8F~~+tZ!3$@$q*otYuVx@tFoz6lY?(kxqTewJd z*(i`R4z;zBsy0$xRVy16wW3bnYZZHd>e$ZzU9Wv8@C`wY7AOW_*Zf{)+@ zz$8z|%n4or(g+1vaQJutyvCN9041yc3CLXoHc&-72AGn+ODh{2nlD+NRvHf8C_wTK zL+W|y5qgb`amFG!(3BdF2MoDlTaWLmuR$Dt45=J433&(S#H>VKLFe--N0q@KLOlugY_tP zI!q0<+d#{_b2HW)Udexk@N?VC~twC*GqT-*>DG-x8jdF^_Wu{eW)&lgCQ1#S|PXJ(_P6o7V zQ=wF|Qoo|xsB+nQVrUCE!TX5fEmO2Z zE-}9?E9p)hD}(l=GzcfY#qO9#=;!@7;~BASBW6ogd~C~lV#_9eYR5)p#?B=9wn?_X z4D$_`$nm&EsvLidsCGUPh>Iz)iASOCJq5)-QhZZlcBm3acx2^!fh$=d?b$+PPtA>q z%ZT-gOiIp|U!3f~x+xD`vuzU$QMx1itV5!8M;0gjq2(!JQb(4B|I)?Dj?7YvJAHEC zR2HK@FOa>sfBO&Dz zLANn7mE91wDbUiwfKo&H1J9~{JCW379j*qDnf7@Ae-&p(`h|;^U09!hEf{3t(Q}OU z$Y>T;qRmIJ&U`_Q%o?+iV$FX!#FFLUaSKiznS!{nXVc|0-oT0ZG)=m*hH@r+(pJ|0@h~`QmzG4E@+GH>cK+9y&kMuz*1)g z-XPTPHuCo}U1l+^8(<^?rQzjRlFQH7g! z_EIsux8T4x*aVp(-xH#FZx$8oD0)WqpN$>a_a%d`MW<|_4aK(Om9pO$w8a#2d$ZxV z-6Rp!hixnhC)f(?fXryJIt6*HR2>&FtLZaM{e-<%ftk8v5T^H(3$hnqj_fAmcIG^Y zoaYdoCHq}NPUr@+zAQ6nfYHVdKurIiZMOK4&^ncHo&-d+dN0Ubblhsum#sq5IZq_u z_=Ob$1rZQ`srU;E$A_@!{0l4LbC+yIr}X+8fuY(^2mo_@y~5Wm@m8jQv#WvgI6mWKHt z{9G-Y^oUH+>lT;_(wCy&0QO7z1$8?Na$u8=i%$k(Ae=`a?-;(oDDKs!&SS`w?aNW4 zRd@yTj?ds;=X^fdf#R-+uz@UG`^G-V?V8)Gib@07L;F@Kd=SoB#9ANFZ;ISJ7U$iz z7w}rv`X4QPOz%3d%_7L~=ZKzpEL9nbT_uMrVo4s0448=$mdYbtEkAo)1smXqgX1XZ_#M|Ga*5Z%BEE_x`MDh?; zN@+FS7?4p;^c}*20d7gHnL}7MavuS|yaMZ$&A2`IepRnkxlxfeO5|WLs)-(p#k-+w zSoBRTq5L593XhbEv0kBRi=-;s&`4AP*e;58!2SP{Qtc$T^wy(i#) zr)HJvT75m#;D_MD*m^sReZV=r%D<3n{V7*F2Z7FV{SrDN{a}xl`~bbO&1eub&(b!c zuM#g<^8`#ZBT?6C(@=HWIMUf(b&?e@ilrh^c{Fp1_M@2_RkB8mX5iy7L@XM^KB5$B z_E@$9sk7kBkiyDZjmER02oOqhC&1qBBrZ>2HQ7}Bb2x``I!W0O;`fP&tch%?+A}E6 zc2{$YhZ9+@PYHu16*r+;oCGq&c9#xq<4`MQ5{pBqmZ(3OJ+Y-JMoHDD$z7s07L}&3 zwgGQ6xm1+f*9a?T^x%t8UmfqqMRsC5h*)Q)u<|IkLiNAk8o8);krLuw$~#EW?rEbz zDYN=SWx#tB)qxs;Qe;F$Bi6g3k>q{8pwL?q75VoO2Zp-D{nsue5N{;7l*G@FIks(wWkdSqvpD|1j4 zOJ}pnBw!j5A7`^-{*9UrY*GUkajWjV@@3T1cLFL}uzK~vRmzL1b66GsnIxgwBpIR} zW1?cLHy#k%4#_r`B-XID&Vd0TcqN*LCu=uZ*k$Pqm}y5WK?~6D+758}T_cZ>tT*%6 z0u(s{HRv0PTMd^RZHC#ZMe7!qan?!@Xa=bt}bLzj!G%RQL!Gm8L0x!o|`y*w=fs6rFg0&wk%@NQ1rUBh{f_RQif7N znSz(1!W)s)ud47~%sPeVfyo)Jy&uJ&QR=RheE&w7>wq%XYaZx`O13$2?qp)kTg=KL zHXZfIUrfF!$K>}Os*EJ!({F69n7xEmgrfJ;B`gKfWmWhuWsSka;2P>>2i|Vqr3_4+ zg}ID1#k;)4Ps`Y_z_-Zfs_Zo%`RqVmH<5d&y`gih>{_9q#kye2Sy`$78azxiSk4lS zg-C)5#294G5EGWOV&E8JCh>6p3CdMTTv^Tv2Yv)`Mc>QX2$Zr^8Hx(}9YduKO5g>m zKCoMfE7+e9D6eK96`CIS!B@Ok18Gj~E0pU|_yDkY$+fJbPi7bSCA2U+w+!F*@(6%E z%3{-6woc3TklLbN$X1(m>@r5_R^g3o1j0osTSqprzDShV!aC5TAk|CpB+tQy{9F?| zx3El>1QBwLvUgxh$?xHx_+ty3EN8=@(M620*amwh^O6^+KRy!Vp0~0fH6uvg1PQcg zw3P+o8Pxh^D{G1IVw-huJDZ0GCOJpJc2bzm_(mVk`;z^xfk#_+SOP_%Ly#iCEh8HA z(rb-|-{NmZ%Sntw+E8E*8Vz?pZmGT*!Cu}K8+)tZ%i+1{$}rOW$5KXuVUB?}CI)de zz(`>F8$(W<>e&-li5&b&Jln-`P=<)v&H9Aru-r)Ih*l%yRq&2H&#sFJk(C&zTs1Lx z`Laz)S^Iah-;uR`FT`m|I$(ld`-8jrJ zzYd21za$Ns#s3}@>;6HOj(oCAuKaUcWB}O!4?tBUEBr9alTZO`(Q!5mtGSguzsj(Z zPO-UITsy-on()65)7-OcWK;qiCJ@R{ymdvk>x$~5fd{WF+ZA0(^c=SzOCtIlyP;$$ zkjizmwDT~edZnuxh|2!w0rY%JQRD(k(b81sKS#0q1(pUI*`j`ztrZu**#k0B>5;YR z3Y#T`CHy#+o)1a-@8kL7GygrNqSZ~7S}C=ZuDAWKW9NB3`Trh2FjM)@1L%1^?cak4 zzeLm3ctbJ&>tKqDH(8!N?K+ZVoyxHLB~kAd+lC7<;d`4^MvB$)HZ(-!VW`(snEdXs zR8nC(5s~*jeBCtMD@P{l2t0P4++}pMy@mwEh zMT0$1r??4=03DUZ-;Y@=gaFY`*foKkvI0I{<&rjHuM$2<-w=qX$yqKeRbN`-DMPjb zKc=+C_dHWt&Rv6(R26_^Z`(oz8jB? z+4?>Yrj)&6(b5ualPoe{u@cfL6~%~tuh=!BFCn7VYnHC4Lo^Lss>Z!$iTP#{1?aQ@ z4!8wMQSw?WRfFq(8j*KPO4}(&`b!0!lHz0W5Zp~1dd+J1?8H0KMcnsy?F*XZvjn&Y zzv3xY{2Mk1h*7|=4S#?_;kc}S3uE(UQT7kk4DZmz%0F0A_4z2HC6PaaLyHXcf1)r@ z35E)IsI1u}oAiV720n-(|2&kr)KWQZ(`_Mj1hmJ1Grr+Rjxir=4S^qW1-(Gzu`u4T zHd2jd!-&=69g9=N{Licq+9+;(X6e#Y<+ddF7v_>qYvAS-_k~q-O_F@C`Q8L`UqQS_ zqvOUq^&s|sYPUvxfe6Lc^(YFr8Jm$`-PYEruPj3aNwI&4fJEXhgeMW|>>Go&so|!n(J2Re4dIXNbZY{~N?%?vM(gFxXZU)A?wx6{uTej(ksc*G~MKOa$51 zr{b0lFJEqm5QA68dkoRt;Q8=;WX&}=5VdO9d7QZ%r5=%n;h=Z&2xtlSv-7$-;5zf5 zzqlD$*X$gls6SjQY;%lf>Mi?bpG#yONMihj2Fvrvw)78BF1@5ov%iop2uyjZl&6nZ zL^|a;c$i^zr+fse)-I&a2wi8kVE1y4KfWR0_oC@IZLRG8{MEU|nyk){Ux$B*SfkSN0gAwqZ?7RtJN zFT~P+gu->`y%ThnL-{__TahK?=>C@sQaypz*-*X{qhxDb1pgVVJAXXqs&BC<4!QEq zXr2ev;}4oB8pAvIm@0CN!~h^?{{irKM~(fkBv!=mp14vA=yUOtp`k3&`?4zihv6+t z@FC~XWJLo!717`;gm}X!B*pOv=_I;kx8mdYAq;xvTdhCh`BUunY_8)dwwE}%KM0zssCHuIcx+Yd9 z^R_5TI8%6ay{3kgdMofD+3K3Yn-g)V0IyPaI%q}D1=OP_VcHHdDXP+BFrea91Ec7)*p~D@)h-OLs5>~=lP_}0)EFrXhN&XEg;rOyHt2p z*EGHoEfzuPydHpNdZ+WB#ItlB5Ol#<28Z>sv>mC+OW5ch*yLCE8!HV}P5}#r`$M{v znZeWeQSB6j441*`{R0`L{Y6FJ3_cdGvkNtoulIdRj{2Se*M|{A?YqsmuWrKXRl7Km z$wSaC@i>#G85VrPbwD*Ls)#AbD+bJVeJ9h&E>Pgwji3{aYVU>!{{>W3{}iJN!f16G zm}LcdSF}t-W$}1)RaDF38M)h_HaQlmlNS*XM(7%CDTv%&F;+nX^*Xc|PM{~Sm&QpW zm2)6p-g+6VSc5VqqkACP{tPc_wEZ!U+w2O*`c()?&$w}Wc+7-3`F5{7U z)Bcpe3UnAZSOakSd3Yg+`HVzc0k`lKJxA-Mhx!(B7Rmzs+T4boeUq}S#OFdh%_}yR z1$c${`8(qkhkrg>R5+l}vUxDfX$`aaa3IY*$mU7@wy?qm4qIwSB!R|1>K!4rv^7eIl8H!)Ne1TCBA}p7G18FV* zJcSqLLuh(n$+2pZpBW03f4F4V7v?jJoXvOz&hbQwqI?lP$;0uzQG|!YOw*Rj8__WD z#~|JA+3y)Ww}If-2$*FL0J-xIl8S1%t8r4Htw+GCDL+{U7WWE!3eRmIIk@&^WCpns03e%FidbOO7a4J zt3YujorRn2dS8>b$PbM%0Qa7yL6h)pN$%~p1u8ky^g$?%1@Dz#0W72Yc~I|~3Cx#L z{1AF4ZkK{{F-?3d#j`xkx&o#7Q}odaD#Jl=y|9&0mUCp4D+hyywA%NGDvp%r6ToYc zZIeDpR&ssUa-XG2cE0W@KMluU!BuvT=v0BH;I)RBSAhqHBnGK|o@6BU6IAuGzSuGY z{IphU)L)G!IKqF1B(7E9-O(?iQbitOCPMhTNLr`OFp}mPqGLtANG=39$_U|GiI+>Q zQ@wy`Oar%zPdGJDpRG0ZnuBLS#qS&FiZ0Mno%%v(60F9r@n~GqzwLB9NsOz+M`W!h zr_$zvxZfnb-$i*G-XT9V_MwrLW}7HRaAHAcw5k^6<@VLUwR{k87WSd$75@SmzYTDmUBE4l=-=Q(DNOByiTGNTpTZZZ zI8lus#Gth{sXBK8_QG0TogYL{xhpF=)#S~z_s;wvP(>?=%QgAwf%8;l5URIEeJY9>S$xDn($8&<~NR1n@CQe+j7DcG8Lli z+PsXEz5)9BjcbEtHJ};ob$FC|17))a<`CI+c(b6Pu7^bXf>khF=(`wc>m*IB)qNM% z)T8hx*4N>Y%3erpo#tFTt8%U6N%*!sG>AArP?>cNP*pdJs#TMew|cy=&u@@rF4P+=Pm6(C;M=ZF38lWo2`wS!=}4Eag>6~+a1nr8{bKTbB_{_X|9rXHmF0DWfxm{b_& zp!q{Boz5m(z`E^Q0}i(4mTyB2O%S~?FN7z$fI-DGF(9-CH0F&#YUEa99*y=0sR=It z^^47@-%+5gyfznVbF<#y6UKae1BU10cmukltS5hxFY-a4$sU3-(J+{pmO#1v3lbfh z@S_1w$R6MQ+HtkZI^&vp#(tN)APYepX*gahDmH~3GX^YKn}SZr@TUBzv@MRNcmYD`H6R>x(9L;tQ#KCQLruwcHx83 zezBtq-xm!Z@++jPlIrW=*lvgR9`rQj_bL=CG$tuOzQsaW{MwaA;jPr#(Unid=&e<) z2S0*+bq^{jFh;j|fJvV1AChCYim2W^ESjn@chN`<*4ov6;CKNG(3pqKgY|-<+LVG! z1ALPBsW)#W!;V;n#rfVm59s4H`tZ7rcqnFr8s;%Xz=Z=$>#()C53g(}yJ6>R5kelq zN9u2+^fDLmV3c4@9l~2vRFBs z2ayG8kT@}%cK|S2<_KOLtrVk2@W!s|$Zsd|J%xR4m_cK;kkMHY&oMo0KzWU)fZ9&} zkv!dTOk1SIUy;|CuZTWK)9+HzYb2kCXV`^n6rTYKV{1pj)HzF>9>pt*kkLHH=P-7i z!>*UI`xxjj1-+NTm#c2kZZuy6X_PsJXNj_7co6>}vpo_(1@jP_N!*a}{xpUM;3rg! z8N(Cs0=w8YhBwK1K-hL)wo7A&RQ4V74s4~tE~)^v<;S6qg4~~xdj>Ql22N95Yhe_8 zhwgivj`Y>!2wEhnjOEi@r?B%XcK#^`Zo~Q+^4bXeDuu061I4?syc{U?<&NX=qQf{I z%s-&O;d0e!D!2OfPbEp3b6u1Dn!hDpOAl83Xx$gg` zv;#QcfIMkDp7#VSwi0^7TXBoa<9USQ@nsH87vIM74swO^ejxwXVFDk9N?UIyaA=?x zG^8?RCriBnl>7HY-i}{Xf%;a_wg(xDao;x6WUI#{-W&zjtQ6?yT`9=zTT3oQ6|5-E z{Pm<^$Skx1nOW_vca!;T$?>ZmJ_A6*pGaV_iBiS#9|?%G@wY&`6BnoR1VLu-cKDT3 zbe_SRl1SkHpPK>E!e`NDCNF|xrix`Vc{TC(OdjN!WZkoPfZKT=s+E%0Xv{VuDv(cS z|7|$mCmgU3MP9Tj&f*nOtn&=gqg7%J7q6%D5h{O^vGS;>q zE5At&6UoMThbdoNw^jOB6k&NEIw9VN?qaLjD*ONjqp-*~r}`s4-j_FgB&RV$y=HC+A+sr}vV@ycL5wrH?P zz@T=qoJXJ=c>XuOAZm!T7DO`9QYjX?KIoe|u>S%SFB{a6`4WUYf}=;F+oZLaw1j&b z1AnZ)DmnfTE0^%GklPeo3UkdFS=3(28zx**@{fdIXT35Ummh(`E|UW&Y##Vp&4=FA zU}?KFm3$$erK126f2E0=OZh-$G?E%i?L~uSd^k{v_KN$sB5$Z50oS%mq@YY>Sp^Y07NSHkEVooyK*q>UW9s2K0gd zDU6EjRY0NWs7q6AV#g}J$k|)hcaaRG)C62uqk6+Ls4x(&$BJ&N`8V4W04FyDcfFE@ z?N+ZfP#f~D8AP~VUDFmAhcth}Jc~lCXdPc8 zdaviddWhKO2A-g4M{uBa9tVo74Lnt~ohOSyiRz(Wxr-EVK?tFd8; zaho{EVs7Sf9y)g8%{*FDKgf1%w`3PXH$x}_sDWLZdDRfxR&^kFacY6KL$an+m5n*3 zraU7WXy|I{Git?d;Sq?8(WhILEnWmgs}G1>-|B1Ec4~HGziL-MW2SZhoVsB*&cVZ_ zm?^;0Ub~eiO4?eOz;18l#et_Cwv9*FYp*3m_Cka^3001<%5CFMFo=YS)SdkQA?z&x zqq_FJ(X(vZ?2$E@i4Z{&AfyBd6fdDjp-oE*&7nez)F^Fgr<_x7@L<8if&d{%aJNB& z26wk$3Bld{{U)5=bMN=QcVA#8lVo)7C4c!zY6OMpEZNL72cV`JPDtX+*6-2r!YUW@|i~&BuuR=m2(tDEC^=-0<0mt9nBU&IR*oWZRbpZ)RVeGJTp_YvNYm=Csy8>I@YGaY-0Z2F z)NYp1IH_!->fvvM*Q!~oVuhrTCaHkoHTOl-spD#}k0dsDvv$))jbj_sZyYz2#Cemy zQEzSWyaB$L+T!`XO0Cw;q?aQ+jmDC)QFrJoAAeEvrTFUQUaHkFvF2*>YFM)>wG!(# zoJ*2DDsijl4cZqcV5?`9s=Ez?bFq4Vn_YE+#-+I@SGy&u@Q8)-CONzd@Wtv#q;K|ebvaWQ0{=Y76A?5wFS@AJG)!QXj# zzh|iTIGIgtS(R4wHLf|DxI4D+2X^j9Fh@oPS|3E&RusZqZ=*VK!t)OO?zyT~=&4-u zqF7DJv)GRZIp#xcX{c!T2e*j87I@Ct2Ixnj@9Py_h0*rP$_ z@0_Qp+J>uutHkpMrD^9?<^|7K*Ft(ljDxblG=N2VaaHG{ryZ)GbLdoZ4~2ZCE_&iY ze%bAw8Q6HyQ-N$77T~Aj+`lv8QTG4?;hM zW@#RwztChFU*$2Ya1}y7VLMpFR^n9;AA9b>baXJ?_m`#b5=fB^hE!pnf4gbtlJ-5> zIjlTEL+vaQb;%XAjF#O9sez-YCl6xk`V&tj_DN4og+BGPVs9)Ls^e3Hi@&S8Pd%wo z^HE|r>sU%wL#FJqF^INzUpMLJ9j-B7=Z{p!XP$?wc~}|s{&UpkJ4C9H&poe$*HS?h zKKCSs{i8yw_kZe3I(yyY0L)xO+o$zJaPn1FS$T!tW&tOW&1r>IX8p~s#QS`_s4prM znLF4CdLxWoq6_#EykuT*eg2NgZYVYuGug??236@k+pC>H!Jf+xv~Bz~#pPL^!@ z^5;CRP0}EvQu%eHY`HHy&q%}p-3eaE0OkO}X%7tp*cw`vYjt-PaW1u;gPHpwS0$Eg zACj#>j$t&F`-z-JoXd^S+b;EvL%u|3+v*R8Ob(mHPx{XobI2-f2x%}HnqgPzKyl4h zdmZvyZy}={P2n||TVvlAkXVNmNU>!HBF~YsG-3h;G0y`-#R}|oHQy;$RiB7T*it&1 z{8D)pu6NU+?2U)^XN4fS{Jfj|*7mLBo8)ZhLOOu&CQS>lq>ggQ$$SJW_Z}>&WaZep z7P=K(>yIPfqXT({uNB5kJ{9zix#F6UMUjp?5h~p+Bk47?bllPlBXwq#yAg5(IG#)r z#xH?p0Mk>CT>r)h(k6p!*Rhc8r>}S$hE^?s*%#VuuVszAy_2oT(svIb&=5|Rx)4>Vw^cx4&N#<=&X z*L-p}-K?oFzx=4)3{*KbM=mFy^kF%U_oe~9IEmah-snXxi)?n7efz^ujE1p zuIR%YS%9FOvID+FxA0u;A|E9B@EP`Ox*KWhLH!)vzykak3SX~;$%@XN<|$*S)?qIIg0tP~ zn=ttkbPUdg$*u_~YWvR{*Y#~IiyX9`=@96&Z?orYA=v>u%UP(z?kA3_yLpBc_*b~B zN7RA{*@U!Iw<2V$UGD|_xqcA-tbAqU8_`Qh%X#$Gw1@2d*CRh@{d(l*KjC{ynTaGT z*c$v-8TphXt8S4pNq>FG3qayumxQoQ_&(}> z!VXZGZ5?B~!<)uAi^ychN${J$+~rwgzKqIAC&R5iiIQt6Qq~I5@(aAZ{?XuMcUB=W z@^$*qtvbZW&qIfkfwaTlA!qYRa{KAXVERQDS*Xh#j**JJ)2xH~uB^=PJkURS%-%U^ zLLPWI`@G%|w5ep4y^OZ`c%7*I;mfPAGfpfgA5`&rr_eC3cODJ%ySIxdLrkNVT*0LK zpgx3t5f$#*%PUCtKs_q3sJx6J%;z4i4pfk-s%ork8L=0V-tIFz%InTHqC5vlsB54R zFTI;xYEZ0fN4wjB;#m1Abn%v`xQem@=^bcUQC1?JV%@QfMaIKnaf}tdo`tKQD#=D_ zNhR6P`!sA2kQmzlyuZdDf{@z-N@|s4IKRmtt`=Td#$c~d^(xEXAl;r` zK=XnzM(eW588d?0qYd{Gx7rdf{}BYVR*`+mt>9PvH;f1Rekkpnv@(qD?5X_(>VF6z z#C!_g{>dt`60`*SqqnjT#Gxa6s1@)g$Z$f>YpUu?a-ll?l1z%3OcL5Z@K$MGrrav3 zi8OZ|%zC&L*W{B(AGSwTsVZM5z!g`O-(e~SimS?a0=ouhH5qRC=`8TuoaouAglh69 z(@%#Q!cTKVAg`KiPWX0qo2$#!Wd)S<^M!KPkkNb-sNt$w4H?I08Q7{)YshMq^i5ox z){T2ad*J2&D(fW2NPW-i(y=uv~qRS2;6^4eoF^>d`thy7e+>|23g2M1AHL zb_N+m7m$!z6KR{#P}iZ8kjIQ6A8jOU1>)!WTS%J=>OehN1zpKra5Y|9UpfTZGYzz1 z@B`dHGJ!GXs!U_q7D3}TjpYK887P}9Lx_60iA>a&k(7nN->J`=$k}BkhTY{sMcJEW zYgY?eay}}Rg!*H$7#67Vs$5PgJfpXa(<0j(uD4$=cn4OWk=Cr3$2=i58hGD2=0S`} zo5@TyqM58{H1Itk#oBeMmNk>L>2MILn#m+OL|1XmWhQz|3!BTXOpIe_JE*d)WHfoA zUTG!Exb}%Rcao+@$=5qcld1z$msWC>+)5wl?~l=E0a{Zt^hMX4| zlp-Jh8&cQ*E%}w(SLGV1PkdEgK)ULyTW`rf{r?SDNB#q>>(*NCxBddw2@z=hwrt1% ztsBr*ZZ3t^y_nmz;(yk$r=9!*9~}2?g9Mn zKj1nraa7}F?kF>X{DrXl<9%5^h_IXZzC2NiuuE?*V_EbIgdO>B5Ia&me5RO3f+#x` z=pf@>`R`ad^1p!TU|IA6O-KG4oKD#tMoEB?g^(?5n;??aop_v7(~cQOMU-jbxpIGImu}r%&Y_ zn$OkypUFdHzDoRD)@9?ZW9rk-WvXjl*fXRwm#VHJllgj66?`t=QW0Osi`ECxQ6FCO zMnr!2fik+t24!r{fO*J5qsY>=7e4^~6Z}Cn?IN37?ou%rH^gAnfG)D73u@Usb}Ju> z`?z&2aIA~GP00OeyShqZxOnidXh0nNO4cPRJWX~8io^VzCQ~ds*nMyYdk<Kp(cSs3Cv1#%?;5Qwdxz3F!UNueIu6<^cqHgC!Y~%>r22vg)1mp z4NiTHC{ejTNPo1{w`iLg2+%EWYaR!;L{Dm1dbmTs9z<&I`9Zc8_-JS^MEygip}o-m zAF@2M;$X>WPhjppWC%}qjLmWi4Ywl}cx!0pFmhMiWntijym0KyAwj!A{F^}L1g`%} z<`c1nh!#T4`B|Q;_)~~vzv9x|N9lKOY4xk_q}mvQU)0x5kymqgrA>4y4J`ddKBU10 zUjFZL8i4QeFnt>M`VTpppozSm<(hp!v`I&RhrDQ7z3!4&S7|1#*JcAr?WSJsAuEzA zs!I>K7bS%HJ>^U^LRE23*)Qz-DF}5}vP^?yxL5G!VD~*hqSZ$A>V=v6NLA`Br#Uj| z7!8EQ7EeM}sl&bHpXKk9x3%YFio4ns(oaJjxOz|8wl5t*!hgx<=3C?G0`+|#xjKBg z*`>=#ge%%e!VY0U%yZ8(_J$Rks(D{o%U(xZ>*-yV4Y=GVfuH(fyC*l)@(fv49nX-h z>Q4)WSD&;)?N{A~>2QSS(C`@)M0<}Na>2F_5a(!W&t~BT!tzaEuANp$Pt!A#d7#Dm zZa<_5*VN;F@&g(+NVV%PKT?bO%LL7JO1P&Xt?VzO(0_Q;UzYcJh8W?V@xpXJu^p~+ zde}ObN*Ex2#3#=gAV<`8p*c0t@6IzMsPYG>D>Y;Yq8uG;3g=>5x*fL5?Qr=w68~P} z94o?(5skX$0BfPkhF<28JR+t zx=r(#J52vrvB5C$Y^(YVmbr16+9BjpIef4G0LY!_wpo|;Gxj@)ld*#gH#)cYs_i7E zS`5Li4+F!+Lu48sMsB!N+)#Os0s{~=3<#W`)aGGwA(mBXdx9iem z4r~A)lD{|W2k`ti>e>jonU+Wu7%4kCx}Jhe_bI;KF+WVjX2}$O$S4--`z)E{@6SUI z({`b~X}b&hXRjMmxarwoswG)6O&lQFy^uicC?qpM)%Chc)(2BNhfP9X{}`R3epd1( zr0c&LEmPW_L>GZ+c2NH@=)Ec_4~NMaH-oZi&;!6%O^sUZ;N%yq-oW!L5=}oH*0I4q zGaAZG5u_UY`@R))&@T%|%br>=^UY-wE2A&_%d525wcs29gA`BnR1VlpF;6hbsHyt zRyW7Vb`YN5$Ofq7pDOy*Pvd21@G7RvEyr3u%9w>dK_doI#D*Twvs`P8%A;?Sb&b2C_B<8?!f(t@++oIL&*qQ zz+LiWe2ZUw;b+(|8ftHFwKOD;Ca+E+jVF`FGe{v{>lmc1a47d4OsB=JPhv)Dd2Fb! zQst?%%oXiTROO$Q*=E)riclmiX!OWn!Yy;g%U;9fucQ2I{^Fi`4CQ{a* z%uy1KiLi32Y)!YA(;U+zs!%gzTqOvby~dUs^>EG`(?PU$PdKM_ok%`<1}zqp53iHS zFvsboTF*cbyhnAJA(u58&csjUtn8?foBrf!wN_zJjZ zVJhNpkJYQML_bnZbdY-aQn=5N2CV+Hz3nV$Ip0R=H@ad>pxGShC&n*=5nse~J?Cquqpq8jr%Y4JRm!ST!2H( zT6Kbou%Vey#wS@2mJg`6d_xE>RR>zmgI&1~q zt9;85G5@H#Etg|_vmlehrh^A=IG}ogf;nMA`BuomZI|Qb8x1E=U2DN-^$mlQ@3`Vx-~1-O{f?Da+Ru~Rhz!jutue%s_`|dRgF)m z10vAzt%wxrj@l+`HEReH?W(j9{KOZMcJF@K`OUAvBECz~8muJR%kxR4vdxar2G@)Y z=m75xs+o5IqnrNofdQW+P>5i`w2rAyw?Sa8|2BC%( zp}svRYewzRb0O*QNc`cL3}R}uFhZGYF$i~7Ptip!IwvRN&A_s*(^kS zMwi*tNUryrZYYe;#+>|~hpSfKGCxrUb6Myh?&v;-OUXT@v^ukm{AIuP{VLE4o6 zr}7__6}4KWKrq$hsC*^jlJ@I<0#f`xPND@c68be`$WY^^d5)>UN970A#xsk#YMt`J z`}$Y;o6~KX5plXd+^Ry`W6!}qomX};ETy)sNM0c17<&A5npLR;8g_-*%=|UXuIw@r zLYQ=M@DB~4!+wVl{T~*4)n=NLIc$`;4WPoG>Z;Xo`BUslLf)>>SC9i7OTcWR+hd5a zgpwb=bdwsUaEH8E+OpOCLw{y6B6x&M*ae|xlq0dii!N0 z)x%FCPs;MqlK>*z41DWg^5YcJmy9QeNsG>N$sfH)L)5$uo|MhB$$;0UzOBMf$qTXf zp-#!?(_imE1a~8owdWg&eO~YwYV8cl_mmYaRGHH zc$&W!8~$0jrNp>Rs`7GF*KO27(?7=bx#-Ir$u-%~MpML@sc=*M=ufqO_2Liv8nx34mpYq8DVGeHoiWd-qK0 zY4wUbQ1ya*pZL##M|n)U?U}6YH1hxfO%AZ55UIN;V+kJ}EMYFYBvbhXXo@S>Wf^7m z<}D)TAgQuc;$=CXWxMwWPG6QD!fNBx-M)g#&rMCWxhnr|PGAV{YQS+tExanaounvkGsZ0Zv$#y37~oe@(iH_qeeMl-+ssSkxN2EHazi;(_Vc<<}%CANbA! z=m9d`%QEMn?pEOk6bPXdNA@W*pS5I2cDcIT1R5NT}En?&{^)qZw=i?W*g zof+&ddH0p~CXwqb(CV4|9veB77?(Xq_T41Q>3ta(o64=^G*&NTNs1RLlJ^uerrt@f zU*|Zfi~86d0HNwZCeke$!1h58Y1$jwcl6zNe;tq5`#gc%hq;Q}6c4a2moHx)0wJN< z^vl~g%`3DhCl8X`Ac*Z2qjfFZ{#dl-({=5P5XJNhZLA*;4!5w|A5pD} zSZc2Xo2Dn{tqho1Jr!l0d=}lv`B5QK`P85>EWb#0y7^HI9xdt#fxo&UE!|=1@sP7J zcrW&UQHhyun4s2&NAbd@(SuS_l{S83U9MoFTLcA_CFv-g~+IgYNjtL z(G_2@;!85Y_dT4>++p7tJ{jSu`jXEs7Z+c{j@Gma3F@Zs_9cnxXU$tJ!WCD!d}4*@ zgo@Ry@@31FkCh2#wU?_!MMbN8&0CpOOsc5PYu?RKQ8CeF7%%t!nDponZB+ekmaEd~H-7I~UH zCv_{-Wa8T-`Ht2&pZxlMd6`4P>pJg|*p2)ut4*70!)a(g`pZj;Nd2XVvugra`GwPa z_m#6Yz`G4;f&-Xd;~nTIQ|OZuPI(OqXQ;-&N(Gbf;PqtG6#w(*w}O9GU%I??{kfEC zh7}&_jdH4k`j=-QJIx*>EePuJ};^X!P=Wm!J_wRJ{;y)xeh_ z-WHV9Q*-^^3L(Qq{hHH>$05pdr=~SF9HHTXeSYt6I&^WS1zJaY>k%+AW&|=~yh91? z{GAFf=lv&+;w&||oVPje0f2a5UpcRjlsO4f{cNOSxvvM;WA!9!^?BQ3zfIV(WQ3(wOJq@_8AnS-}$j)RvJLd}PKd#5%Yey1(xRG8=gJ zaWth>$7JslIAl&I8 =s7Uoo6Yn>`v&=+sdTygik&3_Sy&UyPNQa?x8(G0e!&f4M zd)u}cMqiG$s{sB8=uK06n6G|T?V5T&La%IgU{O==cA+{|jTPc#%1&x!g{TNM z?``iCb?OsuStKpN2M1H#;3VL91w2FWi6~Kn-tm?(;E;wdyuH2fcU9Zo@zw`)AC+Jw z+IVBb@JGm#=Q4>mzp0NRYukL)cbcQ$Ff0i z>Ui+jsUe?w<6ayXoD&?`|8Zb8fBJtOn3vU+xG2B+*JoZ29-Q&n|9Oa_)t%409sb90 zg1?L!@VWO(3ocZ!4acd|1MmG3bzXzJaG*)|s4O^)D15IDOyjzLdfV6oO3M?$q1A^3 zD)o;lW)aymc+PPV_^rUZ|Lc3e%8c4>nm38?hT2u_hFJ@&m+(B-dwIXpn%Z_0uMp_m z+qF+{-u$qCdT0vilzq|Y)?>bOIfwvaW|D|6cgjB97RlYN1l4BFItOzNIlxKql zuQ*s(_NW^Y<87pOd~xUhx(;-5g)|O&d190z^i&H5S>b`>6{1_ii&C{YX~ky^wS1%g z@OtpwQ1gdGMFoFQt~?J-=U;z|Q85(vnp-yn_ZS)lh4KkehFbGRw4@8U zs!}n!ZQzfJ(Vc|nQE>P>T^0;Mf?r{(+&rtMig_uzDQd}O{>Q(X>W7!2f2$mZ2fQs^ zj=#PJk!Vux|MhQqz^WQuJ;Jes{`J&m@Tu!#Z47>?n(eIcV5u*j_|(xB(L;!?y1o|O zPaSCy?Fn416>>OSd47p%>6%5v*Yph-aU)wso`XZ!Qk~YUcY=@o!snX8Y&&$lUL9aW zI)vKW$$F|Lz7Y*y ztmrmXaQDA1(I+^R2fY7&VVIR-palhJq0NbF>%Y$0iyLJy61w56*$LPsqEn0zBO8xC z^Vezf=)U06j(H-FT461|`}ebQd?fwfw}aoYyO(~L2H=AdQoz^qUi>*($i~vGkSp!SFR?+OJx=7i#SC!>ZR7)B%8sN!>ar|R zsYG8UB33w-!k%`EfH_v^4lzay7ZHPfeOT%wAfd!iv59YH?&!+M8D#(xsJ9@09$;hB z;X7-`9E4=e`%xpwerOI(*RoK%mD5F~d@eQ`C1{0R_w_KZSo2(Yt}(R4{gfPX1CH&v zP8Fj?tzPNw-tNQVxtMMaWas%b(QpUdr=QS9iq22a2c02u-M4+yh7ShKhCOJaPrhuhVoLTd$|& ziHJ$&SZbfs$3aW|2`?14V3#lpTifvHsPq};PH_aa$$eIDRCfK-Sz32;8VB$MyUs^B z#u_EA$-=%x8y3?g<`Xb4HiN1#lULC_UF)VQwJn ztj!+l9*L_{^P+VJz?!wXiTchqHi;c@oOK+vZa}zj0FZ3SZ4xio`P3fZ%km%K7d22D z0hnvJ+yiCDdx+E0M*8wS^F4(gYpgB@Se_ELmrZ2x3-w#R9N$LWqiS>y39Go$yrUlj zQT!Sm!=BPX));9WH&=`J$NXZMUC_~m z>4vX*boJHH7@x(S^V_07UPd&$BK%YI$-XnzCDv0M`&j#_f3%)0ts~kb*3UWES0tv3 zi|A}mr+dUo@ys{PspjxRW?gJ6c^xBeSjSh7a@=l(5BGw?5g`dy=(N9R)%jry-1=OSLy3p zL3VijML@9JVWfy2W^>KQR))QtPq+5_hLa~|tMoH^;tAexkLw9PEXM2MYoUhrkaiwn z?X*TaGVGKaz5&KF-djB3lQ55_h+HvTn{CW6hX7|5H=pH*8>CI*YJCs$U*$`!jYbmO zEPM;VD;?{b6<<9$_Jp<2IoaGOdNTh5I+(S-O_~j5CulL$=&^}`lwJB$qTsHH?&JEWWH0hbDnOVa?D{?KjEK2r@BUBwnyz|le7X)4q3rY znCi-?=rS+5T{`&0W0X2w}P z?}~ZoNd9@3|2c>Md7Z`=@`gov%33-F9sBq^1Pn!Dqn?t*Hd@>C6!0Hb zh$-y07-nsEq@1uOvP}1Gv=Gvc`SL}HC_$BSGaS>jLbNt<~}(Pwbdp1PQg99&0DmO0v;Wtsa#w#XydcH~4y2?Q<|kaMnQ zBee5sr-t^t41HoJ$M0(IFOF`DYr;kskKkMAJYW=U(2F#_fWhqQo^^w@>B3EV{3efMEztss}RC;BsNC-Zp$o5Aw| zN?t+=MGn@=9MN&LolS;`))(0sXNLc@c3A- z$$bqy5>kZsePMnZ#4#)^R!#ql&}aptQY&JyV)BC8ijhw zBDO^=W6Jn!xF^#JJ55?8Zq^pl5m+s+32+Kr1u%RZ#0o<$(|*2ewpI)j@snB2O|)iT zQL`sYy~%ouQ*6EU#L;z@W0iBJXg$C<3^M6u=OG%um@Q;G=_cpVbbUVXa3}Scg`hAW zh62hY$1ppkCx7ak<{K>Br>N_Io^sYX)4jy81kVY+Nq5V9f>A7j$!A6 zQ)s6S3&}=P{QGnQ;(>IN%zbe(C904>42-);5~mNhJ0 zKy5rj42MRO=R7+{7sD^7(J|dzVEi~hSK1U*6=O2Mu)L`~*Gt$nQe~$*?0}g``dVwa zHq)_1PZ<(CquIWJmS-Z1-AH3cirDqOla6z&!cEdX8^GQEKA)Kl&R-~VZr0l&JV&WY5$4xetT@z_{sd2TyDT1KZss%E^glDzi* z3FCn|UH6Q%%m?n>?)h{d)2cZ`odfI*d@?!V>dl^OcSy4_{3Q0c)EqY5TxTRLb`&^w z^W^3;QM#OpQ|R7AK4~<7FXGyHp1wo78;t9A`R;22$qu$4>|od_2s51K@Zjn$AJcPK z^0Te0BH!AKM-{lA__jNrIt#GY9z`Iy8|!7g3N5zblbLt5Q~H?rs&B>irGqs03cb-` z_Q^GtOWpG=v%6=p9aubYrF7XgEIs%-u-qsjtxJPPHSt zqK~M38PC57z@|cYu^%KmtO1^WTAMo|Hz55uhhWH#1DkkDSV8Eju*|R==VL8f9HGNd z0^DyE>qUGI>jQa*Gx{TKxEM*cAlazV!!y`@UK?v=vPGJEkTC$7yF(?qY@_HC?W~@- zfsfY4XwB80@zG_|w`s+O&SD9&wHo&&grBOt_B#m^0GZ zTQBnOcbq4)z+Zh}VDL^L=5O0A#S6fPT}F0k*Ypio$JE@M=+7hD17%fuF;3SYv8R6rBgud7-3Wn zbA*J2IKnpTDHna`?L*Lv*+`fBFOpIA4F6J=_RUs%i!p{>(~j#|THQr>mj2E?#wPQE zctVC~I{b5>Og(2zl8Q;$HfH1 zQfKvZ{3QEF0b5QNv$gieJAHHEgnk6bgN3?#rnskFCQ;kmo>3;^%7?oDBA$J}eV8OC zPP7M#BDO+XBu0S#Fanb2Bgg@L6iYqBwPGyaGqm8QjYIMn=L7jeZF-Z`fvFRk{%N_6 zqjWCW122?AH1aY*L>PG;nh#djwT`ac{Tt~l$3@EK8pr*r++f6mW37~fj+8OT#P^0g zWncetgFbY1*H7r~!*UYL8rDdU9JV@&eHYX_kd@FsX z^)(hS{{iYpj&q40W(%Byt+0bUXokUh0C|`)OkRcX;4N{}I*h#GGCNN4BdIpbf5j)HizZ~KlOZSOl{FF5UD=E??J-otRT-FZ4NRF)?#gnv&}X5ouwUO!#QY5JKK&-_x^&`SRuJo+TB7^i2-$|ObK-}U#%(Wu-P#(t55nT1v znu8Th&WD`v@AjS2W75a+0lv#(283$vl7qH(R{Qae-jAg|wL526H>`Dzu2AbV>)z!* zEEXrVqjW-WmM=7tRv1b1=n}ja?J%8XPZq`e*G>LI(6AX1yu)HXknHjo;&VL3lJlI4 zvuLAu#JoqFOJ1ciIWCNfgaU};xF zHiw*I?S>FD18H021bW524w4IP60h=OY`Aj(OM5^{(rM&lh(FLsG{rXS?pt<_yibPc zgN#gUJ z<4eh1$2skaR;2wn!%R3z6An23b3KYg zE`$=7xj=WLd1`FeHj{hcD!xuz z;OiwEdyN`1p_q5decV`uA-zKH!OoKhknUSe-fDA(|C%eN>SjNG0eAP8=gA`7yv>w5 zFFHQGkMUGHr{6SN&B5+Chiq*tvFNrRalB>=5pF#AcM%Zq49yodp)PUfNFG!V(o3}js0b!afM`G7qfA*W<7rY(n5+EIC$|2jb^ zmYNTU7z$7G@kHz8d}FfNUmv9n(-IDfgdQTHH}4@H)3lSMk2r!D;+XbS9JeD!n>)-~ z`c*Ltg~1a>^m^@-HrY&eaKbi&NQ0mi=QT(YLd7J;RP<(ewAMcFJ;M;Vt*1j)-=*n5`d^*j+f!+?a&A74p z620<4c1~YynYZn;WIc18D;+<@^dP^45ZX3T|8;K(Icv8WOqaemwhz#d-$y=8zKFw? z0Z7YCc34~O--J=NOuJ0a1Ff^imm%(ee7#)U<3((|zps8?zZ;B?#~=t>n{H&8Q?)+& z18@zF>M5&*zenlf`R!IrldXEL-DVhnp!?5R-=$<*3s}RNL-`ymYcsGIZ@^fcDxaf= zeu-wWQOFBZ&H%-FgH>2e>U|N=ApO6{@>~s;YaXNG>OK^*QCdUEqb&0wYL>G^@(!!7ouV995HdX@l)ZT|O;gd+qkm3c1V^4$ zi5Kb6;GIT`j(zz|(#NVZSUW8<9appi{!Es3Q$L^`g$m9iK+4c(xJ7U^jPA5olS$4= zSiXk%d|Wc&ks?=o<>ry z2xA&MV{4=N8Sv6a7`aw|%=RL@qb@3PMs(fu?aYb|cZB!RnvW&Dt;7RjvKD=iov24N z(${ss`IOG%mvwWYZGNk?P1s#}AfcRM?lZr;zz*2jLz=chBxjVq_M#W7$66GeW{~5U zQ2oR?W44{aQn#_u#t!lEbLLuVg^fVzL_bf~Se|`GAx+O<0bfr$?Jky||Tma6&b4(kmn};1{4|XL4CNFH29G`CIirM;b(J?RV zL}>UoQ~Yy`Bl>yvg#NabY;?BSj>n&XMp?&VI#;wFq&?NMjbrivsBT9BeWn?v=JB6(8jNxTc@Qq!8V$xN^#cHq7rFUQe8ZDj@L>1r}tB(K(X z(sB0Q;4m!-4%5#s>c@@fliE7%B%~QKMC=Nf!%@D;Uau`@{dCV{qmQ`7uIb~ADk056 z=CagT|6?;u5AKP#$z5v@UZLv@J>L-z+1%LxgpMOm9CgmvZ7!MS2|cBkRu`3pk+zv7 zIv%o8hT19j`CQSDO<}|76z!`+zIF7vS?4M?h}q=0QCh=*pqNv35?ZO2>gKfljjh&+!OePU$JT(0WQ+!$n{F8%Q~en8WmkEljJ7 z?0z`lur(j{`ZwhMR7gbc{f>n(GTfq^=YD9ful%#Qv?`a+gEM2lJg(#Cylqw&^E z?XEV)*iN3)dwdtmhvRCdc*L@`#l{4)4|)|-XntPkp=wW(`QBm*_mE?<=)R>5RYA#xdedr8A zd+W3Hz1nn9V}R(XWuWbn1=YKyDA*)F%9SPQUnZqO&7VzfjKq*I+~ca@wH5|+M)jj)bc`>e=E zR-t|Xv9FnhHqIX1bDy4|{eAQB;)U!Yx`eA=e70;WaV$cfPm{M|b=m9N_F@HIt6$JF zpa*{!EtOGl_c*NW(YJE_07EaWK+YHLOrYJ)XnJHJiiMZ#e;$^P-I=t=T$E0quwf93 z9?iCLxrYKUN7_$deL$ez#!zc2tyGfHR^%=1z8QIpb!WMR7W2IrCdk$|(>vgx=fZzF zb*MPWvyrG4le6;o-Q)6yY#xDT4=J?S&&4(GFwGg`j(*Z{u@ zCIuhQi!K{;7}@d}6pSw8C>IN~FjH@s$-S(&)uP6B{)ZYnFS=a%eCFC;y4;P{HfzVU zGe$@cJM9dgM+c(ddfRyC7+Ghx$v{7FsFrY`bR3?7V8jlvAC`(=Z;_tHIoU&8V>eNJ z9#5uWV*Ic~JR`^Sn>stJAA*WN-cyXjipA5YT`@2w>d(#0F$7x!JDUcAlq+jIY?K%hjgN*}F zy*#A-GOlzb+sfx6qJc$d@;0(j%g}y=gwYyp5Zs1#`z{*~^#`E4timqQ!}5-!(6c^) z;zj{`y=M9*Z9c})X6uO^d5fm4KsB)lx$0me$uC1#i1a_6zLia-JoilE}Qv zCH!mjg$x}@3@duz3}lVV58@_3{#JcWD`LrM%B~>8EXN1ZsJM^sNx^c#bN= zY^XG^7s-8t=P*6FgjE7)oA1*{`%VGOeBD@W9Mw)6x3Q4zDSeh%3_@|iSpSPJ*E^FQ zm~rFya^^ZwdeUZ-0Er~KdX#;>7BO|{85?88O>_>>^F+*7 zD6HkOs12nHO<%yOJbO5ef%*pJgWg)brL*U)@Tz0QNX=3co8 z^JawaG5t~3^&MnNFd@A6Vw#W8N_ZyK)??G(;(X+sh7EVD89&lkuQx7X?`1-qU^6#+ z(H_BvOh-TX2mnrx%sQ7%?=7=UiQFVo2bAv2^YpVAuBceAHrJs_bOb6ehi&^(X`S^b zxoZP6G7wWSi_GB@oU4!-6|ocAX_4Mn=qIokpqDo?zTs=JEBS4Gj2*dM%ZdLWA$GLZ zJd-U(x9hQf$7<7cptVtdf@hq9wK#+B!bm|wy^!26^0Au~3%tKz1!X7fG8W1H(BOK$Cit+2)8rMckZxf`b>HjZ)N~rh3LIEDaPDeZ)Tg*ofkrG zvPvh&RL5%TzN6~^tQrO6BA=u^)z&~@cp9vu1{+t*$c1>1yZN7&$VAm}adcU8ib%M? zgBhIausAyG!(O~En}u_GmR%P;#T+pU^$WwCSAn%xdr!Tg1# zwXTO|Vt=hf&u9I4F(9Z}=2~+|ut2-p%rS510W4pJ+OrtR<|x|jD(|V~qMg5refj$_ zeiNAG{#u(+`bflM=V{~<68Xh-$Qob9th{3EM0C2G&C+}EC48RCcS1KO+vWpDnWL7hkB8V_9=FYk8zGh?esA+n#zT21po1e`}#IHO$6hHUD_zONItFK zv5WNM`fie8Pg0#Hh4|8Eib?t*44z$j)NNL65FH^t-T|ex(mupNat*spZ(}+=gws>> z|Iqao@KIcC-|+9q*t*ThMs{c8gg}Jgkl^lx0tJFQv_M;=P~0Vg9yB4igdhb5f>VmS zySr1|!gp^Z?M}TGC?K7Zn~g!V zQD5xWQ30H*N8zM-3B1jPP?p$C@(5Wemf1m0(E_NYo~7AB>J4L$rG|9lVYE{`V_!wW zj}?X+{P|)hqj#i@lzVlU(WXIt^p4PDdEqs65fX(Se-{=gA?!uD=qwqJm%=b}l&+Uc ztf9}K`+3X1kB5|L3Mj4$>rl4;0)AAMe1saGb+)tUczGO6(l$u>2)Y6{N6>U8=if%?0@3Oyc`*eig4+ghPvHhD$1 z7#wNzyz!N6dnp@!?w*I13Pm3kUjOIGIeI%4_F@JUFt(6Cq&ibjy0Tr_2rA;)au)Pe z{!;qgr`G}W)9y0)0w-FAq4;V@Z8o71!aCUZ>v*U+FmMta)ImJh`lqS)4FXLhx>1^M z*=up_7cPt3zSR@i^s-Pit8iw!0op?o$wiZCf^d^?<%qHlx?|l}<3)v6$Rap?>sYW! zpDGSrEw50v!Eo^oGTT+~)*k^#kaV{&92+ATvk@P*)$?ohG$Az|etAhgYW#>+i;qp2 z5KSBwk2ybq0Q(G(_4o=6_@^*Lt%3?@nz#miHj(!x;{@rpcv4=Emq?k0(!5H(CxGlS z2lLkX(9ao9H%R9lz2Kug3!}gyNh#yFK^D{QQ|L_kMQFCW@B&)}+~<3gOp-rBBsdG+ z(M%zAK6(gP!Zd%g{7$J?nirXR zr;F<8!t-q}jP`GZqFW0;r#&z*{tSA>dD}bzhMnf%f#L+D8x($Mo5$mCkYrA4uP}i%H*6z_Yn1z7|xya96)U z_iz)M2_I@YT}<|wdT&EnP~?M7JxilhJf3eb;hMZTF=_oxY$9Mt{{3e~k~LT0AUjH+P%Z1*UxhnLx!(V zcKk+12qOiav)7Y>7mM7p&glkgT0yv=%!OS2jp;s=#5-SBrYNcKwx|B-`GM!GbC%&B z{`7=#VZAejx83LI%y+JLUgLRxc^dPN8=Omc_8-nAdc%#*StM{H3W(I&$m0-kmi;PQ z48~=$CVJX{;GyA&CpT~$Le-GFG{{lZ4ncqxXd}8%fYDGA={Z}R*HBV_(AtlP5vx*} z%Gd_%0TDew{s*57w}AE*#S(&&7ze(6de$*dN0av>0&uwrE2=3tR8m33&n=6= zCX)pjF%f*a?Xu^Z1JLBppL!G zMIbU@_W>0Qf9YTBU|1jo03pQO~ETE^nb2h^fgUtUqodmc?u=?-)OEq|8hBcE$^5sTvE7Dt(_^S`j zEw&3NUVer^g~&A$Ajqhre#GRBHX8D<><_1>;Ya#&>iS?vnu&`kB-o6xqwj1Kh>Kgo z73^As>|o}^1i{4$zwG}$NP#1d;347OW(k3K9a6B3CJT%)yZ@%F$pj|!lB9%$oJ3-f z45uo%bx0t2Au0GGPqVpt#QgXK)hR7n75}FH^-WPx|Caw+gG7GH<_hArG^5xlu)S=^ zz^kd#X~5X2;2EeQ?1rr<>}arp{m$vl($PS>!J=Txa}?}QumHxi0F`$V)#u)V45HD$ zTd-dr5s>=+UDSUcz`fos!V7GSHF}RoZ!AR}L3+`Z5^)j~DZ@yLgE+!S6|7j?Q8)rH z8Z?wzo0DWL2X+ad`okD+uV|i<;;J_MG+GP3Z5?rJF*tC50pN zR_7ZjS1EGZxkB1XH$l_o6ckKW(%tkZ)Gf}@Z{!;qevRfrxnMrPRF6YYF%d7Jx5xxM z8Rq&iFiwA>Pp|?yN0t-j$zp-A$v#n?P}uZ84Et~xU9g{b%y8@yijFQEnK`@`fWF8x z;e$|Vdtq5&DZI$vBwy0$A@gVR3+ol3Xm;UqZ$pQ2D_{)pa^CNc;DF)#aDMQWz(-YM z(xjVcE!}NuG97i##-=@VtyJgd+4z|R!s1}>qTDws8=WiZEf5mEVJw<7G<~^dp%rR=QC5PW(-8n@hh0oOzQ6u!ECO z_Ys!k=5Ak2=jdFl9vY6Gz&rX*D4JjR?xcz8slw@Gn<+TkG^G1ZQ|Vj6O0*8|HJ8ql zl($A@3r$zfONo!+uhPgAXs5iu;xxl1Inb_}ReRu3Nttd^W@GgT%@vEjEPT;zQk^T1 zXHS8|DHpcRR{W^N$LN<$fMhAgu?pD_VDqM+5;x4jLjtm}Y4}1(d0>QrVmG=-N1K~K zV|0;8xhe5F&Ac7)4zs?d83+Q0K7;}6e=PO>$4|fpi)-%fD9!=>a&}Btpa&3 z6McDWZ%?FuspIk><8EvyEbX}S<dxP!^mVm!)5)obw8tz5%|dkPpZ>2a-LAAOt91PSQS z@1d3JHoZW*2-fXj|62yd17`hMQFz;Lzw?5zN1R`q}ORw;TO zsI2o)4t|biktddPpo7Z`lAxZBu4pM_T7wk6O85koO|~Q{*SQxPIWpy1E+Sl_DS7 z)inW4;GV(W4DV80KcNDAo-VU1Sq=}|SNLgG2veOcJB-W|%>F-<~cXNDqrCE}q%b1+Y^-vX`qe$OH2$!@SXG5`Wsu zH2|-n`ftO%5rjUM-wHf?l(#;AI?B5|CNg4RNK8zTpkl>~x+5YYg5yIHlY)S=T`agr zGz;>E1ZkS)@rGz2eD`Q?f-$m8R8&;)$b`iBy8P>CZ?~Y*rK(nrtr}Y@Hlb=#Qs_rR zfpXV!#(D+tJbdUFZ(H%cWx2%=rC%8XRGf-sDpo94F(x^scBzsjDpo8LQ#K{ZzmzVL zoKz`3Ik`+i$&wWVixm$nQ?WvFVt7hQ#YA`UVsXXeOBG9u*KdvUwnI^sO1P^eR;pC4 zMCsC1Qi9{+gG-i6Nv@O>S-EmbQc!$cLVRMGxTHkheuB3*&ZGSJ1aDt@QJI8!>;P97 zy@NAE-e7>M2wrRDQzm*l0V?zol%)980j`SZFi)7|4FM1|Z!*d2<$Wi4%UIqB&atjc z2aFz*rNdOu8R%+)=nKC@hH;9w8Xcuf6nWz*-tYDF-(2^QBZFp9Xq^dTgt5XnVFs97 z@{A#_D1d|LC)2$)%%5a>Yx9s{u29~3s&^%SHOy6#r%dy<;0vaC5A$Bry&d@R>E0sz z)(F>ZK4hfpiQaFND-qb-Nb$(Qz-(;!Ph9#D0#Ar3B`}&z@oz0U7fd8ayHYH@MH!Qz zdl2IVNuY#n=iZ$-1*~1H|Jxu3bZ-z|gB8M42mlMiRR6u7@%rD(GxR<0=QITyBgI64 zc82Fss_z)*T8$&FpiqccEfB6c;~`w_4s5V8uqKO<5VK-GX%QFGM^1Egu%Q0>r&V4T zL0xrgp4TWtAq!a6mHni*P`D`xtN355^zRRa4i_=b3M8h=73{Jk zgj*CP@J9tqmMzpqO!8i&NpM{LC8P&fSqXFy;XiKn-n7pFPPqu+LP{AbDG37B8|dCw znEX6W;wkywVrVe`Dc{=^c%mb)w3{gIUNEvA$@h*|Ktq_!)GMubU6A6AA+bnEC6`8j zgfL$;*S5H@IeM}U=K<41Ty-ct=ADPPV-ABFQAZ#Vt>r}M*wJ73^R!8AitpBHf79W*9VrdP8kkpfn zdedN0i4d^$AZqprneEgSI1dNb@VOwCRKb;|@ISu)f5wWwW55(fx^CL$ilxQYqVQzm zAr`Cz5Jza^sQRRStQ)I?{ZXRSuyYk^#ZlB0>IlH(Z@tkj*9V(vr=*NEDJvja94GRI zCtcy-0J9;m;$Awa`(Ddyp&wsx$6KbsVPU&D3nVoMPc@~6k1V$v-HAMfmw=z&EYx=b z9tF0K%0(lnx!6}Z$711~Jm>}#9?t;CXEkt4s59n^a#GGXu7x^3TGSw--iH+%%_STa^3}E zO&e?{%{=Y`4AUFje8*#NlyfFJAF^LsB#ncXm`w-l7I;@)z2FMOkKLfn;|(%yH0_ng zirs+ICGJPQM z1y8)8c(crRKk;@&SGetxt1{?wHo4@gTI>u|lxL$X5MiHA9$F?VmntkKpN!9N0U9S* z?*imBovx<$sCAOGNZ>mzxdOp*<@r-@v~`YRJ*q4et({j`-_XBoJoK5jKfYt;BQLx9 z7yn4Fu)mbWawc7Y?io+Y%b-X!f@Xp;%@vdm2%MLIAhs6I6|CSnCF!A8TwM^}BJzbV zAgGwaufFg$w0xsAHe$O;b#4QqX)-VR(pwOuqZtt3xNks!V{)Gp48eDx4+S6Z63i>T z@^-}+D9^m^D#LHS@_JA@FL>o$5OPH5uvr$pVpUjgps31GD^0QcZL7s|?ralZc*8Z_ zHHuvKyFVNvzfFSX-7@Ie&c%A&*IozWZQpo{(J%fpX3`t)1&HcLV_yHZ>t}xTt+%}X z?Y3(bDmNY){CB8Cg#wEp7`=m!=`-3(Yx8ihWO(DZ3%V4ar8`D<~oUwStn1 zw}NHI2k!v-+`YxbhkWq1QNJOmF+7!zP;--tND9%yk)yT7AAj(AY~@fXq@gD0cN75} z-;p4*@XP_ZnPgf>^v zYuP{z2ICZ&m<`E7o1$F#?5$-UbO%LJm>B#+Jy^Vd_U3{yuU_!ky9R-9gu?`iy^>-y zn5^Ys)c*;B)Dlv#!DKQ7l+p9QdNTwxK(9-*od|W&6+yd5%HGBC{(8h>WB?uC0Ld5- zJQB;GF{TMt;t&Emm<8kp>l3pgi$+4BMj`v9M6zwPD2oeeTBLt)>;)4~fn+Qlc zm|gg(cdoO+LjbEk2Xs+V9w4Eg*h&PsCb5-lH%EmI;XB{E8Uup;nxI=gxK10w=io}N z@SoL|A8JiEIrf-lM;~#*_SU|kO`~X>03DR}^_Wv~i z^L0#{59Trr0qcsqk1Y2-2oV6&FC1{mVw_08o8KfUD|Bv{q8y z8I?~#*Fcu$281GckSo7{O!*6>&iQ0MJ`I=LQNX2l2gB==VOn{-2SWdFEm2rXivLCQ z%Hi4;4847Wk>7Htd!r}I>%oW13m25z9dW|EAA@_dtRt^o{jF*C_`YUNOxedG% zFp&j>zyvTA2bZrrYld`Gcxn4$x`8H=*lr70vCx+!X_ngnk(KW zS3^Ta0cmU*gqW*Cy>G}m%NpAe^K;>};l5$A^tU)tnINuqhRr4GgU6UE9RT{DC`vv_ z;sr&teZDC|8X(y+py0d;WUkW?Sl!XBco~%D-f5zktMKPBT8OX)?*heZOHr*oZxf)F z0Io)N9fOY~l)U)rqS|-3+i$#}sJ2Nwhl)EU3woAYU5rs@{f9WM8M1vrUqp<4nhv^y zhCXX4;`#AfIMxxr8LthOZ{d+5>U9gMpdNJ%f+EUN{fie6*Tv`Iaw1S@O`cePg%0`h zh#XURqGH#7&R2Ng^e2BNQ*&-Bsg;cI9gNBqMiOzR|MT=6fu>T?VsgSI7--K%7XNF(Qnvh27^zJjQy@mOG2EO% zgBqCwTJ$76jRVHRsVHvOkA|vQ$T0LN^a~F|?A2HA8?K(mAy=gg`7|mLn-Eew`n%Nb zrC$SFIomkXFx~c-k++Xh1HcI=t(-Q%bC+g8Aws+tTp6g(wcQ8fP8seQCP}Zv5z2Ux z2bI^_^1Xg>wekP)4rD!%3xd1m^ zj=Yiq!VSyNH>j%lHiePfasmaE$VFnaYP~>bb(em!l4e5axqhv(mVmq;;y|x=nShBNW9P zA^Ps>T4w|}%qn#OuCK?|)D-N_z_w(@fn$iE^C*D-QPgh(2#wpJCzMjlfHb#0ypA>l zS!NYJV>J1oEhlG;JhYyc2-b`h%Bm%UW&Q_+p2JRKDuPwC;wsQ^Xq9E zUMll#^|avd+jO}!4uFxf#hsw)Tl*2Zgn%8lABnrnmK@|>fmOUYZ)MdV zL0s;~a%v*EDI=a$POW2DOH8HAE=x&s6<$zI{mHt}I*QR=G=w@q*I_E;mF3l*cpK&g z4Yb5ccjy{P`i6d$&cM6yH@L3X&Z1Q-rHm8ip=-$O+CWY!5naqvg@betUMs9Yd9>P7 zs07YI_e}spckmt!wSnfRl5_?N2zIbuE;E)tZK#!y*8MZ@b4x|FM#L?=hA07oO%fa? zyA1cLT*afB6e^o@iPL+iry0)*{BuQh0?%r!g_C#iANDlX?wCIcPa)>1 z_SDzqE`7!4r>GU3hrsM|o$?t!#L|p_Zz&sXr_KCHirQY>BYi~`O6qMY!DSJ)1>q3T z9>k)tFP6Gg&QYKpF;~WJ*an*d*84@6j3WA+KrYE(5dS;f69kbEI#V}QQ$GTodch)9icMcBA#DVr+r97`K+7c+L*)O88I+YimGV z+hy7v(7E<@P_=P@`00RE)IO5L)NNh*GzknpB=Nj%S~px{F8|g{jrPP*Ih59`We8QY z(-2@3b4%lqatnpU4+Jwyy+L%kT@N}PUA3?$NT}P9l?7V>*=C8i1VDNtT6jiR zb(3ohah{URS0&5e7>J1`;gj+f>-D;+(9BtbHe$YKh!)|G>K+Wyx`Xw>L39YHG7|x` z0GAl%Eq>PqN2e>7jepbk_#(Lpm-i_EW=}_ z)0T(2CRiI3t5~_!YLYKcCi00xEYR;N8@ zP`L}h6xxH@EOhagebwd|C?kEwXfYtKsQ2rqPDA*zn+w0FVTM0ITJ&zx1$4^H6Ms>I zg!ckjCF+fTQJdg^f#FR~2t{w=8(2m|CgFr8x0TIkB+Tm*;Kc6Cg9fN^wg$Ee&ye{H zHA#1&>HM7P=@Yf@5MMD+b%Ukmo`Gr@o~7_R1Jx9eP(L8R+=wDpkq$g&kXqTe72m{z z)ET5neO2!>NKHWe`V_4rejmV6Z49% zAEGWoGkIEuHj6*~T@9s60iMq7LshS^LnJ4`sb{EK+&`724pnQqGi35e20$jMPNs<~ zWwMcy4KlfC<*zce59pn~ewb=SQB%+q+>?x9Bm>=*$N`D8Z*dxt??`L%%|PBrq`Quw zZO?BGhgSy4Im-yObns+E`jEy11l;E#QjNrB;HaIzJq?~iV)Zs7)Cwqh2i>6L)3!Or z$3Qs(GqrQ7wg}xZC3$ud_~7O!He=Ot1XO2- z*f%?W<0t27vHZ{kby8SlI{saV7~u*iW%yAFZyg^}B(;`DX|J^G9M#g(G8dTtyw60n zmEBcVj;=ckyGn;d*L{kjer?6g3$z~M_oRshlng6RQX3;wPoFwjh0bYXemq;dVw?wf zCri|EFx)N9hoq?T(xSK6}q**j7*DBvc2a` zl!sD&(5FsSyU26}@EG}rIqE13F4lwRs*S@c83xP{7NTy=*WpWGByyIHAz{<$LR9K8 z$~Mo!z&7TO=BmN?03iG3sVYKqdGLHS9L?vI=Bok2^W6vOa&kTC6k0EgF-?=tI@i|t z;Uj=uyA-d|?3K{2E#UZYxBiXplNaK3Qfe2=H!>M)RU+=UzM$PBU6;ix@)1@3(;dZ8zeAu)aqi>w&pF^!Vl!A z4Wv^*5;Kl)=z)vW1}OR@`n7t@8q#4c(vjG?0gDJVsXa|<)ob8D`CALE4vi{Ji}dZw z({+uJ(Tc?9E>`D(#on*p8$$RsK(z77OVpxZr5-e!+|qwqqPC>cG50T1FgNjIE7X$8 zVj&0|t|TybY_(l$%A2oLL)l35TI_mUxkZ23fSN8r!YZTl0&(*3E7dsPeB8ck?axpe z?ez`t72U3(_}73TTZqPsxhT`VUEpU{s*#Szh{TdmLQ9Z)gnWTHNaD?RXpt2bLc?Ym zI%b$Bx}EcApmVH6RF6_&J^n*ki`%tdXFG20@W3@0=V&kKS@!~8mMK?$M^B1@r`^2O zDm4<=9em^})y?OvQbRzU>n$o$J6$;jB*W-^h-*8w(s(-IpH``>-4jsNDd;t>_9w0o zeG$C}j@voXq0<(`x2{%e;rR-0w@Yhn8A;Lsc|Hj%-|vE1ly}cnHPcu;Bo}Rmd3-!t zq)*OO%Tjbv-?z^H!9EuG%k^qP)D$6REN<4aZ=1zJ&&Ka*T}!_$sC*68!Y-orsTJ#t zM0e>?@j9=$K|O4|?U;evjUhS+?dhIB)TKxUcM9}YT7vk&jcP3*!vptmlX}j^VHgJD z&X8`ENz_tt1mVv%sTIM$oo5}=!gzztY9!s|*b7+2!6a z6UYqmoKzETA70U8s9*0}g*%uz{L2gf9WQ+fqLnowZ*@wG@lFJw2`o-n?I7e2cT@j)?xVuzjz6WH zFP1B|@fgJEVA(PbV)72Y7g~C)RM;{TiOUhdq{O30?C5)?W!73N@)4)CqQXdsPzldF zt=(7h#CGu11<>!Bb4I&~=TQFJS#1d0X}fBkB%A|-jOD1?L15fK6#(_)ISbqY?T&zm ztG`%Y2b!S&RXKkFS%3M}fYM(hKQ@2Hqs0dxOZUh)7bpZm>M=n%ftCk`}ir*1Rn$j&Cpv=R5Qcd(~k`sWBD;$mHhZ zDCd{8d*q~$tPj7U1tIftJn$V>A3(KxBU1J3s~X6_z99VOd96h84Nw`~jOte%1=7GJ zD^#gex#C>Z_X=v0hkl<*`n*P+KcO;p`}J>p2%iNHoN^Z+2fKv$4;Qo_QEz_Wf>s~3 z;gt@lHMH1fb*m2?JopG)K1)&c2A=?{`hD-FgL?ncV=VfDv-!e95b4a}=@+#y(|~;3 zx9mZB7d5{O4lftAo;Vlt=u6tD$W!1rb`}j?f}@%o00)Sz=mV-=yJV@9O6AM9kLWOH za5hNruIEQDX@Ou@Xg{K^Bb$x+eD@JGPQFJ#C77Gc3@2HySp8=X2RWDWg zdSEC>QaIp@}KT$sd%e_cRsC_FEtbBJr^N-zK+^tI%bO*Kyqxz(R<@7 zGOqY!bi%+%-=DfqA*X_JplVxbE5uAI@Iik3wA$V8Lb>3+Rzn|hMztZ7u1`6urXv32 zoEk`vfI9>q@kk5cA?MXDQf2pfsYFtB{^gN2pZhMTRph@KD+Q2ynaHp5{~jKqD$BF&^MG2D|!BToaK^IQwHN7fBX zFq*ES;2F4{(`bTmq2d)aGUhsJ{+`lwGOXrCA?}R>&T7RWIW*azmTdFe_py}}5loID zg)GNMT~U)0t1+8t8=~7?G&oFf3sSMK2K3T=5QG3dnYf7RZU;5IG~pV^Sp?bP;tRI( zYgg2cy!utOQ>fLk0|!|h7jTfnx=YkxkTIH*~B3Mri`I zo26+C{$wgh%iAr|CCP5F%_0t?)WL28@o(5v|2g11VQVgS7^IKj>Scd{G^_m!((HS% z^$zdwS_?yy`P&<6^MrYHJ?=0H)hiob<}oP?B2XlUSZSU;&$uV}tTQ4MyputVd7-$# zq8sQ+7{~kFRGS)qkc)Ut7R~S%`0gFLsTP1%5Kkg&n9W?`QGRU3k8@V1ZD z5vUQr{#bo(9TYJnqUH=T1~+aR0l_Q3{6vki)Yt?A&1pp0Lfr8@(&eXWC8}GfZ=&K{ zOz1zI(-fFP3crZ{_@k=g8ae{tBd!JQWB*bHRxt2_B@ly@K;hN^_$d-r8CDyH$;kgZ zaBjsI9F+{ePSeN1#^cFG~bbKFsd(8}ek^ zeQwh^1bYIK;_#GfJfJ|GZv$Bj|9(`1wKS{>Pb^TKp(XtfVfF9W|Ls1~|Fm#kxj>am zd+}KSSVF%;U>HH?0a_67iUtvdv@d*VfDU5+3fR2DLzx4eZ7louS*s)CVA20BxnL%s z0zB~lvz`CE2~Y>axc>ioKScPA6V{oq7CtEHe}4g(X~TFA;t4ii5VYO6y=7E5G8Wz$ zV*Th`%OY%#0?*L#U?ejIdKEriQyGu4|CbQrxW* z(ES0ZhfB)kyj236O`O4PGy!)|P;*1P)y0hh`wg_l7r{7s0QGySO|G>CO#@Gnlt7H%4G6;``sIx_ zy;eQ|t8@8LiFt+ZytP6)>W?Kh7TM;)GaA%bZC-*wrnOZ8;v*E6*kFX=IN2jC0owXH zJT^X0n61t*3F#yUA2Qug!Y7jZ!V_rkZUWf(6(J~OAxdes9mANk2&>kk;zGr3-j5m$ zodQL+j{;zs-YaY`1Py`XOpA?tkCAyn*Z-!G#n43xz;28tRuP{z@j52fjraEXt_VM$ zBlAFQJJc7boRyZE58&-Eo%9a%)qtvze>VASW?{a$q*FF>AM=;GFW`B&l;UVH`e?W~MgfC!Q?e{N^x0@AP>KH&fA=m+LtaNW`yJ6JkS zenhNrCYv*qRfa!fnmX zW`!NVJ`xhHhW)!eOvbcdiPk`EkEXW3+V09S?-S$ug$^`COw^+R#0r21;HuJKy+Qyh zhM-{8-OcLY2?qX$n^nRaZ2B8FvmnO}FwQudaGM+@L7^G8ophJP&lmSa^KwC~yyLtm zz#%0+C3Uh;K&%+H6!Y3~zBU2Nh&UP>etM3L8OV7A^>l7WKLk&a`Ib0eXv0ig)=+Xf z3XT>dipC{u!Y=8FA$Ss|50MaZo8|yor2Irw`wBKB{GJQS^L4ySXv#9^qgjf@Lddrl zRTB505!e~O5mynt0o)qzORuvEN+G45pzkK(nGoIN3qjl9jJW_GjriqwUuj1|g3A{Wt@%7j#sF_g zTk)brxt8DyMDe^_f^QIi62fA@@#Rv2FD}p)T{NOZWN3WRBvW)`RCKg6-k4NANz;5> zOY{{XMavfDbrOB&LbOm{SP_#J5mv+-3R9UoFgV0*HF`^w2#+hq%a!o;re^=yzwT~5*n{~?@}rIYA=f%ho`1Jfp%uMKCZ=n*$ZunOn}uM@%Q z@_uD~uDFlJr$7#wA>2Xhr8K$<$Pp8z9N~cQCvCsad>!Bq2he?aANa1{r*rTIzP79{ z(!3l9D|uq4<<{49pA9+!zCrl5nGcO*zsG){m)SmLk(@!7qr1ivAauCX{EcLQlk#Ph z1}XXr=p35j+C301Ky##=Z!fx(Ldx0mBeW>FdFs}$@z2%s#=W> z!96Nbm(}{S21(UKkhR@r{_!mG?t*tg$Vb{#B5d_T^oy~5D6r`^OwOU+Yj7S&oKJ!e z(;sN-I0L$&#hI&O|A_hqc~Hbc&>xgf5F;vOaW^w1v#!p-)EhXZ@V>Og{k^Fi>*fq- z8&v+EyBPo=AsIX_jxBQ5ZlBb+X;ex_I+-Myqr*o?vju)Djs@9X&{J$1D8^)=E5`lu zCNo#!*=_zjo_Wa=6u|8XtUcal;QbPyc{)?(L#z8f+SO8KkYi2?-3cY%s->Lf9(-gC zU#6%om(@H$_m*IOLG^9q3lFU2s~`fn#gHfP4oNI7G0FnGwZq6u&mx_OT!#69PB+r+ z=rxM6Q1>WEEesq9(`C>uTqLdijN>k7pCjIOR*e;S5e(shQ*=qH8{j5I*2wC z(H~3L#2NwpO@h1?(V||H9AFEyi6z{;c3Ji(7-k+K5)GmN$F-JY%N-XDAs~I|-?CEn z->wt%z2#U@l#~l324|2tL1vf>;10N#5pP@fmsu{Le~W5$~XL zG$jV&P-g`ein92`2ENL?e+AaZyqJnrOYTv=NZ<9#$NH-ZtQv}3h&r!A1u`_%Ei;YP ztv?)r)UCanhS6f{W2YLXL4qtn_MFwx?BxTK*%{ys9UvokofNhN{iQ!oVU@A49o5)} zd0Z71?O9LTeo>|?Z=u}x5nqF*VLDkyzN!zTjnZm`|5SzjgfCKly$TB@t(*Kft19F8 zJmS16D}sjcJyltt=P3%9Opc2e@d=p}Sp47nj4i9JLU~{_7QkOsWgawNw^n0A5x9z_ zRcC{^RD*SNeGW(ni3VA?`9N1(h87EXWCr2C)nGn4l|B>r{2Htpsr^Rcw`u@C@iXsO zleL8^_@0`q4foYzA;JkE8QQy5YB7~&g3bYNUW@r45=sBT7s2P%Vv6=bb~$Xt-pYyJ z1bEOh&-#h#XeWrOuf@xRpNI49wO9slCH~?KYqOl>Z{YUX{H?rFo<;M}6XSU~m;7ZO zM`r;>D%E@oYGh;aJCufPEice5f?c(he1zvf*YpdhUr$7OWF5FBKt_d+ugAvFz2rIN z=K3rjgjy@}!}Xb$orXHWZ#9MD33V-wB4$H5W1o>QR`PH4S!pE;f*0^*3|DxQ_P$^` z0z>zsc?0$tZ?*BJ4Ou8y+3$DVLK`6d44I5lf4PqM@P^Fouj0(_;0uImX~Z4ArGxKx zp4f;rrlb7msIiUM=ICtX@BVo%fS6&fP+NtPQ(D)&P|BAP!GG4#gc^T8IlPvTIwhK$so)!B#8=Kw*nPfC!|;-nL?W zl-dckwv!rvkfHpAD|iG=h!hkcl7$Ky&ua$}Pz-PTi!X^A z+p}+y=Om$?T!EWAux9291}$5po^>+y=mPKAf#nArL_sM5u>*g)p^OC;j|tG;nT0=s z8fS%$ECsaE_VW4zV7i&tk##n2hQ6ho1QctOa2Zr+In`I zP|YjiTUz8UZjz(_(uws4gerg3nSpwdpwH>zKeV~}@~*5lF&EGhb4(@b7_Wd6j7$I6 zgZ+W%8*z%jb9*tj@KCnD5cK`Mn1*b3=wEEDk|s|>Cye>>O0zzEl&=D|&VUPeJTPTn zY8ka=p%uJbA6C{nAG#SCkPCd!c&#k7j{n|=Ee2YW(1ouZ>-$~=E#^!DCF{Pd00Hei~r2F#-5~>0}@@Q=x7Z&1C)r^spL7z7LU=LLK@zoz!1)s z0wOAlESC6)3BCwvKUpJR5w1gflchp(6u{GeVg2x*GDp9%V%8TZYB6#eduwZmNyYiR z+^_6+AjUvJdDE{fo)xiUf7SgSP&%0KLlgu~KJjX;q1k<46@CF*d#oQ9IHWgJj`EYi%zg@k_46cTPAFKWc>b^@eGs= z<#g1#M0}eTC7PEnS~PVTYCQu2u$C=rSF2OGdGA)e+x^-iAC;}#eKczHU8PYdu1nJ{ z2ccqxQc9OtkD9h@I}tUlRv+4`Ioub|Z;fP~K_vaRV&64y_FYHF?0LgcFvqoCgumx~ zN3oHvob_$RFZWMuCJJuqyP?wdwhR)JE=6Wk0F(EIThE-#{F+i`w)4BHic0+*Ob z>(%V}AnbMDtyv|>0tw(I+eZWlcuq<&NHSFvg7-@l_#UR579X^EDhh~ zXQr_qc;a+c*SXPMR<*7aX4BJfGGq&@NG5=%r?XI+Mjr`0Z#s*?TV#G|I-80P@Ln@m zU-UP>I)imfI0t~%xnQpH475Bgk1c7+l?qGA7vl?HV@wdN_t8elujP1%daWNt=TyPT z`^;qFXcM14lf?zSlAQt8*j)ZYNFvBrO< z5oT+FQD4Ye3xWpl4|7=#eF7kNJ$oMOg}8G8`)Ft(Y)0u$vKBSr4L153JDaCJ~)fDF@N{Fa1BL8cm5sH@F;#Yi>)xi$1j{Dk#n%ar>A8z z;Bj}=kL$iFh&C501nXB8u^x!mS;ATxL2ygBE|S2iko4v*VO7*gpaLpHt-$>q_WBJ3 zh;&n90_^v7A{rplCBDte{c6;&xxCbu<== zf$8oc(w_nqhVow9eShfhmN6hlA4I|uOjZe>^}H4AcdYg32r6aS$YCFggr=6TMjNc} zNr=67M{v6F-hl=3DAxWGWkdfmX)e52c~_`?JSrx1 zcW61NiI5aD7YD_WlHiJRXpgU@)T9-Z+U=nn<-!}@p8uH3;_+Fdo|VfcB79!vF?p<& zYdp{`i3Eg(ncyyUhulITo%-t;dF&U0N5jW@&=)G-l|Z0QG|BqVgT5;WxBr2ojjRf~ zz~>$IB^vHH=A*a?khpq?$kd$mXAF$nL=?OklXO#_` zQCQ9W!bFgP<=1pJ3xsf=f*|QE!%6gaVp7{pD5>o{yv2CQaaNun9|n%v7Dz}=aNAaP zz;r=cf>Yj-EyxHu6}Pvtj>xdp4A{xmSK!3v4Y#qsqR*Ro9}rqH`+)W=h9)t`-o0&kvhcDvrLIt_b2pS$-4D;@GiD2 z;3mFK$m844Q=|_U91b1ulXJ8LcT!@YcGpbhS7a^6c&CLW?k|n z3%fK+*=c;)UKS&8a@|ygpWVy)x4(t8phb{NK2SXV<^zM)!%Aw$y8^exXjuk@&xN$Mgw*G6@;)LyZ`S_%lFo zkLT=TRqW+FP@G-{EN}ZcDV%=6RKK?m;!FGl95ePqra21W8ZWN;G+ui@jJOr9`C1su z|MMpw{lVI<{cI~}dX50$9lgM?+ArQWYK=}Uf2y1RWZ}39+9s=Qe2!!w6J3gkT9%a)o;?VtP?UAKLyD`E= zvDO|)hH?R&m3oqe;CuuB?IatCkBhwEBx_>*3!RW|Nb5=6H6n!1QM|(`s8&I=wCogn zBb^5!)P5@vpLd$|15GB#=q+bh7e3$&`vE#7{Nx!HNqULr`Rg;RI8-9VTRikE{5j0C zozAi=s2i_zj!i)=_|bE09RL12ixS@=@sjY7k37!;00Jq_<+IL1U^#>DJI|^G_5(K- zv6q-6a#{?SK4KGb1=R7t*@Sy9uvd6F*yUYh-@Je^7>7XaO&laOJ6 zn_na7zQUxE%Nt%|G42jxs#un`7u$((G_>Xd;>#hf`dXe*&$z_8VzLPS^M@-ej10Mt zc+gcg+B8qxfPJ#)5hYRPtFE%f*0Dg$1e)ATfKE6g|3v&NY=mNJ!)vUB@QsjB;OTjd zWs)NSk=%Bjh2xiqCtYW8;HRzHE?ez^S-j_URt+XVzVx=m0JIo>FnHK_-q!nLshvlO0c$2#<8r9;z-DPQ@`V6dD2||C4464>BIViGGwUF?6 zaQ!a>9X8!_k1fOQ6T(gFCD#ObGgLF6CXeq^Jz!R_uJ9`lSQRB7;()dI5FW)NAF^m) zA`J_3whA#z)F4O7)M<}aEP%iD{~V#(WvU{b$26{WA((iFo2uRu6all@EQ&8d^Vr&ioQcE_b1jRMPn?KmU|n7aNdzpgP6N z3!%fw_v8bg>T!O9Pw&-A!&gAdP+)a6wpq&ZI5D)G{|0K6yvz%BGk&b$GL(MjiGKko z^a^dAscg5MBnt!6aJ88L^r`kyToSY&6ga<$_r~jR8ZzQBb(0YkK`kSSI3s0LOEL{(pqM2UrtX-#2`pbEYMe287H^sL6ybND~B9Kt#cY1$!^MYp=VuU03Xi zU6f^Savd+^oy&ap8R^gisq+4b(Q?E!aW-6rB@G4SI=MgAMKW2N)BsYwHbbH5Bj_^PC`g#54=VSD zw5wcWF+UeFJ)`uVlMfRxqNFoSQaMguF382KcG@IGAX0?dXg5O~jS$WCkn)64s9Jpq zFiEr|%#q2wcTZ^F!W>1~W=|;?(OX{9P(#OufW1DC*5iJFI<8&Dk&O?73_}@*s6Zw)kL9e+(*KKo-b{oNa+alEELHHLp5`YB2{qX4nHVTM0^LG%l9>ag)6Z(AD8c0 zh>T-lO?seV9X`W)1YIW^NyqF!LwGC*`fzM>Tlu)a&RT7|R3F|u=v?_oUF=0jtN`~O z%RZL$N$Y{T5f&^OM6mSawE$l!2kAFqz0nO_U=Z!*Csk4YBuF1lm?W<9j|Bj%d|$DU z?)8%zFvmecgZlVOlb8?EDM4H5FHJzqO%UU!>46ZFeL+-pNC)&C|EHY!$|1#a_&7_0 zLZw;4Cf!jcxoaV&`$DC`fv4aiI>dxSMUVCWX@chkG#CJ)VpvebSDdsN(l_nrFzI*T zQ!(ptn_;NdzspSpWR>wEe&g7O_u>``lw3Wc`Woq9;nJAE4Z0mTzijzDzagM?AAL{% z8Vxt}yo3$AaS3}0_llwOBc!SHOBF|qxR9`oM)PDAieqVfrXyQfiTeMs5H9M8Vxo@{ zHQ6A7VY&Q(8^_WqnT|xNkCb{b#clxTsVqlp`$>4KV+5b4C@AEQYT4g#qQmioY~{|9 z-t>K>v;wCF&@xpWaph}wi1UkCg)Txl_6h(z+8;$RS5f8+l$mq`m5UmVuR^70BI;B? z!kTn5cQq%@M2e&B3*f*S%Sym;_=}<}M-rfgS4T@}pf1eQ=h0FKZVlAoY)2)aK=@R5 z?4>uWJHpfzfaeKKj0y=!@C*ooma$K{a!QbI8CQ_Ayv0{d@{TQAmbQ+S6ckSf#7g-n zkshq!h*G@ElnqM^4~{Qe-lI%-M42*jyrq0?6VBB};eIcHAJkB37H1 z<8UGRccR2IyMd}nb>*ci%v*W8L3>zU0>y`USo@eHbw#D4*C&3+MF zzHbmHY1v)Az|^j1iiH)G0}aLBZvh%oL3#}gZF@y&C}%rBYztUzZbfMr(%C8kgd`c_ z3mTRxy%YUe0I4lQ9Lt8%MvWcWTIV!rDTa~&4Q%E}M+0f23~4l4MQ>$DO%3DOG6}eL zgYr8;=9Q*ak*Ww6knkCCkrq0tiqwnr=ljslRiwje&~}dGqmGHU7$#{2L<&s&eKeUV zGF`zd$tX+CGdu>>?#Q{s^BHv1LC;s}f;V}Ew+wan(oF=Cs68Ji;lf>~Z`Qd|0n zz$26X(!~+&`AK|9F0v~_MgtT3k`Pyj8q-Bx9IEF#rp{QBk`^BxpY`ir{29d4>BTON z%i6rU5=LHMbah`a@iwP04CS+7Nj<;f{-vm=Int}o^4R?8p7 z5ke6F?HcDwllAj}%{d3)nAafq?&|QN#s-of?)nQ2Zy@=jtF&%6N3u4wfz%x7j>5!$ z7Baml^ksKP290PWWf-2K-c!hR6yIwt+1f9kfYSp#)>u-&LF%UVps~~v(P~Yln9!pLDF9Cev=NjRb?o1G8pPc**t5EC z`)B) zeRFi+sX#Wt0JjX2qXG;bHe0avj) z81>17waY=bq}xn-ua(pm?V(w%rFptr{CPYB??g}O^VZUF2s5{}kz(oFHd140z3gxI zHbb8iL}KTG_2v;|Tt+4k+N!M-%8X?m0@Jmv6pJ;1Zf`45w4YA+!_fz5Q^(p#y<^V; zk6Z(m6j#XCh18^}$0nuk|{wNrKlT zrVx3Z5xuqxUQ1x^@)`_{-F;xLDT150#|T2F|18D9HFWG}NycAA?ZM9wQP4^qrDEMg zTq?@X1d27kp^m!9tG!hZ@uwc(gv@sx#y(a6_;!}cuqauZJKDj32r0JYK$ve0mNFM% zi!ZQ!$NeU)4?T}t0??2UAa25UoBJE{;~V>5%b>fyYldpI19a;Der!kd_!Ng2Z|7C70lhyd!&y-mT%8KLNTL7Q1=8f*se(lIE8WFJMg*1NHb zWnj+?1RM3}q-mx^I(M2$fY<;22%smYncAUt@csj6*&&bz*B>Hz!k)*?bW}ulc z0BaoxpPI(ZFj}XJMPiKMTA5x7HlJyv*?q&%*T7a)*q!c+k>GQl7^_Tuit_Bx@S!(E2TOPCvZAY8^ALGQa0YiamHHEI7EDaFqk^)3x*#htjafE`{W3vJ&K%9uW zG#iQHU*qizU9-~B6=!D9R|V3axVk`lPLW(e`%pg7K-{<4Y5*nln1zDV%hc<-l{CM| zk<`@6Dd*YDNqh#qwaU?qn}kfEfDf`wl>!hu^81dH3#C#Epoqr6==KOdF~}?2MA*Lz zrCqp0q&uioCT22;SPr$ZgQ(kEa)&vH_xqhidEyMb504>_LBoC*G!hrw+m0zgC^R1 zhV)zbN@S=ho$@l&^wv9vqX=a?YB>z~CJ$1u>S~e!e0Ng?TmhT>0>kN(8B#wX0Vf0< zM_ZuOwZV}qq`0_6xZx$F?V2fB5lW}2n;b_;B^*Fan&T#Yp*hM&)c?d({De8Lj=Jhm zv2i#Khxkqhj97C}cEKLG?~$6^stmT+8a3I5=#@EAQ=H;WXK!}Y;}QVeRW^Z+DUw|1 zk+!x-s*czjpzAQDaGvyc;|Of(R<@SIHxmCQ_@_@N1!R^W_)S6ej-c!^xI*Qgaui<6 z8sc$)xkulr$Q6OZqVW*ubuDI1QNRaUjI6cdaftcXLgWg^N`siH29O%sh3VQ-hZEJL z-R4X2r~=h(b%gplt0h(|-&KrgWNPe_q_=yA3zl{b!h6(B_VkX>(ziOM2(;S@DN&gR z?Y-eB^&$DAe&v_w5DF7lqF2ITyqlJ+kamJ^%O>(W9kf!)S4&Zhbq{u$kS>F7eFl-1 zU~;|z-vb2-kK1n6Lko{d)V@j@i7!HJc9o?1fC~qzKaDkXDq-G2|M~cwG zIeKlC6sX_KH9m(=;+KE~6;?}6gYSU}SG@q3+dG(j!+Du7-QGL6ncxkSSPg(F?ntfSRu`9 zcqGJ_JWJt4(v0S_CRWg~8-XCN-yw*4%L%jAeZ5o`p=Vmr1_=3xcoWlO8>JLKVAAN# zhup4Hvyd;0E+T7fHjE`6Y?bnJMXl(BV+qoZY7(ga?!!ar>CIBG_y*5IeK(s9fp`h+ zdD>xj^cYJ1AH=Ed`EKUacpL&$_2?}S_5Vy~ZIK${$%J-017pGg&96ing3NjR8a$UB zkUIf|RI37gn-!%}Bp&QZFPBQb^siEQ*EuwFD_k-!Xp5~R`w(Dr%{Lr2I(VPdK{^Y7prQf*fiSFCED>*0m_J{)%Q#NbnPrg52Nuu+!sA>Lhw8H00h{$raw2E?(GxjAL*Jopea@(LX@miq&GXFCuj1A*mb`XdTI>tjWBt>o#PKW;pTPXWi(Gy3~tq@fIx);Cgei1xnxAykNj!~sDt@5@$S+WNl3hMLjiN2RuMq|FkN z>{P7Nkga{NxpM&u1v!M=nOI9bCIQZ+!Ud@!AV0Lo1?4BMau z@2s&JwcUkEP+w|(VaRf@Rp7?I%m4R< z+mYRlaW|RS_!z+Ov~KStZ*2LS_nCs4eGvgG7}&ofbYjMRkfOLtZhZO-y4Az!@&p{~ zM8qCPCeYPopCcBKlwUqbbA#R!5!$@B^t#A1jCliT&~r32*fCH(`YbU+^ZYW1n=@EoNg2-OW37mZLEp-~1{4q6o#9$`=iitE zb1bqE(;Po%oPH!8k4pe7(&USl@8|RYkeT~3n(gm&QjL+DL+8ZG$|(d8$~1?SC8eWh zC$G+4sLM{&tsh#%nTL^uaBb%X_|somdAH%b{E(byc7bNwTm!Al$z|B8&Xj8Yv>PWU zk^voiYD+j7^aAhWSuEYc%Xz4gmMq9Ok?}A&3s{NnWBFDund&q|FINCH(zAH4ZKc;{ z_OP+~H|BsL@dTp%^>PY0fb6%@je0p50zE?teWRC~>8=8X8g0YGMRP^@1M05TG{}vR z@C^(fhk#KIU2c?v&^&tFDF2LlYkdZZvy)A1hmu=kK?y+IJTnC z(5|M%W;ul`LWKRqYcI_*s3Py9MP;0EaI5d~l-J?Ap4x9-@+%~r0EqQQeIZ_ho#rN8 zI!(t_LCY7Fr}<@_VRW{)Y(;SAdCQ^P3HhX3An>NQ9EXfkxy}Ehzd`*ZxhZqmO@$i} z;S3SWG7cRUHww4G+2RWs3$oTLI8Y2D^tzAiZ@K^g zF7PD0av@N}=laUNcrR$d`T`j4lGe&kcCq3Z!H`m};}`&pE};2Nxe+-H z6#ZLH*$)cudGxDO?u~w@JyrQu@Dw&|A~ylLWhT>Ln6!a#Gm%vD@;i#JPz=jb_Q`(f<1{3p^qy&qoBK^ zWH<-Nuei~mtEhOC67yBY?l~N{VtiPIc+=$>&M>Y(H-js(&)&K{ z+pZywdCoP;7rqbx1`ZN;>wob=?OE1>7Q!$$nV`kS^N5)RWK`g?duZ^Lj~jq+tO-EJ zXV?lJ&AhnGkBF;14`wcIAJIyyIO`B<%yOoLj!_n}1m1cl|-Wak7&}1d}y=eh3 zMP88!{Aj~saTIeGu&`N9J6dW zr0khj%t*e7-N)`?=7ZVU1GEp_6?T)aS{ z+hgU7SiqYL$3RPDES%@%Fdl}FB0eio@5$mPAHyQxTeKKL-k^-(Xf%#(8NU{fK)q>9 zoV-(4xi+{9LJSU_qB!{%y~#}(Hn}Oo^i?gVjkrm|gW_ceA{HPCN98!%QeA?a9H@7b zghe+=*nA1^WUt`94IBb+g}vNdVIy#bnNOubF1myTw#NoD=hxt z3LD*AVWXQXtOu^J8H`<@!1I6D!bUe+Sm$O7o7`++6ZBLAEW5Dj4y{$!>1GS}sOvmO zOUlcO%}+5Loi!-nI>0=tXO5#?l4PgFYXq*AITKrRlxfJ?&^nbC*K>N&;w0JbJ3%nq z1Gm<1jMkTC?3Ns+*gc zYf-hab0|NIFuyozvUG7{C#7Fff!P9WnV-_+a@y=PSr6Jyh_UF;%UJ3)7$pt{ z@2Edk0X1KwMh^F z-GPpR7b0k`PK3zM*z=c^guqx)fVN~)z8TR3FEG1pyW5*LDc1UW)4W zXxNRuuO&Oc1XQ6uwdI)L!DyuWqn9-s7IEviDY#ERWh>AiiogauzG2m$U!Y!H2SO3L zdu@4|aXZecT($mH)S*uEPIWbF4unMkOTiE8ixKa@?OwvnNKwT{c$e@uV19rC1bjT2 zR!5cqvfZSP41wBOG8_ixy0Q;|$NH_t+VHxvh}e9NnGX=FFnJSQjpw~uuGpTj}>dzqS;m4yp z{5X8y)A~xR%LbQ_YI6dG$AG!)Oe-~$A9@|&Z(?>7(gUj7BqIT4+CUu~`Q5%}TE1|$tx00RqXdyS#4;3y$1js&SSbD03{DB^BDF=dv z=98B4U<6+0v|DRAgMi7HHsE(>05){I;W5W_ox6`#Fx%;kwsIn~)YHCE3uq_z0cb@B zxmdqm_+>OWCJts-QfZj81ugC<$LpVx6J)*q6PeG`CmrRAcqy-ic9Q!eTHIM~5Vjr0 zW&$=Hz^z3^9vGaF%Xtf&o|jB<+fgKD%R9xY%_)M};n@gh2D=<2j-qL&E^-K$8O)3R zX4-NjeEJI1G0ORjRAWGOZnSerWCn7eICKxv)N*Ffo~~+sgIND~#ovk10&-Gd`m*e9 z%r>jc6J+4&iP6q@%WGb!ZzK9~$iRt!)6&!G-Q_6nu|$AKgWJh)kdN`Gxq$MZU|%QS zxzw}<#Q0`oZVYSza=f%+5BY3W$Qy~7W!NAnLLozio|AwS?%*DnSl<9L60xd#^`C4z za0}M7-tmy#mi&Wf(wK75PFwlyUd&+G|h9J_pJ%Po(0>LqI?L+-Ok)KBs zZC6h@iQy|te$_z2fTBLK&!8%jZx%eMT5TkLrQ0Vjih813&;P{~iI@1N>_Hg0cj7Z- zI=Mk&(sCmY!68huMTQsR6{u{j)c{rbZ;rruC~H?60W};hC_v}{sLTX7B?N$Z6!^IO zXz&I82%JyxH0x{P@_+?(8Z4dku;I`?@=we+0hIF} z_mKwxNb8aA1HTyP%3sNCVGZi}flv@4oF~-Qn1eL0ubfSf^p&H6*1)i^9%ZKvM=_O> zDC&9|f>zUS$6<;qMO|wb(wzRXzoEB= zyO!GrIwbWkVA`+0+yX;|=R$wEN8oXoVNRg|^Kk9GcrvpISo-OiF%=S9{?>OE)MQ)N zrah-RZKxgnV}QI5RNX574*pX!0Ymk>oQ)S?ZOiX+7^3(7kfROb7}mL-iIh_gqZH~l zP!1*KW-?mVKsgH0zJJP{K@z@rx>NIeBE*o`*pBH7P`TI0cOkMz{C*foaiQU$yKbj> zGn`fY$`!KA1i}o)F*}HF#ApmNKTh7xh+B#ASDuP_av!|dK6uFl7jtl$DGb2&Oicu>`9W8#a4Bk9(mBY&< zhkFIb#zrR6i$mmI+$ZQoPZeq49A^MJPt)c&LzyYMnH-%pR8GcwAs`CBPx22aq`X5o%rj}Y3zAZ{500`{Y1Ct5%UkCNxvuVM6w2USKinuBDB3x@0f^7%Em zOAi`7TJ9flR)AK!d*ur|ib2zOo_?^ zeuQGqqd{56LFKRVD*OtfoSje~NqMJj7$m^-Cd)xVIfmDlH{Zv`iKv^Y7@Kz?<6cJR zt@w>3ieU(oZQjFy(k~`Hs&fG&TAr-Q?bV)yjoW?W(+f4-zEiYr9tYf*>rhe!Xy4Q zdW5hg1?Mh=_WuPSxGd$v28%Uq{o6hV^$>6w|K%v&51i-4z}$K#tuZfyO(>ZmtAb|P z#{JgEvjvTwAwM%tW`Vn&y2;X)>dzW!_)OVl9WWMkU5noN&CMJJ0a)J>V1Sj-7Bl5I z(9M#w3OPCvwzBU=u`{^|fxqo1MGV^-t7nkzD}K#57wGBnnQ)!HvTE;V%83Z?WoX)F zr=8ZAE!X1Tf?C30%T`*n+36GC^Z(gv`E`W5*Rl!XkWb<+w!jP;O{I*^#05kd_TnD& z=4`nFE&?0iIdV4NXQntDRcb)H&XEK7mDscn3O=-Wi*vmxnlXDZYSUGNr`j3vA#YS1ORl5mwJxawLeOo0}wi`ec0-3 zg=wQ5&I-mLuf|e;MQF8%93&g*+#SwvQw6gc?GQ@Y3ND8La@~h_I7@9ciuiowo#R*z zK#x1f*xg*S1oB>*w@9ugOae}H&@`^Ec73O_55l_*TKW=MLxXy`9>S34$t%swOnJaa zzau;OfMQf`Dr6Wbp`Nac!;Ci>k9$^NoMtAfZ6Q~^lDBIu2JmVI%lil^j*!qgcMwyA z*b69gA0CE&E`nhp+#<+XE0}6KF+Zs59#YX`9qKWSO|cWO%T+KZjYOnDbh`joNJ1$h4V!8G z_c?P7+U8BN52EKZNRWo0@Rj0IA@l>H@@6@Rtj90l+=B^6TZ*^Hv;AAlL8~BdqioU! zWQhk!U^d-j7wT06Wz;{n5vpyG{XyQt7GSZ;^!gTA_CLedGdi6`$Z`cj@J7?oLcuQ| z4s2+}dDy<<{QeS`+3~h7G>5ZFdTK`>gGKx?BNoh$e<-z?taTd@* zXCP%HiR5cof{C#%x1Q)T$0Pl7r1L+Dy{cKdg9enRcLVL^ZrK+BEY7%B{)WnF#(nZ0 z#Gk;HgN!p1dv&efV0EFIX2L}Mwp=~+@1rnf+JvuBu6;lLLj!y17n-N;mn@8lX zK9hB9&9V-=7~H@z0a-zQQP1qhRrg>PG_X4ymFuCjhK+`jx8x?@n@dbs!(AnrBT&+8 zh!2|Y;f6vK9NFLO<rce7DAOv2^td z=M6NJUOFSUp($tOAcr~Vv9()sp(S4e1Mah*TZRSqHQQh41VJMpX(%=_Ry@YZJ zD4k9{D{nN+Lcd4lHg1^PejKz^>z{)QxWz);XacHMCHI$M0{!EhT#uC51FFL3MA*6=@u<5B`gN1Lt2^h^nWyZk^pEmqwqL>njIHVy88%ek-eA$muT|*E3=PD;^=` zyU=328hL#f;OnK8NdnMA-*~=!RXW<$^pORi#B2WZ5I52o>O(ew}{J zZ2!wMehZgLW8OLcuy(1ItM{v&_0t5j2n5@AlAblY|EBGF=L8YDvX|vk2=Jwcap6_j z#!Ti)7|nK7UWSatsCOZXV1E6~c6g3x#m`O&?W8xZ$#!NP3rYN6*JL9Seu>UaPVZhf z2O73=uxFEUGf?$nRHZ^n3BXR~k>q=H=NIQvAg0il@O#vaPWtK$^|;HXakaQPcs;5F z>g%&nD_ZNO++8gep7FTtbrdy|Z+w{n?o<*~;o$<_kDf4$@j6%YGtsWzgfft29o#c1 zHQ53#F3ENZ^hs#iZMl$Mxh>a3`BT@b(c}!Hr;YE(t&BU+MBLAM5VT;A02?-4Q9^?y7^# zJtd3i{Cjeweh1qZ_uJO$icowhR17KvjK}qF!^B)F zEH`RB@5^tn*69)4T}(#sO&cxyL~f$b7=|<4ic-Li_Ry(aY!!hc^$awC-H#Mdu;Dbo zqC*>9r>+yy+??y=nVh!jsSGh?qBiD*JPhH?Mw-Vf`42=VzLvX~;(`U4b5~Bn4D2-> z)xVJw&9RUx{ZZ6X|wI>8O&vPT7`=?`tX}P#W#HzW*Jc@=m0C5{^L0Q=lRq> zls$eayrK7h4k!#mK1sZR{r6$jPWY>d$Xdywa6gVL7?prGlE8C}<`JllU|={j@ybBV zXEbuZVNsi;Q|4ouW>7YpV*c*~JuzGz6%-8zy1mG8lE|?pk>h0%yw+LP$my6E_mTg; zM8_MIt6U}CgAM4VeTh)ZBhM7x$Q%E23fym#E;lRDLK5%y<1}11E9LlpdgdKJpVQ_= zsv^Ty*E5=^t%*@*Gmhx*r^CIQ*#9{t-}n0O({fQ(Vj{{lF#*WnKWE0hLEQg7JHU)^ zpB@^iD2m?lKj$S&0jtlXJj}2w_@nMKqZblA{+xUgy!o| z_93-pmFPg%FvN$N`^0@hEl%n3(Qge;LqBmW@ov}LNGbt+2&qagAm5tzDq(3eRdKTG z@fEaC%TtvQgu%aJiAxD~Yd#-$DOc!9{UxGa^h^|j|gV9+Bb zf1k|y%yCa z4snwHCWxuiRpAPF83+ehIzCIyU~cdL!;~YGi$n)A$;$}%l>AIV0G`mTY&9wZ6t4J?1_(@Ra9`8NO zFb&Hi=3yV3}tnDsjwb_+<1%q9QSmg;zkEO;l=1ry2REZIf<_ zaE92Xqx0e}0V=U;japWDB?B1-LxWZo^>>l)&;7IsNlG71iSg+(AB1Ln>2P*tTO-Yrt0 zn$iGY5oxPxN+jNcv~krG03p`QRw9g7Q1(TT3V@(~6@<%uvz5lWLx`+q=i=8$JDaT- z5SOovGAt75!|IAZoK?PtQkGe$Tfx!tHIxdFoNIk*C}UCGUcrNeG2mbVGUPjT-hfQu zJuVQ>DWD9hKdKlr-y;K95{mLuQZ0Kd?vZM@n1?pA zlgL;4t(WSfoyt|FBI^rz3FyXcF&q$9`Q#Z&iE%LdlQy8CGTp6WWNoZG!1)6G+E__o zj<~h9$~945;Zc~5>!;?>oBh-{D)m=GwCw)s6vQ?v#dEE6P;;e^Yy}S=3-~4I1pB|f zFV6*7JUpR|epfqMRLdA-U4+?xsg~LB76{${ySm5Z1uZ+|S%j8wIsv3WV_GVJ7fRBa z4pRR_g6;b+16pb~^VG$N77kGdgJ9T09rYQicD5P?`;7TtCRqIS3@p*%L)Ct` zReSnvsCqn5wM1I)@a(_zRv_sh&kyJXr~57#3hyDr`jVl8e^yjxE}ml4#NjHaRK7+x zweus@_t@9{;!B{p055Ka#a45@|Jltlw2NNLS6v~VuzDJPF2H&VEIx!@DJ=SMmJvYQ z)cwl<>j32<(vUG~Ki29Pa2(NjW7Li)0_=L#TwNz4692f1NAX&Ru`1ZW-kzY=O`b2$ zW`{Byw;$5_BWN_sb3czlZ=tO@p76l#yKdqp;d}T7`3%IDV|X~jb8p0r`eDG9E9|A% znIf2$Y2HM2B^Y5wPEs2IU}^XywY%?8=%bE7!!QS}w^#U-i3c~jeJMOQoxBujac@Ot z9&v*~Y;3YBL*+AbvKnu>D{O`t>Rk5I_Qe z%Hv*fjc^h3bBy#xff|6G)6WHJynZj@ffIioaXd|#qUI=z<$3H^av0*(6KEJa7PUME zW$XE56rn{^)Ns5Oq-dt7z2W*xovKEl$F%cQHIb(GRjgre#RtIi|H?eU*U@ya{#e93 zw^l3~!SIEq_sN2T~681j4rvdb<2HWWb3?HN;|-$pJ$#xx3b`wKlr?P~O*3RTN_ zMnsr>Je_tQIg0aC%8H>uL9_)`{lS#%52}uUX=rYLC5oQtuP8Koni@ia;)1AofU?oo z?(5^H^7a5fRq?g!^j=n*a%lUEoEpfQaU!Spv> z+>PF#WC)ID2=iE)HA{84D}9}3sWZS>mYc1fU{l?ZGCen2oi2@Fx}Qb|z^48aK-Hr| zO;+0z?i}-s2IeW9@jITroTD~prrX8~TAdpS}oJzo;?F)uEF~8sJvAj&g~TE!{2-ZQO6Z5^%$xg zfb_Y-e3*k0XruXRGF1I&^f2WybZh@ypavpTMJrmUN=VzXNClF`99w}vD=kqcp>y=) z5>;lt5NPy1T%tzfgCeyrRRaQIg9U$ggkNqgR4y{E7}NZGg|1imIpS;*=?{FU#!J=y z0H5fduQ))vK0r9njM6O-W0#6_V!pD3O@+XJ5}mtDtr63{Wuk{+5t>4ZNqmrDjIOKa zX1p9tCz}B5I8hhxYuE zzqie_-)i-k&mwk+t^mh+c*}ke1LcF#={YhDm-7(kg5|~<^(2C!uO5vqR@)0-rE$lLv^S5 zm1TTE~7_m)ID;9(5vgzEGBs)ggv3_)pck)y|P{n=3k*S&tMNPDsE8Q z`j3-`vpP_25i|%EHXz+yMkh4ye;Mn9x9~*+3l$f415%7qmM+_%hBJ8rtUbR0M#+gZ zkShJ5cKUUr+JpAor26C2BAv8JbugDXFbK+-2J`7x;7DvzD_M6ywl-R4-47|sBhx|V zv>-e;Q-4ieh{qafo9W6SrHEN!o2q*Qx(b}2>$g#yD{RKFG{H#IXDA9fN=rAZc6kv@ ziNO5?>lhHhJBv7uQCJ3C4d^rYt+sH6auGCWOVkuR1E8m+a5GSWHYrtGffnADQZ)qZ zDQ}gk@rm1@>oo){4Ikk{pdO~BOd=1(D?mYe#oWXD&_wZ>2HY)IdB{rmyBGcG_*58cq|6 zl!eUSAPz=Tx2pq;7gUE&3uh2y=n|H`Q^vOKfWPEj$gC(R%Dw`hq?Vt#wBo=Q&>X zen8ZXNV>-aUBUKufMgrI4`%t{%q_O?uIfhy3js9nuG$4HrsM9ab->c>`dzg(O}nRh zW2ojdx(7q)--wRBr7tcg6@Tx9=oT`$K#B&=Y4e+@FWZmU>aOZ zBOX9>IPig5(Rvrle`EPR=QoboX9(EEs`-K+J@`Ofi1yO157i{P?4jyszQTdvw)q*j zG?>p4zmfFBL)8a=G}EUK)ks`uq&|<-HWlYG=9M;cq0ao4HlIfDQAbs?*bJ*jj;{;iri1C*vN)u$ud(4r%v zPD%I)%tAfu97mox<2A3-ih=c5u6J&L2IzUlKjS9TsN*z-mc5{S1T`@lc2OxquYOQr z;+AOkN3{(J0pXQZAJwU76y0%2NyXs{3ok2m>7~C^zodhre+do%V+Bac1n~k6nTaB9 zb7f0N#C0O==j3aQXDK!xMF3#%9%wHlk;TO4A_{qow6ITVeH1E9v)w`zL21O%`?Ye$+$KPrg zZFfVd$US35fu{zI_@?@c^PxAER%IEMAG5U1H?``Zcl;WZgRh&`>CbaJY`ajYoF~3w zPvWJR@E1Vuas_i&Odvrrh^sNRatSc{NF;DlcN!)U?jqx1a&yiA;feSONZ5?H8HjB? zn|+O@nl|G;>(C8hykWjBYy)n#S;!|zpe7L%rZ!lszvWrV&*9eEwuGaVp0V%wV)W6l zRTw4@158GqFdm=}z#tqCeFTyW}G z#nD?gl>~TChq%S)8Zm6Z8g<-KA_;#L1kG+KipMt#S%q#JsUW|c#`EMe`kByIx0D9ZM>vdJ zq0nfd-ES*{xRxEY*nEhEu1!IePoKUCuJB@n53 zq_oBFfvNvU$+e6|zTo;bz_$;31jA&?(5^aHILQE2w`n?8C7h$s^E%fa40xL9de;O{ zuNDnIikU_kvOUoifEyLkEYaoX%CNo!Y)u)qn*f-DQ;1KG+D`fw>Pr~r0H~k;C{@x| zPZY34fM*Y>&fr=C;wL7;|6Rfi6Jrfd{9;;Z;~&uOGq zj;B`Xx#B=xom{MBYN!+T>5mG5thalSc6^}(aq~&&VaBCRdI5zF@%29y!JnWaIPayh zmNs~$Om*u>Jbk4^3BVio5%P!+_3&`T^5PpJh#()4^IEAxCJQp1=HYT^dtNIHLW}6Z zH_A$^KScYyRTfhJcS@LBMI!s15-jjnfSvN10Y=O_B@sGie_CC21I7LPIEZ)_>U_k@ ztia{6`j;kw+s6nx5R~9SQR0!+)rS7|UO7ZQ=;mwbACz2G0#>6Sf z*~hwdL^j^GA4BL0 zU5o7-Axrz2*hh0EVBS{WPTvrF8e4Te2HH^qV?S*xLZgUrB3Z>ZJHmpD1i7tW>Ip_o z0jxcYR0rp;T0yQ5+8uD2AYj^uwa1fZq$*v-+8cRv7y+4X%ij)@T~MXS>iry38)vWV zn`e8>dtU-U!ifN97>(D!$PhUhC8?7+Q!4Gn*^kglygf0jT1uHFqT-==|y@#R9) zc%@Ohn)aaTQebkjSH;IDD!o-g-KyEaX_cx(A4S3T%$bPJ7VI^E!}(CK{~Dgy$efVm zu%_=tQNgQ7V3X2f68}P3_8Mi%MJ1Z@a_8qh&+!YAR zSHfKmuP@vbHjj-MO7;nFnXB9r;Wd-cpZ+UXpe+!qu1o=QsM*Y!3#uL`rr44KN6Y?*d`iy8cPvr_pNQMyAtitmkud zTB~T-GxHVChUCh_4sg|N-!*)Ym%Sl#M_y&1&AjY2a9RLe;$@%cxfpanz3k<1Ii+Fw z9Z2fl)UKsk?UN9iubuL?Pv_Z*;H&(BcK5T_0tDh#y2H;N8e7W0K%vAnU?l+mr;uZ8 z!zqZ-=L3Y~6?~NfhHyC!A|JpA3gag40c(vhZBfY;OVj-Amw;Mgffcg=lQ;o@w;0c$ zJyTsK@3x3=&QSg*#F=?)SxZ-tW`~C~}FW~__;~x*~ zc10wF|MznPI8wFzvF^tPb3rgl`%>9eiA6oNlq}Z{cFc`S$}9NiahU-(ST2 zLO=e|n-nuSUS5zv!p?w(2bNeId_kfI-x-M8;W-QP7MzCwF+7fDfQ5&N0_)p-UxdwI z_ZHB+(8CVh?*wBlp|)!zM!#v>>$viCUOoN~VQ&E*#ntu?b8Kv9-IAHv7`sad1h*0( zI4wa+kwOavsz51Hs6lB65S&1;g9Z}Z69_B>m*DR1?p9p>_tK~D|9P+PyS{H1vNkI- zbL2kv{S&{@%Wo7?s?w>*Z~Tos%XpJ7{NJIWq5LoWIV!Gg<*k13mxIFVupj*2qtl^> zKlmZ_9r#4k_{7fsPn6p0&>J#Z7>K*^`VR>lt9>)}rtN##tLJA^D`V2rXeWn=S_0)_itM*oFs_JeDsGcNef1 z%6RtPK7h;uoz0sNbIoI~@fCE)nJpCJVdhH^%7(hMf&N1lptYelUubCZ(>hFIHu}6nAuz#7r(E$H=K52kI z7Oyw)wFCTd(3vqTBW#-n#LbELp?D6L4J#x6F&BM143blG zaVAg=79#%$YtacL28!$eTU(1k@_OF)T0H4nR+ zN8VQtq4#V7z9Q%0PS&9&{B!4V)Z4u?kL{$rBPl-cmg=k}q*#tfgmf`+5 zzNfRM>SIyq=H15t2L|4&+da4PvY!{3NIyJ>cizdV3v z(Ip}f3`%y>z7TG)uU?VH{6L03$d`4~7SnYRgVoT*(SAFyKzeA+={q)s@WLKiO-O?b z&GhGh5L$_`{?~l=&)TOjA*W;h^k;1^nJ&lkO}${)e!}y{`r4|TGtjKD-$Zuc%+HoRgTPwk7p)}DG4r%vv}Er?df2lL z3QvcCf?DG-UM%I1Ic$}gANxi7$&pX-_cGHYVim|=w~*hYgqr-SbwKu99K`xH3@i&9 zxd-YjEqIMd{te~VLp+^EwxW@!@(BPsO(xT6s|_GNa~JO<>0v-2YTu^uR-6{G1)rf4 zaN{?yBiX-e*>ocb_T~pB`{M&OEv@s}a8&mYV7;K=dx6anZH4&y z9gx2IY$Gew@Akvj6{2@?o7w1~kPG(o0|6?&6fHE(K`X&XY^^xTdd~XBwuc@{oR4|m znf|2sk&$!Qc!2k2p{Z;x8A;}XG{9Q?+%g*wqL0ZKakx6qG>l#YWJrHa!}$_#+h1#o zZt`Z?{v@b*jLP=c;s>++F3$_o9muthW0z5`IFc@)kLgfxCgWeFX&z95H0SsO=DG52 zd5Q4#T}UdXG%^E;9O2&7YR!rubr zX#zHty3UTPp``<~>d>PGYIQ-)ea~!vto>5a5v0~X^nh9)=mEU-Agyuq8Ps?L`FJqe zPkVhE+wJRbWBX(vxbsEKN;o<&T5cGmK~!ItZ%xK;g}mJm&A>Z=;ypzB z5w+y+=le&YE_~Die>5LE6uL#8jc*#Nb@mj1VNmaG;#<RoO%s5JF-*%M zZJTxDXNPGSwr5heMf9sxreEjct)yS_9RB-oZK8Ssx9c`S_^4~;d*Dd#8KJ#W9Ij0` z!r?j%D*@X`O=EWZZSY(;zZj;;l#$wd;<9J+#-p@Wyvb63gYd}xaFpi8$Elo zp|P5)%mDRoJQxDSyQn~%NLSD|bga0L9b`+vQFf-qd;>=QgXn>@j|`;`XbuJgzHwT- zBUe5uhlH+UtT7L$`H5uTXX8q~{}*(J_s{naj!k1%Jo|ttIEm(>d#01pQnJH56tw8} zqSeBEY|kJ(u+kr}T!AX%5Gbw902PvpYN+)}n4rQFV6RpFS-j;$&BlM2s8xvCj;ek; z+gat?=(u|j2lca6Bcss;?5;qUpsC~$|1IQCfphSFqSgaXl|nta2Ffpsc=jYsQ@k)F z0ptOY*nHC@?N`~0=S$2B1*A~b$*>u{O|}EYeXT!+?v@Tg*IMiM(Q5=m2imXo$I(J* zFXIQNfWp4W8AnsKXts~A4oi7psy3S}0TJ0>K{2$>Gv$-WpYs}ka!N>-+qU4SKi0FvzLgYE>T#Idck#!N8 zPdxqfiKJ8>F;1fR+n`~((Vxv5&CoIvB1TYcf+w=StQW8x9PzDhnn@ofdEcno0TOYE zcqgM0f1?ruaPdq|XKL+3-_O)Kqv&nSM0W=w9Ye75m!F+o?ZEhHTdX|fg=-XFL1VXt z9%O4@psF>7;F@raYIEGO5;erHSTalr7H}{ClAJT?F#d8AD&xbOVGzhdfFS=uJcgZh zE}}0%CiSmbT5(}Mo{qqPWzj6HHnU!#b>s*50y~KY3mU9>-^|yV1B~#~1zH};3*m*D z4+)Q8{jw7%TzmcT;sw-dG$};9`66u@UL3*4?1RM4O)&Wg8H=?71o`0;OSEVV^8C-1 zXc>IyQY|Rej#z+CiUYv{eW_L%A0qtLQY{{B=eA{9B0a+LDX+B*jC4oycFVN0c!N%4-*7_oUwFbr1=_Ly!4q=JIrz~zYaws~ zP~n~p+O`j%!pu!tKG{9P-=@X>52|qUHZ6{1TPyJR>;CwVwNMLvz!vV@q4|mLA8aA|FK{6$A9W3wz8~;~ zXpiQv{@?gQ^#1`cME@cT(SJh>TkX-l28iLBJ=)MP#IWvOtvG5E>b6&FjQOUA{ubPR zK=VQvRs4}ZM)+sC=S?5^HL_UPz`H*3Cr8hL(eNPhl_I|wG|Pa&Bhd%qX<__& zBHw%f>Jk9KC^)EH0N%)?Ls}Iw+H{*AIHa|-tdH137m`cmkD?W9h{`KH^*7_g4{NuT z?*4@Klbtc~?K^Vc3x9Dw>xgF8R7wEWu?&iRCQTHjv9ZWA#lY2KqY%vOW5R#x zYZ&)#Bh@Q)3Ja^lPgIu{;l`_I$)orH-qj?etb>Yq?dE$?tKnR^uf=1?ME0}=4g*+Rd;r5#K40@d8|4L( z-wHGsG@{W6>psfC+iM5xN^{=sp*9cg;_Q(&-&BZqithQS%_i3o9(tsu#m&TDDp`29 z^`lI@T9D_XvO{p20=yE%fqpu*f1ZP1^A?Y_Es+P6-h-evUx69jM@9yG(Dolb(_$UA zc~XRJDU+?cEGEl3$$P-cW1efjfH=pw$iVpWmZ8)()?bIH&E6-*}p)Qn#8ZQIN+;R|yy{W6c<$aIq)w+hrtOrkOCT2Z;{?8{um&OmRkFD87|bB zkD5Nm=2>hN?v{bd*X*&9wAl^CqIKX5LTzH{N0cr`;xsJi3aEh6<$QCcK%J7w zBvLMIv4Ut6b%F5{i>76W*#1}6P)w$df1VFEP^9&!b%e+lxby`$#mjRm2i7u2)q7$S zZu97F>PUJ50@ohBhgQxls{ogS`nXk~t0Avnd>*1lAxYFbG~c85CQ)YXzqc4gO)Ld+ z!6w#}GBe1$jjk4e=^iBnB3swctPyo7EtTN5GPV~(LhdRNNS0Wg(qBALcFL>_>UJ9u zsSmlr->9v!-O5~6$!t}~cd|qHoSp^WIGPa_ST!-K07Q;f{f^o{<=tuq0xdgODbvH4 zf=DXFx}xITszzxo+FJrZ(gg&0%5r6=VA4~Pyz+ORvPCJY$Q+hBfN!g###6D9&1ERH z72hCgrqU?H1Z#IX5^~oUYX*AT3>M=8gnCsNGue%LSyRbZct4Z`4^o6Z2){O3>f8X(5Nzxy%Ju=xVWrxKF|nVIh<(zXWMcL24k5Y0|WWIhI#-` z1nrfd0vgE7WMjVJr$7WK-}93{1y)FF@K5hii1y%{Q}ogRJMra6cleHOfzL@A_VJkR zfjZ{7j!`%{2PJ>9kM!-wdvp)PSO8nrx%_tg+j3yVfSncZ9vDHO;)y(nfBLCD76V4I zRNVI-O8Ye9=UVDs{?+e+5kiGFYtaxVzx#VY7b{hY zj*bHTjO>IesYkZ+6lpcwS#n+Xp zPQ&-8Sh8BrGKqw?fQbw3WoCp;D!q=pKKM zl7-Ms`QCPVQC!Z=AGOo}jEog3TWyw8B+>=SkY*_IFG0@Ujo|}A=lTb(%HZ?_aOQTM z^ak{q^cIwVI_ZtTY;Ddz8IPx(^eV7mu3+LNJL{PsRqz>K-&v347dz`o@@rIJ8Z6hX zHJkSz88CQ_E_!{u(iR%rMNcPeA7sI^xUHLBTp5p|i)Ml5pXT7Ty6KTc=i9cMU(oT6 zUJ3VvN93q0p~O3^9YnQW5$_dJwRo35&k+7+H~nbw8SEk14cgpi$us;IH~H6>;xx9G zyam})$N`hu+87+Mod48aZyu%@ZRxHHnD6eX`;(s`@+o;MSI1u55?{p?2H<_9&ph;9 zI)UDbnym!^1JK8ZURlN@mL+DA#aJ>qipdsqRG7tH@@3l0f1i2te&@nnI%u6t1>zQj6^8d9mQ?O_NC>FDoh_juM2d0ZpJqzCL8!3+Nz|MJ`XOy15V**h*pGZ)nw|=R zNKFRlU2Owc@v&F|?W=z@7X-e3fZnd+MUY=;S!^+r5$PZPgCMX2npZ9|J;MZ!w<{d( zviLSCF0Y6-jZ}witfA%u^&Qyp&L#{&$sa84dn{v1@J$CVKUn|Vl4fTEQPKya`<{0l zJZrGN-drE*L%*<3XOT3->hZ6K=%2H0{XyH0_gffP&3g}pq3{atxhT+7U4~4b9)*0< z-w_*Cj)&<9#`oao0>s7ZMv3>3eg^NCq88}K>#=;p(vgdc1D*JiVR{q3c`=+0U`xaf z*Be=nq2#4F9np_Da>z89mtGR64Qrm<;d*q%ArwioQIcNeoM>{l}OctT@$}^O-3+&rxir4U3$-Nk4$7g{W zS@|`9W`2OL@^jPli#Sc;8>j2ZvF8EjHJFSSrXllv-uC$U>7ptKbx6Z8@xK6|!4B>FN! zU-&}|jbI>Nx&`2_`A7n($O;N`XtX}4)b0!f9a|8sO@9B%-vm~Ohzvr_J)wbfbfA*e z^gQ6@=Rr3bI8XnBRD(xkK1^wW`Fb?3KVPpaY=pW=M_A>}*Y6iSE-puO1MW8gYS<@< zqviy;JWy@JB(|jeVTHYD){HCr0x@hYge>EE;=Vu>Ke9j%6ub7JG?a;kgU&^>)+LJm z8h-!*2%#d2v!;WnhF`2Q7)6;Y@rZ@`myz26`Em^V-pYa9@GW2NW?z0al-L_xLVWN- zJt}Dh8Ybn6?K=j{e|`NF1*(^*R5ix>KbC{!6dPu_C5!`Em1C&ppSd`CI*R+Z8WlRT zP%n@0S;lRP^$PxcC`|N6(shI+4qi}^6VSU`M7wenRx{!Z~ z9*@+vlHzeiEES4Id%?c=P~b7>rqg^(CR+DH|AH9)JO1`?pb{UsOy2{5>217quD;6j zLr1aFE=<$OTFfK!K=gfvi!aO5gX&t4gze*gi`~tdxI<_1^tQ;o9Ega6FLKM7Kr0}A0$|}IaCYRQLoi*ACj3%JZ{pmB zXe07Va}sE6Rfl2HuOabsgo+hjbB*4>aS{Am_kqmamZ;%mNX!-xstxfqdJp7# ziQd3y<2X#&Qc#wM9vmEuw8Ow%*@yqO^XRpDN3fw!TdP;ZGaP*NT0KTQhw4874cgEd zctH5u4SH8no|XsQbKOT0X(AuI5l&aRP{Bssj8H|sbCceV7u&3t<7KY}ny^IB-%AY5 z-3+t7J&yWmQ5v8nfJ+%ii_rj&*b3ug=}?WWdJ4iXKqu~IplRsjHobe;f$!t(daArx z>;?Ek1n9y2+x230FkA;d7urTPf{4~{IT&a#JM{e#KXs}#i2l}oH%QRD6iy(>-T(e$ z<1hSC{MHV=y42p^A4(nFe&i*0>eYjVXoYPjIzbU|Jt4noS}ZoMT)t+(B+SCKcPgwNdAUsn2<_)*_UKJhldBKG z$&mLiuz!MUFcI6OdJ?z^XrB~-z$N~^LmCuM!HEWgR+oGd4HQn24}Oav?q%%8U2egu zV36pu2w_U|PBh5IZi}L(c3|y+hba^aY$o|$80mpGN39cnZ7X~u7i{@3Byvy;iT# zc_8XXKb54NXtWSx5z@(JO4oyH96gOen28R>Z>;P!p$7$H2!FI!k4?Su|0dnPi@*>1 zmmBiU0&J^Fr(nqcXGxbB9R^w}@cV!%l7ZM}LFjM@vd5NizV5#z&qjjJ6k&gh0*GMk zBpU4B2Ud23(2V6_@-^wwV=DUNyYG0bM*%zkYoA_1$cwlmjA5ZA`}B{IWu~J)o(>5U zOFH&hhVe^}1J~#*+h#MrdqCH@a!}7?drAFEPCoOXUc%!OAP{nMpmD&x_$bJ9dx`_z za?e4%oE!)43LqN+*|5`31N9g?CCXB$;i2%7FrBx17Fb0MNG$W@Bl;o!@OhxR^ko(d z>SPG4N{;GfB-d8Ko%oDY=A(}4rNg$N8;|O(9dY2f0AI!8^TJ7GDGoBqZ(jtWq|1== z2JUb<5S0)35xFBg4|PAT_e9lPL#Zb)24BHL%^;1Kc_mrrG6U*gY9V08K z<56&i>}|UO1Xwfya>~wjHIL9?;0*ja(6Ll8TYXv5cOf4G0=Oinqd-%3mUNoJ0E)gD zIDAnXP%H13>yXwrxt{m4(6p2KJPP?!uA^Wi83Rs}?a%31{M|XdPQ_BC98vDkSPuB2 z^s=(sC}$}VAD?JXbfqELYPEWSTJ5q&I!YzF)YxD`c{N55{E58Rd3`X*1im`2mx{Cm z;^WE`jZTa&s|1Sr0|9%YT((MCpD&8nyr35&@s;9v=L`By!xtSD6I6V0F+n5RrEnRuV$b*P|lq~9$3c87n2r}H1#P?2UX2GXpJ}l;5n~p zrU(eA4MNa^3V7)&dceF)J|eFYeq3gKP50V(`zv~9eA~=>h`~<9`?JfQz4Ahd(`D$c z>4da|Y&SzY0z0wGfbt%Up9A^0}OC;W)}c zBPz+Z7yB>Md|DCL6V_wTP~5M=K~!}YIgZL5CY&h2r%Aia5w&nh3(#w%FT-#=N+<&0 zU1f|!TnB^!!pWWR-%SWofB*Axi}1@l_J&^4x(i1{cpR}-;wq}vGn~BH4G3ih5Efcw z3Le5zT~4v3#A?h3S^yn7NCG)QYcMg?(HeXMe!~1Kd$6c;kI=NrapX3$IBJvSrY5uB z2o1Cc8;E2j+7a3l5v&%@uRPawmo=s(K5mMzB_1uxI;MxR<{%JIqdE>7dab(s_M7VShaex^4Oz&m3JDOuVkc_9DXF*L7I@J|}XSJ(0yZy+Yx$z!So!^AsXK>{hb4d#YIM{py82W30?#) z5aV}@HTp&2@FN_4CVctl4kAT9Jd2C)4jmma_788MMKCTB7PJn_D~{>th~*9A3^OEA z`G$@TjrWW*qIgCecqtLW*Txx<{79TJ8-!jRG5p=v4miv_x2U1Z94)^RFv`LkT|uK0qP$rXx#Tym)gD3-#A+>{IsAs$}2EpXxUn z$YN5G8dK^jPkmIB+@hJdWdbRFn~1$uYk46OK^=pCkzm9q)PRJ3psW_~@j(g3Cjzs2 zytX8MAi?;E%O#95P5||S-v|JaNhK&ch=L67Y*4~Tgy&;0?_I+9N|dc0-Bt#Nj+QV! zMYf75l{O$K(%6dIgnlJH{+yRfG%A2A-S>&c5-o;Mc&DMNGF1~jMLo=x=m(W>Ndo1N zQijeyDP=sx-by^Vw9yxtctL5SJS+kEgVIJGWFTjjF$RJ=i-28(7cFai&4-mWKI0e4 z8a)=fD^M$1SOWyK>SU=%c(i6km~3HAi@;>y zU%J#%c6$+EFxu*x$Has(NI(%@pS6V+>k*?(7G1=ZVFO1+qg{;dQJGK{K-m$I zK1)k2)(acxNzO>vWxZpxsVE;>(O3eNQ7`cxrgc)iCj4m5n+|OQaxKvFMQz{9t8c zDH8Z!Rg81I?MKG%P-Z;(k?|`?g*U8f97h2jlVnskrNF_DR?3JTXtLiX8Oxly13IRt zK+TY`XrV|XH4*NwW_%8fy>B(}pLOu=)s3mq1~Cb7l$itxxUD9|8Aqunl356&G87&a z9$&+#h|2P>Y8VDs>qYW@H4M!vStY>LR8h)*_+^ zH&BLB>_jc%K&lfk^MXJu5m3YeX(%&x#93&J6Puto!(1PQeyD30D3)m;sm=uOkOblX*o5#?~-74=w>E(`Qwj`A53io!R{ddI{`M**Pj@JV3NE33G{>F1VfF;!@yb* zcmrl28keC&3jYfT#RY6;rK&)|(L|vv+b6|{=2KFPlBQT9MGAzPHIec|@C1tEZ&QpD z{8%F+x1!VVR?I+uSz>MOwy|~GhU6jvtHUg*B^{>9#i>K~$Z$RzF~wZOY>&hayCg;k zd_`mUF>W4c0z*ILKQ}Sf@RCi9fQPswVj?w|3W1IQUT28V`k++uZBru&sXV)>(F1AR z@u~40|K(GoYC?n)LLX!TC=V!TK+l587)BCSoS4G%GQ7gVPm3{;{P3qn6)rb3%DSXD z!6!8(#&WWQ(h1x0)%uSz6b^qWRVyTKwG3DCW}(UUc7u!3(sw4 z^zv4Yh_gs0nOdp<13J0Fi($uY}=8Vuu${C5SI-ZVZN8s)()ONlO6O2fPlNI|{T&5xDQXUJIjz zq)2KJubUR(Q(73)9847y!c>ok5a|;vQdVEURNW&Z z33s(JHuA%*jLUEs^FKFM`=jjTBSFl`;j0!`DXD^xsHhexNm1ZCVXw`S*{0e|JfpRd zrE4&@6%k1ea`u6*uQ?7S`0AGYiiwRB%A}RzDg6QF`I~dn_az~>kEZudCRe=xaXw>FgI~pgk$I7REZRo|VHj^W| zWNTmTZ-OSL!(($PPBAt@vIIqDh}9g}6yGeiWaYAeu)p-RVZ?zCDg*^CnE`nP$S8uP zDh)GYFcc7A;BS_um>ldAIM3yS(-H#@SHC9}Ej3 zlBV-Ios6wq>})K>CYi77Y*eyBE08s0PDVf%(x@r)th3P_@$Y{$enS?1?ni^mv8*%< zoYd;!{kj^ZqfFG~i}XkirD3xAQCz&4nw^d&F4@K`?kaW<-`&-?0VgZ(C!;$t!8gWq zGr;H%*Z@Wv^6;|VjR-iS4ZB0fD;XNx-6)Nq0=lw?(E$c=cTeL>-n}QpOhbAae+gI& z0MUrEpAA2et(X`8*?1vaunnu&Rs!?5UPd-HS^1V;MiPJ5%cw#E79murw^0Jxx=@ms z;P-d>#mIA69TrigDHcmviy}riVPt_gsQ9l&g4bbqWu;i0%L7BWU{_4KV(~@BJNfs& z8pW|}=9zHIfSv^-OTn*3G1M@0=~u&rwOFf{7JSB^FNFm z0_gXKYW6oKNa#Djs>41e@y)+DnyJIXQR9b8Itm4c8COZ<6bSVowu4X(o@dZ)|Gf<< zql`VW3|umYM=hx)O~_M9z~?*|=;$ugR#k(>g*py$tc$~o5pUMY=jMO)amIu?6&Q~b zAsPSWO`}nj#w*Z|ED()_1VK;&f&iWUpMRjP0C(VT8PP8`2NVcUPbH~**ax?z#qDfv zLg3vFE5!c){8%SK#Y)=w2D3BAw4DHY#%@P;`{i&k(U0Eow93vXM>VniKO6tg-%tmO zvjzgOYzSAwlTF@8B_ebt&esG3yP(;5C4Ryf#Wk^?!v?n!&mC=$u z`%*Ul`&tx_!m!oS%1+o~48)+DW*8FR*wAOk%K<7A@O>8Q7w~mpwpZbJ*=&JE{o&%} zG0T*)JgS7Rw%viW|8*_PdzSF^E#`$cG__ky|6WESABy>ZT-St@lD^WBK>Yppqvh~N ze-&cCll6SI(7p1`699?-!)O33e)c172=;$S zq+kI6hp+*^C@7zX-}}AGGMlKXXNy>xtw(q?R`;MSm}fV37E`7HyA9Vco6U82YzJRk z&yS062YBY6YXcnp;aZ$`?BH|bVl8;uYQ@*AIBfp!f8SY(qp;&YUko5~XlP;I9tmzS zObP${qCrdO4QEYF0HI`GisY20z`HN~d)jQGE4*NYb%y)yI zA<6LJe$bszH1hvv8#R0=k|CG+;fI9YckuZs>dkGRIU{0@A!jVixt=afdcchgGw)m! z@i8)^fsmQaMUkOq-}zdVNL>H|I>$h_<}!Uu_M=sFGTlzDqe8lc4y5nVaxxW|S!3`} zK)jCx!g)45z!tFM_SfhrkUz(RVJ#;USn#^Inne}>B4-QR$<)KdvzJX~V_9T|E1k5+ zVd^wChHVG&IIFK1c$xd{JF8*)4j4Uc{Tp7BOWGi_DRyV)dFh4NS=1&~xlDzKs`|d6%(1 zBXxni4ATC(hk8o4eZl)q6y+1b)q;^E|9mP&B_iN)G+;(%HC3*0?lKSD9=V@H_0JK zO_xoll!tf{8BQLcuW=hWNgw z;89RO;xmLXWQgS+SwT-ibKOePQAg1Fs4@bX<`VB2WSU6#Q&0qZkMc;XE$A$rAnrp` z?0=)mrl|d<$MS776Z^NZ71mAerKvzJNqMKNQ07an(!SE`!J=Uic~76PVemC9=`M56 z7H7FGDYwZ0@Jt@YvH)K;Ll`S0+;eRMl*=k87`UgK^W{0Nt73nYC62%myFr_CDje3Q zQtPp7GoEY9VeWM02zE~rr`VN~0tm*LGhA2Le0B><08lvys!s1*^UQo%n$w*+gRVfE ziLx7?6E=t`PhwusCL2xpEXQ?J9d3VSTZNvv#*)=ixz+a1XJMldy6HW#h`nSt&HM0C za+KWywn0dkji-})*5~+dX|P=x;>yLhkWr)fU>D?xZ0;-KYV?$#EBFLiD!*2SsB7qa zp^&Np8Y*|CiqIG_LtWPQ}A_R2?2!&kTshDABdOPELnEPetEjQgT17$*l`xWUG(0U zydQa&3wxy@@;%|8un|i5u5-{#u23--9TUsm1f!B{=FY+qEAVUr2ix7%*F zyWMMr1E@f_Asm&`=O+Ss3xMI60rYr~d zUG=oG&*pxoPQmJOQRbFG&Z4PvNYWNIM$A@#g}K-2eJu2sGI5zB!b7pYJBuwwr@bR_ak|MbtQ$;@^hPO ziM9*(F0gH}Wm+bv+hF8dV$h&$iYFAdqI4SiJKCdn_=dr*3 zrhhG=e?7qQ=V;OuF=Z2;jn|U+IS?>hVcW!%31pkHTTEGu)dDt~JYkv29#hI$(5Dz> zJ%DmZ*VC>I>^i#+UL-r@XEf<8hL>(iaN4$FG8=jzDXY0O8;Xen)#xb`7(wV*8*eTxJ<`l z66^PneiiF4kzQaKg{>E@a<(E*vQALs!wkGR(G*qBHeJUvNFKUod54S>R@j|P1pgY1F@f}PjxwMch0J)xQ80F3ZUvUM> zV(r(1w`L}5a*JFt4{=`a!Qr zhAISW?G#qxX|8Zfxs4y9Wy%%WF_%myE%MPj++rk-fXOSqbc>>MYyj?Kn?KB%Y2iLP z)iOy`w(_P!oRw1F%V~I>bpRCAF4E)F-CsQ>zkq>jx@$dp>6%N#T_1+D#WraU>3W2S z&ptdnAR2dU&rEyO4OAFQluULQLWRe4H#s0KV(;L7t}u}1xgS`jvH7mc@=jAOILNM2 z&j@*NSjQ3Ny^^ooH>I2xx}~bSq>=J6;ju8=8>xB+lD7TjLHL$>M$7x`IXPr0v~0yA$vNj8Jk&LXY+@r={47#-J1#qzl^sA@JR*bG z1+qnXW9q!fw9dScH5o3Q02zZj=Hoa%pDYI*h3)23sba2u2tF@HEw{eMC-4a+$CRn2 z44`k#^IRFsdI4LGiYb@P3#}mf1D}Zpi~SY(4YXqR1}2M2+t56z{bX_@+=cdu@&U2h zZ1-VTwz<+i;hwmOJ_U)}bL5J1y_gabjECf^sq;c*oaq&^9n;Sg z)m%7**6rx)YQuqQE8L)|dqJZX;=28==fViIm*jbmc`t|{cSUbwp}+k#z6L}76y+Y< zpzMHm6Vzb)A#?W8tL8@hhy} zfzRI#FtBs@p>PcCRfgM!3eBE6AA*?K5(G_l8s3U_dJ8@4yraBX=GVd$b`ocz8~BKF zRlGtEl61gvToPXiW1#@K6BZj~(rg*l8^Tm&6j>oyM@qxRF=UJ#7to3Ljc{2^+)5`2 zlZCqc;B;Sf>TcnxWI84ckamet^VGf4Yhj%tk7A?HMmB>?g`smK8P3kp322sk63ClP zf&-o}SQjXrub4U)3hR}{_H;baeavx0OxXcsffkE}?Ut+fz3H4f)-uSn6v@x9@Jt5u z?MY#Y;>Pu3b%>;SP^6f^T*xA6MO*}yACCmYJjxne|8b%$*U_=_v zzSu`+hNozd^|kUzGkm_(G}8mpugp2RL7oZiV;6Z+A&`#p03fC=KpTZO(kbb(u#&7b z4@8Sxt4JD!dE_RzKOSJ#Z5V`?$Z~hSa85WP?t~qSs2wO2*D-g07M>Tm32-Dsgz(*E zq{SRzyu49*CG13BBxjQC^n~S-$UZ=^sLrl5lx}hGo?E}!m8uu+UQC;9(MY{g9OWi3=CijIi;sl}c3iy;^=7Z99 z`6hbc@mN*2^4U>c{VXYV+A}xl~Y~ht_rMS?&Fg#{lPYrjS4EI|!LR{*;jt7!6 zYzD+qm&I%JJo&j0G$Haqy|3Lq*HVDAo<#X*xoBO;o(Xr5vD<2!C_`NNQgq*fPd}ob zK*@>O>IilP=xr<5I6z^ILzCeDQE?(^afu37VfbDkgePq{B(LFo!1|#A$URqDj*d$& zaMzipQ+O#lXuX7vWBm?-h){ok^ubE!O{UKM-P`aYuvI5Zr890GlL7JIR3+t@DP=OO z#1A>&k{|zgh+kUzi)Tga340FkHVVzp%>}BSkHuM_Z7|Z5FO?fXx=tW3(MVws-X~8+ z*>o3vCk&SIi2EpZ!y4x{Jwfu!8H)E9-3PM-uvD&zDVg?r=q`H99w{ea-EfDTK^yGb z1?#$06RGm`e$($ep=+%*xgt6UrWdYp$gx^jOb!VH!bkTCIYARUjdo21+Q|lW0GlYB zL|rH2)9eL|b93MvpCL!-Gk~sMX6U`C*)al*^{O!2-0VI*hr0qOk+QMmx^P8$gS*~F zx5Hg*3G4ibcHTlek4TkwN{@u4!b|a*aDbd~UBNfSGjIkj0Mqw6O-?$G(%3+>lwDEJrmU69-Imuwcy?GADy%1I7JY*RRHJ;nP&~=p(>|P)MQEgW-E|&!&0~*g&!vif z5K}L`hTzX&q3(X*|KD()bsunD5TjD3(&4T#xbOz~U`e;% zeGc~HEetvDDZ7j(DYofkKJ7bFalFD)!h?GnY4Nv^dKoVu#$IepWyUnXfnLO22e1cZ zCaj>A!F0Y%0Yc1=d15xrhd?Qvj1i0+@V8hh4pno|3N;UqF5}28G37R__V$U1lOZTP z#I~dH_64NtJ?9SR1=4CXl83;uO`n19S~r7sWV6J3^fVc39!|QxK-W{T{u=3*fv1S{ z9isKInq_~EMvEEJO!27@%oMxOGk{)9 zL8+UBIpR(#X9=sNf#P&|KA2YTb&gP%DYr~1uaq2?jU01@)kHk=AzYhO+B8!ZD~eZ8 z$xeHb+RB%NnD5XGLNYNnW>__soX-YgPj2h$(8Cmk}ej) zkoh+ri{F4FC*3UMxdt-RA*swl+em!DdIlt%nBY2*faK}JARZ`|w>?K6|j73HDs zLTVjmzkybW@)N?XbA0is>C#)_n)pcmcnQpoOYl}@v8h?-G%QSj^q^4D>^C3956Es| zm$(I{*=cH}fvz*6HHRb=;)GEwVY9i?C3Ks<#Of*WmM|ea{QZq*qxtGZ=`=$_$V%`@ z#|!ZfFP%roYx+EVvKP93n@VOY{#U|u`c9~^UYaD&5~iXd3d~#wV5CS#N6~0%dPNp| z$lt6aO4*3Wh(VC6TqPK*=@L*9T5DYgtHN8*0QvbjkZ~FTi=73q;_5FRMq^1XdITf$ z1^YlEtU)1s%6^gdnE@u&EjEBi1tgww;e)o=bER4GFma-gDI^?Y327{05KRNguCC`% zIy(t5#A)FzJEQ88Q89T<*fT-ak^O_LU)T%vrvyK z^c}q{+(^Y)aG>|ld$ND3xKb>3j9mLabbSX{6WQ1IbIY`3(nuzRlFT5efDL;G>snA( zc3HPs*R^BY;<~yDDp&zg#A^q;6tO$@-bDp_MX~qZ3w|f~-}ian@BO~ukPt(d%-lKm z+;e_K*lv(s$k)*xV!l;2es1D3^gg7}vIO;C%OU%9IVKfv{BmsHa%uP^>KSzp4%-9( zmF19g{C4F4jIvGq0{~qY+6o;LxR+!+-pswGH^_Wtyl_W&<;{<0LlU+t9>g%0@kzp4 zQ1-eYL~rMmF=fGX&|$bt4hvaw%ryE|P;MCpN6#^=Aq}gi(UlO^vLP7ng|WKK_8EOf z_i+XR5mFRgVt5aTUr-XR*IVbu5`LY*`p8?Z`2ZDH%USzA+hd$Svc1#ER^bJ`2F45V zE5ILZqcD@}vdJ*cI5>I(_;&2J-Q{vjsU&V9ooSHXLCrFkiz+aTm!p~SA*4*DXdb-^ zTDS0kOQCpv7Hqfo ziZ#ahiOWfe%+I1FcqvI2vka5qYQF({)Q1IRyX(duC5B*^(Uruvn2Qn(RZeq@dG{G| zxgNk^#+y%@K7j`313_9VOM@7H0A`mlu%KKbosz^^2!RJcY`AkVlaOcx7aNT0%1qxCL=Zx{JAK{{uY#*l}g2{xW=v(1l}v$#BA zI@fKf?`5ZJ;1Xq}cwV?eKH`yw(LPhmQTYAKB$?}W6X$aslKD@<9Py&GCj_p;_r%_j-tBFA+hg;5`5HgAE!WC7=4fXCkv%QEo+8YB4(l9-}M|% zw{a7-e0)KSUkY_G^X{@McCRoN@|9IkdhT{nm`YxfLA$u9E9j(st#|=_kfIW3hV2yfiJ>J z=?&>|0L|x~!tl8ar|~(rU5J+wWhqT4=Assroy1pYD`{3e59QFwP+ytPb=eF@|C%Ag zd!24ad0fz;5)bQklx`C^;~X(8k^1 zQh3X2@)_^**+^!Qu^?!zY%B|r)A{4@(iEIdhwm{+$s!C?P;fT*u&#OT-{RMj*r_}K z?iS-W{64XL4*!auEgl6!>euu**+EK43iqDO;n$0qQWEqkmf`Vq2D&N7^(){fLXCeu zUd`u1FK&Wh-6!Z`ud%{>ejiBSy%p}`RYW*hmIoz(tI|YR+iWF)#bvo;21sS^fx^Wi z9Dkpm;mGB~pOnpycg2S=QXntH6U9@)2Uwk_0*&Gw9lD7-fFGets8EPL3d^~L(gA4) z7qJlPsaeoUOv2d+CklB&5x;_qn9PmkCqUaJ1Fe9RXuKin9lcFva~;yfcQBZ~j5!=P zhTmaWZhR{l`)wn9BgjG6%$4rW@%f^E&ugZD*1&nmP-YIYyP3I3mbLKi(M}p6m zReEyKLQ*8}B>(ANCxN8%XB<15#QqKrWG|r!ISmH!GdN8XAro57jec2HKAy?fT`VL~ z+bsmq{B~I(cZE0&r9z&2%G~$2J1JwEec#oF#>h$0dM{z5>O<`|_XX zY#%Hspp3aL9)Bd$$T&KS9HzEHe1XhHKWCC8c>*l`q1NQ>#hgI13<1yiH&Vbwl0dQ$ zz6oZB&%LYlgZQQR8c2h;acmk_Oy|Ht^(MM*`{x8YPo9(To5CjkoiSjiu%hft!Ay7( zZ2*s>Qd5Dc)Lz2x0B#OFFKz)ftyMsKI0vic5-1owfTMhqgBE7&Qz>ekA!Iujag>f? zb62^w_|?RGsw~{i;t%o{`4Z7SMvf~1`ok0`xV{iOUPQa)moN$&TL$<#bh<$6Jh`3*f?(Y?r z@3exi`};NA_4{4uZ9I3Jj!uND?mY$oDP-kzvq=jvcnYg;(<)jGwKN1$4}sYKa0ptJ{gU}CmavN zcfwl`klO~c#2ACmJghteQGrBZKWS4v{s6xk#?e8;M>*g*j@tsc_yO%-b>HaoG~ zl#dkD$6#TT!oNp%NH|myiO*&*PR|t966h$}mhs`Q=yh@u(&lZ@47<;t5NmJXPn4Ab zx7yy&V!4Tyk~!YnZVp20s6w~H6} zYvKzCWQAq#l1svmm*x7s`|dH-cq@g>qnnBOa@k4CL;JboLi8q><`$zogLIt=hhaIH zNn$UMUb`TtE<0l&NWaiDSy;+>`a@wYiv;d13pC?V2@Z*SjpOEl>io1piI)9s{V15rw`iD&K zP0L}zohyaT5cdd?x5@V@AdYa5O5=b)48O7h`oZT>5_&Jyc_8^bmtt<)4sfxP%Vy?P z!gUy~P_f=F?S?ARd2muXC(HNC>Z}*gD;Y2&Q{Ym}Kr3mcX&bDJZjj6TH7EmFvO=yrV&UK(QhO)=~fKEgXLfml2NABT|w z4fQMNskj4XlbamupSOZ?OkB^cvrWQlN#L2X6SNBGhlBf`B5&zXomaqg#33>l}Y?$0Irxq-L-1+eqJkF4AW};GD$A%oJuoK6VEOd_)1gpMb3C z1Gp+5ipL;3-AruaI>5`_MPS5!-Ukn>QTiXIi+ZYr;$UhHweu_yl#@l0h|l2`31?yO z92Wv#kgCZzo$FG7ioWzA&Y;II+a!uB@L4!LH;64Ae}I>cUd&li#htbiNC;PZi!HG3 zg?i>iSpQ5#2l-pxL3~vJwkUo9XKOQGY6|qfgOYf)=3-H+5L_X_9Iyg+ziye#Y`@pOF5OC0z<6m?T^H@V)fyl{6l7dq=V77H?|E5)64G9j2kid|cqxRL0=h=5 zu@d}2_LCCtJ|32)OLtK&w;E-7FW`Ii$UCUvJ9nkJwd zu(n-@*TTCl0>SPy&nyZhxy#H z@qc9d-eiBQDW(7-Be}w*QR69+DaTxv0~TN9W`7KG@3N(!$ zl`F20wnDgg4J+FmIP^yW5+vL#OUDv9VieC2HC_B z{+RteT8L)QG>}&xgC9bO%7F@K3cnJ4kjWd_I8nIH7XpcTiI8Tf!2Y1!X9%}o$@qB*F5D;5rMUPV|C;Dp3slE|vAu)Dus z#o1<|_^o8RJej)=*py`uCB{?Bj(>CdtM$kd`hvbi5#f!Ga-*k~1&5`kMRHs!ubeC! zZ+jrxzv99-mz}5G5Ey?0S=s!pZePO=Q@~&RM5G%ec6h7Xs+1%Xn&aNi5L%0W5M5Bm(Qk)@QJpsQdBa;@wGEEGOaDDpw4o@Hj+Lu-7(FYqYkC}4xakKv{n=<6v&Fi%DsEgb;!_vKcINx!j> z6aqeJ4h;#=pJdxpko^+S6;u5e8c*QAJ_|*llReMKrsmq`m|ycbri0c+XgONOZ2+y& zo$l8t=rhl_Oi=4BbZ(JmiSyA#<9>0ysZ`1V5GHxy+AizecDt)0!zZXZex?Z==#DMi zljlJFL?!>z8bN|YAtg&BV z`TN}+*}Jv&B`kBD-H+`(;LgxHthdi3e(RBMd9|}R9ua%JPvFT1UVtj^?ktvLhNJF0 zFRiROa@7I#v(|wiLS*R7JCLu@Pz&h`H`%YCntxKBhJ^9WfK?@8D=-6iJOO=qF2?k) zhlm&F&GR)l$?F~>=?jjze~~@!5Wvc1EGcq8ke~>+kxS$QWZ8_2z)sL~>qYk!AHb16 ze(090xQ(d4`{)i8bn`R&NF2WbQRBB1nS#M>*N6CXP9Lr%7YO=+DkVOKFrPp#$pOI^ z5F5)jgq^@vfVcK?7yj!XSb@L`h{X##_jO{42o@=bR3s9(d|+Vw5fLblfCq-(^xkY> z69@!30Wowt&~66GqYpe|G7!mO2j5A-<3ZN9nDI5kB z%MkiSKPr1F8V&ha^d{2N@jd-9b-Xpy%)pf;5&*0-pCPl5AFg5!matM~HJ+Tpfcr}uM@z|JiI-NG}w|cUy!DkSpz`#Pp`-?D0@j3$X6j+e( zd6r^z^a~sK0JW*ZTO{vO|MiceaPKq!ZS&_@k=5bPtSLsmr(bu`Fcs%gyWM~>a7$*O zMz9;!aM)4MquT&(S+S|;FPp(EVe?}Y;3Hw6uowX(ZzqZd4u1yT=-n;YuXhN<1OB}! z|2}|wy<3O}7_BSye&s!tDEfsZI31B8g~*qdBauGDryOaDC9|sn4gquq4WgD#q%ju# zdihfQZkQ*(V*E)^0(%ajXAI(YLj0Bj9&nadU>m;z^H0fPF^hr|m9T_Q@;|F7%G^mJz=P7wXd_Ld={;FK(x^Rt)T~Zc~H``wdc~a;}`wC$*7+uT- z-Rv1So9+VN%QWa4d?ue!{1q@(cn(GLM}R-LOD5qZv;>SkroaTB2*LS1_#jK4@fh<7 z(-gkc7_*O8CYE*jkH9`0LFa5|eP;OV#H>_0X(;`=4h0A+BF?St_@MuI9E%@lW}6usj&Rmk19?f~n3y zG~N`K0sR25L%?5W(yy=3MY2~7Jq@%vg%_Aa_q|CMn_{M-8j0qUCNS}RK)o%5Go~8p zzK8G_ycp%+t@Is9=cCS*9f{}kx~a}n0GG$yfgPNT`X-oy&WWAUnRtR3~4MUKyoLAf|g(sD2-QD}^LO59JBw zryDkiem2FV*!&6vDP5LkVdW^ziDbYjQzZ67pOe^d*i(~J))OqIESw5 z+5J5_GTb9ppRbJdjp;~_`O)z$0;y(W6HAc4%?fl8GY|jFRV#Ivjl5y``w5_!(V`{G z{mC(!yXDn3)2sgM0DjB{G*JLWnm5q1b;(cAKlcIn6ciLx0$ww6h`b2vLkD|6#$h61 zhM}G?=IQE)44vke!_5ZY@5Lw!)~VA-E-XKG;g9BQ{0YAy8NyUK4?G^gY;ts0hdDudmyu7#r!cf;ad*%LVH%XC z-p~{%zpw?}98R#IEBMV*-jpkykk;~jaxHJ@AuId%o2M_nZDL<{ck~VWNQ<3^q-A0{ z%|&;Or^IZs$21O%BMzcsuzMVfU!XZSVk>k<_2TXh7vjhICCKxQth9&2gNm8^7e_@p z4|=++%b%VGxIkvJ|MdJtlcZ#xefY&O6hCsYK|LKFtjjF5r=u2q4z*u)X_&{~>BWW3 zfhGS@=LRWVoQ2L9cZsV^>}gL&8_-mU`OEW@VUd;YGSLmL&qlW3S4RhNl4Xo#o~6LT z48uL=@m^4M=;ip4RqpNh8fWutRBy*ba9MDV@J#hA#qA;*!ufQV9F4``a{J28X2Wud z{fD08P;EVLgvWp_XT%VBqcLP0zZ&a2Ohmc;9NP^a&0Bq!IF}h_fP!*=hsHe?`A7## z>kmGPtJs(UjwX03&n}JjR78{6!vT(AcqP^Uj`xHR`dEC$vCOfacI@F;&+@SHA%6vi zg@yW8t`hDF2?+_P7FfNee?XNgl>NaXrzfoA@$kw%M)o9eHZdkp@n%-NT(8e{Rsx@w0H=NJfEs9G(cR{hAvQ8mjqX%bn}zgpFZ zYSrsjty!IQpXiCh`QRNs(KCdemnLIYX_%uNy@5e1to<-YC|+e@$&)-i0seUbYESI) zFh?Vh#)z2g2?Vq=i<#{4upyH@bh1igEUVc_VYAPHhVVOQHw=R z_k7RhPxl;Q1JXS`*zt7F9yW4}Y@ZOpR+M_xeK@_$7#P$&Qi3fLh1gzT;?4fWptYe4t! z%O8Oe%}~1>U@Xs9=jgBSI!g8J;~lv;z>RIK8Umr53pPuV-$2PCQZuyz!FCT)1^8UvTVOvB2Ic5*!Uk^iT(iw4 za}f`)K~N4rwFGdj)7$HwXPEpp9^6m1cq*e2Y|s|Zx4-~Rz``yfxduQeJ-Wp+L83*J zWav?A9Os0ppqUaH80ApuKuF_xQ){yWn|#5S7FQR89kSs+>EnMMq_F4$&sWt}A?o^7 zHbBDY{q~1lfaJ^?=z%`E*g_=m1-j1gb&+6Y9+K;_T?L-t0edlTYtzW$1Gj2Mi%;2C zCGSsPZWcw%2*tifCL48t3AbNM%>lWhVm8ZVfAP)#Hy6~7 zfw&6Nb$P3!60N)n1ve&cV#bm$@d@f!p&e;g$%T~>-Yih)@M}|Q!4;?+Ntk;r4!;T|#Zv&^$pw~CA=(GEjLmp5 zf5%lU0C2X*F_qrM%Q-#grl&tLJf%RCErptIWA^!^k{)>0VMcVVwGiC0&p}*X>tfsQdn(v7(AmHP!XjZjG`p-ipt909cKMvc z58rn&^8=5+alO1pOya)-g^dX2Iqzs%xzJV30tF3P2+gti+zOIPR*+mENWL>K16cG+ zkW2hzw9GMDrqDYaoBzNQgg1(8*8@*)a89*ea5O5bv(;J_oEUnm4mtA}2aidgL`ph#w@F>?~qsV*sX0TmF6`EAYmMa~w z=JID;nKH||>PUBtCB^@-1e^?Qxi5ZzdfOKs9}u&8>8VUVdPmIUm!5Nwx{t%G-F3%r z`sG)io2dQ-=-N->CIhKq7T$;~Cy`op6HXOC;`NDYpD9#&LzYRqVDTE5iTXB_0=-*9 zDGzTJ7<%g&MjyL2$!z3XPiN&bg7U#b@hCOLG(tk48jO5?R@wcx9=EkVs*O|>gZ@Dw zK-?VzmObx0!vR>%2H$op2{62_A*~?<7-ZStTUX!m$upHh!}PX9-GNXqUEdnb{b&9s(PpX;G?MLjF@x@HX{(;Z}11XzjVSO34* z%T_zpd1#~F-dD{cwgEmG@1_?_3!J2gTUWOFnHZ`R|(Q< zqx9bY3c4a(h1??_*1}IjYpjc%9=MiVu8lIuVw z*#?2-KYpAiK-7DxP{2L4ew44GNu*Mr`OeBgPf5+0E@RLpd>EakXUsY-;4(~&u9M3_ zfn$LQwhYqA+#t_Ovf8}TderooJ88IWm?Avq$4C?TTzk1WWKBS#9CZ*leLOE{0w|7! zs{6ELE(PFeQ=y8S16GeI$S@7l&3GA9-CnCapC_@$VQL_^67K{rBy+ghopttAY5)PF zuZ}1AfFwC6w1lhQ;68t|(r|SHe+E_YnZoG{T*_jMe${`hs>UMgNA!`$Xiz#Bj2Q;6 z0;AV0)zo0DBX+Ht8ZVaMF+3Vj0;Ns2vJyd&WU2nq12F0;b8&qhc(Jm(lDGJVw0t6l zl?_zv_|JHS2X^m5PnJ6|Yb~`_h&vzkcRH~HhAejYdHEVwU?}q2^nxH|0Wyqw2u;8vkai8xhXgBUao}ZPs(2EGR*DF$Qt_KEee1jc z405J1!;o$TYpCuO6kk-tQtGS2+&Ae0C^Yc50-6AyxwY$1)gr?!!(`zZpCEx2t$zcx zD;v>3-Gw(vtWiU?BE2gdA*@}fQisiJs7BEfG}X?oG*oNhJBZmDsr>O>Hohd} z@&NS{<^l8efqWf6FvT)6S5sVYSys8qnl@7_anC`?fwH(}YB};mlvrvrHJn~YiI{C^ zrhZR1yT-|^w3^Zy?*gy(=4u#yB);U>va9tJ4}D5}DzMM>l!53q z8(3edPOgFYdV_f}K5W{tzmC zv(arCu;o6iUkCLs(?dZx1;qlJd=}SDVh=m0HH6h)rhH~@q_hkv!7GX6%UK1^N4AM@ zuZT_E3TV=araWRdouN_+&ypJ{1L$<)X^wqpq)cQBI;z3sHT;F$9n~AAciclrcbY%c zdflYY*t|%kk^L~^^s(uqti@HoiqlRWPk@*1B|183$=f-)8~ zc=Y`4YE@7klY_VE#lNbPuxlYMmxldp18TcpnAIgvK(n1k4L0$ESdUo6Q86kk;%AF* zTkA#I7a+H`Zcw4|;Zo7C9BLaw!rJ~^=Opn9J}j{OK58G_at`|(t5kGXrD70`Ze<9P z)RT~4RCWm zkSX`nZV4~c>8)mibLT(3lsCbfIgUO+j^2mtKE2g)4-nV(7iT^05E8BCYGz+p+3;pI zwYRdtkx1-CqUo|=evW}{D0Ab+4ujbBPynX$Nh6K^gd6n!6jY#sQ*L*ow+$wEhyDdr>`ypNpVWZR*I~MXEVo{*c@h>bYdIlFX0H>}W`Nq-<6sTOz-xN2@5ZP_)w|q*+VcY(dfvR0 z{(d=ByT{)Fy0rZgiY}#TN}hCs&&DtP$N8P*@<@MqGa9LXJ64TD;483eoZ8g63m?Q& zvENT8-KS9fb3g;yjXGyJ*wZ0OCk%X$!HH@ZP7>MBp-OlCZKB!|IoDYeP?2c_;lJT| z$EbRC5-=54dBeUPuP(W zwx0;Y{a5BcOsQ&ZZ*BMpnNCqzxC#Abum(+?q=KeWHnU7otKgY1`%F zNDk@2!iFnNjGIBVez-D&#I#fN!NZjZ#EO&EU%amA(g?-tnhq`2N+XmiAcYL17xvQ# zB^t^s*sG5aetENBva8%fgBV__wP?4 z@(uZ!d^V7m0_m%R`-#l1#lt%%B4$od>I6(dWH9MSwjn5vkmjV)R9s;PFiZnxlS+E$ z1f?Nrv7N4!w$QE%!6qP40IP^Iin<8hkZZbk5T&(qwlrQiM@Qc=Nco(J)Vyv^wwyJ# z%Ql^m_!)>S;XsG|rC~P{Gt}>WZU9iY@6S`vfDHg9YS(8U?D)V8m{Co0p}_6X_JK}N zCv^||XC_Q*9azaswH}z(UK^)00AtmFM5Q`-jkHfx{QTMsYWrtXS1DN8EH$)B#KD#h z$8npvs7PQV5|y5?5@S~ql}@2|&=E@~i&n2I;80_ygShR*z$3ykVY2uhZRP8B>-9sE z(Fx%3I7siDq`)N8ajrUANJk@W8|{Cy!ntZCc6g#Pxm@{F{0|qB;P9<&7$^k)TrDuP zODnh3UHakI3O~4i$OE1~8$3z*$>yjhR%|;HJL&{hZ2J&Z_~R#Lny>cbzauebr%P`# zS?P#Sv_5T$0^QP%?0BYn$v79#P38*6!Jn%N8=0cGovjR3F;H+xonw>GG}4-PLAxA8 ze2cQw7GNEGB}Hi*>}VnyPYX>PydfRQR)fP}v_;5T^$0T;DnyBnX2ufAs;4TdSO+{B zO8I<2PhP0{f*7F~0Z*KwGjRXqdhQ~%HEP#7P$(dlz@d9-nypFIT=WFzp_puZ2oN4! z>uttn(N=95>KYmqP|;&ZfB^U&3$Ms%Lw{Ox9QuAE?Hzm>!E1h#Lha9u>_eIofZDQ- zOVk05R;}xCeY#&n@?zB3*8dvHN0C43)21o4L{^%o2GbQlU1Y&4)$wQ!%UP)gqIvA# zO4Sp;#dU}-C&e|3&>AjLo-UrYuWI?@JAkS7s?s#}8P}~VAn4`zC8qJ)e`&&uV$y_DHmCzRcZ$xM&ddzC9#p9gos?hhLPK0Jvv9}ST4#i zYzCKw`gB^2FTnUdO%qAEbee@~-$$9InHY%B?A{zD03QU<;atUzSe-TMVZgrWXsx;p zp-ybaI<+xLmM*f=b?ON)kjTWWXuaBkUxQ4Wu$d_v)F9AJt+PRWEEEA%%$VS#hiz0_ zp^Am*j}~DoNsm=XNBpntogqQ8(qC4ZT>%rHzrR=8&oWmwhhvvuBx$Xt(aGt;bD0?l|&-p3*7!v}?Y$ zK+Y3igA0P+Nf-MmM=1|H4mKu7ak05MN+9TPy+Wa_Q>9}-C#<*+F?EMp2d5MEK1ay~ z_s(X?=ml=R7dNbU9=!oJ+ZocM=O)B9=PIr6Jc)JNss3ypLs9`_J{e2j?SyHS_03aM zISG%7B5j z4ynf^hDe_#%LH}DJ{Rvb88sq{Tf2DZe^Z}3K?|}Z?J>wkU3UFPHancF2 zJm9@?A18k`5tG3ip&v4n7@h%glA}fN8Q){67^p30!It-o+7@r|(RZCuJ+SIOtJbKp z7V4cFQM+bi!OW*t!=_P98qGmNE}_o(=$~n1@C)?odsMgW&_6pK#;4J3R{tEF{0oTv zcupON;@H7+YCF`KMIBaJs+D5fw)ktrh@)^3EJZEazXxpTcX8hikNdq}68eZUS=M32 zg=VwV^J+PH*cLpb-XVGub-IYz*7ItAoQGM(3+mYNMQ92TJ4P+R6=DwJ44`_xMJ-y_ zsvQ~Cph5SL9>YguqVs4CE4ZNgq2A1PRH@1QE~>+&mPwEnH|{i^GImkDMGCpbdi*8G z0Zq&CU$3!p2g>*Bk)mf_Rv9K6ja%5Rqe>0n7tAJXz*V&ptQ@ogr8)XK1+OJKhqQ`+<6k(7WovyI1;Uak%BL8qdah-SaOg%6&E zTwj00;s!AJtbSZ650Epn?F{;E9dfnEz-{%y5_LX7ciEs@>Hxgiz%JZUE7#5dUe0+) zkBd>~G@n`gRA47|VCaqU85v(?3OWI9149P&O(sSD3!yR_wHeZ&75ET4ep2a+F9~e^ zZ8a4t$(8S@7g4I7d|K&(*n=~QAJ|9SBP`*b`nS-;bylcRvjzKjPrXhLx~9pj*Eyv* zYQnP5DdDW+1N8*nA+Vr_-~f5rpznDISq(kG9|X7gN9qh8Q}yzAa1v5wX^G*MI1ahn zvxSe8|5jm=6#2Ak?9Skqgk6LYKSz8_qV}C6JTRk zE-AmT7MGQtK^C9w*x%xF4s01MJ9!m?gVD5H4pPjsxbkMp9YNK1Tvoso&t_S`&RkJC zv)aWsSaOMKw%lZY7b{iqNejy^Rysh#;cc-px1~{-NI{Yt zyu4*$8vhW3uQzyko2@g6j}dIVtpXS}n}v3d0g4IF=3yU$;B{`cJwd9)_7SPJ-Pm%2 z^?0F{LsQtRt4gPcxpWQgF&0Jt>jgQDEF>11Z_78Hwuc1G!7ruTauz?|tQ&R*&}>9z zzEq?5-AFw_YOv-n)pHk6ai0KkL7O3-3pk^h#aBB_U69fz^4fjzKN; zO|R8SNGie+uIMT!QD=R@P2~rScCxJZYE68AgJGh4%fdgXX4c??+8N-z?BN}ymvunR za#?8ja||3^V3;L%U6_cS?MJ@UiA{V#jg7k(}e8|Wbe zbP=W$C&znlu6Kxx6A*6^on zv`y2%uqD%`x#Tkl_Jm+Cu*FxHZ>ciR3OW|v{b&wb9oQsr!&dA;wY(2u^X}OH>%P4A zWx=dTsUp_#;M0JMgkA>c#0a_y&|ZLdH1H^}d)Zq9;tzW_fYgY@WA`Wc6>PqP~*b5-G3bq9{$G;TLx@p4{CXjFW@Py81DvG6|3eC-85$V zp+Ycd?R)PGmAr6T^CE1Xsh9d_-x02D%SNigmSblx_JfP~It1%lJVedB2r_=|pDa3&!k*OZQaDn(3lYjyn6h`b0ZmI6LY za+waGuSX?A4eTAa2(tlhtzOt+Ih}vW&8X688Xx7I8!s<5vfW0f2i;`XjLtB+NCLo&QFb=MCuP<~cJ^U$ns$l%?F^X< zMj1hxpLAMSYC4Fw!Nd_4q_u<^kaynrU~-nz=8&G5$aTzHxITyH;@XnW_ani84W{8W zXmInHSg&VxLZZ7mL_5MS;9dbQn~f;1MewDFfbu$fY;)H4O~EcWum7z-@3#%;4tlX`j;VOl3o!YrvP67PALsw z4Sk(w*|ADmN2o)2DrwN^HxvUUYeG_c>RXy5u=rSEY;#C1|Y{DY=ichH>zJ6lET z>2nse>516*A!)M!`Bvh~Eyb*LRjsq{GQy9;hCz?9aVoMOMg8sD(2oJhBHL6|3+j-D z>ltdLqkxKhNO;wV4cH+(Fa%7-^e*B8uhWHq{Ae%FvzL|_OAg9^F`ET`(2E2`}sHO!fr$Gbc zs$~zfom$=FanIf#xefShcCngP$0s7fq4`!+HFr&;ucwx^N_aR^BQ!r$jn$9PGEoh7 zAwsL_XRR0>QlorOH89GmSiVBViuP*8nhk2Is>amnS||yx7tY#L*Ukj0L0Y*`Sq&){ z>Is4=%jFjk=&~3+HEIM`t<37z(B^>F2$NN3YZS}eHMREqMfBAqI#>U_Cj2d|Ze_OG zTKC2s9o2to@77vYuWaVO7rzreppbe3M2%|LM%uu0ftm_FVuS*9oL+?(bqKcWn4|(; zXbNF})z+f8EkZV~$+p(kD)W2DIW$jPey_HMm?hX5X-)B4#%0hG0P~y2Ehj02{TS@5 zM<>(U92;C0qRj@8tqOK_LHC#`#Mux%VQoU3ZQ0OznxpDF<3pfm%;0XIH9`u_0gA#T zVIg;r+e^FeGZh0=;UKy#?jxVcZ8{sTWvl9GZxTyA+m_gSHYuMNl7O>9(o z=RcL+(u>Z0(jsvxU5;)VPk`Lu4%25cmF@+WRthY)pFpcmuG;MmcMiH4_2JqYgOyWY z_Hd|yb{)KxavN%Gq>sG%O>{Ol2{TWqvte*1d51sX4#PGA2k(<`5TCWv zj^Y1I#R-%R4s`~!O(GKkUeY%Y_1{4Fo9HqOoHMxpTl@x(<-?Yfo!Eano?)Er)eu=o zUQn59Fp-Rb(cU`)aSQNyn0*&O7BmqgF4@9HT1~u1WN$*9m1|_90V(9F;jw&z--?^9 zw~ldK4F`HL;JmQmo@<@FTYQfvVJIfJ=F`BB#uJ9Nta@WD7+qw;!km@4Qqez&XG_AI zP4OX_-3fD!s&*8gL4DAW!C(MRg}U8E1hrrL_#5&exB|KU6696p77Rjl}($J1mypR9L+XJdHd% z;RA77&}zbM)|W?V6H%MTprgA?z5wXTnz#5Yc`6w%EZ|Z|&GGIAXTWc6U(K32s+ozC z__dZ(bQyX@&pCHX2Z8so1o%$bc%4`vZZ*9jSHYB{sn)^o+pUdn6v@?jqL$W{@P&@%b{U6V~&9qUGt-IIk_-%#AU+5H4(^N4yL72sTRqib9o`~|{I#`J6zeQa^ zsV@sXp+(NEpzpE(T{0dJH<+>j88-@oi8FxtHrI}@$JLx3@&NfVTZFR}>(D~;!&?n( zXaqD#GekD3h4#*-)HZ>Za?PL}P|0mp+ivQ|#*XiVd#iEYG!1L@?jS#XG;hKmg3O*xB*c+DP<@ zHLdL|&)}M#8Zm$Jaj%n#?9^+9fw69e;RO$2ypQ7np*aBRuN|nQ?ajo!0C=GjeT}m_2 zUA{O7WXHuE?i4;s25;~#Yf3w69ngOEIMO*zFO1PnqR4HiuLFd*`Utd}e$cAWZ6YK?w^}-Du--ptEzk#+`-9dVnw;-`(ArkJ04wbU zKybFLMiC(YXPzcqZJ13GchROHWrLHiu8(6pIkyT_8bj=6z_ z+|YT_4p3J~0t)wjs@7tIx@g~(>$KiJN0^3uR^yg=26rh6$lwF^VE>cIfAAYRU3Px( zWw*L$5zM!%7KNwC`VU>TAVl|&$6)-_O^X48fVG4bcGFrgXLqe0gm3__vJTxf4^4mr z$Od)SBDuk1U>;zryK4Zdva+r{v_L5N9B`DNwUEqq`Mnsi_zq5&w>C7dhvoQCH|tVtC)$rO-A=Q5JJr3+K$0(S_}h{3g}^+L5V;pU4mjfeO{8=tb0di zJ$*(`?E#{ffOW#g_0syHkL+PD&7-9uQeuO-S=&NpslgjeTfPb|q{V=PSVkJILK`s) z?XA_}$H7H*gRri>wQ7z%V4gk2x{u$7meR2he3OBa%`$sy8!IjXvg1bkH6YO_*X-_q z{Z?pmZ{p^FuW}J;Zu1KcZXMFNrJ}HreYD7colAvvG}Tww=)Heef^=!vvet?w`5 zB(>IL><3hCLl)|i1;n6l2WoAh2FNl8YL!6{ksTeVh0voQ$ikis)EZQs$WM{7u>Bmd z7lNSV74m_93nM3!yDS`(ckvHE#C$rrL?a?F3wu4xQp{^p(0nC z+m9>iTZd}>ku8w(aBfcJ%5xIX+=4ij<#%(2fqQ$`-?aoJxC;q&=W(p$4=vhs&Y))U z)V*4yZk=Pb|J26UK7{-ueJlMn=&FziQjQb3WWI# zd=50W&*B&2bN2L4?PpMT+r!!o)B2k>LN8XV34CxAaS^fI!?fDIBi>jXyLcgs=HYz& zbH{t=t4sV%9HX26f_=t0RJYW1Rz<-paiEd+A!-Jq18Z3MmcD<=oVXd$aE~ndTK%ki z4Hs)&&k6oXe`^Df&IXLoKt_(!Lq=-g3NlBp_K((%m`Z7l*>a6G#!KKJ<JGs#9Cd zL@QYR!OnV?dCa>tgHVS>|6{4EUp(@m85;ggVZ#v1lgD&&QhR(j2`No zZ<=qtfNCBF#sAcNd%v`RbYXN%HPKgFG!ww^c7l* zdyGTv{;eCat&_EFu%H?~McW^7o7kpv;wP%b9TAgg8jOP?yq(`9jYCbUSEwHL$keC+ zHLef2)&i)7fV(g&8s>ESFYrEhmn!2xl+`#3S;_&@U>As1T%&AmvX+E$n3|%weRra! z3Zz!xVlHeEzHHOrDHffgwZX#*SdUe17t2r4Bw)eravT$8lV(xDS->qgfSy8=X(8DJ zrqP=?R+yr-01QsuZ>FI6EHG7zkpBvCjRN(VzH^(csd)H{p@n8*53fu-WJDC zsyhd<%)epM8a`DEGd(hK&m_7=VV+Eo>SKn#x{ zAq2PJ?t{C-2*F(gS$GJ8d$7U=cbDKYxDIYJ$Z%IP-}%n>pZnkEW`?A@(rK%%+H1Y* zm7JmOx^$sne3^BS|Dgkc+v%HCpoopn{I7{Q@mgNh4Ys1A^-k$WiA7tcs zBj_}w_UCxFxv=EoKN4y;78gp@Y#s zpl?~{X;?hhdt5(5i;d@MRPOr7(-1xCg_m3rI~Q*bG?j_Q0Z%ppe_|+%nddEr3qOL= z+vj07o8mT5f_{zR2W>R@EUSNyvq!~`Q8x}C(*x*cNg=+*d5_! z$SHB9I9d9NZW2{s?|3}&!g9UMtba*MkgkY4M%rct{Fv))iGy`}51+aIe@2V1zaB)(RUMald%>lph!MocyTaX3Vc{Xg%fIB657^Vu;Lh z^enYMwNEx(Pg%;oSYDzwWgPE#NH&W;&&p$5nByx5YTS*4u%RflxBv zo5wvv%D<62&z(U)-Q3T=wwBb!7 zTq8au7_KjN-+-6fy~Cl}5_b~|I*jqR1m>xTAj6s^?zF%OXnV>>t)K(^{c6_Y-9TFw zmi@r9)7uY)wY<49OyB99r!;e;p+;I%bRKn~J5UalV;Z>m6;ZNnWmmhCtG0MR_$Ddesk#3bVtJ)3MvC~oBDpxlEj}0TEIB~+8%v7vo&Ce} zNG4xAXf6$kVAr}zd>B7${Cw1VozON-foyiC zk;^dexHr*!&woCN8;7M(4ftg|?=bNSVt43)3&T%)TLf)!qK}>VEP0byyww&`ywwHURsRBMoOGOn z_ouP_IEMHwR6pa5BWJ+5-5mwFXT0bEgXefCdDh$1a#_4f-(#Zo1lkv#Zg(fb@w49d z=Iu7*o;JUZM*-B{={_Vr;M3~ArTGxF%e_Y!h3uPeCb+uGT^z<<@NTEi&2aoTtZ7;l zcz>YPYZ&_r5UHoTd6;y`J6QZE)v3FN>jkFE-pSYy++xxsq23iTtbpq|m(;86G?rfW zCJ^bSFTXG38-djQ?nu)w+(C@<=6~XIu6ip8Gmz>y&kn2iyF;zO+74bvTlCMkWle*A zSG@z{?$Gd{#pG}4ktx(S;c?@9XC>!H_sI6hkJdagoZZ3&w@RIh2oL?{8VO&odQ+pb zsdcS+w7C|hP2`w9a%+VzoJ;gi{C|xmn_TlgLTBGBq*@2hWKi|GcL*H4?k(+?6uOIA zm!SsU@1m%4Uyu_`Z{U7>#^ARb-ePP7QdeHy@Mb{DO>bjM@;^8J%U99OxanPk2w@g8 z%H8s=r}$}naodYj#xStn@z${3L|s9v$0RNyVJUu!?|7RBKE}@W$855aJLejXcH9@S z>_BYm=pFAi`ppa@?t0V25Nr!Vuq}9e!krGLdtR&Uk~s`}gAnWuLJWk2?s>0MEJR+N zcJGF5553Fmja!f6uLxE4;c~hLNop<6x?HAlSq&)RbW(DG3#)+p0 z=s}}D5cgS&VdQ^!BUm@#5}g0Tt0N99+yS+~t%35~8-m0EDEZubh;)L_&%Gl^WBBET zcQE|*!W)5DQrJtc8`+}5TqyR^TZqhr<}bY|?mn1EBXkpr3kNuqL)DX{%in8pd4iSU-d?AO?~uYuZE z-Gv=(g_c4Yu8q)Ih~vW7S&TQYy%mVQnEZ~uX`ksiGLvQ@L4AX3ius**8BJ z-+BA96LKUtZ@G2xAvcqV^lfA-*#LL7$qW+_tQTz=6eJCc}v*CPV`B%Gyv^Y$ht1Baew%&Vu6 zO4PM@h;!7Rh$PwE_MZ!<{x#EXx@i{6g*>yG zN_UCyyII}gb2fPK)?L*8iVvNO$xC+Y2FC)j2+ms6J@Ot(ada$~qsZ6~Jd7jcUKqlP z*wm|c?kmvWre>F!L(JCmw6bPeMv9v5BDrlLX|#g-Ed3?a>@l=`mk(@V`0Ir61QQJy zO66GbFEqxJFO;5Wl((w^q~s1!U_8zY!pr_f8V?vnUKb0y%wM$_j#d?)NbBfrR$`KV zjbz-wkH&1Y+3Noq7k~^H=ulfKoiC6oO-kse&~g3~Y4?QRWj=sbB}+JX>`)K*ouLo- zPCHG@rQg{F_KaIXjV(?r8OU!?%U@kbYcb=qziJSA(F~gd)Cs2Fafme&^kyx z2Thq=0%<+{{vcSeQ|KP7Hpi&mmrU+S&@{L(wBhAU?xEQA2}}u9<>2^G*=iCwbS_$k zud>JlQq!egK|!-C=x4af%RBtr`4|27P3~|3pRjzMFUXVq*Pz94v(41JpO@N~?OD%x z7-tQlT-G{|7P^eh^Gi~55;cAj<36SWCCdWdgqlb-R>puJ<=t&ywLxgsKbc z|7l|1M5v7dx1rekPqeCZ0~uEGEvr~#nYai$L!0b|K9TAjK{?JaoD=5S<&uK3N>cK9 zV{(*QpRiog*0>$5UL(>tQl-9(lrPv(Sk2%*_!hEng;jihcUP!4?+Gr=*j9wrEieaGDAEb=+PYVAcR2qK-$oYhsf8}A3 zTh0P8UiF9Icr_t>G;4mBRC|Y>mMje6o>~uRZPxGv{X)wfXX}vb)jD3?Eugd-`wR$8 zP@@F%a>=xcht`Um1j77>zUf}&AZ?P>HFM{qz0_t75A)!OvLlL9T3zoYFLEUILK%i%+T*>nbBjy;!B?%S(xqyVB?;DoD!BDv&cN)z{ zAUI5(&V7{6Nw6kNUIv+^)u-HT%q%d{%BUWKPJdYcaqwD|1B^aN>T*iI;0l+jHfLQX zbH?CQHHPE1VP6N!DyZ|7)BNv_D*3P;5N~=qe!j)hO@HS75Y|PYdb^_ z(t!v*`^AkSdL>J6m?cc~b2*fhEYj+4x{kG*i0|4%jF^Da>FNOQX44)zA-+sj=m^Xc zNO)j=Lq=QsT&33ibO(Qq_DzJgl~jN)mDEJb62>F#G|%*Nq#VF@p3r=1yxj6Q2FpirW|TnPEAu0 zR4Hv2++p4_Wxo;OFCbObBwVN0CCKs6wW`{I%lGkp&sA01_@5PmBcp$+QtcZpt*X0( z0@e>IR8#w-v$F^<669#wrZ3#6rj|p6N^o`cAl$C5mhvxI(i0g{G$K+f;|$T00*l4R zLz`lQjQ_e@JYg=0&|lme6G)H18xuguEr_VHOk-f*SgI_F}l9qSu=L{aAwNRQU}u9)rrt z35L6oiYr_Fx&V#UU8XP|JrRk(#~O{Bs7ELw5#VjErXhmYI9(nB*PG*Ke=Xcem#ahh z7OGotA7O4hBQ_xv_C|^mgBwZ%b zXClNpVO%A-FB>8bgwK`a<5J{qflVM?O2fWZY89}wR(n!Va7d)8yy+n|Wx>4GYNTL& z%dD8Qnpasa!$0hqNjf$m+^u!#FuhvX3JA!ZG)J=-;p zR4|0av}}SB>#BB`FFUlB^&Jg?KkLbn(glL{7Bo2!LhH*q+e}}>>#k~7x|oBO-Bg{M z&0*)1)lD5Eu2cTBjFI+$t-IO;(@>#PceR-P3cn_LJWBJgO2u(STD;WDmx3-8LRIky{a{(o9Y)bdnGcQizc!hCro>|C`Q6GW}e>!1RrsA~9Kb ze5^*f^I0AyH zwiQn@D=9lEJ!8AVJ|op%?XRkk++6muXDkVtHJ8IIuZfi#OM^Xmn3+4Rzj_5ruWl{m z2xIa9tORgu4b@u7ZD7kFwF`a8fi_refulhffj`wJ#KB^Bl2J@vPyJAQGV})3hm(OB zxOEl!$Ml>B4_eFZ$N{L@M$R+c5iilXbT9b>UbK-Kxi=|c zL4gjOJEIqG9!mC3kdwfJZ1Xm!zOL7a{?iY0--HmgEU(_?PJADAw?9#TXHRDYi+LK+;r{`rkGkVw%u@_}%UM#{Kh+|BuUP zd%th49uS0_xc~EOH-XbL)zIvda}}u--bsK(6pac4WrNs{QMA1D*O-KaJoyd}I!bn0hdMw!Jhgnr)Zx{=a{P!`a#P_M|;N z|8R&OfgN}K5wbr%^5l7HSrQ9V=Gw#gfS>VIL*iU}fNeP8csv{unfojK1Jt?p1o$>W zR-!l2jvr7q@%@2(>XHBaiu>1N%_27-Esj)Zu#=Sk*G=)g3_0vVf{$CPWT9BIzg;vq@$s`Q7F>{r?`$3W)|)sK>)O~5x+n^X~tvk zKc6aI{@+G{#^>c~3qnF6ahlw^#6l`sM27z||MfGQ{OiJRe*e0#?|(Z0!nKv^dpaNW zV5?MxZuf(o)8#C`qcooh$5`B3?g`S579b|kYqh%4Ra+UhkL)Jf!k*I7lfp-$UT!AD ztWk?fnJk;IVth8nwWx*AcC&f59B!FLx;Gz7O1z=FIat3&?Ljlr;dQqB3$2dQ+L>}h z16;m$p8PmmdxU*JmE=(u(LP!I1&%*Kt zny*)buqg07`q1_2Y9}(rCgMr(34LZ&R{J!|aU0ZQbcY2#Zcww`z#Sz$-?77?1thpl z^6nsj&BOcvXfanF5VM9@Ys%+b)|!E4Z8Rz3*-cuF zA|c7cJXDWpnvVVi_Eefm?V;Wncs5raER~|AB2Sa;=#{crZ6KvY2uo?BtHjthPYxg? z4a#p-PqK0}9PEaA8(tb}nIiQ+ab-VI!PUi7J+4@BTAW6Q%t4-D3v}Y4ehoelJ-KyJ z>U1}5`Wu1k3*}}sB@h;DQ|k$(=mZvD3MS^t5#))nAy=+W_}|foV`fgC{CATg)ZR0` zmKqXE2S{OQb67T;FG-;@Nxc)KT2Y!>v5yi*H}KXHG~Cg9&@2*BgceRf=d1$sO}57& zOJf-cs8xbSJNoC4h#2Z=m{{40u2B1sB(qc1NKNRuSS~?Q!L&;)6rxorU8PJ9OOeL* zCc#POpuiZ(*}h>+@62TXz#>N4E_J1ZtMyOyE51Ug6AR3PYE|))Fq)Kq%%J=sbvdTy zY(4+M^Z4;W*fgVTj!@q-ru}9Pg$^%S2D`AkHC%Faw+sG#JE4?eU zvb-lS=%~6T^iNst>~G)4B2B^~;;~r|bI}&(4rEd|3$Uu$wO&rN+WiX{FWLP!@Vo>) zkE!L^eNlxC$JEPYG}!aymCRN?IJ1?2|EofI@-XmGe&NB|9*CsihkmpA3W-RrXI6DM0_SBcyib}S>$3WS8*4gch2B@xVDT{B!RE3!n0iI+VBaXzK0-Ee zb=D!cge!9AJ$RPEu4VXD)xbH~OKzHxbWPn)`KdS%e+k3$gGyqudEZlLK89%psW%b! zSil)$Z>nPn60RM;t8N&6NbW2bAd7rA(od6n_bWV_6dO(SUmWdDVFh_eu54+RpmtAC zf4~`X38;Qp9&BpwwE5X=4@pg<&u#S%Y@i0Lh*k#V&gf*#6EK^&J489UWs^ea zN6`RhQ{_*|UyS>YRI3Tzyh5SOW(GfAmc3B*wR+M2GP>)GCH{L@tKB#-yU$jl1?C$y z(tcN5Vau3716!V^7m#?>{Eb=*QOK$rL|FAktsk_Ke#6L+s7|MGZuA?@^R*i5NV|Px z2N?v8w`vr(84(JjrmTJyL&GC+3sFS z>^Q<5^jU2{S6GcxpYc9~n>YyE8vuWOQ;W*0*(dt*ZQj0^Y?RK?oxJxCastEWW);_Z z&RU}BY&YjW>jz>IaQFDEn*UCGOV*bPl zge1;j08l;xpAac%@y5PCNrjA^bP6e6^pY96~Z?!_1f1D%Uq@cZm52 zj%(ICuASd2js6Zzpw7R= z;F+ZP7Youhy+gX-OlOpz7B5`&i4Eq$EeCg5pAXe4wHaIMh`P%yIdPkBDnacL!y01s3Ck{iPfm-Z5U z#o^p1xeh(8Kxm*A4&?&1SaKEme3r}cU!|Z?0_1;|r$Jq}7D{JZp_f}bZ|N+CG2VST z;3Ux?P1Y(P{l^$7YiN1g`ZX?B_Is>a>sMT(#_wq78~nwhmwA|{Xz{p4A#SLp(J7o^ z^JodAmNKikwQmbjg?tm~T0z?1 zRKO@QwuM5SP_4LmES*AkAQz?S7h^)G=7*d&-=}Lqn3iR!B96C>!UPlKoI@R6k)D(>{6WP7e8q z@Cms%VE80%jX^0PQnGW4YQ^!Ozfct2b?*BcKg4PZb)P{l{1$T#T~9Sf)2?%9W%N-d zWne@(3E=`Nch z&gMQ?wwcFr_jm~NC|U-OTNEuQH93PO{15xMhoU7vn^}uu0rr%tEc*1lHQ_=;u|hx`{+r`-GJT^N|>>!oYs_rBTXA8 zWaImb7NEIlxbvR~5MNPiS*G?;a#MJZg!DY}2nCt%2yfl$Px4!mZprRHjREqLv!3>^O#C`G`c+$0@%4=af8e)3x9ecnudb_jF08H_BmT_W6k)E%SUfFGLJ_)VY<(d^fbH0}$0s$X-LkntxGYUklnC!o3E z&PrNc2DYkNN}-9KC44q_3OlE{=zKVlEk!EZ4*J3VEB#1cv#H{E>oUtY?mmw&u@;09 z7#LGkYe62tJ^W+jvxZm01tKwC35fk@d5S334E_!}FJi_3_nI3k=JJR5ecWRE4g3rq zBKM{J>?=c42y_z3t)@lVmYR;4)(CBvI$m@8op7d_Hi+J~LDlM7=a>)N759GAB55+W zl-#wPl73~oY+u=AZXeb-6OncQ97pBmxCi`2D_p6rO+<-&hZ@>1{7g4~7GZZWB^_dF zYPQI!Y?^cmOUlarIXq26MNfzVsCg|OLH@yyn9#)MJ3FM^6t1gT01b6Qj)!9pS;`RlXp9=(!Kn3 zI;f#4p~~CkQ+eA^<=wQD67N%aPbj4{LY4QOQp%z#W}nL2>Qi}J{!w|`d@667Pvvb! zmA3;^bD!b$f9bq!KApG8r}MV^bl!HK&fB?<+V4TFObvD3M(<3`Ow4~!bZULZs%K1w z;q^4H(=~=x$(Tn2>Ud_8fJOncAitg_o2N?F`{)+fWCevY^|YGi%}B7Eh(pBAYap_| zrjk=orM|YEyREFU!k%QMUDzdxIbg@6qR7Cu7Kq|ko^NTK@|8n(S`niSbZSz$-+=(ikm{=r^ebu>>PZzt&I7N z_~STnGzh5X+fd!n+))ekCfZ1G6yrLnHF;Rp1lL9!w){{*L4U6b%1_Xwnbri8zcCG* z!q#S5w6e;%5e0ush~=rt@~t?=i=bV?m`yV|RXs)GjiK{Bn)TeTS3M!!d`eTn^TWlhG3D-#5I+`F}kXJt|a;AkfKeCT7;@U(H_u za+@qOPz#+&%3UCSj>m$Z=jTv?9UuWsBaxub?;>;w!Kv&ttoUqwI;E8I7PCk=(`+U- z&mz^N6a}yP*F27u>%z*4OzV^aqp}hmRXJPaMsZvUmuR;xW|fNgiHC{Tu^DL}mV8=A zu_EbHIFGKOm6e5(ML=YOcFl$*Rg~RHKbwL_63ZSu@v?+0VhYYCO&*Y@jtZvWv1|l& zig$1o@abLKI?B|ks1Ru{%XCgax|jsNR8@klDPmZ?XzwVbf^TQWuT>Q^$+?Ae>Qn8t z49^U1Wztn##V25svy8kTn3Ot}0=vM&^Xf`j^K3kfkCIBqrTb8EXj)gnGHe4Iji=R2B^cFGNIWwR zb;aV0pCE9H8BD9EB!JLeo6bg%Fo5n_gl!)gQ1fqkTH0n`iYQk`qS78Y*A*uVrt@qQ zGCm-&hc=0O=_7*u)4deDNM5QR~Axb z=(Lsupb4e9gOgWn{ebn-VvD}>+bVE@I6=Nl%~r{5Y(rtc3fI;|mvlO+HZmcgo+uQt%i9dlMx!OfZ)?M;h4dD{$)Y zCkn3|`PAvMH>v7KFSmfJ3#701qp%W#LeOnvc-YWi>%)eerl1edGI3ww zv|-=?Ew%b5OpH(4C!>KnYGBrqvEkorQ+cVB)Imf|Iadi=8}i1cY-3f9AV^KFvrv)T z6DQM${sFHonS9g^R%M}AdWsCuZt!M+_SkhqyiNIW#Ed+3yTyc%@;ecp57dqXv_r{w z@@Ukx-R713C_eba9#c3vNUMjY#~cqqgSDA-qy!rVYw6Jski)Z0oIt{?E4Z4~Gx|rI z#zADqWA<&NHS&Ne?ckc-#Nka_NNlNuB-Hm&fTocDFJf&M(>hic(UaQp8ljPiBVd zy_C4XNle1(MA*v-$Ve7R3yEYQ=3jS$w!*%iO1R1h6Y&=4y$of0D+QIYO=S+A<0COb zj963qOh>~2Rd{6QL&Diu!t1`xzwqrb5rT@u62ezH%q`(~`w=>b=(H^#z(u~Nd>|zE zQQEO|$pVY|C~o^|g6~npAu{+A>o}en`}!zJoLEr~t%9BwKn5zo!z#%kRq;yYDr4zu z)6%$SrbEgm@h>jda#j3;-;3?>@9Ze98W&h%g$AgC-9;+6V`FmYY7$>-9a3!mQ`T?^ zk?|^H5HAuU!==thE-i(-gduSd=ma8;=l{l2g&8d8`4GF1g;b667|ms#!X`^wxjhu; zX|dC_U}Q&Do37<^-=r}De3`D5z}%!KCfG1Y@j#s!n%S|Q^!dnu&mwtJZG$@sS%dKG zIBSMh&emoce@cAg`rx`m?wjH63@tWtJ(h@@NVW2#Nn*JqAU&>-rmM-2DeM(#`;nCB z+4nG_iT5BbTa$h2*o47KAPxbvOwt9`W@{DE*5*~VR<2l~%qnU92Msz(-jKy4t@=k4 zch~DOpiA$LBgkKLJ}NpsQa9h#YAuS^@wREcigXSaub{+JdrOBi{jGLuZ zLesxfv$PIAmUYP-tp@#-!uB7Pkw~u8R>FgylmzQ!j@LGEu}aEuk^-SWD}`9ed7M%8 zXC)31;9rz(m9g7Nr|jju`X%9l9F#o$PyA%o0;OOBqO)Ss`WA&>v0w}o5XGq1B(~_EOKK>*|KqKSY4yUa0T<2idT#&njGVbDpoAE zG+Y^>^c6ngzO3Csn+PG>IU=m&Fvnn=qLE)=_&6mm=q5!?7dmm0@dEZ&LKHR}h$O71-FrjA zcx6bD0tuM_zKt(~NFtdn5UWmJVH(YB7-$O~3!+19%6+*&dSGA+zZgR5;nzkmg$@uVvjo?7AgOwdCk_ z)@wAitqiGNLxKt~NLE3G>F$uwd^krI4 zcAk`n&C9fD&~XxG)ve`V$|Pl)c8-L553{*A*?feiVINrQZvETmVRzoW(Kwoi$O*b` zRG6$3p#@gxF#WLVYHXbxF%Ee?-Ik-do2q`Ws~uF!rXep%G|E4L9@mg|v0 zGsnk;Xthey;!0+|ID^$;=RZr9V*nKV%o83hi zXO&hqb^+=6oUfmm(y>vir?kmuvXqWy=Sb>o?gn>R+(RaZp2PFeON{uOKz~K$|7tDT zTR`54%cK`{4Z_5Kk;m8?e!`VGiDEh4=Q%f<8g*79`UdsaXjOtg$PJx}$KNK~syI!U z)Zp1cJq6S}jr!TZIZX+${Avk!Z}L0B{E(S*VvV-KM@{=SO(_D4)@ntmG7nC#)mlK2 zby}?8I3S?MGBjDIh2TVFz&cI!_gjuJZR>cm^O)W0*d-}v9I$kqHV`}IkoDTE;tp*3 zX1JYSC4X%8CNoFdfH@ZbF_Pb})c%*%-)XfuoK}bXDRF-!_7A)=jk-6&t@T=*8w-Sf zR{H_s!EOmT65I}yt=_gkAkxp-6o!pMz(%viVwiz--I` zTW)E0mcPj#65fjA{a(>KFgr&{p}XvGE?*1g56~w#=Xss4xw#v3G#>Dv>@f~+#3ycD zO4pfcPBFJlS&3GARX1y`Yd#U*kSB!Jpi{Zas0}(N4!6{F4{0}(&fqVwW#|w0US985 ziN8s2QSzo}D-kRecc#R=ArYP0*E-8pK1AGQ0*e{W--LnwE#cW_?Y(P?=><{}-jYs- z5tA=dqkE=f0KDF!6>`t;IWbJJRGN>Kf6Yp{r2JOrpaL7jZ`Gm$hE5_qHjwwBi!w&x zaA435vI4!cTF%4HZthmihV!@;TeT2r8G7gE2(JU+@K%J!e>EG=x8k{;9^|0HHVuU( z+q81xJ9G*e?%V~r+q7VBpa1JTss9+?Kxr!$L~weWrjy?AW}8-?=3;{MLZzBGaGqr} zDc2BsEL6h9HPpTlAu7na1Ixz7d~bwkRqp2=(!s`{ z+X9RBXfgIwhn}EHJNeWIRYFtv<9oE7?i#sR4hGgyS0Q=j9Qbn3B zOrVjog+a!xy|{Z!_KN7uS#lOOR4Il0Bhrs^ zftZ=tCzaD2TwJ>xp?bN%hz%5pzUjOeETyQ?h3eiTTrS}+lZ->?pxiMRPcSh~NvXP; ztFo7h!+IQGW&Jji-n04A?!6>YA7s|F*r?b9e^UcT0<>AFsMcVtd3+}R!c2RrBg2&NA zq-?G@oc)3se(k$7A5d+8DQ-Oz{EKgbdRMhc(RWNqO_$>%?c}Pur;^y37q~W<7fl+W zQdM+^M=1WTRXl$|1pb;3ee9v;ZAIzI$NQorlDNDr!fD(hH&$i_7q8fwu4G*h`z05k&<9L zq@)=4ZfjkMc!oNUa#}UGbXduN*>|53Zaj+qeU0d zkHQ5>D7{|DLxyP50@C7uFcSB%E39x_6GuW&6Gy3#T)y$J4g5LIus+dpskuk{kd=tk zMDbN&(=+XZm|4fPhL_r)xCjsQ@eE%7p^bAj`iFV<23LjHArTu8K%8z&ey)X4Hc2Q3 z>t1TVlaVmxmG-qvr^uP)v8#2doys~Ap+}q-${rvUR${3*N(w%~%_HGstRs>9UpT}! zoQW|<{e|VjDbrmByI*VGq=kV!TSz_I#wQGHx{D-NjCFS%O)?v#jUoxGQ^QWjNtNy7 z0y!^MC{tn+Y1pP&n~9`hM(rC64Sk(&w3XKRspn4y|4FhpA*KrWEXDeQNd^VC;LZZDrhk zlpW>VP~6-MVFzbS{!3dyZ26>L4k^O*|IBxOL7?nstdsY`?>7}U|BPb4u=pD9hv>7!`6&xH+T?0zP_ySpq(+MfF)1NfDK_Duq|{yg#& zO!`Ktf=^qYJWnvz{-I#8T-uoUQW-^PMq|V8wek~zX>XM7_To{JBKT0J!dCvK3CwSm z(vD)-BMzvC-WYswY-4$-@K(v@E8zKWAY6N^Y_gRN2oP4IUAFJ5GAue66e1$iXq)e* zYu_m$G|vGi-zhVVC;s{cLZ@1d-2r+Y^%M))iFaATW%di48R+}l;$eBBXdc8vA6fS% zBQASf@@>YilJ2x?S_>53a3e^X|Lq>Z9HXE8}8Bq68$ z^N#-e`mCQk2SQUsYrlWLwV1mToFrQL|9*pwGhupZ5>U?R5&n6PF_#CUz$8)N3_q_v zh9e~nyXg6uis_Ag&)Q;4H+dFQs9^PMvnT$aZ~3$seOzP$zU3V(f*@N2-fj^@#loG# zH_IlNxJ2JR_&(5jp!4%u1EXwhw03P3N4o-PIJ85};oLhS864AI3 z>sdW@?@xSfPygl4IO{3hCTDgP^122xV>B95u_fVh)BVYz(R zPA3u#2c_yN!_xxHN!8P6yB2UQRnJ7VbJ4Q;aQhAy_BqPan0KX25nF*RL+>lO zQrT9@V`+Ob+H*vhMiyd@k^zN0W@`T|ZsRUk_E@HyZ)3~=tc~$ta))$;hbdL{bnbT% zxvfeO&lP4mfbzZ~p5lTyPm)mQb*GvhR|JjVvUxOyi@S*vRDL_iJm6@jkv>Xau?cH*ON_W(TILJImUg3W!3dWEP}68*BwNB#z)Pk z5xe0@4Sh0s2(RKi!7#0+K98O^Lu@TQuKs;et^*GBF+r3^t9dNJoKpzSk-WU*;2hj{ z={)bShW~RFA+&D7POHrp-s&Ynt>{y;PAn31$#_iXvFu9iAnQPl`EmGDK zJnN0+wRN;~Dc?|6kxkyVp&l0S8DHr)ZUlRPK>u6ry6{wbjV$?wy5@e$opf(C&6F-M zbgH{#*(V{Oy}@Q2Xo%n*9Brg`#Uwf?)>vy(q|~LyNzB^8bK=7k)M;+ zIc@c1^op+|7f?uUi;;itd~7G93g;f5KG!fUP4sfQeo%7F4Bgx5mARX~ zd)nMiFBt^I;rFx5zkz zeH@hQppSB$LiR*-WqyvJ_D)@jCPSEM4#z5cN`mcNQ z`$0#>YKu;K9ouzM?F#q3RauKo!0JwVY11*n*71wz8)7`_q@$8-f@hp{sRbTa_k`hx zL9F44=a!gO3s9zpCl$d9Bd3c#jb!$X8YWHTz7RC)-)jm)a*^nFnfcFT4|(%Rk1gW^ zv0{>^MfrnOsWyrBtyahDH=K?qIPGYbPfTr1i_l4PFS9zjSd@AjaacN@gTdYOF6s?h z>@z9cz|JZbR*R>m21v<4jw)eNxx!Nk4*i;qp$6Ao52Zm{m4nMoLdTfne-O_g;EM!u^WQHpa%@dL&^l{g%MBKKf*oUxU)X6GC$^KA?f8 zBRuP?n=EI=cb1vnZTxih)%ey|KTHB%D$CKLal7@1v^F@)x|7+4^FJ6v8+oP^;WVld z5)J4*Q2#(DNYHtZ-j+Mza|${!NZ(DzQJ6efuLHLS>%~DHqDLFmhUha1-*_io6ad3o zcm^r~n2qJc1P_xG^k3gEFG6(#UV+9x>Rp_=b0P^?O8NiNoeS`JFgX09e!%X+0WI;* zCCdeq#049PtvpByOEQ`b(|;k7`};4$TN$^r^koEcM(D%Qn&+_zf=BAz0&EiTKaXw> zoa4Xjc(MNlyac01>Vs+P4)ATHe%h-$V*~Dq{C}AP1RfvdBRM0OzWes#bBGRjg$5QK zJvz6D&a@ep(K?#Rz9F}bOJni%hxqP%IU4ZbojdSi>qUY8dYF}DAKaXvM@0MM=GpXx zgxj5X@iETE@nW#x9E0V$>A$SF4Y^7dh@Pkq<^$BBrwQau)Vq)(7| zIML`lNylX6yHoYdHxB z6xsxe!duH0^C;9z=JfRhak;quL)J8X4Q9*6PS+bF18wwly;sOdoSIKWGPr=V)z|c# zUBr~fLn)##hrO~uem{@GJrRbZ>-r2`K{PpIhF-#XU)qLCa@A367zjEg?Z6!J)bs6dtO3LV`?YSAbh~nFUX5Y*^uFf`O{QH?)|389XnIHh_e!kxK#uDRlEdYD%9m57ivPtTzT8Mx=`VTIR8JNN_S zn`=Mr{+&2~NS%b7KZE7sx;n?Q9}QKLu^yi*S`YRMtY7QD3H1sm#$LKc(I;LQ8=A2%JUS*@xT14dkLvzQmj*QeArLoa;PZ3cb=1=wp`I0|R3mVt{K>5x)-1_{v|`ruqAcU2Z7msDCCA0pQ=( zWSPAmggxk5XbytF5rN_*Zj^GNI%b)gPAoJpP!_&w~IiMP6U<)fzQA|_*iTv)^Fx%Aag2wLuRjc~3W0w3BAJfkJ=F6cXw6#t83avVJsP#% z-d6l#iXTSa=(6bS_4c#*uN8_BsNJ86lfpP|iZLc&gQC+8d`pZA@+nkL;z~!Wm6|SZ zfEi(eaj5c~B6@=Qn_`I8+(^8uNZ2oAjp7Q8e}H9G6%TQ^I?mVurd0W1CB~93K&t$K zl!lqq5uw9n#T4~0F^Wy60)8RQH-K8}H$L(qIZo(}4fZNr>CG^H3fXAi087Q!H`*PF z*C@@?;o(Kqo9t}@#`zBCl|bqvI$<=i2`L|NO0h-1Ygj41gAcV$GfTp4n9JGDnX zP_96P)JvP7m7GXz)Z7o$!CyApyV34j>;d?knig%b2XWVgHyo`!9XeES`#rP8p5na+ z=7yt{-iKf=^qcMocTN;v=xKn{z6g&6c9I$9qvpBXO5;@JTOi&LL}lO2>UrW;3|kYl zG<~Moj84!UTkRI##n2^!e=bB{0w%=^NDw$P&q25m=ku-h*T4zA-JXnRf*J7+s0UP} zO?TK^0hi*o9rof7@%8QwdtBl!&<+hjSHV5#sO}HZnOsC3tFMC-;cM<8s23+Ho`GTI z9pNK)1{%zrpkUZY?vnT51zK&V{j_B=I*ke=DxbPv{QH6`)jZ8x@bcwOYM&+yi_aaq22cJgcP7j&W69(hal(e z{q_z>@d)?mc+ayYt$EO1!=`e1m+>%G7L_oa6m{R_qkqYC#zA{;Z>^3yK{$>V4Y0M0 zcW+VaA^UO-C-A~mg{U+L3NPoWL-y_%9Q4zU+PffyhPZZ4bkeG8mJ+PT2@mArf~XPF4I-H3QU5LGY!0&GD$UsoboE4TJ4VYelhpKK&Djl zzI~kMcwe7K#J(As9&++^Z229m5Cm!I~)?oS4bfzhtO<(MRfE-d%VX(u~1p^89!Kmlv7?8l`r-5=BFv2R*Wv^?rbTzhd8C1^;o}K~3O3-d-sB(<6`Ui_ihu<*~gKUH;ha zufHw;2fqF}o{01pi2q1>`mx=LKkDhT$94z}sioH6?3rcfar#w8{WPWiokG8z82ahA zsP*$j{TXbSsMSx!{tK}GCHx-j-%l%iw?e@##E;PfZoO&~fhgW|({J{frf1kVf*4;2 z)`M6%nY*a59_523iB{U;iM=Y+zp^LHVYJf;bAVw2wod1*8D zFp*E~9f6HF@}$`aW05sa?Y^|-Npl)iJhMx-Enss#5~g~$QIq>z-U8fj7uRqjxX!KR zpTJ1RkxDB+v)AYMpn%ha&VFXE4I08{&+NO@={mlC)9bJ#FbvTR&+W}MMaryu$Z#AF z%v;1eO)u;^gyuONFYTKMI7gTG*;}SJ-q_>7bI0SYy#}oFw|r|K$URkX4d|`6_Hnva z&6+i9(@B#J!Fku=@y@>QpnLaNp$gsv3(S|efbw_1u6hnfm%XvgekOfGS*Awd%RQw5YmiW_NABC94 zaOSB--vXuOhQid=Z?@VpS~Pyvm`@YaUDqTx^mi0G1cwyS`Je3X$ZOS8=k(9;Ai`UW zEy})h&sTdp;W;-7Lfp`>Z}tH70(=OiRalOFpYXKKH+!Z0-xX_7ZG20&L3K&kW88;! z_`c=~)MxNAOn?>Z99qdeP$v-C7ijvpnhglJWReJQD&DIpBEl8UL+5fA#DpTn1SD=n z!c4@s{+WM+rs}rh-W$+ualB@Mvcx9be5+VUN_Clrr{6=cPQov>x|n%(JIfF z_louCqh_Z#%y$@n1Qm$m!TJPTK*z(938^xb@E5pg{AK0TP|50hja$i2LqX&etivo< zjU~?z@*9d#EWLZjoB;Q9R9J#;63r&;q(OJh5kzqVxbN~A! zMpAuP3OR`4#2|Yrt1$8Mhw|0rRbC_sz>dc`SV~11aNF z?grT8z>7X&uzXWK*7#1r)9@Wynv)WBUHG}!$M-f@qCuUqdBHTFlZ@PM@&J6uIq6}! zYd~af0d8U*CPN{;i~BZv+BD_SMgTU&B7>QkiIjt0{43TY@= zjlWS(FaZ>13dVJuiKdBC6ZKju$(tZr)O*2%|1T91n)G*De))!`kYAFymo<^&vC4Z^B_bV`U z3g>f0VLh1qDAFT$lRnc_+d1wqFjq6ZDSiFa3=vL1dQ6oXX{l)fM3^7UB@0!ybFEx1A#~-52-epB>Fn1dq_SAEv9QcrA1hEl=gmS zmT5mPsXq<)-CV*&AyV~svqMx|2fw5@9C%0lZVsUByd@K?D*ogx)eTUe7e#TA(yG43 zi$Vil^-3oS2RTs*gd&PhdgpK6QZNEG5vSHDMIi^Uglm*5j2dyOQlomU&?q(&y`rB+ zvmQK6=ZG4`ajX}BSEQ9mir~aM*q4qsN#%f9^&zX2t_knq2hp{S(HD4dzRdq@4y7IZq+eZ& zfpz>PUzo4cj{eeQai|J9u$yEgMFG-J%BSF}JQJpwOPmD((nF*_kG=lj1wV)rUfBY) zf;87A&2o95s)M9Pwks$|J# z(o=k@RHAExq!NB*18XG4#FU8Zmy}vFq|mGjNhR=Bdu*3l2-_hHa(xS}B1t7cq0mE;=6TFTs};?U^OGPl%stgI zPYBEw$XiN~YS$ICrYw~L(%q4=B*A(tT`f!TninwRIY#z@LgWReFJTY*M!g-<5L1Vq z<=^AbGI!8!%R&?hfe9yqPA?*ru69VN2^+Z!JtM0~f$@pLsaT_=w&GG1asXAJor+8TLE}|5m*Tp2Pz&oGlxc*)4S$p+ikL!}_E&%zYGfDao=4vO!fA$}^p0kyfx;xIntP8yxcsp19T zvq6{Dzlcw;aXpNs)D|1f3X^JsmGd9mJL<8>%j7%}CN<&k6imP9Ee>UTSdWzA%xD)FfH_eu&C4&D|ta6Z5O>0^0EL6ajX>Wao=~f zW{21+q4^R#1P(q5o{+IpFNoAg;-mq(3A~pj9@lD=vqjf`yR3c`F;w1_pQvX%@XTXnh zl5aExajHTv7kUk!9bk~U0?WY0O~A>c>3eV&z?f#FNHH`mz;YFQn+%XJ8w^}0fR#7K zGimo!X`4I_%rR>y>O*V7{($vD5d48Y(jGp4F!ttoOn?q00YZ~O>@y?J0jfNC zPXPXhj{w^&g>4BKRv^HX8AB@Oyxm(W0Hcmw48D!n!2R_H96FdI8uv+DCu0BT9g4Zy zUS2RqhKqrpD3HPl@PVl;d~+~Q0htH76~RMBz)chrGo)v^H{me2ya6~^RB%Dp zonY)ts3ncWsF!nh9jQR+)lKs2Dfu1bI1LyrNPfQ~<62s)nUsx2IX5+v7HDueJ#Exp zih+gf(e0&n=$i9Yducu>b#tVus&YHgXEH$;igW3U9H|AZ(NPMb-8xFO=-!S}M;h5l z8VvkT785<*Nt))&?kq(hTwYJpYFc8zz58GnDFa=1o~>!oBO2FLszCd9mC8H!bd~0T zM-nt^nLVUV+F$S*VF!8v1}VGIO?tJ5)Izn5oCIc{O)xp8X+5P-2q!ko@YUJ1Cv;be z0Uh}Z2<$}19oj-cXC1Si)#z zKgpZB;R{BvkD6El@N%B=O)a6RSHzWQHP6lGR)L$~GXA1)0FNN+`Av#KpY8ld)fE1l z#}Kj*7-k>Ch;b?Z3ExL&z2*xC@o4Q`7=AmC_LJ0zfLRFr+|1J7S$lvh>)+G98J6PC zuY({vY5RPs1O8y5XY(akdc*h{Eox;6|AaT73>Z@&$P278&~s>`G-h&lypg) zEWQxfrvV*2Qlc;%F^`gFlsE~Kxvn|$)E~5)ZTo#Dqle;s<$7EoOi&J1??y-T`#fvC z&~(s`Qqzm0Bqym3i&=p=mTXaV3($CQ?^zCO ze4jnn;5mjhx>q&#qOs~p;7T|LTGY>~Nl5t;RL*y~51t2f<#(wzbI!VBq)Z%qUX{Ae zEBTFZim%8Q|E8JGZ6^E8!gF$;+X9rn)MYSxW}MUqA|zEAFV(@|zmQNm2-c(Z_I1-}SHz zp%*7hRmsoF5E?K=nuOlc^#FC(k;D4?e4|s|i;k;gjhz}ANtUxs%7IVwRK(3I)Y?$}*0+Zastqp>LQ zGT6G!AU|`Bb_1)@Gkk;$2j8M4s8!RN`|)7kU+{HqDz5n%o_&5_%Y1GRapcj{Go%nX zP1j@-Ux+H41*1S%eZS2w7L>R71HkKWi=U`GfMFI-1zOn8VueYOb9q0DjJzKZwY=7Q zIGzb^X#T=Ha8+AH=$-x+nU0?&tpJxYSTla1;^vSMq?%QumA5OekV0J9Yn3n_uLINV zMQAD9xbTR~CYQx9ovRvM0KsW?}zu_eA!ErB z;KSH~Kj;>LA@LhBQBkN_svgZf1dE*liv@224xs`|3-p-Qoi8QB!qB++QaU{|U-CA7 zR6m6UiOKvuv`#UWTh6`VMk(g;wB=xn5y(`v3nW>)M0rfPT4=LG|AyOdpk)_Geehi^ z4H#nS5c+|;YTU1!FOKJyfW6Zxh^w(n`<09bd$6nUs=t8a-&CxQ{FT3?p=*X%7SP8F zr8)G)P>T`l?4>Y>op5}SWY?xMpOtjC&kB99NJ{m;j%tn}RYsswT+g;axoz48^&gL5 zqnYiDs}ZiS7-|iSFS{&}!WH$FGrRklOQdGv8*wSORw>MYEZ1Ra#-1A}#9X(tazX-iG&L?nct07Gx|n`hA+=K8 z#u;OTQk@ff(9D(6PB2^xSS2k{d3x`~zMkIKV6I~rYq9Vi9#0hh&ReUXpX0qf<^$VS z-Eo$BwALD_va8*HHO}ILFY4)s)M7#Z$~ z>hWA~#9`ELjN11c@dXMXsSN$NUP?AhGq2_6a96E3SWB9m1s)#<)l#Nn7dUleihIc|zz{ohvL(cGo$`XxDRiEwx4q=FZ$*!j2CCWwqtd6eV3RZ= zXfS`@coN)Wr*rGjbM+N*4LPhG1$>Mr&{p9E_83p7yjhZU_hIFABrG@11-6|#5KC<{ z^lYx4v*#9RErkhja=;-}y6qybq_%;<&tcFs$WVq%K)10^9Jdrh zy5U)(vpcl_rO`^7y-i9{nV{JLdlFp8)4kIzy_F`sOyo_j^|ava(x2QDatPQOc1Skv zn0OZI&<@F;dq{vyqty;6m^&z*fIvkvEoM4<2k08W1el^(Al=&`1@b2e-+B!dc1q*O zYEqgWon?uG@H$^-Sq7?#G#~IbuxNh>emT3O=J<<=uGuAp!m!Bjvn7m#fCez-XUiBd z^ahIC$_I_2Gj~I|3tL2Wb1bE)evjlqGv+|+21{$Hdn8|f-$R1=Cg-&S8%`koN@N^l zokk+p6Td4c1XO>yd!%p_;yZ@3Of{Mdl-3&x-?sj<)z;CX>9fXin)u!&rWq*gcN8`R zmnfop_DbDVRm5RfvlI`<3AFn>i!W`sPr9q?LQ#w2v7k#&DY20Ya+d!^QXwg2Bu;~W z0ZlLIHlu3zPriZ$EJey7~lE z_uHt^1ac738z-am$#c~%+^jxNrObD*x`?+{o^qYo}hL4IpMMFj@T^=2yX zs(&(3> z{r26^v*~rIy&4QX(O;IHd#+0ZO+Q+Cq905>Q*THo{xS8`-IT%!n0hAPk$}~`Vq;pg z*HX$Ec~8nibjf|G?|-%T41XY{8~(BPM9kpRZ$I>v6CX(V->p8452cg3AFV#YX4qx+ zDWbpZKKC84*hsngdS}S567b4{&F62Ar4QJj*?giOj6P9pz(a6)ciVlU;})sxk9MEv ze=z(+e_4K_A5A~2J(F61>F2iNmQgO#&zR>@aqtbyJz-hq#4lj5W%7B6eMS@Ic&s}u zYNsRhJ+0bFw1?={mr@n*?nkdABTPG}`4t=eRD31%qkCUTqXjl9ptWC17P3m%O*_Aq zQUe!5Q8|N*k*(*E<46b$O0}Hu57iG~u08H>`$Q z)mlkDqRLx%{Ww&;M57WhBT=)~HM&Znt!8-HLRvimyNXk&S`BE_*1VHW>kGid{j4H; z4L_gh5QqOR?Lf5R2k8?2Xrlffr6jwCBVdQK7FK7~3V{j0&*>6$!Z~8_Qg6`FJ?Ejj z&ig2VTc?|RP7maB^z(Tb)gMEiMvd|;XHvt=Rp75Gl%hc)I3InKE+90V?)+1FuF$!6 zO?0mN1iC9a_KGEeTED=U2#D#@zrci3<60xsx>g8j;TNd7m*~W+mJAyHRf_c0yV>dt zkWm7EON1NsR|tAwt)rd4f->&_Fc@F6G;!Yg3Q9v*8>HqNme|b=<<+RP#P z6<7a#w%7(7NO(9GS0LSm}cDnAV4ABIP%PcvRwmZGDSe{ET;c!dY! zz24{P3op54&^+86j17| z9rQHUjB*)jHpx|d=9%;+Uk{B@Q&|rS)@olExPc91HZpYTZuJ1nzyd50+lw zl5^86Pl?ry;tZ3FdMG1T6^3y{m+1w?VuWZ|h_yi7qE~BldbQ5y3G(>>A>Me?MC`MH z&audmzN3(`r&_xo`OZcv)hk4{3qVv2KBV;LkCxMPqgDQi8?T%yIAi@}4boO?vKiWi z^i#ykU)`S8@RvJ+vZU}6By_)VwQ`I&5uH?T6_;x1!~j{wI}Ows zAV-oG*TDSqvn7uD1ES*xcT17%=$gW#_=c^4W>AAPlK0n^Gk-z-Dv zPr-7Ke32Vab_Y5DmdEveMU@&Ygo$?D3$VC12i05)zN8y~IFdJ}@1p>q(8U9Jwya$k_OM#x1l8(X6v)Ui+~zYNv>fVB(x zEjV{PicRabnKV5H%YM&6a}YBS*zBxH`d$@fUHAED6|qf$#n-FOwb=TBbM8@Co1-8d zF~C2iGTu*DpO`gZ3ech}`0#VjL<=OCz+yUFX|3Q<+Z$Y`J-7((br7{WBF+=Yv6a>% z7SG0hp)0Uw4S&DTHe*o);XO+5yh>#z8P4h|Yc1qi+1o)l6X?{4#kK$u@EdXdthNpy zD8*^kTfxEhFa)%glKuIFAR(xV#v);jEKEmDgSb*0w+bm{W5KEdLSAkI-IpMj4^Jg# zWl5bL2;DeuZW-bOxhSG&)tj%TNaZ|Px}&m6+=ZI>D(G@=>vCM(MAs$CJ9y91&lR<( z!D#j2Jd@u7GltRH%@X6I)POA{m_q0UpbXWBC6*%4yN?5n?J}b^j|6BfKOQlTQ}fk9 zE3W2ibG#O)87GvHhr`-wsBCVMV$u6n;JC<8A3e{Xz@UqKKm;;JQI_L+83Q~xUeCh{ z>>flafts`rXGrwW^WJ(>s((*_=lmnwuue4O{Cu z-s&^wYcR;X@#=>#wT%HKlX15WjXk(&hV$xj{P0DOzw4LMQc~4z=FkURL3E>n8 z25&!AIhFq~PRohoAOMEGD>oLj_;=FeJcA!^^9KI~Ptl}ceEhA_*NriK&crXtU?PW~S2A~B|5T!@78ML85POMd{z-)yRusS@J=PZF7C-QnY);o@9 zMGr#CbFSl)*ulE*2NT(8D=){`V5PVpou6*?Mw4m#Ecugg9M*TiIjenJIn}wWtsDkH z%slDEY`Kj(cLi|E598-*_W05Y?c{3QTk%hxPHZQ~7>{zsi6qmw1ZOS>NA|kvExgKe zw1(O$TFvxjJGmY|77N?Gof9iseISZ~f;Q_QHwA+#RN3lBmWh+8t+I8uW+ysBhLQUa zwFP{FXXZdVeu;MJD3=Eo>Gd7u4R|R>vpdPv>MsZVF;VL<5IKX^7<&@V>Wa3j(D{RA z*rlh&xS|qkdI6KVOE(X}cV#fM(db-1bNx4Q8d2*~tg~ZdR9NG@+)0i=;#`c3P;YyrZk`IzqRBKtx>3wouCyiweSyL>}Vt{dG~-C7c?jQkgfPwC-Y zxiJ}x{i&_1Twc4xa~w`xfKscTBm)M~Ze3-Y4vYtLVh`ay8^E&)!rjrX@-l+KKq9>- zv~E{5w0lokvJHHxfu(#hi+qWk27#wfDX+rl{a5k}I?XF4YPmbKWnF7+iu2^Rz```6 zp0zI;M!WWsvoZMc_N#C0Ld*A-j&L82p{&i`3U)fAs_Lav7aZPui zkzVv!U)iciNC*rJ0K%I2jjSn(sK}_|=GV|f_mkW6@o52|v8dhHs>DD-xMzU;fTlFF zhL#+QiicDXOV0*kXhnFL?okmD=J-&LQm}%a_7DvyrIKaf!_WagN6(d5;iyDk4wQSz zQ7M6Qv2s0%vV`Bq0VY@*>#!5qf%-IlA;ixt{s(det#%F?Bm-Gt9of14Cm1KxfSNS0 zxG{Yp`V+q=cSS?p>DUnjZS)NkVyiup@R1d*q?X<2DTDWCXk(*UD;U(AqC%YQ1lmtR z2BXNxT2`afE&L$VS9&7DYR54?^mT@HpgBlL)EjhHiP;-yUA17hu^M^h)r1o`Zx+Z8 zln@6FjMg(cSOe+3LOF9BT&sb&MPjydU-G zt{iI+y^~{2R(?X;)gzP@(!rNztlS!JHqa3rtszd;IJpktPr`tG4mIRj15(Oossqha zP@sJdHy2yhc^SFzYoG((hi{-g;&IRB4XU3)#;n@f%$0uV6ISaM|C0xL_z4 z?ETJ7(9jE$3DUy+3Amo7b5rP|sd6phGtU#y8@-t-cOdEH6kQ*rf;Kvp9Hh|-l?9gJoF{r( z4G8uPb%#9D0HX%1Q4}dqDoI~@wh=hUO_(kxA|)us2@a6oDV(Qg$S_)+j_LDRGH|0n zh_TsnI(kS8XUpU89|~&zSsnuBKdVvR3AJojlDLXe|X%WavO^lIKBOaVkk{ zHyv5711U!{OCh2~b7im}0q2;3)|Q5EK3fzs@oMF8Tsf}cS<=)QI8Q!-Q4x(UunwT@ z7s^`i1VtHT8HnCqdKpeolvjmOY)PVd3*|`fsbDs_=U)hJh9kOtq1+PRR#M9%*`__p zFM!4GM*CcYm9n(*B00E3O>lGm&7|3Ybi}L(Rt(f~TrP|^mLrkVE&wu~roITmN2>Ww z^yFY`K5&}V8e;8i7{ZsBgjH$+Ev}29M4-EdSTo}9z-GhZt9T_M1+FgyBR%jKT!+-} zfjAE#Z$u!@YDiNJj#ViP7E%_D(L3u8wI0TvUk$=Ylxl3}WzOifmS2q@d(zku*2cQQ z9{f<0Y;5mkYT5mnC!I6Gx=ULL*35eGbrzDrh_6V4SIABH+yY?Oq=QyK`*)vqUn$qt ztVQZN7eI0LyYC(iJ+M*^^=o$;bKw2@t6$hRP?$rAC%X=+?=Gx-q|2m=Rq__PZxy@? z@Q?{AwARpHM5$}=aKu%i$WzIs(vqv?axe*6S7;54zl3VSN{msMq#sWnf@5v9mDs~) z1R7ufqShkRZyK45hhQK(K^_}KcwyIYv&T2Oa52@FBIhtFjTp`d(>*W-DUPDK$mzSYTT5^Nj0Rk=4=^NzU_yR`_ z8)ccx=z1E{q>b`nlr?RWJlGarx^!acr@5iHZ&lD_uIC z&fO#jfL3AGCON{pA_;`?LnWXHy$SILCZJAD`VnfIWHnhKEGVpc;{l*wf?@UpB`(Bx z1dktaHwpFIEK9V)X88&qsvuk_HE)rVc?mWp+Hi~99+hzJ+9F#q3a3}M$~)-vZE{=s zZks$?={hFHb)0kRcKI+?nqk`t9}CUgC42D!u<1wp?Sc`x!+CI*yby`+QSwpz5k2C%s`Ub;({ry}0YSX@z23CRKDl((&nk1)8q}m? z?mQ%S)agdRjIu~E6xJjHo7A0w0w<#V%Bmr+@l%!mMHJTm8Vq~S0dvc8ZVE7J)V>5} zPPK+Z@R~FD1YSi#x|z>|{(l0lQD+El(PuQOJ{xpggXq(J@+vr-&iF;H4Xcj7{UYC| zr}oQs%|uXwLHjlrmEXeCKlaN7@=+8jXr;;Egfq*%wLmc_twqCCx@p{Xybjfwga#b; z>PM#?kgJs$tg1XhleCVstsV1KxCJfI6k#^fo&i&p-9WFfh|epZ-EEC(uxbd|gD0wT zzJcQotiy8SP?dS$zHv|nwkJgQ9+YDu$KVP@sOBgLw|j>xn_ar>O;n)}w<%G*pEGbB zX>bLChdEVKyw7_ky3OZlz#%!svQ&|O2{;?EYq4V<{NsUJL5p7F0gh{KL++f zUD@$oRuKXVEwly$^WQ;d;X*4y(0cOqOGbbxXNeO;H3FG5#dTt+7xB<>;2@yll>{;v z(M5}_BLnXt)J$^nXbcbR$G?Ex^(G_&iENyT_q1@8fbsf>?C|^rapg$gmQpR4&muAm z)i*kaF1CVCWSa3Mja_Q3MTai6_9JCLBFmt6m6t)kTxprL0$949MVT-mU1ojZcS-S% z47x%*)21q8!K2*ehM9cI#o-yq*QKhHvW?$?ui_~*;v_Uc4~hDMH!VCVmyEiL%3MaB zK7jQ=ty&ww2j-_X@4&<-ETObb|98Yvl6D+Q;eNIXcmJf^1&l*?Lecn{HasOa@tF!M zUA;r%`C$EUV801V8i4||33S&fxgt3PX0hnB90z0Igwygse1oTkRaPTCc3KYf*#zr3 z1xWlAArVP&@b%GEtUsQXkD;B;{b%GTq-i0ljNZO$1bd*#lYToZzk!Gf+$Kz>=}$q0 zg=s@J{c=uz1_t;C=#%sEa8>)vvPUsDob14~-vxPK=v;3IGhmsD{8F_Mq(|H0Z8O^z z?=}v>#$00Rw*%k7{e8Y*pSrbtoaT#iG6JXLhL_|Wu-@l1T$asqcIs& zjhJZiR_k+0Zps(%Efr1MX0_8lZ^~6X??8meQYZ269yD-=H509)gLhct@mx>3b%)iaxQQygmU&N zWw*66iREG;WP;V7L~s#w#2#xbig9k=W7Q(yCONVfMtsHhSz~DQL%9|o0X&`&&L#V- zS;!-plQ=skb79~B9LyExWa_)$Dx;D#Wxw?<{qzXN_#c(d){o@_u27#<4q5Y+`xHIF zuoZz(>ZwE4;vQR3FnA5317r_yO5g zqyYNcVQX2jl~e#LNV%P8_z`Pa$3e6a=<_dguTZ6JNSchI=OE)aWZZ^~-R^O_aI0EC zHU~P4aYwBE5vdQ%>xyI6h7gdX#W8D=avut9>~otdx6%3YF>6_bPSNYft+n%0%Z|jU zuyC^7qbg3}71%?pC_;!4OV#Z_nv2`D9t=y)5Vi^f`JVC$8Y)~N?zpeO*5`K&cl-@z zEyEQ4I>F_ke*_IP@J|#9i>5W-3jBkGg91N~v=hb};l}|xh2AZMEO9-!2nFbbAfE+@ z|HzN&zzc<(q!ZlULgUdZGK0Wqng59R@Y`O(Cy{^60ez@O;|s*Oa7|&Pnm@*U!$JxE zljc6R6j(gDI-+<4O%QB4VK}+Rak~V*1$PYt7Ya8Df7bJ#2zN&C8%bZEumB)A89<|_X$Glv%o5(6E-0*33d^ijzk)R zs2L0K=m`J2LICQzBg6vF=O!8O73%WqF=<0Sf)mv|a+_9rEteJ6`#u#W^3K&KtyPe2 zo@W8X<5-4t!?C|^G`;&qerR53*r&at>yovI`;{1mDppv(sE^|3_=Ae7&RC216Qt5z zFFNmxHO%NQz_`qZg5MBqg#^GFfUyL)FdaW*jZp?eV3y!Z;O9-Ry^|~QZf&@;+F5I9 zmnuBty}X6<6ZnZV^}O{gef2>uD>k14O*t6}6Qm2)DA9Yr;1ltlB+_vgtR-FXi}zfx zHt`IGa4m2tK4iU1{VfKA?)%F}IY7JzI(u+^kAc_}vV_P};e)g5C2Mz7#(NZJlqcf* zc$5~HQImb5c5%PqrO0$uVR31{W4$xYahfT}F;{77u@QaXEduDiy)x3ybE6?j`6oFu zvbdp=QnVgL{yfkbh|1wet_@?Z4l{Z1ao7h=qXD~7BUAI8$TA?cqN$#9_7&?=4xC}A z6*(mdmu+g`t_!@e0*f2XMoQHtd#u&tkFszzZhLuNJxZ7g!f>i)a&)8 zkx1$7VfKuS@YV!5LSr>HL69P7&s)|Jzytc{Eo-D%Cx-+_*#jd&qE)h8l4XwwWpq-s zzkdKtyKOB_LJ~q~&TZ=vKmWi0n?vOvY;*Vp`fIdCli6a_D*d9Og2F>-jXT!0;@uME z8q9(v6?%trBnMUt=rA6L2Um0VxvAh_IvJua9P-#i&g+JAmrPC_P2n9WAydt3_@99` zZ7Es=CR|g=TCxEjzyA5bi~2}SaYSL zL7DL=!F)pd5S89S;(Z0*$2@eynzSUXR?rK|`9vj8hj4=h$h$LdO#Ksmf?>~BGz$OD zzvn+dwkjQd0m+6FSh~k;;^J{dVHY-z!h_<@pwdUlB@}axP@;0YOFpXgO~>In@cR;* zyX+=8!XdDbOvFfm%LDm^ODpC2-its{`S9T@u#6M;5V?}%__>K&gU>N#!c;jnuh7iuS6LOxnP zm@_Dqwbfe5&pFh?QCUGYqr=YQzK$|3|B<6k5sYmS?m3*!vpV{aZJ=uM^>b7L8WC86 zXzAyO^xd!3z2yamP`tR{Wilzc9mb-#0jSXFY(K{ad_v)@Zz2Aa#S-PR$YWp+tct(?323$c~!%UKsCpScYSGgl%tmBDm;m&r>`gR$P08j zqa0pDQTY`ziBkl6I@U2G;H!e*d1xKd@j~&&rF6{${Y8|Zu%H@#*o=^Kc$~w81JB}H z*bMsKNWF405*{P4ybU5Gyre-if_^;HxirBskOR|3h}Pow8AeP;sI82{rLR5aTvf)w zA)g-Rmgn#y#aXbV3T$2LIutd|1JOfe9S!lI3Dhsekpa`76SRMdqonn)RwF`yo$*4r zBv=Kl;34=59fi0L@bJ#PDUL^&D^`pYb1qAFzyjv006zo0SI%Lglzo={Kcm z^BJ#Rm^Q89s7=qDSNqVL%^bCy)ml5Y;K{b({Io2GBj3+a%>7qCli|+M3@`q{@Yf{_ zzr?x`8B7d=SUPI;naKmR42N`QIPE&aIS(1GWamR$o-q0FAvflu%ib*E$tH$x&$|)x zxeWCS83uM>7|(71cL`#0-){^L$1%LqfZ?lbH4r89v&}@Z)ng@_ciK-e!jJw;7g=0n9H} zjIVfrCDf_Ku&IS%hY*H+RxzCTk>TnLh9|x-yi@2#0hMRy!yZT&%W_DVpUl#Cu$&UE zvhyiao88whrtp~RK0p!Nkzoxr!`U7Tm(64NhMh?ClHIbH!m?8Ao66*OJKU(O;l;2C zJCAbAMJAtOuRx^;cFQVnAJ_92E2awS%n~A?8oA`8kqjHM!lK$d)-9{elwn9+hT&|# zx{j8~Eo}@3lxDbK2*af;C)K-NF?k%8E6DJ*l(wMy7o8ien89sgPMt^Y;!{C|> z(*hY*ti`bP9}Ih>G918i%zyCr`tM&fk?oin%y9W_hDX>9`TzdOEeE8r!W2-m8k6g@ z`W}#pnA}6jaGbz!`EiC<8ZrFBYC)jsJIeX2VF^r5cOMX#%bq-NsL13yB^bUcVEBcV z0h^AMVp|$3jJ9U2-TQ6*_c0vB3af4UIVLZ^=Ek5{mZL${+4X|*TU2H{`rKkzbd=%Z z$qX;67~bmW#$Zy1q4_t4H4_<*IO0Y-V(;D_TfpRItevoTs?FrytQOcuvIoz%?=re~ zNIITjZ`P1VGuJZtcrL@U?HOMBF29=NmgUG4hVio)R&2|#5i87c8`f*ey<4#Kk(U|H zb=R)^V)Ff$?gU4~JvSEjd&@BDF2fq18BSv@TJiO)3=}`mnx+31%kXm-H->0mG4wda zFol(okc`Dl9>`u%i1P!;Q2$EcJ?cphsR!wXlqj}PB@o#8{m>VNnjt=tI_ zDppt`yfKrbVi?wZ!?2B=Vb}8v=ddyov6eMN5l>keiVSBLj%?|09~aqfEW@qk7+zEIg{mR z)U3)(Ubm9rwTW(wR^(rBZ^RrM&hRoT-7%k8VTl#zy3=F5x-zt~cOM%*fXRtI4Aa{& zY~aVRYbwJziEfN*ZDQE%DZ`w!+;W2QBtzRdhB3z&*3!8#KcVG3mN0@9qJ&u-ljk31xQexK z377Mje19~|oUlh7A39$wxNo4go$<~3TCklzgV%-M_JaCzWDus`|O0txTO2QWF0F!$x~C9y!sQv1J~VHrmTWt#cvEV zPcZDj%1oJll*zMl82&nn;k&`C{+IcaWp!E9%DtnkmbF-AL)~JrvWrWw^j*~$K4MLD zif*r4P6>23rNvS@N=zQbTEdjMtdOOwPi5(QS1^3as%NUFhSk5+R94MWGwQhyNbOyn z;m|n@*RxlW`sWh2oThlf&|I8h8v9*Z4R%~w`yMR4Zw-cHYz!x}mNaeE5GMcnGvq(~ zrTxyTU)t9WZaE!V2G?JDgOLo|US>G#XNHqmrbPGRZfVExI4gWr&-*g@HG8GiiXoSrU#yxJ zE6vsXTDlLYCV4W93S=11-f^`GotfOU8pB-HwpW{_W%3r*OIAC{n)GVdM!VCi4`chQ z?_@bt{S7PqHDuTE`NfLWNEX}&)@a>_VGs67Y7AY+zej5eA$H6|9Zn%b*tZnwf*&{ zu_A(K76~`O6p{X79SWrmtIWe&$bxe?+^n zg~Xn;MI5`~78(6m`qWblm#|lu(JJ5JPRN+U-bu!MmW3JTda?A+ciq_1Sev0UgW+>l z7Fr!(Cu|*A=uU6Fi`_tG9acRv3)p$uv{~og-{v`cfGm-<6IuC`6}Id$?8Mpc*ps#^ z#V*|L&S&=z+mG4n#+);(6z4oV;FdeuSas`|^n}Sz7r3!g^=)qKypCu1cD5V4bYX=& zmuzqdh_5_SH`f85;_wN9PYI`PZfMOa_)}AwK0YMS8K4dGCrxU1%ggDSYqJH{$ZV6{ zIXEI^K<74{qr+`3hyip#41?G~gH$S8&+NROw!9A6w$82}*t)iJ3*CC;^vui2&9=4c z+M|mr5kisoNT$0Z;)JTM6RK39ZQuM}!IF#&m8wLfO7;JE7PvB;8&3T%Pv^Q`$6h`2{%;@U zU#_R31Ap%kVN$7*-S_+N?y%&4bBDIP%ud-X@7iX!%k0%TkL4klwAQLi>nyA8?flsg zR=|<$+$?9HPuOVU-df=sc3WkEw2YD^D?+As?U9+64Nn{s86O`N6C1tdYiKPcEs$b3 z+WJ-ZK;Hc#>DkQ6COXRymPnV)DALd~HJbWUoktj~qECAk>gPP*5!M#dNbj(QLb^(& zglK&0y~1o2!~e;t;Pl{(WL4c>nYnqrx|Gl9k<}|Fues|kR2AKC<;U&x&YhX4f&P~=sFZ(iH&iJr z^~%k1btOH2NT#<6tA^7$8D*-_mKQ@d|8qQ@&_6fBqA8a=1DSHl5WQQ@{M=&Z7!r-JqXHga8!{P(`;@5|V-et2ML zzBBV|nccee=-M}@3pA-cZLX8LdqdX-o&UN-WTSQ=eM{UMJ?h@5qE5E5wy4~!P7OLi zlB+xG(;>S@w(YxU%V7=sKiBHkwR6ARu3d66|L!B(<@A6~r&CUDTL?YeqfM8;E(bkV zyXJjcWt1)(YYVmYZ5adK(8e~mMc7=MeKX*zeok)l7+YW1s*?k4f1S=<^P0ntGN3i> z8*YOm;pw9Xh1*n>dSrIVc6R~Ll?V5AwXv>e2&S2>ehSGipV>L9S7&%wcjxub&Hk7% za65nR`0K^EN=Wl|;kFp)gX-sW>DD=?T|bp-Kx|}GLQG#Dv!Fdx?)s zh)YaJib{%2NQ#b&N`zE)Wd1*g#t`Z#yr-w7eB*rGi#g>YR z`hJ<1NVr5oTy#QG9DK(nl!EI-N5&>5luC?Bh=os7e5piNVpL>wQes?mTy%b^SRjIn zj*E+9Hws6?FQa4PN=287iiwL#a;3+>LnS4`j@a1PsJPg;nE1aAPDqN6F9p|1N{o+= zjgO0QpBgS!Dn2?sDmE!TAv!kE{alT6@;bP47<%j8+5Z%~e8@&9oKQ*fdi2VI(wF;V z0kr*7WZ)gN|1oRoXZOg-?%6yGdf$Iu&i6#<<8m{*cn%Wh<2#D!ZzD*Dl>Mq1d_xa6gp&A1+OcatC_-T@~O)++}S5D{Sqd z$U!L^(3eIW$+hGU2yW*pVC{qdr;;}a?%6%WP^lWg0LYeU>j8thu3aD>pde-Ujp&`( zxfhJ_{&{*=#ck_;7F%1m0jVuyMN+a#RX;nsZ9VsIo5#i_WF+T*FF`D=QFc~d*B;H` z=rCI}j49gv?=vvzzso??zf>UAKV_Ht_Z@A?ub9=LYlECFu3>3r=8u>Euk}c3n~|LH zZ(ng{CS(^lFhxZr#mBV%zj@pL+-#Nq^1A=!ZMzDAt1)to!gI6x{E*!}BO#OFej{vI zStU!B@6Z((z~ie1TG@-Qmz~DmJ#73>uitfa{k(piv!UH-&><(Q6BLv0SRoU7o3?}g zn?h1AySb}{$_Tf?R(sc0Fe@_b`c=DpzdmgIeSLQ`Lt~EQ`ZWEQGWfr~iK<=xx(V1~ zH$m%e3$^^v@f3`!YWz{ms%oZt&pMRV|LRT~s8roDvpQ$zmF|(<4)XDPFAK@P%(LB_ zw!-#Lae<-fzdN*{bMUi}Gx$GU?SH!3|8%wg>1zMe)&4zJ{ZCi>!$|9Y-OK%_tNpuI zc6YU>a6XUz{d`#bZ_>e8%AE&c*qZ+0`u*B}7{_mS%69{_ud~~$wza)O2^KYj` zJ){0#&iOk{$_=Hq$cQ@bIltz|6VrW_do)o0kV5|td*=dQcU|B8rSy`dg(fuVz4Ww& zHYw@JxnF>m777$-prr>bgkaJ%Eg>hDCMi%WJD{65FQawZ-}Y>d>h^fQz^03nsYTt? zO=eLy=QBk>cbA)cHuv&z`n*5C-~WGdZiN=bJM*EQ zvKAG(9XN`%eQX3xGAgTLd|+&RU_!|81fCK;K?0`B9l>19uFJ@PxIccD!en#6}t$QJNcGWa;LCy@PWKao;Hs8$XxT3hi?p~B08aed|+ImJ2DJO=*=GoB;GI{@Hs zk8-)E(<-Bs@Tl29}O*=$JrMV)YL%7`P~+KI=r{_n9Z;4Z%MjW zgM51j`*E-A6&jXdSs6)tJ}R^GTfGsp`G&nS3)9Y`9oD@R8tyw3+A|O;#uxe~Li*-s z?~4Ll8@8I+?~V8TH*iQn1o6&9=!#qU<*7IPk9ep}WPwBA3cPCipxt`X>{qvR?-(rf zV0P*b`$@@dFK~};In(#_^xR$3+g0$qukx*(vAautsY-uW#`>f@cbDhwif28CS(Uph zTHx~2_IJsT7YSGRyHfJwoyy#@Y2>Q{lA9MZ}(B)%UX**wZR;+CVZ`Bm!u&0 z9vey97X)uXSs1>BizYe|%AEqbHDFtEUrE4plero$*c^QX}nvM8UmXeUsyZckQ%}D|7OJ4fXTAPdu;HpPHTfFAS}`+`D{dW5W)z z?FRk7{o9+Hc3ow9pU*yH?)k!odQe$p`p1U9ui@$PY!CA#G z`PY1N{q0BQpVQbNlH|4xp{qM%w23^zY*@a~4f9QG2{}AVKY4AVIeE{vne|t9Vq3== zt~Lh>+geTc{zG$hxBJvQc4XTU^Yyj+&o(1%`)5bIYm49GUyJa^e}sFI_jWzitoqB2 zh31JzJLZ^gtldA?KIGWn+|+2EzHI-TQ0<$i-(f;u+P0`JWmcKHfz=w;x$la*_7G3~07v4*Lh}A)1A}InaMe)NFoLcyu}0 zlDYAN1KpfQN2uajbMKqmR+yiB>7sg*1YwRX4%6A>^IhxB6WcF8+dTBq{zXjcZl?pm zk2}^(jXkpQoU=^i$hz0m1t=e&{4Wm5pIFiHn$`0wNJpAeg@9NUyLqA6w_rX1==fQ6#b3>lQ2)}ozf`x^zt?QK_0kpQ#~86RmgNAJ8abbk2@YYUpG6}!XlsWWfUaHe)Ie%_N*|&z2P}$!Mx4g z+c&+|d}_u;bIfzk>~1o>f3xXqbLq3Y7n(2E@mc!&yU#J3zmaV+=lmplcJaD;bMjbr zj=BF>_8jx*HJcWiPhYd?920qF_X6|8HJdujTfVW0j$kI+Y)(A8o4IzM%+5ATuiLcR z9RKT0X;a@9{^**Hj%Y{6?vBu|j*b|=z={v^E1%u$e|EF^a$lInGpq7*&Aax57tIuO z%pdOwuiO<0$KsiIA_Ei-hx7q);a9mJ+-7i z{Ixps*?-&AY<{>myxP5O`9L@_4@W8~gm`AT*+l9tT5RrW3OAc0pUcinpW6$7Op=W z;Cg`TzX-T)j>kIgHvc*pZZW4TH}0Erdzhb2ej-zIZjTN;WV7r)IcK!q+_NmUokYGT zLsy4P(~8kK=F4l7^NuZ#^_$~YY&c;~Y>17R$KSJ!S)kwC*D!M{36tjeuB#WCu{FtM z=3inX^X8C1iGny{?!RQq1?C^Wee2ogtta*_OLQNez-XOt;c#V2%KAHSaL=Hk;3IoG zDR(+>aIg2T(4Nr=(v8ih!m+lxJ?1AHV@u6j|99J>1>HQF%mY96Tk-zu^E(hBow3#C zo3Bn@X!OsUyyfVPvYD0qKFrI##P{Jovgi-m(l1$pmyJ$NlHzMqdyC~d&D_J!wHt+B6Y&5_3 zn)u1Ck~{hPZa&1=Px7}wK5$vz#Nb5tF4o6u5ODA7`CSj<0mTRTzw0^v?|P2^yPo6!uIK1?Et1G+=_-lRo?@Xdvd%MEPbqMAJLrIX z5L;Zx2b5S`5g4ZejIQxFRBO{_)%y|)3ic2}dvppA!k!5%`HFLSS$90gI|6fFC^onx z6xy>Z6xvOgoZmuJ&>Y|6emBk6A8IkbABycf+u5>Lk96PAw`b7IpSNX&Is5N!oMWDj z#-1(ITK!=Z%xJ^|Tq%a6N`ROy`8`wed$#2FXen;`C?Y)7gDj-4U6Qv zJn+;^4yvkVyu+1Mj8osRe_)ujByr|}y#3W3bF>0dn}uC5oSS|2xc5xNsxE-f%lqjr zXncF~6*ycrT{YW$_R{=f^T1P=G?+p%c59(X!dr?Y+|glw_Yl?o?oqJ)-J^`+^#G=L zz5lz1CdKP{R`GiOcRfFLj`xLb-~%&qLG0CqsIn;Hp;$~FCgD~z;{J~43;rFmz9;)l z@tRWnv%mW{*?-tOb(fE+F+HmEgJ{e@+<8Tu9Ua>ylwEF`Qqe|p%zl3!Sy$OunD-3!ODxTyJe#+Pt&BbAfr?@87if*sD_Y_dT&G#!sA|1V2fBQv9U( z$?%iq=OTVC=I4^BCpK;T*t)vEHPL6=L+0CETbidnzi;CMb>`{LOBR|p-?nk!tntxF zWA5H~(^S{s#@p&o@6zGPjq4h8=Y8DC&nA8@eH9*U1GGKYS(>krMZ{>x2E?bTCP zyuPc0se6BQQ^_OFB5-V;|Err8O+WSYK3c+!jaBcBHAGM2ai@K6Yt5IKwl{P=Z7%z_ zbxX~4AGoE#jD7r;X0tvVpKCt(u`8NQ^t?ALHoyG7t|oKjeO*K4*PUaU-rv=wF9zTK zeE+gm+V4~p%4Y>eYk71&5zXhu^Wv2+Q2ya z#P+4;?EAa!US5QVTXh_h@@ka?$jmg&fAN}@8Oe6jeCMlM%*XHVYBOK?^14N4?4Fxu z&r4#NM=5xZb;iNW|Fe6k>HU{`S^R@t+f4Jn+`Gj7b0#sesJZ0`cNRZm{8Hb)l5K@HX6;u%!4!UX=_TQ6UDv`(ReIn>Mp-wrTNI;UwgLMf3%CtmC{xS zI@xzV)OFEp7wa1V z*j6T0{hUX>x`_@fU%ab+>NS7ZwXV**?cc6gQZFxs{y+7mw{>l2gnjz5W^??t>t~tH zV_kFGye|QTe_icg&E`MqT5T>n*7c|6I}JClF#q$n!snWkTVGRe3g5Y8wrMk6|8BnD z`ie#7(I4%uH`)KVwaJ8@zUiE)OMkPAVVD7v@tI@5WXd^Kz+~V#0h4ho>Zf2bbI!W& zz{6cr2Ohqzu;$qRj?QCF&Gik9eZzYWI!B^;=RKE47hE^}ftPN0!tDHEA3?rvv&@>!$OQ-V#(fRu5f>&&XvBMY}H?8f){`rsIeE*tU#`_y7+ulLXK!Tq;Q zhW4m=qV?~&f>$*I+CQjD*FA?qecY=X_L#npU+XWcVugmpmHFn#@=Y_%{eAh_1-stq zkYMo+O9=qY@wdfiwN69N z)m6K5sMyK+3RwH*SD%A{T|Q-(>fvPiE+6VNt;aVuoAIJ!O2L7`&iBb>BGgSuPt6hjMBL)jxSq%PPG} zjX~X(v{}1e0X8(c+%^5QP~9*=CmTY+79;VDK=Zbtn$zxwvIO_%F3LaXD$eRKycX~W|_>MkMF?!&kBVawx5fFes) z+hdyFy}s4__|tnYn7{dO=|zW4^kaKBG<0)I4?6V*v-1a6hYH<1rbpdV)ijjA)8Ir$ zW5eNX9idygFYg;;3;C@B`N_VXyPtafySKgSqK$3a8Y;eNXsr0)R-$xDq}_IFu7P%R zp}vWUgK9kGUa(DH6H3~qZ$`}D-8bA^cdP0B#PGt6HsXJpyFb_wxd*GCoYQ@W+i~d6_J@{tAFST*jUAy^Xou$0j}0%*oaPetcZBw73I1tTEW!KQ z2m3yjFu1n}_WhNM0P0tDgs#*ot`eNDYPhnY@k$HJs{!U!HGz4R2h6K1F!zS8yfp`C zx%^5COD7zZVqJz!U45&?qxE??N|iErhexm7-rv%G%E$OmLA|!On#X?g!nNkPcf_*M zczIK_Se&+JRJ{7_<)CgFx#jbrB59f5ee2q#YdqSAJ5;kQ^#TK1P2bKtS_&gP4@_pa zyABNx53rI~4-f!W_cpiO?(;{0_!gMjgm*!|7t-WTh;$pbo(?^^wqsD`v~ca-uyv8& z*e(axxu|3pM?bV}5zXJW4o-~asgu_}t9PQj7q z;8!-hlKSZAm&(SHu`KD0v1Girfd+!<4E=~Qu|y`3)!(UJBCZ!w4joITBI#%>lSoGr zsZ=bL?hRcnx>V0W{+-TJeI2E3VJ4F3wI9c#YD~y;l96aUPNlYPAXUA_D}-aGd_zHB zWs~u2hKlS=EE8e5z3$ENWIRr5V6rpg>1ZMq?X@eV^ZMKl}b_|qJ%&d@=odRY!nYOE>}PF20YuF1Zk z@&yqKF{Fr9B+RX!B9%CGS!RC0FTb(0KI~LOsc}BS4X_@3GC+;I8#6x*wd>i z3u+1i@9{Myf&H!;KXh=lSz!TgSc8vfZ#DTytvzT9rxZ4|1PzPv@x4$KGY*Gq%NYrW zYKDDE*65&6#T|8h<)#Xj{Zc4aOXRwPsU^osb}+qxQwp(&YU*l9u*Sx@(;8QwIri4I zYuXwcCx^#wME7wzhMGBFP3z_oHj8@1CFZgJIJ%&~=|!@UXfzd#A{WzES5$8N&|y9&#~L36?HZXpc7HP zq>Hm2&lkX7iWsF85m-ki6OSjj!@@rjMafR3;({u7X0!f1>>*A|X(M?sv`k)( z)>ee4?Ft?RsfEF59&~j>!EHDh<6+52BpU~C(*OlP;EFIV7R@>Ya&MqJcQ!-WQks== za=gNV6tt&DINBPg&AB-ga(7gtv<{i3;AJ@NAXJIb>{u69Ahbn?N_@7*Xx~_Y&mQnA zh&^5KpotlATGWmf?SZp`+Aa2oS630cMP^Iv)3k2aE}d0|L=9{fG%K*#qpwPA_Q^43 z(Rmu1?Hep0IG!?W79Ck|3Y!bl=^tFdhyXW@b6Se;CHMqnvcqrSmMinqXvN)a2R zv5+dm>mnJK5xr!%ySRety>lz0divOVR~IUX-qK7J&GSn8Y)q?CnzxUZA=k)Qn8|Ux zh}Pzo=dp%G?)x0APu25H4Dawghgji~nWa7eiP2L3Q>BNX+(F>Esi>K^?ty6ozgv&S zo9;j1E!N&L(t|1_&C;TRRHG8socSjkpX^4DZcj%8Hw zB`a;+7RuRDQF|$6OGRP(3IV&EDZP-i^?D$@@-_k%#2fAy7*{(?uR%zOhr)b&>DHwk zqeP_!iHC#^mU;4V&pBn;Q7(&?wjBM<{8ID8*d~T$eJnQHoZLdK)Q(?WyT#=HD!`;Br`{18KA|-JASQ>Os2I@l9M^mFcMy|17{ug+1wl+Mh{+ueVsgajy2}y)f|#6* z$TNIPqkt+k?jR;-m9g4UzaS=8!^P|1Rl~v(9oKfr6Nv(hGu^-07si z1Ti_QLI*Lq7s$p5VsbA>Oztx?5~T%j^>wBHVsz$Zqx(nmg9oX!Vsz&8Kg{9Ik=5q+ z{^6R1O|!2W7#SIuIIGV4#XR((v89*ZcUEb(K$#o2eDDI}F4ptomlpYjb6f6NyP(Hr zER3uldFf?yu3)T#S5DWjg|2ss$%g5(rpXL6h%H{0w>9UMJ=|OVr2NnQW0`-=^K$q zW^AsQ&FD!-(c&g+G2=0^J;`<<%{ZCO zkYeiAPts_L^wcDajb+GLEbf=`pEz4m#Shu3$}zss##=})C8sv3%v2>@>Uz6OHbqV< zX)I~Bk!8!qcxQ1Fd`!M9dE_?rpHxjRxd+g(EoH7MSK4BQ&Wyb# z(zrYmWM?Pi5$e&rHvl4DS76_qfHGd)wn?*Qaa5v_EzJq(#rD+5#|80}x=k{b#Vr9T zrqp6GZpmM!x{cfX-I75HC@ox-V{VfZEecV7l_5hCw2EhdV?n8N!is2u69hREV3D%M zOVSxxIO&KHQkhvYGX}i)PJ~2nGRWf*dn85pM3gZZ0prLdS4y{X;q?OLSaOa@QmW%n zluKlOs@=_7xna7n*~)U8WmKL}WS;ra(86r7=-HM=*GN#j(aV&11%G=bQ!4)+Fn#+D zEm-K~C)Zl3RI9Q`Ezp9{sGir@>C6wjHQ87}{Hs7w<3i{WzgXU~78*$+vAr_Fy} zl&oF?RTW-3Svj`)Q!+!61ReALDVZT?Q$gdWN8%KbygW2+*-i~iw!59?%7s$4TmzLY zlR6Ww>^;AVD+8b!lHDfJpNVMK<6ls;R}i|^A3K#~M@kf`#e{BgV&Zi0SqnOSDPf^g zDkTcOm=Jub^bEK9)7CTe^fEnTn$ByGxqWz{rk+t7o9$N5Kw#+wakPvV5?F;YiKREx zlvt;tb-m&Y6dwoAQc}PA1r#6q@KY#0^qxnmg&7hsmLIUmwr1xexus_D4YxGSNcSGQ zYjBw<{O-{?=E2vkZJLqkHGlrV(UAT=dEH=ZwwU?iz} z@k{~*NeZDWVXJk6&V_mt?}kFj9lU^hX%K)CN4XD$H6(YG=&7#Ym<9zZmZH82jsy?z zL;$8jmRc#)RZ6d9Mz|GJUu}^QE!ADVv*h~HO7n@y@q<)#^o1_FeAfos{$*R=@L+y& zbcDVwC`tW!hK54}~mRfm*f^d>HdX6^C&O z9jQ2s$Lo5{BWnr^*0)8%XBKnWc-iS2*jWF~rd6fKyyqqwG1X3OV?S}#1+IxI1j zufsHN$S)1^tlICe#9Hx=lv(w)p#|pT8~4wQvM}tjNQ4qP6*5!N2r^C6iil>qxMoiu zb7Dr{o?l{~`PlGmbNvq|&pT^m;7)Vk{bAbn4cyjf9({X$p1I-aj`WOZ%slzU{37$t zMc1_G%4Ksr_m>@bzi@P9fMeojwmN+}BL7w9)}!k4->X< zyWVV?XZN+3Z$Gnf{=Dw)i!Z)$EH~Pn?CCKN-g*DxV>7Qh*Bt+oJ$IRtU)?y<^j^Py zrg`-7?W@h$8@AM&BTFK5JlVOv-t_L^i+g_DxzIdu$4%#(6AeQ%&0l_W+Z+?g-%qgS z_WSGYllU@Bul@-CdF`GBCi0(?bIkGNSiO06@inu}<6qs@XkIgG`vNoe=i6qQ=bpTF z*0C?$$86LP&p7ejYg^2b8QW)>@6XzP?y>J&d#-ulyVuS(Pc*+_o*DZ=j5Yk-wTZiO8QU11Z9e@+yEc^k z^WGotTWmttuA5_;&fm29*y8Z(P16T9zH#dKE7$*|&OG-|6RXS+7a= zd}3FqZe~kepmF2}1C1llI0E?>$iM&I@-H~wpZEC&8b^i3vAS;Ayi&ENzOMA2=H7?# zX1p$S%Yq9>nZ(yOIXZq;UA_M+)5-0vOeeR0|5Dv;_HVQ4)=O8IAAhuee$kE5RM%ln zzJF({dHgN6Txve>AGwC9<*(fJl`S*=v(vg))_C^u3p!b@fB&vat!rfp*UFkY^TzK+ zTFt#*?b=}OX~H#j{F2l>Q`i<+X7+t>*O)nePipDnm&H}`{D~d=Ovi_IT`?8;om~fK z&$XN0*^L3;6Ik$p-5%&Ifn57}%eDV1h|j9K+x*=h?rJleuZ_&bM#j%w=GR_hPP}6M zoENr>P2@)xU1}a&+JBXPn`w?WUHtkNF_8nQ5iptmDwGf2`-{Tdf|GukPWtCBH7@z^ zjA!06)%;-YH)hstF$dm}S!#MR?Tst?Dg9v-wH+KD4s9LSN33p=sOaP*{$O3V+%&)I zvemOf2PXz5O!!#ud4)Ezb|#o&y=P#2|LS(eL66grguxHifz9yhP}|5Ty&Bwn-yriM1~!Z_(|T}1bE@5!ZXPzHCy4PX%I|{W%%8a9 zg1-Dgro{5R{GEM=^jM<(rO$0wKNj=kaBj_ZyEwVb^8uQbuo z+=4=A+vuGG4DjF~lc76D$2B)zGtaf2=>u@^_m43gx{_}PN2b5`4yf#~JA@eIag_jq zTBI@<4IG?1J~%Ns*zbYyW4SdQOe$x&3?ja5)WV9j9STh_R@^Qr-#5PB8$=F1neTlp z_XCr=Kb$Z}p1QDM-d@-7qgz9g&9bRnPIKR)lzcHNj{nl@fzmM5_K{XgqXGu0(JX-; z7tG0RpiE5_b<~Vy)U<$(8NF^~Z>{_F3_590q!vlivx7&_KtUCIQ7X{r;6bAZ4SY&7 zz*bMOIesU%VM11n<`St`%slk*+yXwQmN24TB(#fQs#_{CAbbDYnA7iP2AG72b z4#-eJb;GbDm@POG6kV#LhOVaZ3EeO}@TDjvp>mGyDcqE1$`H?p>IkW>WNsa$n&izF zuVyMCyWp+KG_PUyR`D2WtWf}0#{imM@I*>M^^SNGFd-F)uiqrVf$D7q*g=x^bwjfE9KO>2}4CoZ66K`QYB^(p9Gt zjomw|@Wy>y>#P#B0K~!yRV(vPk$yXX$PU;BmwgPTc@7oKj1RX(v(!Kr54W7Irpf9Q znCu}>p%Q!OJX3aPc1u3A%7DdrSFErIamW%D2==l-3V6k03WwX*peZn=8j0;n zsxinRVD-sC*VVAH9HVq;Ga_*@*fq_dv*t500+Y;t+6TqWhdz}HHr|i@<;Hfc?C7*Q3_3QGl{AVBKNfec*>4qTO6u(SGe ze_5OgmGoKWs#1r|kXT2Td|UhzuDC>UH!`*Sk=*%p)#r5J&ACnH*FTdx|D2L;2Z%*; zU~g}CL5;ZRGnJ%wR| zYwj>Dp%QEr)ndBS7oCd`H*8ld994lAUkDn|Tq?nnk?`CK%XXa&?D}iKQl%3$Knd$` zurSYr+h;R6T>ZFG6yDQQ0M*WK6sE=ljLZe$kiq1!cw4ua#)w+x(=y+Y-c??ED%dBj zs^UyD(HLT89v49c;xaclCQ1-_@*rEv$JMI(FX-)%j^Dm3i#CE5k&Fs&bw2iL=0DT> zD~le%fIiw^>EVC_s-t@XBcRbfrW>@OF|iI*sU)4E)2{!6J7YdpM>nJ@AkP49JNp>% zM9(c$TDSn(nO%u^Mm4(Gr_{nX`$Y{%y6Tl`Ko-xS*W7<^Zng$sqtKy?z!FjjYt01~ zl$c6QUpn6JHesPpch1;B!HVq zYtpJa0w$m$fZ1k&!vn4ksuKH5b*9xshQ4bs(~tumtda@DalnsCmzbu?G~5$Cjg_mf zgr1^ZGXbyLi~ZJqI{xriep8JY%qhqDuq>Js^JF~;=;>nR^=dG zgI7u9S5lw7IF=l8^jA)P)o5k+SPQT0V`{)qM_CC%bML*mg#{AeU;;uGI-4M49HL}3 zEq>?nvJIX0gIIwTvnroUS6poUG$K@>BTb$Z!FG5DbYhvaFR zYr;d|7BMitY#1!f7Au6CAmc_OGQGu==V&1wPDKE5V2#p2Dc-J6>yFAD++ZUQ*zB?^S?vREt3RDTdVGWH#d zYa@S|dvj}u&e_hj7b^N*FE-B{=v^`gr{BcnK%d$2{akCi1>b2cVfmMH zyVueu7b_V7iq56JPj>JoC=a^|q|5aV?OmzW9-oxdrDVe=r^p0_twd zj;$<;f;Q@_B~2I+ZRVZKEoBLnSL!&*E~FEx<>h@cM^PC8Ex3TvEZD}w_-o>n>e2^R zt{^vV-Zvbau>x1Cx|6k6-)d!aAM8WAqtqN^uGQiq*Sy{7MhTGQ z$2zP9lq>dvr-PmGM0>S-JW}vb^)YXvS=0N*Tq|wBsxQ~Ns;-to(}o&DA6|T|Kr01< z^d61#5Iu%2x#)rF;g>dNKX7!>y6UU-?`tVnB%j;}{FV&Sx=GH>Ycf+40N`v$n+>qS4M&Lz17y zhG=J;GvhHye)0Ztx~RLx`!?Dcb1JIt(xrT0?wt{DDd2LK^S&drhsnu(`Fx0?$?-uV zHku*~Kk%LX(;OkpwkHS1OS)o}-cmLdygUdq;UW`?ffS=f=8|K*P3E_!dgq#<-M#0` z+(e|nJpbO@g4V{yXc#52_~hECnJ16smYJpx_0C&1{dSgUpXl1G-O-mf z&9Ut*Cj7PB3NwE$L(IcB9XQ+E|E`CJc=a3s*$8W%MVRQo2ZO*kj!e^R!)y68!vlm?Iei-5;o=jkQOLNi0=;Ic=j zb>6w^Jrwcu$@?=+fps~SMQ~`O`N_mJ>g8)yBI=gyGESs2!AP{1XwVtyv5M75NAk&4zCJ8 zAa3j?F_skEU>OpSibsfji2;HdctV9H{%(*Ih&kLtpaaeUT`K8MA8^bgj1Kl{kH(== zCEB3Q%I6{natZk5;Hp&PF*PU5TrRw&e0*pc$rR zKDz?|FbUxp-M&FUI;HhCIQ$1PUDquV z-$udPhYwVM$I8Gt7LQ-wy7jTn5dOFtqVh%4w^ESC+ynYpY;inw-jd~RSHK6E1-*zc z>_V{Du#S43;ZR@{z4@4DWiPY3ON+&e3`lCB>ew8!o^Rvr}wQPSV>_6^HRivNokA@E2BM zyxY|&P^i{fptDVH$nB>{lRyin4RJ-Bq-ZEU@t|tK9B}Ux2t-CAY0lZb7Q+K{#(56c z%;09TNLQ0PLbf%TOck|457l^Y-v$yDYG6^-F^KzBZlkzEn4~PbB-D(fMN5|ZnDB{a zByc`7Ol5c8=~S`wf-bMY82PXUf2pQZyN_zTX9+d1rU>;S&nZV7F!dsSQ+m$5{E01*PeM+}+Aj^!@2+J|}O?YYK<(HfVf6Q=1{?$?%R z07UJF-2eUDE4z~kf}Gh}S0wqcp;C3VLswkmXE?sEnK~`@2K2^mAP`y~k|G;5p||8V z^p%v3PK=GC^6s)NH@2wb#%7e@i+f6|ODBfz)Fp?8$@>@|eD%Oyd!4N_ItYj@OxD=p*@3C?z6#Gt^=J)5;p639M!iQ_E ze7W`-UlTq%#0jK06$GFl+=c=S8t59CEc|Wy4&;_N{r3xx=a!v9|NV!@b8k1JU(U@^ z7KhY0WGM*;n5VM9pawJ^v^^z-py63plCTZTP!tI{1&4#rc^5OI1Qm$}*+@QxT|J+* z+}%)W6(GwMkcJr`vg`bCZy3%P%uzje6NC7JJ%8F()<S(fiVMdkAajUFEx60f z9@e6bLXs$0sJ^UE-p1nPY!6jg3MK*$4U|P{quh(9NLaz&{6p8{5%37(`Vz|UJU%r@ z1N*S*knGj?z{*d_KUCBVf)NoW_yAu(#ICGIpM&Hqq%_LOX!gc^!q7goXR6cdL* z!tfkzSkEz3iZQ5cG@Kwl2a|#c^(%fO+;A9!CM9P$CaSy`F20C6Q-I-P_=2LwZleXz z5wC$_cdP@Od79f*3jqt5no_{RtAZO@Lh{&A88@)tPlluIx?;x*~NEDTTEz{^lJi!UY|G!38iuz1m%j z2_>@NlwmsfQjL@)jO@dU zv~f+5ICP@5X`{vwxrdaWkvmTqJkk%}3JIzZ2wJdR3SK<jEPqjJVnsnk3tnti_8j`pAHDJ1FxWKPyqb_ zXQSnh(5W)Pl|2YrAiUf_O5d?ot>FvTiwb_BM8ikvsZuoUa%yRs@-9_sJX{Ph*3fv6 znU!MKLWF#)YQbw?StSW90o4!$wV0880ust`qjF|cK@eAf`*zv2NCI@IJRQ62s^jsM zUD-Zp9hjF=>~#>9Zz({a#C17>3A$Qx^EGeZnzF`}yW%d|&dOUbk#sMdD`^jg{u)KevT6%-MTR|{Xem>NPrtEnXeKu@vxGB#wNQRG9V zY{)KMl(Dm%H1zbElz~}VbxanL1f|N)$tdD$9{!^(bIm<(&n@48uG`p%t(}5UFyL@* zBh+LBbGtNUj0VUL$*7_d^XcbuTk-gx!7a(D2j7=#uY)?z#pu%^NHtk1IubA@=%qh`pqYQqjzyxI?ocIjm<6hZ;9`=+|{>A&ek~Qyi9g3 ztnKS-H79S}K6mOPAISC23`$GYyOErbptLk7EmZ~-93&_$4N6PBm}Ygoq*aKjs}+ON z(rQr2I<$4KL20Q?Oi;pQMTNA*Ce?G4mn6H7gVNHVv=n2iX5nbD8dBb%npXs+rNxp{ zmwJm?icgi4sGzje`Hcy=1f``xX{r3y3L9FX6O@()rKPaQptKah8NhC@l?2OTC=` zptLk7Ev+iFAe}oXEiIPM6|3hk-A+|LSEGi@=KRM>inxN((&@TuTlrDD>^dkd4N6Oc z($bop9fH!*aIHEz7p9Q4CL20Qgy$(uCi%m>|($bR3-=MS<6FDd?4N6O2Vn4W` zwAA*~JFWh7{~b$9Z=HGHkssvvxsjh&@bgN3cJp%+KR5H!&Cf0T^zd`*)R7;&>hs+* zKK3hyIj5niyLR<1JIgeEscoit>Nk1^)@z)l?MFR5t5TCfr~6ay_XbiNLL3&TLR8CQXB( zV=4`nn75dsHK1eiG%ciW6OC6HJx!w~+YDVp7ilR-6FoZ5QkUlUde_uR8tu^JiGIGc z2(_aNXq~H(Vw7z0PR3Kv>ecHDY`dA-QN*{AeT0`{+c)lu6r>p8 zhIG(g(N0UC;UjgS^yZ{zp&B`Q!yNP!dZ1;14{h)`8(Js>J-aqK&C)=(K)p5%n&`Fe zp98xl0>tPanik@_)-YGfa9N$&7y@;*?b6sxJ_TrOi;x@V#hU%?(V$IzfGORz4JzqQ ztS8W?kO3(47o}4ueHK}^&eyib2Nd)lrKJ=Aq|a$_DWDB=L^L{_UdMEc^_NZuM2)_n zaV<4H-gdNg#&vN6ee5(2(d`m=(uSH&e_*+~T-v3Ooye)s@{+c<0G6gdtc0$Abl;_O z7=`_uKGUf@1av1!D`Xl`x1+jf)0vOO02TFuqy;3TqErQaM0Zr$ zqmumwv2je^y^M*D78sXFpGS>4qZ6(F1&9FI(I*R3qB*>MtY!#Ey`T@SdY)(wflnY% z9VcL0M$)5@^|>?Cpb|=_K|+8^duF>5T8eXEv?ZlYFreDy4u>v=^pFKs;IYnAm(nek z6Qp+{R0i@`&@r5n;{YFNr3T8__drFUuFe#cqIX^I)b{?~wz^<=Z!o+!7~Wf)f{Z9r zZ#n)7hWFBqGZ@~h@ruFlUV66L>@DQ4bTk@(qfj7CgWOIa3GJ0@Xc06JfAABAM3U9Ka_av{UT%ok7oVBX3C>brQVIoWu!3?#A4pT8SkB|v#td$|>);eRv1uMhq zz|i3h{#&ubF=h}MOqtO13O@I`dE>JP+_BD&fPaP_#_>oYaL1No&o7=kc53@wz3)CN zFwFzgJTT1z(_A$G_#^R;YSOX%pPH%>nC5|Lj^>yMOmnZRo<>518JU)35S^y@Fx4)> zbS{mV2~6|AG-v)CmX`1VCk3-x2%^GDnb@Yu7S89Zv6)0ce*sPN+t)Gx7VAUvPVImx zOgBuw7)Gb2RuY3FFii7G^UlxpwydjhEyP!S@gpa53(jYhJuyATp)-{W`;-A(JeWB| z@(&@+QoJ*6=AFzfWeJs6ilWOdBz&jz@r8W^xa`==81XiYQ#&*)9>xyVygwqbv|c56 zYfsyY=wlS~2VPKhCu^_1)sBYjV|XQ=PR0Hh4CqgjjS(d!0vD&{xKM~tnvlx=aW9E@ zrhV1T0#fKd-ZL=XuGC=j|p*7I!iErD40KV%6v5FFG>LlMI*@+6ib@C+(W9TQIeW` zlH}J@BqBnysVcQdGYG*2A-Es}NBWn1+8S(ytO`PK63jI1BPxNTooXFQhp2jTf;q^J z4MK1hJ(M7=KZ&I3;Y{=AdKU-Tv54IWb%238Hpq_6kPoet;lLg1=XnS2*mRQG+!>L0 zkR2OFXsFVf0vj@&NNn*u5CxK4sJ)>AIe`~~lm(mrWDT1rwc}CXmtuA^UJ42Vtg@Ei zSL*-C1enf`@lx|66naraoTLmp#hc{jkcCvk%TX+vG|z$X~&+G;6= zlq68dPIgIPnwNNjEJ$m)g5051LsCaj3y{S#2ntt&?AS1!8UoWiFwFzgoLqTYg(PX; z;`_`4)7%PwcXkmCR<-=IjTKE?QT8wbh`jF5WTPyXa-jj(vFMeNR8y%TFIa zd-&<+XD>ek{OsdrKR>teGdT71qqpDkIn%W1`gv2g+`0Bc>yCYK{XEmP`9QttdF#+C zX8iWYZ3|k{^o{(AspbDMv}2~}z4qcwrs?MRJaeRFBx}Yt=Qo!YJw|#iHXq)czrbAd zoqHQiwsmBg+5D5C!-ZV~1AA{E6?JsD8wXm?#f^=39*l-IhF&??KXl{B;AG$Uq3-MY zhW8wF7j-E;^{(#oM>;~Qy{}jIbcFi*d$=!l=J(b0o2JL}OK0_s?;n^nJI~H9H{bbU zzST58o?lY+;kA$F=b5*?XDF1>>aHIf81I`L9p8M|E$#B#MhE)`x>-s`sO*!ief#$h zjBnGkUeM@;nW{7$p^{liV>w)YOD`bYQZ zva+{bGdeiZ-Pln2hRwSU?wJ^voZ#IZp~JDeS->eSC@#fa*T_Ol^k4Fe>f)yF$o_>h z?(Q*L{&i@TX?WkziVQFB>Fi`%V~ve;6H8=~z8MTc3f!Y93UV+7h4m4t$N3Z`mF8CJ zNNRfCH*`beM7Xi>%E9r8$quvg?Oo@YKVEfhbMu`O?yT+@=yy*xM?1$aH9!7*M^ho1 zy1Su)1s%3erSq3slF;9ZupYk=y|XW)6I)7M--!585)_wF+!2bn|I_q~_F34r<( z$%^-vsA_mMHp2v?p;uCoKzoOKBrVO7N!o%D>5tHtO_}+6Rg@xr3}4mpW1*+;`g4=} zhQ4Ylrl9y;-QBWYKme0x-%s^FmG<6?=v=hcal^C;NkK$%MdXzhN+9{5q_l3xpJ{I`Id>n(Z0DjmCLR{T8 zljh0h{E`B|1dOx?lt+$Ukv^zsq5*ZP&jWEmVC6%~I~ypEBS>ZxJ&fTl(|wZsc*7|* zB2$6$P6I{%Ht%RyDLj@!A$Sj)&-51DZB#GO9T1*G`4FfgCT1}q?!Zf^g|*N*gokq! zv=$K%#K_{n3Ia|7Arc~#S5$s35xQ|k0Y2#y9FLNn>@p*?Fo9=g5)D{f0G9TO_GsFH zG8~o~GuyBee(b%6?NAy9qEdaNu8=96&B6=V2HRKLOrGFFIws5!Ch67ua%@Syb-g}e zmtdgPQPuI&qkY;bM&V|3yi{~LYtLnY`O<=XV*wPl%~IfzG!NwtfmoOZFldel-&YcN zIn_{|1&qY&KqLeW4BX*jHjTW&sY>%kPN;aG-pSwt1w|1cYUN0mQUR)$qv)j|+ zK_HyEv%vgV%6$9dLkrizp{c^78!W+Ue)BF?t0wZvKvEv1hBKCA_5yj(Om$;mG4{kc@5~Er5PqnrMQ=lj;HQ9?$$-oAf%^bM&JQS4}6>ih(fN7I*#(}n8;^=`9I6^ z4F$CzWsf=*R%6AFa5EO6iKlRnhBzQMT~sSi3Kuii(1!|kBsu4B6Gow)n256^?QW%u zIGpy`8!mNPnL>4f6kTcxJ~7028fpdPWlM`CYRjkyibKCqzZ-hE#GpP8;!vHm9Pk@> z6<_C{6C4=i7P|s`FkBBH>Y7S-SW@_AQ$NUxbWRu>^w9-;DZ1!dVl8e;FXTYfO&7M3 zwFlJ(8w95)Gs5F>yU23vCN|2QoX@0a7k+$UrF^bT(${J~-5}9&|^N3aoU-rKHkw zHql#DJQs71BjhPWW8BH`Z-EVkRN}B08$mgxlphoVsNf4SN+LY@qZp5vMnPTC8na8+T){1EP zRw}&@WtbxUtSpn@_DZ6O!3?C?pt_)&r*$@3CAtOBYXqy*ARAB~``}RPdN>@*bM=%BEa6zqJCnN3?5)0P)ifVyN>4*e82 z?VSyLiK10O5h_9rDqLHK@)*KUBoqsxD6nZ|Sj4+qnDj^+9aJVOugdT-N7IA$D+Vjj7?iAl-H3@i4QA!&d~gx&`rQxWq-bH2qBH0+9u9CQU19)n}JgP~Ei>^!ku z-AR#PInij1z?M)ePZS&TZ~&<;s|iAbeIOb9+dP&glMj9X=74eNt4Uvv7WY+AJiIOu zS4VRHMo%YzZK%VWT28|g5J~>V002%)h!iwH3>S~n6EzWZR(O`q5^e>3`R5`qLB0)X zhQ=a+5`Yh$)-DzWFOrsl2;lg2gD@4P1v-LU6+~u#=EOroE$hH&P6r>mY3~f@qV4i` zVD7hBP6s2WKRXIKR0iV7uD8eyAk+mNY6X*0QSZ3ut45ah6kn;oARYHt@Y!`Ep;uHJhv0v~+HEI0_TLLsDkLehlZy?wbk z^32ejPQWF*2hJ%ajnm?Nh*|$dTnsaS<)_hIVMFGzr-xeI8b9@kp>r0p0n|ybSDoFZ zI#}@Qs^#Xv^GD{G&QN|%I|`6oi97`?0ldklyzB!Wbu*q%Khw`g!HgLMcO zr@3o9X5QJJZ;AN&86*S)26JFq{Lkk}wz~&UL1+SSshZD!ai}F$G(2TFVsJom;5XRr zpC6cmalpo;=GvAc&7U4x+Q#9bxF|mm2CbHn{`GJdowD>l%=v`b^7)~qouGnn5%UFh z35aC0LAd@Y!aiYdfSBf!(0SHu`HP_?=JE6MbJl?$2wSNiAVrZm=?oz<_18qe@jt_& zT1+;apVtnj##Fi?&3hIkZz{1?Gx zQ4AQ~YI0V>*-q2!x z{QaTX2usdY&Ng*!Im+hcbpw!_da_h?f`B43OyiTxM6fmnjA=3Rf;VHrN z)JX$K@G)UJKR2}4u^$MG!;~Kfz@TLmfu@7QJ_X~^I1_2HpYuAMe8oouIY|1Vt`;3d zxK?CX!>RdN#wKj8`A>%yncvxzpWDvj@Z{KBV`vFI%!e8{1=*qhi#K2ens>&Le`9|- zG$-n7;h#IDrL`NflH7T{Y}#1SQuOa z?F6=+_1^NT&kxOQ6Zt7|P+AUnI}JPt0&Nzxljsc_7tCAC$&P%B!w$$#B(I!D4jPr* z2L`Z4QPz3E-Q<>b(0K3*0RHSR4Ar+oCIA*XWU!0&;NOVA#@&mvLh2##D!uV78}jw* zMF?sMB{f;$lp^Bm9I=?B3~Gu@$(?gO>=zW-hJ+sHt*gDaqHHK{QiEyG_RQFt{6cN= zT+;*>HP6A?)@2~EjDi3XDE6h64bbEnekzxdWjOZGFEA&g`T8~#S++=yK>2C z5k&^+Kb$v<#Z}%({B<~!uWv`ZN^`=tvSGWT^N$DVAkZqnM~Kb4XUC)BxtKJd0vnST z6whQ4hd~&ifrf-E_Kthqg%%N|On|uys6HN> zR=nWjTBSlFI`C;`jfmjiAS)aR;&7<)%aQ!qoxVhoO+utiu?QgGb6;!{)-3^qqA7Qd zbcNO4k;$L}o$ap4wxMrvQ@BY5NJG=3km?; zC3dhn*pL5G7=rXs#5|rH%wu!!mxk7vXTLHuYn_Zd^f5q(D@Fke|0tx`V|#Etj`gTH zu!h&M%yWe(bJi0I0bmdak^zPu*KHObF&QxcI3f%tC=5*DT^E>7epZ-*TS2D1Rs+o7 zdfv-qeQ}d~WeR>E{x(46dRwPw-hzFydO36Wk)(+KKEyBd%CW=~vu}Plo}a%~;$1|o8wfNN^*^u)+X>cz3JQyOY&~$bcYXUWhZ>w_q1jES zlj8sUL6~@80-W#|kQHQ9RL$&+!==amAUdkJ z_Fp^4Jn=U}4QJJn}WbvN@S=@CXW1!UBx*^o%CQ$G}@yD#W2Cgi$oruc4oO_~g(WbK)DQ z)38O33dw;PskqKGNNj^gzJUxu|KffA`-B(xhj9Br=TNzSBk+SA%MO8;qosX20k3)d zt3&nC5?&*33*iJs6y;_tsu64ux`rarvhXso#}@OguOeD@JT`PT{r3caL=)at=%lz- zX+t=`6@!&`u>7`}=41-v1Tl#H2^jFtuuXM0_4GYHx1L1~B9@j?ex6v(+;(sb*#KK$ zMe=y~8$`iG@yBS8&jlGu)Fr{8v&9A@RoLvYaR^qr;5 z24RdM3p&LJAGi&HniHa!+@`BWVkRgk+bqSh5P~vez7lbA`=z5tTCg1HZ%+Ag5LtPhB9R+ zPP;l}CCCK=s=_3kJ-Xa-2-EpjDD4=7Qbjp->21K@$1Z7o@)tvaXbh-!CiJx-$6KO4 zZ^5z4Ghu}AJ2pA(j{&3kHxUnb6#~!Fu6^q)^I#(1Z~;n>+zSd!$yeY*5@28$N>{?U zkTENJt~|7n@(dI6wD7b_|(HKjKFQ zQ1LZrpmGHezmOGyOfrvLoL|!h#-jzu+CVmx(3#>m@-(7P!A5Z{$|g0TOY)6Q93Z_> zhlRYT1#(>ZAe1`;XD}*{j#*aU60`ZMLo-X+2?`enY8T3{($mxOmj8_q&hI!egb$)qhemlC2PznDFm%xFFw_pu} zhAP_SS8oC5K6#0yoln2O- zB3v0WFE?g#jH5|E2JyE&3x~h`MAk%&ToD3H@bLXMsqD2-CS??|cuqd{Kkdix!m2VVn}1>@sx zKc5T=fU*G^Utzn073#{t8wee;5D)+kswR%^4YCU1M~aKf{f89s9uEa6NF?0?nTWbT zKilx9T$x<7$sT~>IW9OY&y4mC3hgjk)iw_Q25G@g1vH>z`WsBlJQqJ zJazB!cH$LJ74ALGCcs9xD_%LI6c{Tau-m`~1Uf5QKv^*IA9&k9PX+pNa)BaHirY2R zA_>X;@Ge+=$+ksV2xCN{LZJ$}2u!IsvzEl>Kx{NJ8(-AHfnV$e)dY>YsLcW&j7C5$ zw*^#dS0f@o72(v-61YbSkcSk|A4o2{NW#GUs1*L4dz#83&L2OdXwiaVX#|+ba?<8H{jV zu9ZcA)?ocg+%s?M~@dS`MTGokNrIz1fTo00S;4G{8f# z-gyJMQqcz_DafJ<3R20~ES3ksX%fLuC2p2t zMhb?pd>lwh+_MN2kL}`QMAyQ}i(P|V>oaLp{i0p!4B^s_1wA$OyH5>ms&mQX3$M<9 zqa7QH!v??QmdEP#84`AfI1VUY?e7EL95^3-ub(#om@6@4TZUwqX-8{}hsjG|wtg<89IT2Py@QM{YF)PU#j; zTk;e{c%^%+A%N^2<;tm)KqZ@u+fAN1;{o{oGfiYIT6&g(xdr&he6 zpfYEFZ)j2B^ktN{DbEX8E~(%^mJOh9R7tART~&#!E_YuInN_-{(-mIk*RLbF82>B^ zm^dMNi5t}b^FWYDT>~SfoJc!!sNtu0fpl0?SWn6m#0lx`NZNsoD5GOxlS{6YZU|0^ zZw`}7JQVc_j_xIzSfR#h?@B(J#G@$0;7}VROnHUm3ibvv2+odj3Yd%F_f8G7nm5a|Ma^Yt-k~X{1Wl6vVG?1R zOB{Kp=GH}a1Q14iV!O+MzAsPW9ayo}F;_VSMz%*8Hfj%HXM{L48`@Nz53uX3zGRptv5O|_ZPZ4rJ6KJP4HjANvO|5*P^POKA+XZYw zdq)RA8i`0PBo!4^FhPMtG=Ow!I%!BrJ+mod5QjnMRICE6!Y3P4JfylbPga3br95Tm zY!VW&IuY*Dm~d;!2y?pvIf#H^ZfS4w43}jQ&2C4<(PJSPMJUmtyc_X!KzyV)B2$D7 zDdhvLG3J?}*RGXD%@@+x34Ijr0O?WjIDS+}{wVI(QVg&t04ntr%w#brgC0ciTwn)d zg`lG2-jn;e)jaSi{JOZlaJ2yq#Y$MDcY`QWmNL|W?t{Lnm`sajoXcEAD?&eqE@1{* zoA4fpp#8B=g(YG!bM*6gl+Jrjkq7xGmBK2$4vLs|RwyG#W-1yHu*EkdSMJF-?w{F? zMnDQAQF9PfZUSsF?>%@7}9TD~-V0aYKSaCf8Dn)yX;Kp46KZWnI2776K}{P$)}> z(gn&|FqFMeC|xKN+R~PtF4JjCS-Mcx?|1I|O0i_q2{X?({l4cBGj43@UG6>i+;jft z+_NB{it`coB#;+j&4fUwIy9n5aYX9IHH3qTr9j(22WZ7jvYCXxF|oCS2b%zL6HYvF%9h54hP;dmhO)0_YAgt@Pb?W(HSIwPtNR`rbj?QXB175OEHy(ePF%Dda*S1m zrTREZkx-4LZw_W#b`n@?XN78b?&7JVZ@oGA8%H&3wwg67%3aGaxVg+fSk0OR>4`r? zU|BJv*OK;lN)Q=n7Rf3Dlb>WO0rBWnvu3MVvl7UMu9Gt|HkSr-;>Z5n65^~TfQXY}eh2`nX3bW!W-)j1g%;6jHEWh|+iKQqHEWiT zHM~r!nl+1$jYF_%)@+w`L{!b1YgXr7SF>hIIUUuk zSsnOV&6=%d&F(11P|cbx#^~BPHr1@zG36bqS+jORsg-P8&6=%d%~rE!0oT>6*%_tU z`_-)3YSt{knn>$v*6jatS+lP=Mr&6kuQkn!R;t&ZNw%s53x^ujs#}MAwYn>;+U<#+ zebj6BCWqACtCKyOUlduEiN{lOvg)PBl9SbyHzw!PrH$eZ>PI*7Y${Ev62boz6#m>Idx z)S8k~Kh!HAo!d@wl#FR9-AO@TQlGnf)$4a8!!G@>E>$;5DY-A+lx&<%MIt*qk9>M^ z-$;2QIEgYp-fuH^BZ>ZH??Q>N+a9a3vaO4?FD zjKWk>go}ICw$tem+pdngIXQPGLHD|cfKId{XP=r5WV(}rP0_{ z_@BNx*-EyaH5z#pB__z~)&=W|57sIE;~v~~OR~=aG1LQRBqvRk!V|hIlvDzvo)xhc zWbl){r>?mrIdvCF__M0eVJT5_gsKx#zC((ypA^|kZ9Oa5WL2t@qFWLYt-sWTyQuh9 z%6%tPnukh)z0`3g8g`dknVl5c(37VE0%aA*ET?J+MCegR+?s5jS}fK;Q30v$OBn)u zSyaV{s?Xe-oc=LN5n8vi%2GgsH;CUxVL)f z+2l)$BS)X;^DU+&HZ8joH0nP3#G_9 z`Q(0~-j+z$sjC*#qO7BpTEGI=thoV410OEyP$bA1Dp^!ZZpjga*KK1)g0 zbE{eS!lg1;z^CuP#85nyO{7!Vm0ZcNPwAu+dpqyq&y_0|FFtzssPxKCJ)=|9X%8j8 z1t^{HUv=}kA!mLhquZeO@0e90RWYwzCU$bXKbOuV;!N-5)2?e_lG#BB$N#psMD!>8 zn$y3YYW?q+x$6mLnc6}9>(WOhh7zfPmATBx%<`DTzWsxTKt5=^a48dzrJ^V*m5``i zS2kI0C{8vSWw!jy+N~OW@ej#qPUlgv!MJ*Gx6d~FTOzU4nn-*TxH_eF`+7%{`uJHJ z{c7fx**?E~BMX*^XW^pLXSYn|L1P9Lk29vjV#6!dEvL_(a`^5%E4FHOON4hZ<#vmc zqCND(0bg}7K56oPXd)F~kxb`S9u|+KR>tG7tM5P-3x*zuFWBc4R%ef+Ac{}bpZ1w4 zD*x^>SL30v)$t_X&C0Qwv*2}g#3>uY^|MZ8il0cQ;@1D@554+txlTQ>&&Qh8ZR>_E zH`40x#L%SiO#kEzuK3YGLwnnMS_KXsn(FKBqx(8VjJi)!7yTwXNgaIf&|)L1&Odl) zO{l~zLflj4QWRIkK9LBk2TmS3Do^=PN|Q={Ifay{)pU}eUSK8_k|>`h{XeL9AsIdz zvxDcPI=@t7#$nnn<@LB8{44cL!O&Dxl}c^)<%PscTrcJf>uHUtTLhwrRBC53)Zo%Zf93sTcvFoH+m5xP7M+w!D_V6FOu&lN#p$G`1PiKZqMMWInsu0N zRCbXY+FJ8e^`b5@_9cd|q(_%bDoToB_fS7jn48XQMH({Pit*@qPdK19-as!KiVIT| zPf9XUGqGrnV@gw&Fi-twDnd$A3thobGZNL*s7Xh_ljb|Q!6G>XkftKiTa1F+uyApE zjGM8wbQ4Y49&B+;`O={DEA*Jg4ar&vs-{uTPzrHNw^#}fTgIVOB8Au#UZxxybr9Jm zGAwHZWbpJ@Wp+uS=&0a*KRyaLeIPauu|ndsA! zFaNI-eOmJ6|8=5Ii<$htPV{NXhy1hjgC&mtH$|V8e0i-`{o zQu=#HpGE=9JJcO++wtVkB>Yfv(3zleSo(&EM+H=YqEe(D_(d;{;?yXF478)RG`?!E zZxN|dP?lQ2_^@TAsq8v-sP;1C?RAi45PC?t+HuS9A>`1)Z6b2m(s10M^s5^T;&Q`MLw5DGv`(OMZZtsA7aAEyz#h65120W{_xKOlVr z-GL?;k&H=-sZ)R)!~|wbT|YE)-+p zLTax|3kZtSj$PdGGZ#9QP28S$-Uiu~Gq6s)3ff_iNUe!)5?_vZ z53(bxvzxQI_z>O!KEOM+F_w+s+Q`OJk=W|=hB&T{!9iRJ2jdUQEnFIlVO!%Z5hu+U zZ$m7Z8|!XZfxBUFP}~jT>e=CMVEEK;rzr45?gpOmf6w3Wqx9iZRqEdkuhZurqt|_E zXu0tr2Ouw{J9o3sLT*YNKg0fYegE;hjt>7UnK!Hc$sJx#{1R3FWYs@e^-qrEs{YAw z{?e*{vg)6#`X^f{YfE5Lg-g~#!zG_-)j#p`w`#k4&P;V-9iJ@>tg2J13d#M{AD>NjEE^L!seOn(-^LLg zMAtuP$4ajJZ--KbeZKUt{jkG_s4he|>vP3t^uUq?Sl= zt-AUT#9+2Jr)D*6%<}ifk@@q}!}I6MzXab!1IZ(FTj~5K$dy^SF}rHv!UNW&hb6*K z9{~2zYLF-#nq+q1-1hqTZ$rGF2iZ}e8won??e`~I1T4VG@qoQxin#yqa7N_a*9VN z1Wjl;Khpid^?lk7l|x~ofQTC-^Fud;vhI=`dzyvP4wmQ_{PsP)oa695`+$N0a2m(_ znK;K;_Q43F#;n!7bvfqL9RQ0XWMb6FmDbI)c8}6JQ#a(+=WEQ75I4@c=uFE4?RjzB z0b$ALk;Z2n(zMArvYrsRE{usIG~E}MT%RH#tO-d!8N&QH5ac~Xlv!h=nI$EQrK&sm zKXgjvVHMOPtX3Ln^>P)lQru`uV5TVtxzRinB6Nq=joiu^$hhT~P|D(ING_Auv~nZq zSFC)i%?Rn?vOg=nO%N=s*@QM z-)a-gnrhi!7OBb^Mh<|-F$|Gp_U&?xCtvG7C*mEB=_ceIjsbVvLoC=B*6C=omxnXz zv8*GJh_XCm$1Giw#tvZ|M-gFW(}U2tYjw(e+Rxp%4Ev~ET8X43C>m*Z9Sx0z5i%SgFD)Ns@J=!McwjLa_T;Oe^8PWKcr>cx?KA1 zl(E_vF;vcK-5u)1>4!C|&s=w?Tm2}K49+d*DG@??s^g@P^j4TZe*)=avsR_}k?z9H zYRQbl-0Hq>4|>$DN77=rjG43?(kxoRO`SbES`#ni0-4^<3ZshV#B(cnNP;HyD=T=Y zQ$6vg!I@=Q)?+zGizVy6O1UJxiRaI+U<@scG-1j)17RfB>n;rq4s?&&?~deDBc*=) z&7nyW{=Mt=8;3kiZLKr}l=w{Ix6mF$Oq`@ndOtZ`UG?HnXs$>OdY==w$)@2XzNp2@ z6m=JeeJ5Q%w8e>H%&O4u@jQ}nMo#Jsbx!Pxh!Kp_E(gcUpgwADoA~C`amKZk>AliEQ)s<2HNUvHn~(l1{1DGK(jx z3qLzpTfFhb;9jmE8I{-;zDztfl1XLNlUs&*^%DsTw7!aLOyt%@Mo6-hoW>3On(5MLU|lY>srbBEgPyEw6~ zpOp%#mp{HFq$d-W9NAO)`Jet`wr77z#dcpiN&RHYP)}s#Da++`7=H2(sg4!bswa1$ z+C*zp>V1ngGR67!Jl3QkOe&otelkv)Y+`L>D3)X3q~69N!2MG5qx9fhHY8BE?G)(TD>x!N*( zI=i_}g2U;y#K+=_=p=j=e+Vz=&9~v$5vLB%?vPM$0&~fq>%inGdIiLxCehUrhApGf zG0t3#hl>&@680?F0b;Pqv#}8Sx}}~>M-Lt?LVb4(1@p3-ECM2gJ*Y3jxyO9BrwQ(OU!_i zvpXuOqEU%`?>Z@OJ&24Wab?Q5;Edvk+DM9p9VnB-h$vUXs#t5x3yFH~&@3Psm{uOC zJ-Z%q6QL4u^gKv%MYOk4m_cILkR*-)JocsP>faIj#HQQXZi74 zS{cPM6!MpOGcHXMB)WtU7J=}IO2R~x5=RokuNlso7$YIyqYb|c*%y3o&sQ#l9Z3d( zMdh5@+G1V3kdrI}Mo6wnH}tot)NCrfMjHc6rFBg?K$HkuH%g9HxAY?oYb@+R!T;QHZX(nln(9a&Lg z2~v_IA%^67`mb9%fGOcW=T)!>U&1aT7WIO$N|LAzo4_m-pOUeVD3YH@j_MmenjF=) zd?Ya{caUYZvvO3g*FLFMTzyGYRdPKi*N0-Jig2-SOgy#CTt-YNZ+ z7X@ZLey0_fetJ=X{nz?S&vqjHRiyto*{NUfU&~HgbjtI0UUcfw>=2#E|9>hw_2m=E zPD`pzptT@OIO6!Q+UDQvQlH+wPe2{NDN(2LS6<{(eVY^0)UhiPe)Widv%bWs4%?8THNAd0YT$Jxh2j|h&;;BVq4L6LnsWA9HtnyOGH>M2c(!?50 zS=E!_jdRtCd55{ww%v~Ms3)FU;#84OEoxIsZdnjkH~seG0X1;ZVU6mF>sK_Z-5yNN zRwo2H!p{EwHEYy`(-uxud)$?4^m8;qg{5pRGt!?^`^`$t%a>VdI1aR}b%@wnF`_)i z*Nr+Po*7Ey60y`Q+XgFMYM&-s|8U5+a(QHa(O|$04#=)^HLl+@=qa+-s+&HqMK+b=Jky?yI`9<}j}T(kPdtW>?aY0ryl z)gR_BsZ$Nd?(6Kz#A6xWI}l$JSu4{|ry|8yVl#_jYENFy&eyJmFnp|{mnNs@sf)!C zGJyh;GYTv!!WF4Z36cW93L@lGQ)4HJHChs{uU!HaK$F->09??mW^>(;%Yw-mPhA%1 z70VLLgI4pBlnC&&UQ6yR_^}P^ z28c=Afi);#lz>J7+T^GBty4H;CW|{4FvU&B$5KX#9dt&rC{J9 zbupJQR0aNmym?g-4O#=kJ_4g-N`gTp0)<5p>atQ;4ZMqSUb`2XwF^y%bqtlEq;$l1?$sNp9zHAba~BYgptIi*bsj zhM|kGZplr&6V%#~(odKQ%tWubWI)S`!XeBZOA{YLaSerOF!V7IaC->-i!Wg+*xO?8 zk*_W}^hI)E9`Fq6*%HDdslu9CdMa3}Vj^ItQJbK*8{5lTa~TWE%^Uz8(7&|iV%%aC zV-Aw5PY4X~M+<*3>3XT!%C+()Ye>RZn)2m$m1>`s-89A)!3Z5QtUjrJDlfsXD;t%( zBrnq_pSGBy`ug%|3jy^4T0^R!ZprE#OI(Xk7S5Fd_G4Giz9C<}d>mqreMuRsK*^F} zSjH&O(Y~vK7p=e&nR*2;!q8&o@%a2$MlTAVaz^hht%kL0%lA|l)Y77-w59ZpDvAan zZ~3+rzSVc=ZA+06d*9l|q}(7rijrIqJJG&Fw$m8FpaZD5yh8AZY?BdT`i~JjmfUF* zlh58wTEtOg!j^INJP@8^M4U827D`pfPhE0CzoT4y+Fk~kLb-sJ6|%@wE}^4~i|b9O z!+1>~OV?JW3E230zY5AwujjT-QfGbY*k*4FCHID@tCv;jO9-1pM>Qx%Wck!ul-?nS zsK)18r{veHX(>~;t)lu@QFl?)(?~Lx7*1|3s^voti7bq?uUZ_5%tc2Ze$+vWv|D>E ze)DujoYqnKJ~AJqBO#U=V6lMR*f5A}wm8yG2G8u~@e4;#?W^%&VAgl{Q0o8@q61Lm zPK`PjP>XcwiRwoS}lus2od#A_@vWjzAY*4>v_yk*(+=0`+h$ z66UBH7jRRDO`Zv;Bjc{5j#|GkIkn}(h$44X5=HIzgTbi_tUD%{jogAaY3yuz)NW4? zHqF$ekGA6A6jdp8|HMaV(^FqkoH33$BrYy)QL?xzZ6Xm0DlRgq+=3qyhpKw1Ga25? zn(+8#5@x7aCS^P^7*>ZpIOtX{>_OPnM3miYJY{>;Zf^`WsnqL(o;l-(CNmyCG`V9J zy@FASif9i!*h=cpm3T-$)#y;sUtYYY#)DVya+FK`@t{txy78QqKJ}*qJG~7y&^sEq zs)3#|R$nwDU$ME16e{1_z?h;m&`ee?L-3ZJq(4SJF{mQQgS7Tdl|o9Srk-nedwwj& zv$Qu?mq9%3?Y2Z(nE))}mI*PQh+6%Ma#3r!5v@6BQJ%Lkp47&(CQ%{Ei_&>QWg%}U z$9SbVi=-{rM~WQ0JOq;_Zlzw;;8uuLu2%(UOn~vC z(Emd)o?X-urDrRpa*!Z6UDLN5<4L_7J(o(1S5h+~O?QAiP$v7<0x#pxPN|qw1>CV_ z4uQ+j6i~Cc=;d%q7{~_p@EPzLk#z%;SS z$0g;e^46+U;Jo4n`H+cEi1UQPdY6F(`O6HN9o+a)ke-~y$UG?BWgAZ#>B$LDk+nVy>E+8Tw9@Xa1bQNC z^eZZ)gGM~#aGormrfY@pv92xydik-&tT3v+uL9{=^B5;ZMdMkQms!dp0xYho5YxTI zagCAF`-#Odj-|3|C22!^8xcw*ZHy7Y5?A!2}%8@BHcgGTN21aA? zzEVd)0bgP$qrovlizJp4GAX16V8QL(MjZH^gUxez1IDVT5;@f@>NTJ$CoWPh3y_Il zqg}1PeXuzXrranMEJq)Q9a7v{ zLNvs58*5J zwNm^WqX+!TP611on4z44uzAJS&`VXZGfL#QZ7_mZN_&LbfMVfmj;P!uB}&*FDAvK4 z?NT~T{_yQ$Gkm3-DKa2p#=k?(bal!O4$s9d94BA2+%A_dox*?Ne1%l8r!q#UXqi%4 zQytgO28N+4_61b3r5~qIrEMV@PDSZwu|Z0Awp*kiB4ONS(XXu7ET#MG9b6%2 zL?;M8HB?BNcD;S)mCKj5(()pC$BLH@n}`)sMfQ(6Lj{HB-*Ok(;a(9(Pd&TZ5uGNRA z>moY9?(J&#?T|~FS;^8WSJx8TWo^R>b=@uT95`h69ux%BhvIEjDqUK3nHsmTNM-3ll$*A-|Ay{ z!LiAnQL8F%HGiR+zaWj&s`(4m{Do@%f_-=(VKmkJ1(0Mlf1#ScP|aWXuQKqe`3pOl z1SU8-TFqa;6;PQ1X8TidDer6sn6^o(`3u$jh0d;O{(@aQu$sS6&0pZK!}g|BL^4$K z7sdxdmz>Pyv2E4-1>$Om39F24D;_$OhqhJo7ob!{T$>yj2|}reYm*}aqRs3`!)pG5 zl@nCWUl^1ARn1?h<}Z*HRLx(o4s)yd3yXc#`~~6ytN9Dn`~?7MHGg4DqVWzpMGMPn z{sPHO#VC<#{sMX2#J5}hzN`5Q)%=BO{=(J8fWC^jVr0ey0g>b5pR4%`B?|6bNF;zwJT4d&f$i!tq59MTTfjT`RC0TqW`wIInX-xIqLO8S2QKY7R4++nCGps zyD(Ti7{+yAn4kIx?H3}c`R$R^j#dYIQ8s~A2U2IDY(QnL7#IT;B2((c$k3E|#ZCyP zEazF$j6wdXpnzO`DlgeMEjl+HY4NN{WOK1pf81e|ehnJl!(yp*u^eAG#{8~s8j0<5_V#nr{0xt7KX?5d zUp8(TeXt|*h@sB=bz8IA+L|HN<=l9k`b>1e6m@iK=2N4`b!VClHT>*~8LDmHkIhiS zZ_jn9C-z$s9=*ROlXWoo|JftXa5P+C92d`|SEg1)tiB!A+gC2m%pbjUapt5^^AAU= z2Onc-&%T-QtF|{YZ`B_~#f)V~9(qiKlBXNuDRs+t7ED!F2eLsg)h0-+r;x+waev87 zcPYm|J~P=oIIWCX=ZDpcC-&8iZht%DF@l@t_NTMQujE0w*s6Kzx_2@g+|=0kM0z7V z3Y)Vhwrrkz{K`Wql)8qm$<{r7D}dzr^7K5BkHb56xaAI$muB-OCTHrMEiDcOC@THVq^y?$VJvV*6q zS10c^tF`R8|HasN@zg1M?V!gNq`gcNy8=8V$?h>7h8gr9bkiM113- zh`P#=-M5l554f^Z)d!C3R!3`Oxmx&id-KeZY<%rVGLlP2*2L+f7pHdXvP^n|G)zeh zs%v)NGD$6QX6t4XU$$(_Sm!NTG7%NkJx<>6!*?=`qu+IAKW&(wK2FVaWjF6SS2tx@ zog9hFt1^^mrB-WtV|JdF8#(o$BRg|~(Jnh7V%;fsaHD>JeP?S#IHx~7v^tSWqy{4Y zd|9ErZWnVLzYHWc&~PP_$i~%*jb}}sZoi{Ay0I@&Zg=*a{VG^gYPtA)%TpHH&Rv#B zZhq+NNSh;(w}+-T>M0$Qh_8;fM5r>_H;*324fT74)i3^$=`)tAYnrmtt$(JeBVM0B zXL~s79M9Vd-k#;FSd087pKn2IQzF|U>#=DJTQ6F&;}7rhm(Tg4q@b3#{)Bd~Z=w%N z7kH^5$d*~2i|B4U5viPOtHeCmRS&YHC+WF3xW`D&m=dg8<*);Mw^CCVAIvq%h! zhqxdu{F_OS&<<#`O{hpVPD`NGdOP!7TrIsgI_a3mYQ7&giGxmnX3HbTF{l-ZRn%7O zEMxhDPAK~hMuK7`){rVcYU}iDlX~;rOz*<61R9+8@_A}-aNgYI{Cms^(8Z$m#&z)w z10IM`o%%EHWsYzkkfelhasZ#gtZP~KGWGfgnI%pUvzIK$e#gCRaEC0K$H*hg1{Wix$F-f8r6I&1%irfIqx`|k@-yhhci1fG>&a~=R2859mxDz~NH_6KMo3Z=D(6wiS}p9LI8hWRZqq*%*%`hKAy65^TQYW_y!rezxcOsUmXP!G0Q7jel7MamE6O z@zQkkbMEXr&MHEzBE%{}tRloJLIhD%5n>e~mN4T^7;zIJz~cQ?g!o~8hjPp&h_;Fl zi|(@VFzsKA5dYykJ3KqfPmZ4vem3y4k)KWcZ02VRKd12XZ~UCf&u93_^K%+MTlqPi zpELM5lb^Hr`7A$Y^K%YA=kjwNKj-uFIetFR&jtKk$j>%@E*cHbzIfTa#`)^_S1z7L z*H|gFODh~{KSm*0zww9qFMY1|;(BL852-zU6c>}auCzhu^&3~2H=2KIbTksrE`^Ax z_Sn-&OUCwYzj3X3m-$|Uvq8GgN!8R|N{3QKwaagO#k|?Pjhm=AOA8z6>BudVeCqTY zH=Ft2n>U3VjUBY$YHK6#k%G6>BJJgYcbPAmU*an&K+$xvTl%a@W0)>(yUTpSyfWly zptvnhq6{$2Yo>k-{?R-q55#j0eg&zwv;1mgD;kjs|+pNuL6`&PrcW%CQ>P zGqx`cD&BeXcjJ>BsLW21K| zj7xjl9+FpRjO8~THs3Zc;U+0^4Esr~XIi6nz}a6gM;-6UM5zG{#pog@{i&GE9p+~p z=Y|Xyl~+0zwE2zSI$v;K?lpqhXj`_uE!z>zc1E*2;3?T~_<2z_)!hrjS>8 zUYT{Vucp2$7VV6+cf>lPvCejVk^8mKE4~^B!M}{abJdjJF@jioOS|8BZ|(cOhdqYb zKjim+&-0_kyFEs2Dm@fS`tzPwr~kU`Ca+;^@jI_*7~SO^Z;fkpJeP}S{GNB4@9g@u z$MB5ga_Q9S^d`UYQvLP2Zui!h{cHTro14!)?mr+&GO-p9;2MA1-BZ4?*9rG~jkO>DsL`114@y59E~zBtbx!iS&D=ltdy;h)ZVlM%?T(|_Ok zfUm|KA6gw>lg%MhW`6eY-vx}uO~Z7TTiVZ)GwEb9zGlF0{BGKVUDtYR0&5eQY;NfQ zKH%Ya((k=-@+C`d^BPXdun+n@PX!;^<$7O@Yk=p{FBt3K1h}uN#y*#?@azy z^f%D<Hfid(bu%0qN_xRjC`6fG@ zNb#Bf65pGF-v-@2oVrXeHNa=)m%R7;zf$iGLStI~SzcN`ul=6)AO2?p?(oLMKq{W; zPsbTke*BFBY}6Td z?el`S#-EGQf>3^B^O&baF3Emh7Hf4fomk^Hf9|^6|CZY@liYFZjK{iO;JZv>LxSBD zKCkYKDbotRn%a?+NCo%hO>g(!3L9;R_4|$Ur+u#T1$N=c2olc!g&8k^HvDd}+^x@X8h@cUt}LmyUXCc2kExcfoGE)f?MGj5G=4r-%25NlkEn+9r1NFwcT=PA(;E$k~ z+J0%w=%|0D{sI550yVCoSe6~>@LcNps`F7eEf>$`9FFh1e&W2J$;3Ig%LMBm+~cn^ zzt5k;>1-kwH1BtP$N5EH%_O_%aUc4D{&f^!mKI{|VdEFU&)?&G&*wxJilU<|JB8=T zP3R08`LCGYHZK+Q19+iR0IkO8(nhoGFzDhY(cq1!47&8Sp{uEpFMY-~#sn$)aB;6{J&VhYhVe@wL2j(`gR2S_OWbAy6ey1pZ7?t>{d9ffS0Y+^!U#Hg| zogg_!Hy<*8!_$}s3KxATV`0K!<4W@ZG%~sxS&tg0-$I^F_kB@ry2`xGd{0BBZa_pI zeYGiuNxJ~Y_1Jr_{O!9LN}MH(wGs*8udB zKJL_^mkySlJz-S*qvm$L0ngF0ATMJ^ans!)Y}|m7e?zo#c?I1tUsgw_jTI&Xn^tlrH4hO0wnqf`Y4 z#f_<yTb8v<_hYeP&oh*=m_58oBPZkIeyCMq=~1j zD^LJPOsn;DNv<_8t&WA9EFm`h$>}Z$PzE3YTsM(z2XRjbY;%^Frs= zCP%F_)9jEdUxW`qOMn8HklN$$0{t9?{I8fl=Nn*6hd^U0{sRu%VW_*z(;Rn%9Kjw2 z2m5&!&l3nQdO`{p?W$6LA?cI67)I91A^D)OOJc=&sJc7;?@HM05^;emHF>ekT zlc^^z|E*iMZp)@I|3MhX7i<3$)DnxfX{Zo(yy*Ob`vXEFveBppO>G)9g^j;C@AJIl zsqsXm>pbu+YmnJ`H&z39WnPtB_wXEYifYF2?M7oHq8wl%)C z|8M-JhemF&U{71ve7*Jx&$ohxtE068Eft>p4ex7{rhEnU)f2A!s_Q-9^T_5{v?GQP zc(V2zo;QF58Z|{Vk_($JyHoi0Y@lNEt zvmcEC4X3=e>N$^5w=R~UZy#DSn+v<2n0!O$=e@6#uZNy8?r8J7D5j%xD@zFqr&j{#-FA?+M7QY6%KMr#x{U< zMso3`S)TugNw+U~j8z;#Tr|JXb*HbUVIU0>%nqTHEqE0+emUbG`+lXa#<8w_Fl;_C z>5-1F`3!G5xke6wm#z&PzYSiq%N@X;#E^{H`J1U<-29NwFfw8D+{n2{zri;rrxW>9 zF6?-@Y4o6{JT>NEGHjk6yk^gr06j^L{*u|@I8?a1`MK_&K=7ehBE0gIDNiig$k=@G zm;`<#X}B1!eR$fJmtDeTUN{N(KBq1EYR*!k=5@7o_^sOhz9!*y@& ze#6?k!4ShS4i*!+@R_yewQak=INOJv;anHX#>30roBF}P#;ZXcz?@vze`e#|edj;} z8!!=a0#E=Zh0Po0d~o6gb#CXt8u{xs-?xKj*1H2kb}Pp<=^P)|{>=MI;N74aUVO=v zeAx9}&-d$23%Y}wiBuR^n;yv|;u)@TzVE)*_j0{aE0}S8*l|tk&1W0e_-ouiG-<0G zo^;{Va~AA=y$?{$!8k!Ef{((E3-|cp;pf54+34nM`?_q$may@Iz^%!@fi5~Wg}qn0 zFR!~4jIWQ+!;buIftzN6JlrRz*KZJJG_Kv{!A0lz49EIRF1+ZiX=iqxhzSq|K-0Ep zcxf)(Pm^XV5)b__<<-RiSr@3Nqa_+P@89*N^*69TW0`??F1s!^95$}=Jl%M{$8Zb{ z!#j^J{Kg}Opxewysy~*K?LO)JWnTf+kE8}u9C3#IziZsK@F{>6uxMmthz^=ERp)1? zzS?=Kr^eVA-uv=^nt9^09>ah)zBT*l!>~%QtlGoQJDQ*G`aFMZX+w^k*>LWDcf-g1 z>*A|7XV=9yWZ7%A##_#F>pttNsS}or<>01#Kc8M^UTs`bSA)3{w=UaeUSOQ>uW_vJ z&(z``xY{_Q4(PWoZh=?ee68`6`90$Y+|$13PxpNbQBbn!pGmwdG&c@e|xD9#tck60u)BXJ; z!)`;F1>+BOEa$q!+FUZeHs>~eVBTk3%{?0vKyjAdZCq|%W?am8F%D~tpSynPIuGfT z&8GVkH9Zfzf9g7b4dm>HlWTmx^}SYi5#Q2KJh7&xF8_PiW3KOdYurQ|0=xTbj4yhw zbAO!=Abk>XS5teB`ySUlSfvDpCHrlQPVe~|<1Noao}aS*tTdvq#(c(omHThJDv?R2 zYK*sQ-*tZ5Thjnpb<9TAW}+J7cK5H`FR~|xM)FpV)8X{S8e^;PEFY$^7ke(gCKun7 zt1-Urf6fm>xie{vENhJ0TrazB;*FWO9&N+7Ja>AVPZt9Ksgg|87{9K+v;KOF?U78p z#_@sY5zlqZMGMLV&pX|7sRs=1+!)`Stf_m(dt0sdJKmZ}YU@V&_k@hA>wj>s^XuSJ z`uc#V=%RzeKs;;PA7eD#2NzT;kT<C6 zdffS5d37(&DgKkk-D*B=`SJjgxU%RIMPpzFDx-VK6qpON!bu7)1XAI<;-0UYzcK$V zz*HK9UjapuV)VTJ&dI=NfF=7-|UtH;=3Vd%;Z%4XOh5cpRdcM2-S z^~B22{{|;129SQuyXN=vGPd%*R`Q+)%x7c((ohe8LRU42#{j;CvGFA1)IJ~hF&Y_H zZ4XGE!J1ck?%92t<*5S;=R0E^?Xk{itc#1?Tbmx|V(5>@6+sg+e(kw`3L?&p!w%0w zE@ZqDyl}<$KzsfDIM*aZJmk67{mc3vdW=R1u*27s1rCf1;{u3>jOYA!Pevm8hlexi zO`^I9;|V!$+vD}4K;O=dL{c&TZJ}r9e-lZ$I=(JOIBdxE$mE|b`XhQfGteJ0-)Sh! zdJ@UpPtx*8~ zmFg$_J03D$Zu<7?VNdE=qU=eOYe^Tv~jA-p50fspxd z-A$7p0@eX(1u8Qkn6csCr~g@$*U0K*JmkD_%DuC%K%2)C1E^Jr4$Ou^&riN|>5OLs zh8zDz5>*>={XFnwej)Am{&vVJtS33U&A{W0_+99? zbKXU{o!q|V+a+clLct!{jWwaR?(J)c1PRqrHP)_2T~~29qg19k_NE zz(A9F>9EUXSKQQeTF2jE5(00tp@*H3lPe~HskIZ%7%V! z=AW4P<<&1b|KP8w&ENyv9CG|}_va6|tr2ee~gIlyghWL@uKqs*I$iWahLbUu@n+%Nc{!hw#KjGnH2a)pt3lxhc}1( zf0+D1%QvAo#L08jX$|MhIvXYg+KAshWc;c5?RikyGqT!p-iF+dO#AVoAF;hR6Qm~* z|1kLGkn!l0(L41RsL-yCoq4u9MgA@gWvP>V^uw>r0)XBf9SFAdZL*i9SYG|OJ`8h>%WUwcomW>QR@ zw#OyS-F4i0y0Nvs#%Ed7NxZ3b#t+?}bA2zUH@2K9Ag8v(>x{F5U#z<@P%~pVtzP)l z6*Jk6Ga~b0nP5m5!up=p+aYNHj>%SVTaq@Ax&UnG|3)gppAAIn^`!)K% z?;8Ab8b1v+HU4|enws~VHAb8NtB&v0KKIFOxTss&{LZ)B@7|#m#%;7s*Fp2>GSSi62&f>8S_7(nPLX&J}5I#qpth z-3bD;ev=-x@|3Ux$By+lTz8xp&XCW5FZ#iz9FOyM2TeNV19gO>5T4E(4gIGZXDJRe zT)2JY14&+;I@wV;Nj?3-B_Z`^M`2;!koz6(`U3d^ z4fK+;SBJw@9|fb0sSGc#bk!5zTsR=luVERtX*SC=9o~?GBVFrn-sEt40vzu$bDEHL zwY9N6HbJ1Ap06ux%9**tb^025q*6~nnAV{c$e_(`RcEKXA#r+#(wOP4g)$pb@9dKPy2)e|pW z5^j|bY8yBd#;|E?1AStQ$U!piHQVJ?{M(@?>N2}J)b6greoL5;m<)J!0j7O=)-JP0 zGmXpa)qmFlP1{%oajZ-8VcL!ANA*P2jjqC?C1#gq9+nk?Gio{$V*_>Yp#fp_qiP*= zNY;1NV@n%D8{h2$6Bb5=tos3lW6AYYn7nYdqz3NtXVgFC?1dgTKATmaPCPbqX3dxRx z)36pmh|=yDlTY7W>!AOqH3m4f6MF;W1p~zztg81EX12ARgkq4a{>o7Rv!@&)+Df-cnanoVJAA;gO>%N1m+B{>XySGxvmK%pVe!|Syi4R9(TsZXrZdUyl?;!?ct~d;IEC z!NR9Mg`~y?X4=v`8&0wY;esK%C{twys5F;Y7hMWbYzyBq$3BN+68vIvFwa5LN1Ms>St%>3OF? z)Q4QbmjpN=j-h?OnV%dHiVEwp z#BzZ1CuTtu5*G?b3FjjQ2n%AE>c;xQE}gaYP#Hbn3){=m=&exeu;~c*z{)T_l0zIE zntM#Oq@l2@(+NmW=QI@NFA~urfnFk;Wb`l{(hH>zQRRr&Vmg!w;*Jm)`I}W?hxpaf zy)J8Z$}MVMW1(Z81|ER0N958oTwG@Im8%}kl>y4payPsxA0pd1{=~<{X)ewZ{h2zy zu`qLv+YdLEDh*o?kh3Qkj2vxLp`)$RZ%&`ceX!a(c?FdW1>GX#7fne@nh-cdtUsKjnP=k_I)ix$v>+_1r3MCiXZIN5ascrlC1TrJ4&fk8}k&UuQoeGyr1OLu%2G z(s;d(T?WA{4FsDoNH#J4JYwKvaI*acF^L0=g$AQo8}jz%Li9xOCU&x1IQbyEelHRk zCemlTjNFp{K?aV?4PA*#wM&zoA>j%{r@+WjjdV;XwM@k(L87nV*WG?H$tYh1|ekWt2rLbkEC9z%*L@hoIC zGE1E~qtF)6NAeO}0P5;h-<(m%EtV(`)Fxm95G~JVV6tZrm0ZOf^rEp75juiIU?<>; zEP;7Z2Yi&~N=ARDOi zz;uZqA?(cl19!4IgraD6Zg3*Ytc_-whP6SY9x)8?gNAK#V{MQ_APIJo5N#r&^y~ua z`AA{k`D|q5B8H0q5=5wc*JxV*+VZNwNkCMOUp2mWNt0TzTVcwq0O%g}1B+T34q^p* z0B&Llh_-I`t0xy<*2KdQIOr=F9cUn%1a)DpqbXoe<|NVQd@Re!&X(7!hjuHhkPQcJ zMu=k(v$$-yS%vBQ1HIrE*@GAsdYRlJR2{XoK|)zzH3_B=m~PEco77N9>|*_FmtP$> ztMK`K>X8=M5{PLz;}YSk(GSu>yyeIX1Z}sU#o!c8%tNF+^Z{x^JeODPzI)-QC4%Bv zWehRYowYebwikiXhz^zsARq;CX%dY&jZ?$B7p6=SF5}sNa~2kE*E+XW-LiXOi`sXO zLQXxpM`7>D?8-Kw1p9!ApriETf@{hVcSU58)^s3L=0Sc zhR7(kDl!DQD(_+cgW=T5*@gNBHklX)$N}!*m_c1LyD+)d;RqQ$>WSHf-Bj(ILPIUf zfNE%+QXcaglASY+w8B{rZub;|BfM=K!qL)p?XSIyXVp^6!uV$m=*HA~y!K8ty z2IdsfdkDkIaoX_=s3YBPvu-yErotNJP~O2^&E6nkO4gOVO0nJ+bp%S#1&M z9qQt_g_GC~It?Hy=CUYm_3GThbc{}fBj&K28!~+5n1>&Vjeyvcw+o$FU0xqxb22>< z-~7K`zFIP9!_bOyHvs8wCb$GY^q+$bTVQql3Zm zi_;0as_pX%9SJm^d{bL5N0I0d^q9D;tYr%_JK z#Yl)AaEv994`t5?t40wRNJN}MQP=jc+nQFVS~tHiXA;>4h);0@2~M$Cg3W)?{6ZhZ zgpr_|Y+%H4hk9gw;U{|ruSYU{HJw_ldD<*qewx`7$_v}@eKM(P*-3@>|pbow~ zYgA$oVg|vk0`p}!D$r7x94wu+>!Wtn-cs130qJZ>bup|QaNTfAVXqLF5g(C25cpkF zQ$5&HXx_sekQ4$~9XkZ|Y|j*w4%!h+1Q&Fw-?S9gA@Jm28l50Ut!;$|VI>$BlJSM* zKVZ9P(;F13KCz%MXBU2ykFhRjXn7ZjSq^;l-Y7vOhIP2LI%o(%}$^yE{bCF(%8wn*u;X)_*EF^GQgg4inRK`_W?Wi0A5`qXUEf0696FLg5d7Mq)MTj9W&ziNIY!T5J>_K^x zKGKxS#$@S}%tYwQXCVv5hO{Bf(8S2Z(~Urr$Y5&<7>w92FbB@o{cV#UPGcj3 zr6jeiq~h>Zi4MS5%Fy)+u~h`Ev9|Js9*716V9{#xKYjB_M(Tj=~qpb{ErK>>yzm*;>FOVY*{ENU$A6un>rlErkmj z`<(fq-nj%hkGki%+WL?cCw2#zk37ZkVRI-L26D0yM4QQHPW4JpVgJJ!pvY@HRIH?E z2G*HN1=)heU>ePCC|QvaaF^^-P_~Q_zGVMHdYr&`7Bx?+TyJ6T!%+gTRxj#XIM)`a z>?Kjrayo(4Y;g}d0;bmf!;((`*MS)0;$9MO0GLV5>nqGx1AT>+)1W)%To*n<4N3&L zAx{`~t$LuZ5Y7h$Tw_FGx?6``4rj;$pCQYA#r`D|fF0OJgb}or8M7ZmWWtBs$9t{G zA-(baA@0QDw3iuJiG+ZYz+6mQ$VkQs(-hAIH>+b86;3!9rULPZT_{M;-oxVjK`n4- z!O57l#&txRp+S&Eebxtl6q}GZ#>kFUBXL2UMzC@kKP_zpfID!{RLkNxvA-2d^ z)(1OZ77vxdy#oD2ma{I1OblmhxV8HsOaZnUlEQ7mRgOlzu`~k<$VQ%^_cfUjf$}n> zCPaZ17XGvRu=*EGbNu)EALU zau8=bNe~yT3B;6*40q`_NhTE73*CV*fb-hbl6?v-%Q05O1{QZL2*suZjvjG5cM>rlV&g;OfkfW9Cc{=i_S4kCw8i8U0Rslg`7t6qjtobjyFI&BfQFV!dBoE z5QrSW^Z$Os>BNeYjqOy&FD;DZU4DtoWM8BCOY$0a7B@5JzZ`|@>A3ykphNV@i}WOH zk->R|cp>#k3*)vagsw$AU`h%wgV7nT)8!XH49bIWf?$OQyKqe6uSIEz|+`WV_`wCmh!L2-%E@BWO!+Z!O#%wSMS~ z8H|FOTr!Vg7nT_A)gCML;LPpKQ}rM@1mexiT%%yQVbhl1%Lq? z-<}s*06HO~VG3((LG{=D3$ycLk;*~~+DC}n{2&4a)<*dOpKLPVz=tf@;o{(w$BHlo zBXK7d2w@fWkz{}+Lj1_WaH=Ak9D1RT5#tCxo@)(>OOP&uEHs1Fqy`9BSgTPVXUlq^ z2zd^Wi5J<}Hi*>$KZrk_(-~2ME@Tzs6v>Df7dneqi~XckEusLaBJWf$9Z)#*Z~;aV z7=VUlJ6cNAfsBu(-PDz`}wf7y-LP zj$S#zvTSYS23wqMg4z(DxE_LtW+VZR6J-imv1uV5Y#0;83?$WKefz+|9My49VNxE{ z&iMt1nZ?k135|uAg+FB*Yc=4-Xv20y@?c*8m3fy2x>y&84;WlZF^I;g4G3#RDsBn^Ou~zROZ&(-2(Xbu3m626K|SdG4=zmZW9)*L1fs*?mKPTR4u-=kiMU2} z@?^dK0Wpo>XEANs`qZ|Ap}*{7Ir9THz;;Yi97Eu1{0VY^WrgkQbwpAyK*)w%Defeu zA+9zg59`Qs%erWFz-nWgBQNALeI6wkUb7*xm*W6b5E8UQ{rTX+^nICws9j7+L=T^H zQxWkOcMBp`lh;YaJRp?AUhz%?AsCz5Wm%zxfDJ?kPt`6!KBb!Uvcj}Q=mCkoU^cd% zt`}nx35U?oo+g=`Q(}Y|u(*xnbY5!}^~Ys}gH|AMz^M#bjBkC4ZLo?M8DbaUw*b$} z6W}QX4G+K(BB)8zf@Ks2VJSu2TP&ak4=J>*fTcN?WRv2U;1>M|r~tBsEAblektK}% zKnC6`;Tc5}Rg^Dwqa5wvNYF12s4EXC%&tci0Vd=aMDS9#df<@4kq{SYUdSZ9cNTe5JF3pa9Hq~RdLV1tQJMQ!0^$J2*tD^DZGCG zSCf5!eIQzI%vU9D#d<;ZVnws_*m!!fP(!>Fk_8J-s53uSI7(c@2v0HcL|_Q3JJ2Br zQIT%4gpk_ahfs+biW!5SP~KS^V7O>%*~91+{gIr{3)W*rgc9;z-0|o#F~$&Q7CQ)l zgUh1b#NM#L%tUS`zXp#Cgkebu1jGc^!^Z873j%ioLK>}Tjm8f$m(U<2sf=3Q!ik+= zL?*%xvj)Rvm4iW9LpFkSnRthIsi6MOUSK9l=ocR^v~aER+y5SE?%yD@4~>pagjUWkjY+oJFtZfCl^AywMIZ#1W3%hUY|+%MqaU9Jmhp z2Ok@rjsxns+Ab@~OVV*&# zR4Pf4p+c$xM3DkSL}U>6CR-3h1RQWgXrt|b?b8-V#FlPnvGrlMcGHO3YWu|Z|JFV? z-M>e-gxtFKoW0jx>s#OY);hPshRyE$%j+#D2z;CXmD-@PORNdx5--K|<29i>tOsXN z;?!#inFCbNofKc@$gpJYNQ$E_CLOI?8(!WVvrIuY1I2JCfSON}DPTE-vSJgdLjbb0})~PEVqQxiKxYRBsU7ZaQ9hm>D&UeReO_ov;k77CCVQlpF}5N zS0()HEZ1`;xUQbExLN~S1(L|VmXTRoNrhX9M7|!uWcZjGurf$P?m&g$>gKGW?`(JE zIERcRqPkpU5%a4dgv>?kawaHw5i<(BSr7~TEcG*T2Q<>E1_DE#o4_Ph_p7#{?`Qs! zHA*wqB(_QpCTT}BD4=ZNJ}rVR>&j3HRFBwTue56Pl6)Y6!$t!HkIKJznpJ}F$jH*% z(sYb+=#oqaZ-%#Oa2IFQI=F#g14NN1S9%nZ7etY`xbSj2RzMJkFXrh4sh2Xt?rRw|QPG1B4P%C99V-Ln%&7S_oe@x!TTiN6p1K=q71r z6xedn3UeUhrD#zS2DGAZ`FV_o5VKqkw!#uthx^ZS%gH;y3Fio;$FmSDVKx#8-VEw+ z7UJ=ULQ5Q50*^xFzo`ja4vDrh0)`wK+FdPLK@lB)1n$F5E!3#fx93)wc=n0ElXii zfB5AElu5HMWU!V9CfLQ_q+06d$U*wMd`uKKendzj4HF2aaFB&0NszbINWe%sFwBc+ zgcDeAN4Bt=sTCp6mK`mEHR1qXljK*fo=h3jfIU%KP7##h=fPj-&dDou*~99K-0`ir z0b3;)kj2-9J1%n5PNmVK79hnCmW@l&tR}h*k zm$=Ei3h%=C$h-PuWq92s?wC2CfsL9#VOVjwIxr0?M25uRtNX%pm$->D<#Z(_gw{%# z0U{{nZSfHF+NHGjl^T`ZsdZxwhz_V=0(5W~@`HW-U*yubIrSy@j8PyymJ`(3L3Dvj z;=!navNz;{<~nsRiU+~eC>@|Hs=O)ArJm`Hm9~kx9=@Zo3F0EY$n4UaFLj$1;w?&* zL`2DSP^SnSY7g=+F&gi+YGqh>nUiwB2~$uS#V#*IEs=5;&)gzkopTN0n9xn4%gGMP-O~ zVBM4$)U^64fbwJ+l<6mIr4|C<(J0j<{NQy)07#F-0dNXiwhzGWC4EpXVRRyarEz~r zM1Un%1$P=g0KdXp0Yz%w2wGBdSU$-RE0+U=bS_8aAeH#SRo!jD&7cviN`NF4*8i1g!HIm5LB~v@Pyz2ZWMM|`0y2O=DJoT2SS;M zW|z7o>4e>>=*D+dCi8Li9{=a}lj3^6xq=Q7Z7K*R7(~90wzM)FNl_CKU}|Y{O+req z7NYW6?2$k~NjTIPWXJN28h1sVR-b_|wGWe|)qg@s=S6enS|NFa2vXjNm=AFv`v9Xv zI5JIx2C8d~uZTDRpt@YR<4Si-HaqzVwYyd3ZN$pMC_IRK!9b;yg@xYm+WKNF8c z5jenLfnGyv0O7$tU{V0i$WkkwA$#I`=t?pkCnOM7jiA!c)|ZhmbOFKu_JFxGN6kIs zYfvS$3rMaenfk)(x42c|J6l{gB?LQDeE@|cV-P8PAP?<>Zs%r#5+f)rYQ#iWN?^XE zA#$FGWg}my(;@Xp*k`d|GmT_@>5l4R>csQ#i9t6%{CW^$0OYI$aYu~fF#Vx0fHsj( z$;;(7K|7q9qEWyacY=9wA_9%$mdR*eH&h5w}*d}zq6 z+tZ3lQ{fPWr4tr{(NJOvKZ#oaDvO}JR$ExC&%9CVso13~pc>+a3|HrZ01$k;vg0y(La7M48%m7a2=6EB3uf>Em7Z(QdVE0ANZ)Dr~(bE`e*1V`M#@i4K0{xMqGx7{V3x=&FTw zZl#JXQ;Gq-GE^@9(J%oJ#@nc7@C#yJN{@nG8YuV*y1=|Jwe6%mXK$tNnqPIMk=rV* zLXWv(Gmge3w8HR%?e2K#gVgX!nB;9>mG`PmP&&O-HOdKz z*yNML#GL$0K!N4VFIl3bAfi0ue_YFw8gz~iP?!K5Hf|fKgcW;WEmqJ`XU$>uu4T(dFqZrl^{BqP-d0joF*#9qLGxygMpG^W7Kc*#f@*HQ;V!zcP2 z^h5myR5&~XM~w!D=HL+!ZmN9N9^XhDvpAf7?Rr>Ui6*7|h` zmb^ry1p&*yC17IM0Yp0udtmIl=K`J8auvM#<6=-}| z!UM?1pJo=_1{@-8p=+=oT{HZ7r(19tGdhTjm`9wUjAw2J?x4EpLuM?dHq2UlaTBdP zV1l9qL5OYWY`8i)0~A07J{7F&CAK69kK==jeieo8H zf?4w2ZhfazZ;2u>pxA&7ckD)MP&S7c;;5S0GpiJWJS8(dj1%Woa3Ssmf|Qa%wOT7w z=p)$^tM-^1=>cv`7UtGm2?JU1svg5MTn;zg-=Kiz#LKtuwte( z7(?fWh+|H3*CH(0LpKsIQ;Qy_gT=>-0-&Nx67rQi1#c9#01kW>5eB>f-wGHXki?4; zpX>}+4)0e7K)rl89{F3*RP+*HTS*gV_rv#3ujRLP0Ya~f&P$?#P;VpNB z!2`CGz2z~&R$;OvcTrBW8;@WTQbTUE>_lq=kIRfuNDu`(o~t^o(VSZz^0#0aE(yBF9ft&La!2#g#Pe}vJxaU4x-k6dgYWXLQ= z5l0)<2hK&MCO{|-&|rgPTDSnj1+vxfAOHyX<`lu&hCZZ59h!q$5Dl2b(qOpU7@#!& zPOOC^(OQbRCW|nNJiv5pa)S6jI3Y4cJvMuvg!C5D1VN2g#QK4+EvCXm&t#LB=kV>I zGEyl?T`=tu+37;qmQ*>zZ9BLyh zi5?=InuIfaE1Ppav1+>0>K^7r{)GR5^>@s$-Y$s`Xc14^8IrQP+Q^6<3@iv1G1E z+9X7fn`|V+Dg|7F3LkE&!l@x%2sD6kGzHkgVdHAp4Om1!Qliv~!ii(9m-e;BEjdL* zDL_74J?7STx7pc>`6vYouv)^iV{XG%HAOTafl)M<9XF<%sLiC5%IWDvS&JipiIUiG z1yY&X|H?bORk=^^g1CWeEK7j{2=hjWK)7|kTOYo=pV2Ke6^>CV0`Jj-w&@qI6f!w;X;Em)#nj-4$q#`?}$3x+!u3Mu>!yu&L{*~dM zu5q(Zl~S#S0ytf2JFV205F#pias*2dqmhIPX5bvG%{B)lTPKnnTRwdgmS5{8oCK8t z2!IjEfEFh-6GS>hh&hBZ<-l5a2izBNGa5_7{`eF7fzyTuuXU5R+YXdkC?Yuk`;{}o zU=USv+z2$39V7@?1KAmD7q*ZpSYfrPGtPIzR}G4o`Y>}MRU_Q+Q3=>_HQ_hcx@nzI zd}07&@iMjUn&RMj2YbTw>)d2L^`OX=I!U0$^)gcgbg%`8w2>xGKtu>Z1hTDqNZTUe z5;`~&WE*Lsv@ldk9cosup-EP23=s~4)C1a+IQ3b3N=pYjLE?ra8pvNsDxfss#_Qaq zas3=-&c%pyRvD)RFgY#ZS7u(tukNvgNOHonQ901_xCSFClrb8NM8uKUMuO(4I%0@31JB4Jx|7^cAuP$3 zy)xk+GXm!>ZH_mq(zA$XH()KHq#`5w8wOn)e)4)ZcP=kuMIw)jN3KB{1vO~@a^}%0 zVZ$5Tw2Aad@NYGu#Scoctus!jFLu>z+v%!t&Xyo4PiN~8^s1CW3mQxmIVV} z7R6NhVo(4i3^0!Cu`j7O6gg6_O}0+TxG5DB091_@BQos0NR|i=xCZaWePI!eos$fd z_*MSJ{Kzy<_~9GeQXXLg0IUS$zC3F*`=W#P?G}}A!u9TAz7`eC0@E>PoIxg#sK=Sl z=UU?AGHv;gCB&TMufiTCsByx0I^-F+2hUPK!6H6cXHo(NK|#%BVF7ZegRYScg1>P* zU775>ap!j*4yJ*UGdRS;uGeK|-xU$PNK#NP>=m5oE9sph>;qf=RMGIt1RxZVaq{P~dJ@aYMi|P%PjlB{we}1Do>Qwq(;1gvTv0yex zL~HRkBrfYX>Hcy}cC4{4&=@t(e2xPmgJBSCMTCW`Z*UW*+Vih=OP~ugaB@U0t4qVf zH_%Pc(?7(w9uXqYDH09ms(j-EaxoSvHB=%221Id5ghK(e1fEi8XurIZ5TIU(qC8;T zOt^E7th?MVi4#5oUC|Rc_8Qr9cL%!UCiH#C zhID13!TvJt=ATAjU?}LPGJvHS+#9SXT1b@YAn39L3oJ*&_L`(D?ZJi!ZSaWVOD_d~ zBeJL3u^O9DV%Pbrvd3l+46I!?;Q2ygWnB`UM1GQ{MPvtG!-n|;>lzf$=}<8?G9CAp zowy;zf4NXb-FSzNn?fS;{8^fjg&)Epg^02=gU?F%WOz!yHKBTwJ1U%ilk2`J(YI*X zTk0*aAWlXFiaBkqMS}{eRWZ0APgYSi3Wz|@gy%ph6UUUs^mxc`r7$gNTy;2JiQuB$ zNQDf)dDneCi)AFB6PzbGL;aLvBr{Mgt4qU9Ksm)y7JhJ(>m9c$Qn~=aWMwS2~) z>t@%{QEvuTh+JW|o${48yPiwvDVYdEl~j)N*kF@dK3szXjlRupg=4H)lDs}%0f-?5 zYK7v?W)V#|NMDeF8BqB7&2GtQeB%RIN8$ovD2{K2LUdLC9oOW%qYD&KN|jI$Q3%!{ z(H;9@O!J*E>rK#ilDn9zm?lA4?ptaL?uu{#Rn}Ti_|%!8E;40M>Ce<)@KdT-DMBa# z5H*}R8IP#4eNlU%XG)19!`mSep}c`zV%`>*xIG<@5)pp*CfCQ8W1;mb*9fn}nYXwJ zW*uc-OJlNfAPM@jh z3^zS=UpL?2C;rEg;bfSJI5)@Ca3aJD_``ePW3f66JKyXUgT+unr2r+!RpIV8yQwM_ zIcuo7fWX#OK5135E(z{-qEHM70|$tOxZ%3+(>J?GX9%{XPLmhZ!UeL-Zn&>{K^P7w zh#AA0L7H$@o{c(0M{G7&6IQu2wBPC$;+Fzd+BRTAM!~}=9XQ!2wZOn2AtZH( zqDqfyQ#j>Tcfv+W2>_d_g%ljuqR2!{#C5<_TVF#4JKXKC9kPIjZgmSzXUTFW(Zfat zr3`|%Q__%LEx=3%=g{zaKwLD3dm;C*NDd$Jj;reKVZmG6`l0~%HB<-fTN_5+;wDZ3 zd+;sAiw@bOO!?*N-tfJ*xVa~jrBz$=GpYj13{h+rt1~YlLE#?k9@L`EVekfy$UGY3 zC#@?Q!tC2zH$5ZbgxKXYq}fKTQ!zkj!lJcQYj;`(#cM!Slp?NL-ndbJEAf%?v4kdt zI2dRr5)eaJAS|_YY?%;8CJKWxN0!Z1wKeh`CMRU$-E|iY>5=VOg4z35x4DJ&N-C)h#9i`M9`F|# zka&&QQYM0M&s$yh0`6UqYN!?QUL#y`HK`J$Kj}pg%EG7K>NcGLI|bjU=)~#FFl?Tp z9i9cg1Kg$KQyj8*@~Ngs>|szYNlz7p?iQ%A3R-g_)X&QXV86SAOPgZu%~ zV1HG75c%@M#Mint;XQA2v*(+^QN9TQIBRJ{a{yc$Od_eWnDB+Sx#KUw39tip#4tpp zT?`1Me$jZhqD8CBEkxwZn#8if4%m5v;|iK3&P5m1J_-99?{E`20^kd>YU3JNQ!|X2 zqLD7Ha35D^!-h-}5Oi4f$&cURZWt&0(b=$)@{pF0mB@yR;J@siVuMs$My~iRkVKlo z_2P~x07Xw#9g|Yxwbk>Zh~$4p4k6P#SBDqE?WLY^NgWBwR@r<*+vWk)rp4&k$n zArTOTc80V=u`Kfuum&YWHsOj~40EW6)6r=e)HfEJhG5Vh0w1-$p%X!uq`S$fG|+El zDJqbdFoV>XL*c`T4c|pa{=IiG=qsmSJ;=&%PterXz$5`x2~8CSc&KK>D|fl$!=-n- zt1c8T(mxO-(uQ1!0SUsAfTb}9%*UQV3A2(vIXBV)$JdzECT8(uGQGwnIE1WHE5a}C zCZcg*B2q(xFe|n$X2{`5KLuzSU!+6#LuC}K1sW9B3!5fy;6Wfo49PfQrtE8x*O8T> zDkvx00N7H0&EljD(1D)yEGVmlpEAnm1_4d-Au%U8Rru!H-GVJ>*jACLlVanJaC7Au zWL32)qMMQ*RQjmq6UWlomLWxQ;5ezCOLDF@E2)*`YwSmXQ4ROp`V{`pUgUAA9y8@SVs=LNP1YHoTE0rRSlI7VjLPoqK(mmiuG%Cmi4q?{4 zZsKJmT@Y3o5UEJkrNP2A6aqGage1?gL&7Zt^q8NdM3pdHTK76Uw_#7&sQZK3r)}W1 zPu}YmT_u@9En)5=>m_``cFmg2<|GO;DrY2@BH*Pn#ZIv@3p^dqk&qnc##k8@I0ZTh z6FWyZLptW$zpwuIef&0+gKlz1(o#M47l|#y03*F+>OGMcRn%=^b%+ z7DBeuoT)Da7M4NA0QoSRG$9~e^EB#8Gy;g!W`GQJCQoo{1sX6SngFmu=3*h*iY+(^ zRZ)%XMzfM$lA@0U7dwDJbQlP3*?bBpjtef!&KsH*=Hm)#x&YCfBq027a9hXK*e2I= z_*CK1bttPLTWRQw5 z<{k}-E;NShAu3}V+bg#~_4M#}Uq$DR`^*F38oACn>Q|&gIRJ@PpSD?QNLyg8CCO?|UhoiEX z$eHOj5J3_X!7hO{Jg#q5C*TPZ$WUZEUaf|v``vmT=ES6&2gkyv?8fM~;o|$<#%}e< zC_ZVvmOXoT(7pG&wOz>B_#H$A-pzeE@9^^dZc0&aHh~9NSg|@(-sNUeasbR|e90kFs1X+sspI*>KsZ71E)d<4gvR#33j9fJ zJQIg>Y4QR$BzoCFi5G+x3*c;&_iX_gSjNt>>Ucqoj%FY&q%k(k@lb={fp7wIdGa)S z(OCgdNGr$(L@G2ZZcutZ?o6Hoj_r+jx*pn4N0yw}5Znk;x?8Yowr3>>QFl5MZv-MC z2S`Qyg~;$(iDMd8ws>XgnIw7QWk^KQ7S0y+I~SR~GBk^_rFt z+%}fR^spdb@*79YR#W?09aatC(G*YtqYTBhK@TcqkqS^3^G6_S(X;~@7fru3o{po01Ca>`s z=s-W;8wSG5&}pSb-_iijh06+XM67M}jr0fjMwXg`_Phm#rN)k;HxI9Uk6StpCgDs% zY}J}^$x70IkV*+_KIu7abSfdH2s!Ff`A+7*N&m_ppuYA?vlX|3XNkyRX_5-Z4Qhg( zyaFCE-NpCM6go@!yr!V>ZsWVwkOojWs+dx6OhOjE$_)YD7zCWHRgKgPnuE}bs<2rs zM~)m&R=VmgU{Um2S;?+19;n*G{o&4s-O=Nmjd~QEE}PU9sp4>Zm>5+sG04uC z#vo?I711r3Olu@+3_xrU9V8NklOj?IE9)i^HoDT#12zxs7UzoUx`?~@52*;JC8W!< z137V3>`Z=aBmu$&f8vcms(~rAxxWYlHyrEjVd6zJ)JS!9)Jm{e zOX-lqjP;Wq<>8hLi2zCENX}OtamR+KkGc)xe7Ux$5CnpQY&E6e;*AR0@Y757=4JNrL?8S$(Pu)gcCN^x|+5bz0)| zP7YD14w7)(2VD1R=?@?kI)FyJ?4lZ0rNtmlfeY9= zAq7N$l|bVA;eikEW&biIUWOXT+O1AXYAv!9%f^-L5TIW40PWEpQ>D29c*coQ+HgFi zh<*u)at$(r@KxxglnTO<4aBlYi}YiK7&Y8d9wlU6GY&jz!K5elKousSAmVvr=>uw` zmp&}X(S9Hz1Tldv5{ad52V(JYxS^&q5i!a)Vio>|fdMWR`T`%av8*Uu$~dra_Xpik z8-Xu~KZmcy5z8!qDG1C!$%SXpNurpy&(nmIW{+k0M?1>Gw?2qKg|LXL0z=qMA17Y` z)~peHrbI7quF47?hUsXFm;)&9DKk*8z}WRc>oIEPTk|B?G%_+Z0*Q91-GF3FHIxzb zEkNycYcHqV#guGNlRm@}Xlw$sz>PavJuJH`&sX>=j_4?SkqI>-Nr)X{Dti$^p;=*8qF?KqMu2yXX2Bd~ zXK)%0$fogQ4OK*%%eRo#jyCQSSJ#TcinPc8+hM#)F}{B1IKt zE!)xe4A}94cOWzF3j30#rfuMv7zU$}3nYyb7tH8r@>awa0Aq`B@=KJMjHMZBA&X)@ zR#1F{$*KC<2gr?*MJd&3%!*8aCV(;ck7zVH2Jk*g2e?!tG^}*Po5)2pOv3DsxYJG| zZ9$BrJi!ArFT`453-PdtZViD06}AsEpGM<3T9_{=8_QDaoUeSuUB+{rII9{YFvOB; zQgCr7H04w&urgtR@Roy;0wb)}RZ07zQzT(A(Z=E7{783djqzW$Fpe3s=y-8qVyAQ( zX=Lkq$Kkl(wLu9!f<(%3sAwbZ>;!Ndm<^1EAdiI_tXxb~O*8Zvb0mFRt&kXsN3x2a z1EswF`{Q^8q>A~HD+M~YP=qN!r7AW^N+j! zPHhl@PXP??#P>tzod>&T#B>1&=-|ZF;xK-PWL653z9-z`E)*f^Az%ZR9OdsY{)C%2 zPeTx@q^SNHq*lQ%u|q|>IeZdcc*0F?B@SUb$`!q$3fJxmSqOP`NolVFPX#&lA9#Y6CGo9H6^fjc&9 zoXwcxg-^N#rvQ+en#Dtv%i`@=37kwM)|jF)5!no!QHgAH!)bL zQ*Qk@v)fQ_sZ7c!n1B_;L!|72>Jyb*%tC>}N#B=*GeXWqQe-eP3P6ZYXkZHm7m}hq ziv7YX@VoL@`TlCqjS7fQmr6QMMy)=dw*afyTS2AE(LTY2QPFTdk%&q&c?2?#?djl9 z-rD?)z6y&d0bJN(89(LB5EHuLXMf}73?PAkU=oK_3>8Ve)#^QzDR_m5PXnY?zfy=O zvy~hSs}dU;LPwjxg6xURDa412XlzK9O2aXqbj#aXxf*Zc2e{X|aQ!FU?BgKnT0V{m z@iIHv6IoJ`R0fbqWFZBCo@bT}&#BNYjIuKR62AONH~%d36*h;20WipD@;tzjBiGUJ zGg}7aln?SYwgAv5Zz=N8UJ*E0u%#688&5e79&+=JBUb?i&`E%T1!7NYsRIEp1ES4_ z-}I$qY9Ocxvw0LnV{CF|;U5pVzKxtbQ6lk1>^|lLj*p~`@mM&=Z#&oWs5VdfnqLY6BGE!ctwFTn0(Px;WBd-C0ywFd=c>LQ718^va=X7^Un2D`;>p zQCqM-9%9?6I2%lZ(=~CLTWHK#tPXg>WdH>3Yi=RAi4#>9%DA3f0D8(XBf&7X5&rFO z-6`GFyRb%7Ok_`Jn4QI?pK%LX>n)m@g#3#nhkHK5lp?+Q4}8WwbShK<2gjmVl11A- z^=tw8nB1$fy4)3L%t@&)1u-inc0Q}CA{J39g*SfI9T}eZEFC>;kC}je5?Lc_z|cqt zDyU64F@cd&FA<{QVbZnnYDzekqoAOAApcUsBNLV-KM^Et-ezMYc4^HdcUFu+$ee4# ztDkk%#^WJsMoW+7)Z!ZMckY_xd>G zz$XV&^TT+KK%zaD z+C_(bk%7<-%0RMGx)I~jTQUa1!nL1w=X5I6tcMBNhorAqd+=$ua$Xz6NgG$IuQYjQ zqb+2Prty`q>FFq@T=cYCe>ox)xfeS@MLA8~MT5k6CzU#k(vVkrC7c1S1kqE}$XeZtO-4RlDWoLt%7<2&{sc6bKp%1bJgAQ2!U1sX3% z-L`KzfF{A!fXs%Js^%^gFrlc&DS;VDdV1;!SYj$<9WCN`Q#t|UCIV0r4&|t&PHs=4 zR*C{Gz)7SGhEJt~!5tw$@;oV&)ThuMJ%$Ci=|xP3m))NSvD05-#>e2`Erx4nb^#G^@|Xuky&l4S(kr^r*BWS*bruF2+ux z+28m(w{98?lK@kbj`SN94P28g@Y*Xt1%c9QVE|shE7TBXXHw;4V77{;3ZG+nf?F_#Ad|<%IVeUZLhZ|L!CY}vjRbIbY=tm_ zkC8GtGKHNkiL89=m)+t^;5HBrOWC9wmD|{iPJ)~Omsh!f$DzUC!4@v?9&6qrOOR}N zo56s%3}j8c7p)C@_J==z*{#uU#%A_NHzuj8l@(F90|^FF1_#7HHE33Dl$8dHHf6l*+GD5VG83~I85XVC#7xilO8(BHcS z{p0|pL}G#iienJD8f6U8fym%QoV92n4sa8V3UU)gfB3JzcXLATR|o;R*lb6&3G7cM zfR-RMQQSeWF_c-QJ;z-l#E=oJv!K*&sY%3+${IgW!c$>r2GIPP{DIyNNx-7Df!*qW z!at!ae4YNoU*Q)RYMe%b8abDUmmyGI(S}i*xE`!UE~OVa6!-y%jQ>G(%=c(unBRxw z8Q0TqQ;|R=Hzp6*>Q$Z~x?vMNXj7&!z5>XuX~mRIHcWoTt(~o35+RmHx-)G;9>K_g zG+~vwEBnLio^g|wXc`30Nf?mAxu%_``ZxqW=RsWyS+Sc}ityAkZq*>31C}8~NO_Oc zi$Ep5r8HqRwSd?TLNvbdL&hSG!L`C>bj5O zIN(MibiAKRwAAi7Ba$v5r(C6k#J$3OUv;O3-+$G0E>K?A!eA`ixP1JKBUJHC&L#<1 z$b?N_bJNeFT?`s1BBe^`-Z%|;4)me~rx>*ofbVJ{3qi9~x;Ivhu!x%xxdcYz`yf__ z`@ZHDE+q{rpVN)7-mRwksOs$(=J2&q2MoUUa1YS zsl_MFBrB_p@);4bZ*XJZSP=3bF(hwYjU3|^UMd9>kHcuC=F8Wvh^CYA!L@ir)HWQA zOa@5CXpks~=b^HT&4{{jTPdHk={Q8|Yc+)#-{K3VB)Nk#(k+QQc5F$MQ_|Fxsz%#N znHvv3IBZ8Ks0VP>y#}LW0~i+qQ=o7(I|&mlFy%QbhR?DNpi2Bz+6y#Ono9ME2^zwo zIsyT~32F(mQuySz+~zYV{>T;N5j~kDud&398$i-v+z7wAfq+Tcx&#+ZOJ`{CgpaCBB?1jG}^L#l)6xgu=+=2N97mYQw6$=i_0L)#Q0>j z+MoEI`qSEIIQ}`eyo*v>U@d%u9qFp!;B#)le2O|Q4Y=y-WbD#b;ZUXVI>8%pD;)71 zw{r?P4r;AdkFKt3Xf}eigg1Z3t=*vC0?cKAN-|IRkVd<5Gmt{+P@BfK!>(l*$_O)} zt>tImao281W0QQg^>FzU1X zmCpiAVu!ZS-~EFdT&VAXB=3+5)Eh6034M!{sRKNuW4xYiz3;p3=V5*~i}zMin}AKg@3 zie{z8oH&H|Yc;|X|L7LZqmYE!LJko2Z4*)G!P7Zk>E7B``0GEq$?J{vz|D+rm{-E~ z&!!}Ez#y-#rNI9cFj7g*9Ab3%vOi(-*=~6PN8Y}*YIBf z0d2v*Scxb}OhWqh16-1i;~o}=8scCr6tNiOu&a_XVQSJ0A@s6nc>eot5p(b=GgR&% z3#|=*{JuLmZ2N)hG${-GBN&mL*+Q%p8(&A*k&*apMN&2>{4oi~7|%-70SZq&2i{pf zlkXknYi_JP$TG`H1jEy4RLw!MK;pG?&h$0Kz*YF*58TQO^M_Y{;O3mGZxH~_)J~0A zDL!!^GB349>LsZtmOw&8a)g?gKqP5hITsa;Dv$yMsMDPQ+OvM>j-F3S6V~xEE>a>t z>0O;A#1{O?5FtGIL)W`VTUD8*LINjJdgdWt`%qac(8kpJ!_R)mm;YL(=R#Q5hGNxp z$(Uf#->IZA8du`&s&EjaI4|*bn>WcAe*gwJWk~?)qM2j{DT9pBpO6RRnYffP3qZ~p zL2{MNOBDsPVlWK|F%bdE=r-62T!Jr2&k~Q48|096JVhs<3PhU<-~N$X#1qP7F}w<7 zySj$8G^Sp%gMQGs%hoQgsa9 z63rx((0K_7TPEEtSy~WEk!_m{yMOGCzCxo0fCsdN(^gugCKUrSyoFlZ-nolZQ4vWE zOz}32`7^AC*^yLWG11d-5}2dB3Y22sB#@u~m|xpC>nHAPR1)P~0#ZWEsxbZ&HwiBa z@BE3Izh1P8(*hnbMkL0hWfUA>NTn!jMtjyoDw$CdgRE^g_|8w<=te9CuN7RX;)$7r zFU&>;qCXD~!9?_CO&a3SybJqcAv>*b(@$Nuo`{jbpbXT))BqOF|NK+8Xb{e=X0>Vo zBs#LTek8?D2Zpy1l2HN?Wa<8-EOa39TJsHK6C$rds2Sq+>T0gzFdxO+{wNvbvt z(n1_fh1_Pn3^igK?^C;nyY;VRfD9Y5t~$TQ!BTjIu!M4pib2^UU!M#tL(K7be3F{I zLBx0sH)T|Zf6E3E%mE$T9|~)3E3!nwhQNYmQSXb-KdU?ec*l_utaw!S1VsilA4eiB z!26`b+4)fub5Rj^H3H&G)}I19$dl@&;q&_PUCmUf1qNj^@6qpEiCzhwm!w|GqBJ1N zidFsLuRnLo=W>ji7tt3kl?p5;z}CfMRd;j!N;vix`m%9&7B!s483`U8JakNPN(3rl za&B4-3IpjzA{H;%E147%jmAQ-h}Tm7hXN^mDflVD;xH*wK89#ePi|gt|muJj03WHxxQ zcqFb*I*HnTxba1Pn-al@RK_LHt#nyVPEAXwK33%v^cuDP<1f0?LenqZl3uE43R|iR zeA`q(l_O;^A+JbMb^#jv09OKuV=p^A`%AaE3ok@7gUC1g zRsZ6q^6&w43jjoSQu$(;ANV!iz~VI0LpDHdA)ZACpc6WOmX8EaB0-YiPir8seAPmL zA*7$HTE#{M$fa2&X;9dr)B+@7VikL9P6R6B&T&Q+3-Xot6&Iuk#ADUYpdyTgHFH;v z8Nq-6AZ5iOlj=S!`&akSTz;alb099ZM@2L+cs5h%fLD@&?|oGRBG_sXFRq;qB636rAA? zze3(d&7f05vqTsvyYpG`e2`9aBZ{&t^!?gh+zl;batMduz)Pcq+kfrm;+5nzK2H#+ zP>){u;;(t+LQ}44gRm@9p@c8Qqsm7cN-2+usDuT^%ClslJe&qv$x?uay{&9vl*Fv6 zZ*fzhqGH57UR3g*F9p=Tw^0Y0Q&?hJf23P*}*au{(%xXQACAssqCqdJ-G zSzv@o|L%6o#l@wcAs$e<$;r_!i4YZdIFrsEdi%(~yZ7=C3Hg!if_p{>P`Q96E#Zgp zp~E_u^h(MHyd9S-Jy^+w+j2tojIpwi)G|1s^tO08`nzVF(iY-D@F`$d1EwPwzMzYBKQ3X^Wy3DkycBw-M2Ze&RgTaST4gE(VbUZEBS zbcXsp9$uy~brPO+w^14FTGYCnqhtnj?@4?Tu3cbL)llRK^Xn{Z`ww?IUa6*oDkzvA zK%l#Xzy61t)d^Y0A2BRhEjsH7FS~QQwNj}w#1@7VZYANfFT3mJ34|q+6Zpzj6&qEf z1Qa0!bV`SR<8Ry<;pN}(1i&$`xb;j_;#SgtATDv{k919EOEm#50t52uN>?@}tK8RBggyz0TrDndQabp%Z zGo-8ZJ<18mlZ0N`;{XpKm2zB;FZO@L{sDE4i@a9O!?13M8V&1plw!5~mz)FgAfX`c09S}xzye8Jv?c5$Lgyb{_ZbWp;sC@Y_`nWz+In<^ z3J~p1r3UJaS+xa<2x4mr!BT*-s2DPDppT+d$YI^`M|alo*hrS+y{uE8%}|{)odVD$ zrC8%WQuvd)a1E?duE!ayw&d=8VbP!5I(|z6Tpdj1$f@JQ<$r>;z#vG7nlYx7iS~rC zsFx$7#71@;B{5gSUy%-=Z8&^1S2$w`8tPXHQ zR98P1@B&=ayAY_;k5^2hM4-T#b8uVuxTauPipdhHiDXW^2%KBHDHgq|1z0iS2^dRG zvko@46>xAx0T@sFOQC@qQ!JyUP!U*y{ptU8i_bR|84sW(Wzu0*rBhpOhiuNi^*9Hq z3O1p6R|qX@;38bUe47dxqKC`_uM%3;!g+sj^ILL-cQkgm{x9yvPD}%-AYCe<>vCb% zt2}eYi_(!{CU~bX9`{q)CQs|JPA&l(IPq0?4;3Kb4Z%RyAdKRqUkZqZ=YDXoC%p8k z+kb&BFX2P7y4?h9gF<3e@C)p*qt-UiBoy9M`&gqf$cdAdVT2gN@!*&AYgVlePyf|T z*eHO7;1L!GgM3zgV=xBeHdM#moG3P=ZQ!1!@{SOUTXb;N#+ zY9kids+C|#T#>W9I`s>>$n%mSA+kC;UeCgFsXxH^Vk1n+Ac?VC&=8j*$C=g>Zw*}_ zm{I=4ZS0co$oz?Vrh)W|$tfj}WqB{vE{z73h<{m0%A0w}Kl4*JfX28oNk{D#mS9(= z)6UI^8&Zk|mylOQjOZpuB)rEa*W`WyL%gaPNV=3NN)Wn0V-~Rdu9*1i@T|HL1QPxf zKzd*JQto%oC4CX!lpd;2?Ea8@k}}c>9yV3{{BWS+&pJx^O57D3g0a&*6f3Zn zI#`B6f(MBKSrh&T70<93zu^)2P*aimnO2yD^;N%UKC?=C;E0XVIIyjgVnG3f0%C^p zmDf0s+p2zRC*BWl;ixzoCC@Z;)cmAbFbS!VrgrIAiABO+dY>54%2naDHNSK~56>#* zVbj*;mGc5>EQ$TWx+yr+zSnp9NwMYF(0b&R9GpN;{EGC@C@hH+h&gfz3yOIy{J7@N zn5*YDh(hc1#&1Aj$WfzFY@Xx6M~JHpbw6DKmQ-9RyM%%Lem}nO11`iRp+f+n`J$?1 z$;@OKh(`kpkdM^b0)SZvd!`yeb>>&oawd5huxQn-!<=W9Ho%tO!Nl>U}bei$WlU!N+rC|;@1)K;DjO^C&MRn06JkwTtEx< z5qrmzmlS^g8JJGw2{aeMRc}bH7l(>4J*$_6c?nKrHISgFe3zJvK$i?}Br6Lq75*yK zQmjnlk|aAia|RFNt^OX?$!AqVg2-0yaalr654MoX6?8fzjftW!s0FF`1Y1sO^Y?X% zQ=n;5sNmQZwpqJhe@qTRH7DTrL_kYXvjGkkXi)`fXov+rBVhDehe`~6yOsqw64klw ze&J={p$bfmmd9s3NtL(>KrX6*qFkCl{S>YRYXR`_F=N)$%$lU4v}x3Nd|mC7xG9_T)H6sJ@{ct9snhq()fZAzKCn}YH-SIF+9D%p zmczO%Y-dB4pS6&Pz>O#XF{PaZwqPibqf;v~mV*Gvns9HIe_$dJ50A&8sD}|fWEJ)h zPVV;ix57i=wI~;4fz{!qZf~8MT92PGkqil{auYpkpfDiwF%mb{p&8PdE6DSIMbyC?Xg!r2r2avF5RJU`RftqdQZ;O)1|KQqCP%@d&z&cTV~^|m<1 zq*)NJ6K)1$Ve>@4cs9C?Dqa?BfR{DnX3Ql3C8%~3eSP8SiE;hko9Hi^Pq=Cj0R)D> zl)EN(AlkB7rPp}r<0ttI#2hLS83tUGHflj1zBQa}BxT9#sam?0X&t!knTp}0i zLw+%MX#q`O;2P8}0E=1R%aeW7k;&5}RQf_9nF`4(ruYTD03ypLr--YXNM6k|*t;B< z6C(Do4E!77U=bPapW;_T5)|%A@*=&uUe-kh1O%X9=)Ib`k?*i4PMZ{t8UU{|3xo|* z{i045$c0rAHh}WBseZ@| zJbR=aCLDTt-)PsLDZW!dply z<&4M=j__~kvTrDryU14+*3IF~)BUnGuMtEV%ktru&5_fV$Mg5-P2` zBRwuBc(90g3=5I64FyASXzUbl6Wy||oYoUwGsE9MAJPn}BYKczDF#yM=2(}LCIO<3 z%BQQ<@bU~lVJV!6lRzX9a7VIjC5a9}GjKQ}wnYNKI!Ty3)32B%8IhnOybT*kBIy4( zrlOsl=HcR*{)~1W*T*aIByv9v8J?QyH_XM7_GGS7voM?bPBUsqBhoeF19peHXZZ(` z8Mr|l-6bsOXQ?>=JyQe5?(xmpeiE|?5@(?5`l^P8f=MMuuNM>(#@JE+=WM@doTRDI zK53i4l~Pg3dzEL%zM^Z~@D^sOrlv@go`}PO)YkZm+@8)Kxs9tzTeUZJ zq>Un#b0%@)a}Xd37KD#9j2`LVxKOFof=2g;mWb?Es#T4e)r;;lzpn2(?AkT|(BwIu zx%Opgx}3kSxZ%)|^ZltwYm59s@;G1DIPuVd1^(rvDevpu!r${sc=;kfw<*n6_HJQ0 zN%-O-|4L7_Qcd&0ont$Tw7ES=_ObUYe15SX=o0N^s7;s6w?dHP3siRbJ>F zT~Sn4?QF{W_>Z*ST<5r2vaCsK$-AZ=y67msF?IKxNO?leb`5Mq}gV>X_$8CYPI@J&w5a1^0Wm&^D*5~5M63HhWHMsZM33qMpd z8DgT3K*AyKOm_ekV5Op*PggW(!@8 z#dZw*x-R=a^ehn~RoE1@s-J>TvcjL9INGgHA5%f zAwj+IC3Tbtz_5Y2J$fgjqaucxtNrW3J*$29Ib1HI0?>7-!gN^@Aen=J)N4c+q9@>p zE1)p3S(cmUlm&dGTFvy8;!q=!8jc?QHT-_HU)VzAL{fvXwyg2H^_!F>VvrC-x-8U5 zRj6~AAGXdG;~J!~@K-%oZNujJ`T+AxkV``c8km9R$#Qrr-;btd5R4Oo%BkxbR$l36 zxGjkgnnI-3IA?t#T(;I9GcIBb(?$Zs|AZKpy7+P0fl4PiP1+3f9H)ftU|sM9a;QRv z3<-c&3w|??M$Xk#u{4eEW+04tLmGP$8XgoSX4jfei-5#e?u8}meE%s~MHVuDVjqM7 zXAG}~C&e)dA(E_1e~UZdLkcz(g}4If!*y|HZ8-Gw`=wW^_(umL#S#$aSG-qx1q2Zr zb4C`d&?S90oCF*3Hla9PD)ok>jj$6te;f^a)&22)tG=`F`hI`J<#HeLuSw(vZkVUi zg2e}R{K+Fh{*|}U-F%y2;?xrxWmb4g=+KiWGHBslGMj#iF7u)g%SJBx~Y`l-9N!z7vIr!w`6^ ziVuPMJ2pTe=`xaj!7D;Z zvP%3fwhTa~c0R-_Yyh-0ja7EhJSKU`+N~?soMIv!r64P%8^*z-NJP8yMG;hNIIh)l zcy*RZ^kRX)G`pek0E3~O7ln`zHu_DSC=!SNvFBgHcQ^V)Vf4cLJHw)*{dpH;JnO6B zXYiX(3q!e}o`~SGZ7L;LFm(p89nlajkAra9Bslq#>JGpR+mbzuHECht>7)I^ab~Bm zChu26Opwl%@jkTy5g!0?q6Q1=3+y;UJtHBd3Xzmc;E{R`fjy(+s1I1Wik^4j;W9EG zA%T|)fA|nl$<~QPaV$0ODWt;IWBiu(FVQ;sziE~bPLF4|Og;4cG5*4&WlowNZLgjD zY*@R=&rDto7jE)vlJ0Pq{-}m8Z}KZ<+>I6fn4}#9WABRPn$Dr6v2Mk6Mds5tH-!nu z`2*A5o1K3Bx3e~VIrvh#u1=5#y6S7=%iNlp;q@o_-=r(5d>AA(x*-~f-OQmY z0uBSdiv3mu5XTA-fcvi3`p-3so`_uX_w!HjKMcp5>W`SYGfh87;#s-^OFo}`x1QFP zQ6j-k%vY*m_o;q({^|Ed1Lq&PKAuS>J#vdV3TPB`6Pkc^YVvYIqk zXoU6=JsERHP)w*Tj!M%Lxg9wwJ>z@)WLaNPr)tag3|(7HYp&1Ci?NZBU1P(0w+`(Z z7%p1pOv}Vtx?1B~rZ(4(`2XIrW7gE+j4QWYzj{Y})1=O}$ypUe3gx9pj+m5H0U)Y^ zXeE42yps@zbOUkWgw4KxetX|Cax4dcAcw=7MWMkZxMoU~0BX2pv;Xa+BbJTLig%hf z_lWtj0kOPn-l4nB^kYfO!fLiCp<#YR-@?#(wtsfo+%!D~v*PmBM>y$T?7bXj!tsP( zo$Y@liSzpBWuQRUqSsDOvMUBTx!HY(rd;4ZlD6~T z)p}N6(z~T^N#B+g;hXz?U#AEo$YC$9;N_KJ<;8w+bDhhxkhE>Vq3su=;Vqh;rYkb@ zwKWG~RSH_DDn&Uw>c7j(U)$I{(n230L?$>9`wD zf3TjUOZtlJ!KSZ05EfnOuR4?N6VRhcPZCOe3>%%muwMI9GbAj-;}HtjjiBEk~YK@ zP)$Uu#QL}%5vSn;@=bKkj)>Ob3xmFgD?UHymxPwBe&%VaV#_PAj#wG0u`RbqmvP*v zlF$o?7PT_)3sf6IlVwrk`5(!~WGJfafvtXc2^deLkkL?Gq5x>>4eM%?I?DfPCJTeH z*6_overFAyL&vH=96#jGIJ1%`_`+#vI*!XR6hnS1lDm^XlE$L1@<$uLv7SGYBNkQ4 zBm@qfo~Cyt3hpTnB)?4-D}*O5J1zWV$iJa=NnYh3)Lu$@PYc_&`MKQ>alv=-tF@?!prLl18A^D$uf(sqA(>ub~WdIP-l&g6?>`VRlpw8>d*am2vo&nIcUw{IB_ zn!rY}RrtjYe{M0gW64r`L#6L?;e=s-N@qe5FfnUd+=%Kc!=uCg%8q(gq%~5y<_>}4 z38CjI|Aj+;y2>w3|33|9Qj!c7Eu3)kih;f*y(i8y$d#M_|_Q$nn&I;Q{{OgZmG)w(HJeF+53Nkn$ z#t~gr9cEn*dIG>*5`H`4S5_Ns~{Yn-4 ztvN-BL1SAEr{gwh+Lp&;pwx{TVqT)QJN20Id25A=UPB^M5^xiHv8a$)V=s;{(su>O zjWnvo8@Y8M-lpWw0<>b{c-3_HPb~9!EJ_d6i9Z9{@gt%AYJXvKMUo~TNYg_@SNo;O z(urAhQC8hGvVG-puDo);-?-~$J9Zju0>=hP6U05WOXC3;NH~MRmuzTEZZ2JnGgQcUxV?#yqQu^_5Xxy(^P6=0z zeG7*fzso9`KQy|*iYN`D=D^D^<~3pZjed7iTGR4Tw!^JA`t6;qSgO8e8M=e?+q(V{Oq<%)70TU@T%mI#{R_3{?d86N~KLFri06N4vn#yN|Iay^GW{~ z7QP}!m_6=IenR$v3BFisKs!Ollzh#)a4E{d+-7TIK>%PV)3Gr8N@fRgkeI#o+wDVT~)}+gb2fy{G zwJl8tK-Jc^L)F{-CI90G?96`9erVrY{YcWXs;PNfinXfy{x1C6?fyNJ-;*4-2X5Xn zx|}*}#WM6JD&>ReL*dc4`2`b_yjm-U2KVpVH?(K$nt@&WwWRRE+x*~aO42+X9WC0L znzHK1?!5zhhKsysN;Tg#JgRNg^K{?VVs@G=u2zQkY~M9p)ccML*WKYq)*P2*muD;@ z-SzkIqT!J}MQ5H*%`t3c#+oeU?`czOmhB(dRZOk4%}q!T#loY*^gI3U3T7etD(UE0 zQRyE%H2p4rOp^RKTy{5uERQGkS+{XA!yMcD(r;I|(6z;KDxga9HADMGxy}B)TZ`nx ztFvru-+m%EPxIX)T&bv0v~bgU$AmoDUi37zADL!*cMKHW^EWQ6WLr4*bm_N{TlNhN zY#lBp=lPLoIyzGPHlM%gAJC`AisomUzuMHEr9=CQY|^nIdAncKGJk&miX_?1Ixh^X z-|nB;h)Zv$<1p9aucb9hb`>+SY-N`3-!-tWn6!51yfoV}vad)Mtw@vMVt<-E0qX58 z@~M}l#S&(Q9>^k)Ma#?(whfFv5Fa%gE@+o~w(NydGY-2WmSttbB)m zsimu>{Rp*5l36Rm66X(W;}-j& z+O}N-V`D>m3i58Hx_4;b?)`XW>*Pvx-_YoefxSf~oq(aQDY9CVnK`Z0DwR!x!}}C6 z?V-i{ueHE7vvmLN;0gWPQr-?{pz*1 zAwfJ%b7>i=>v!2h?TH9&^CFedH?k*BLej|FMpqG?|iDx9=O- zzh`TaPG24V9Q+mQPRaz`)gr5m?HU@xC2B2MvY%WD2U|8avUl$;3V<0n#!zumo?n$` zyN34^$${U8Ti@yDbsfqdPXAQ@f zW4G=tlIG@wzaGtD#*g3dYN)@*uk0VQU9*XEh^bac3A znR8sNGCI7S_x4TPelcMWawS85%TW%&y28MF{VB<(!iTuVBz9G48yFkfv~%cyyngQ% z-rCs{e)wL0W8eBpZBGhTCvW%>`x}J3)HD52pOUA8M0*_)v6c1n4_izsE#a0&7)Q7R zKMs{@>3Heg)$fIWc*Jj1g^pBq*@>MtlLq1V&| zsIBXL@Q?cWC)S3x92ng(MD|V7ruyK>(6(*EgWyQs)Rd172~qNvCcrq&yPH@_n%A>* zaA&bOukWnnSB)qdU;k40=A(Y+j7PJUS$_+%3>K4b%fDY+kk^MtM|O|w+q8rMpjaf=~x!@Mk8Uy&_p$GxGFl1V#SCr-%nEu(`wil!;^!dKt#PaE$| zlh@Uow+;=Gi$`E&WY^DU_3E|(3wIV;uh`)hv+M0Awx)8wGj3?DqAqP2-p;XB>b2bi zWBZ1$ySm7$^?Gu3QEl#O$~O(|BKF&-rqz+bo!1VJ%KBNlXQ<$7sxpDy?50_Lm1JMI z{saE}D~JbD=~(fanaA9q#F*WcJigNAIA7d(~xGJN=Pe_!{<_%^?P z&a0JyF>#RO$;!>G;i3=uUCpOdjg@3)e=2HSHxlacJxIVs4h5+|o>- z?cXyzrWBZ*6~6Ehzii38n%%ClXmussM{qRNtI255QJ*rgiVZKGI{W6N!ZvCyxhD-% zKI+$X+)-)jerI!*?Hk@*q;GF|F${dvFE5y~AFjzilCe*R2R`bjbYSVqkH{wb_i`4$ zPo4{3{-|GDKhm5jn|~<(7;07f+rZS{K#`R$?@V6}i=Xh*=9AY1l+`AK!louNWnWS4 zUKU?$5z-}1En(*qes1f5rYXEgcP@&I+N1pVnx+bQ{+**Ch!01r? z_`*%$U!U}6ZagQ;udAel%aOMyZ%bFEmF+`HYuWlOS-NkiI08j2&36otdz)9ClakD` zHmHwyQoS{dJ>^et>B-XB8Qe9QcT4#CQ~tWv!KNni4jG~HQ1VhZ>u>yw&1dG-Tga`W zMdcmI-D#c;j|~^go7>K))(*s=E0Xj7GpXexa4n^{TE2G|VZ?War1{<<^5desvOddp z42%}Z@dv_Z|AuP6BmC-b{vTWK0iRb{{{MT%Gm@NVWOXEMI+8Z&&TP^_7Zh4XDH}va znx<*mbkG5m6=W(yL7w~EAmBh0{W{RE{>b+WDuRLol%aqiqPP$jiU`X5zd!eRf_`7G ze;rMqJm;KyT-WFNT%YSc_g$Ll{l@0*Ds@e44gk`T=x+=hb%1~%AEoaLzGY9kt8^LT zYkz)M>4XVHkT5mKAVAftsvM0DvW<4#SZP)fT6`N?8IA`E|1Y<_aIAD(Q@Lr_uGYc zm!<}{q+c1^aChknFWVq0>@_X2&)!qoUUy}xcFyIMsr2x`0t%3kcUjf7GsjN-dTBk` zaQA}E2X^-F(61*AEu|_-3(-=`AW~u_;%^q z(QFnierO~D{nlj)gBs@kotydpJ-c=fN5RG)`B7&4U!2VCvKFrrx;zXklN`~#(?%IvI-9x&+Vt8K-DrLFUFEN61ju(r8A2zCJNos*l_ zhdxaF*WvM>^~Ne-X@imfUzM-fTOKTJo3kL3Ib5=;ckGYxF$N`C>ifs1qg7@7Wke|L zoq3sW7k!r{xLlqMM^@4Mpg6q}P{%bD@ApFb`6CybQ3=caZt0HNTL80{=r4gp?0o%I z{+)K{d!-8+bBv5XxFgEcw!DYXesD$gK2g-*3h!(7?eCRVv@LC0buzd;5>*Yn#Z5+_ z0TUMpD*A$OGZ`xBQWWm~LdI_XeyO{8l5<*r%0loFJ4{!?Lq_(A@%q8piihmoCi!gkM!V(V(vOASE`bPB zV+a4R^oHk^?8-+<>!Qq_O~ae9M2Gx0KT>L&GzR38_X)UrKj%LlZcg#UirrtaKYOHf z4YHHp2v!1#6Q*_9eUFwl6&veUbfwZe`u8aD@p?aEfA?tVu^N0Y^*2J@=HVfbJawIa zi~as%rRm;O`-jI$%V#V|SF8?m10%y*n48TB3o5RE-J4bIXwaMu_Rz;m-BB@rK>G1V>5Fj&ss-Rl3EJ@(n3lv=!-toKCep5t!uDklE} z6YU?_OF|k2*ZI$r*ARy?WEuOpAgHMJQ@eHy?%NYpqU_+%Ua>Qq9pHk2tr#g2C-YdJ z%1}YX^UnQ?Ej(G;=clsv@+V6@Q|`wic1D+Z&v?J0N}9^-Ewjtwlf;WBpDeX(MBDTf zBr`>bJKmmH9V3mu{qP_P;XrnP*B=NCEqZUXed-rk~j{oM;5d8Qf_gYE7rR zT&lBd$bRFwQd4mbRojX*NVyGiGaa{R)X-UCrJIPP)89omQT;az)@_cD=wBjVf z(%I3PE#L6Yu+_gRHTpXqvI~Dz8q5ESJ#sEidrI(rp8n?8-+xv5sCVikOwlVC-onWH zPU_(!rI|WG$kpi+B0DFT0rvMq-toU=*t>vm=YzG?bx;-x8gnhPjIK=m7-csVFnOSK z^gjFh-!Ki5`~AWGXfji^>bIrIbJmiqY#EL!HeO0--#1R;!d$($=*o)RF?^jI>3!GO zOMY8Ar7P8WhVQT1B4xoTEV8M7m_BMvIJmnXE?hNTfu$z!n?fH?4QJYSep{M_OqfEb zBkohrUG%%s9PbbIl;4%66=sIvJQA0k3a&xtN%qR$m9Eb(_q`1auguVU@6~qp3#Iq< zrH=kE80I+SgsQq(A)IE9LS;B-V~AbOOsBe>WV&M6X&XZ1y#d|PKgHU+Unrfn0CG(J zD7t~_#BGBV44kXe=zSv1QDu|~2ltYNcy$eS>F-O^^S3d)_c4e>((5x%*sZ@W9a}T6 zcHVjj)yS^h0|WcfS2jLrAO3ymGHgZSFY5UiOF5 z7&bR{&>u^qUhz(beGEmtbqH5@#{c5j!+$DWL}|lOx=wq{OQqwg=K4NF1eUhuB75gc zrRQ=TzQ39v#AJs@USU7_*V1)`A*wnaw-Gt{q4$TeC4VbXybKoq*`ED!>6t=j zVde>0GRwhL1k3&(+cW-N`qxT-2qeg4B^1EX#b`z3g8iy+F~ss!_=v3X*GDbx_#GR8r@`Qa1&#f+4nDd$?K&P8(s>6Nq?sZyKwLBJ=7cq z_bfyWVUEHl?8~nsA>9ba`6V%oZoTO}9JvmWQKnaI85Y6OGOwV2(+FxM87cbhpv%It zl@(!ncmJM!*r%Uww#U3ty2v}*KKe%KM6@u>`F(fzcIlg?=}TLhJ35^L94uc>S?*RN`IJs zdr&>`4#s;pI`tpHv*~jb($iOY|MWt!->}L~e7iJn#bMKD4+G;n`jOWOUg!MY^D{fQ zBIENfETAIXESOf^j2nFfi@1uowS{ar^1l&2XfJ-d)U8#?2ZAh+J-l#7KOMUY+4Q?_ zm%deflUG>!-(0hBNV3I`{omUg-zjx>Bsn`szyrnkI<%bHjcUzIXC}ZsMgvh7?M_Ww zYya_1>F!A*QZwH4&b!@zfZah?Z9X6Xd^LE*eAmpbNlSs07$yY)?+yd=cXLJSU%Y72 zr-RDWs!jcSaJ$EXx8Ozyr#!a`J}BWz`mOztXC@UVvxXs^-nD6)V8ZLVz~1GV!z(kH zY^bB$hKQst-D?a5Wc~U9ldgp8<4N{rU3D$Va;W$5)690tT?AgAV>3!SY zcC87Jx7%YfMlc^bb&2_SwltebAjpb)0Otwz;sT|6lzl{hXj?B ze)eG+ECHeUlR9i`Xns>=yv-EMsD$l$$xcX_-l|->CM8qPPU;*xIc4y)nfASDbH?&B zPr<|CRa9+;P$<05d)EZH^x&$&b9bxd6%`WT@VaTJPUr59YMPhMsB+1UH*16aN7~$4 zfc&I>fpoqAKe!?Mj{RiDjJ8!|$>PcbnW}C}MSDn)c41F$Xj4@)l^hU4>^;A+)9m`J zIjE|wu9@=NrYKx{fxSL!X3Qs=`I!Oq0cEsP!?3kN78=ci{0?r8{vK3M`XItDbNjpS z=k~d*X~_}sv*FfVq_SRR!4@jaVYw(wMd9#(>Le5Aj15$nl3#n9Kc(#{wW|JhOh^f9aF_SvFwDTxoPvRB z4};oCI8^9>XDh+R2yzqb+c~qexzlAO+ZW&E-Qi)RiP_!lU4k|>?ezx7tjrs+oNxg`Tq_ zuW^cfvD$22_yw;r_W@|oKveyC|KiLIEjM}oKQ#kJwNRUaP4?E8D$*7|0W@RZ`CeHtV z$Tuuzd&v8#{bHS&y>g-SD@}DL%@V>+&s23e!nN%DK$V&R8n3z>K^NCYfjB5k9~%UF z_4L#4u~EGlo4_FgWNMWl;J$HlyVZNyK3#84M;+>$V0vc00@6H9uAx?6mU_POk=83K z)9K-zuxuvvj;gy4wjZ8g7WB2JQozS5)k#kHffr@~lD)f4eEnRh(NPcR=r|kn1P5Z%9>*tZH z4xSa|79NvM>dDKdv~8@^oaIja1iWBh)Kt^Z?WgyiMIH!*_aXWcpoq%4VMSG~?VDug zFGWlkjy~xve!}}Wa{Q_t1kd~Y4^^g$V8Q>*pGkG+rbq`=Y+$^PuwR^Hn*54M_J@^ZozAnWU57>;2O%m}0h7Dv86g(i7TvvDO^tqlv#d#jF^G$A#&ULDb~U zQDwvGFmdE`^|Uaxn_3i6H&+`%TL~@2RCY?XoCZu^GOlk2EX$(23@nLCvmPR~cXR*H zkm`%mvhd|H-Zw9(%19FsB(Wr>5bo|*0JEQ)YEFu{DEjKO5 zlI;QZlAW4Y+DoRHrL2w6LJL`P0D&UWaHak*9Q(mElk(co?!^@VvEb}}e2%aA=Sg#- zRoh(cnCReDO|pNUZs6jTwaEX2QR>96*du0`7pe*q+nn5-pV%^X&`h(>8(jplZi!M| zAEaTj#6kp8Y5hs<6k!Bxo(M%2zV;G&ARU$WHI;a?e&?*HHPd{sM3(9!Zugp1@vUy{ z;_og*h}I4`LTb^_ekjJ*f;+0NT=0XCOlQ$qUD3b%n^V8ezV26r{kxmd8ohgipOJ#> z8QcMgKO%`#sjSlVl6o9h-swyTb*`yxKfYc(-;et)a!Yi$brS%r!uR-eW1 z!#OJofqqEw!fOiEnIETBhPLu8zj4Oc%mwB&&#NE1c%hl?d&RLk+Ra5?A-Cm|UR7%Uh??Nnw~lppnm#}5 z@Vzy5cek13Z@9)@)om{5%^~G)+F$M&9jnMh`Tt}lx;#^vtr{ExCC(n+cYqI4XbTg2 zKoNFb=`kPTJ%`+4vubh*jMdkpTt&ss!Oi;y&(*MCd-l}D=E3D)R!j7sW7xJl^7+F2 zY{lxFen_pmC|g7Jyl=k)q<7oIOT~6Wuj%nq;n?N9=6)c{M|gVo_vtKTZujuOc0H|< z1yd@|4xjA?Kk#!ENjXpr$1QT%WPygBm#rMTZmFTN-&@f0{gq=EEjRz|c{$s$!d!+m z-L-;vm95HGyLYmc7F zyVO+^ZO474-afzD9K@Q=X=_Zw^!(JS|7=<+TTwB@-1l$Z%r%*c>akPSn1{SmLdqoj zxzlj;HZk>13Woh7i~2Y1+V2MULz$oDqRO+nHV^LDMR*iJP3J2KLIc||K*}WF!1KT9 z=X1EvAdAcf26y!D+#dz6`H$NR4>3()Yml02KYoar?00OmcOPP&to#6;%*x7}P{cmE z*8D(_CIt40VLJ~sw@>*J=a=1|&E#3D)xU|E8YpX<4^-UOXBQp@>HIt^Q(?8_uipgk z&N$4xRQpqa==rcF4Lej$;bc2^J zyw0kNeNm(FKN!r+WcR@=cdPaj&hD|3)|*+?cL0R1vABdmi-IqQSJv1K>rJ2cjJpyMMho)Ek|FJe5wtFgE zCXp6yUr87zZOmv5-pJs&gmjoA63`B8jMOhGHfsIdzCqNci8CE~R#!xg>2a!GKdo(c zI`5n;xoEmeALp*E%Dh{qrc6Gb|EffL^ATpzs<|0D4(O)e{aS61Zb^?XFRE=@#zMCt zwBokIzvqR~pj%y*EHq2#Y~_(=TXq5Py(>y}+Y62~b6YAZ;3HDWij&GJS@3_e5Yz_y z^&`y=3ixx6GHp?m=1qQ;{2S}1+0&0Q&8k+ca4EI7_DXy0QD$`&=HXT%`V@?xKFZ9m z$wx<^7`RM=wg-C(BrA7r`N2Gi9{UPwfv6t^<)33yM0hke2O zSVbxYR4E((aHXxY-A9`~b&lBu9iz9d`c7=KrbaL?m#pFwN|?e>vHF=HIu?<;FgKis|(Vmr-T; z2Lm=AYV{%ii}ttgHOs1$L#jFHnu&Jasb-z7b03848*$O8W@@hJ`(&%`-c#p~efCsy zzMsD!!;+CeMa$?r-bcqePB+uNe0PvKld^>eT+Bd+eiUn0jdrFPvezs_H5xw&h@v+4)!4S!bFHro0@cvOlZ{ zGMkeS8b$Y4UPnr?on@;B*)N}ICbU&&DkrfB!WDDc{{Db4=ZsQ6}|e)ooL={d~V^ z$Q_poE_c}*TE?sP@qY8S+~kVFtW+>SR+gQ!%09ZuTv$Ep=u5oLa2%_=C0p$216WFz zJuqPItXSk0yL9y)YdbcZWnRJV*lZf>27LcI$oqj+NjTK9?>Fo%n@#8P3w-}qq?J;{ zqSw4X5;t~6t@W+zwV+{Q!Zw$ZJr!ly~nsLK71_eJ-+$u*6w2&sFcaNdeknnhq*n%m5Vtd+rmRpcbA zKjGyve0X5bei&#f9VK~w6wqmndO)#~uHdD~PF1SGPtf<(8)2kHhr2wEe#+b1uPc_eymS580D}F$b0T6u7u7TXD3O16<{uYP<)i zFYMdH6`AKK^8a(ISyy;~vG^w)m%wyu@K<~Eu(@eoUWMgVBj^!LCjxb7e%J=)*6Y~>kgr6J+a6G0|@ z-ryePaMM%S*_BChIAh^qt(E1aJpQ7i?Bm=_Kxl5Rqq7*u@N(?SWCHU zf0VC1LcgnGY2S}W%zaU|swNC}_YXu3xykkuJ51jKpk^jFr#d?OAf1UZk3U4!Y zuV>NDiau_-opT&8e~4rdmW3|(m{J-MX7td9}*y0 z=B<_3d^w@5(HN}fhu*Y_X2IzV1fnq+;dDvfhE)stC9XqQr>#+wEuICIj#60LFjE> z5!?ye%KssAhn;nxf7^;MFvcSL9BCftKuqa5}z@0)h&0du2Q zZ|^$5Ag{|rTcmhNi1zn=+rD+c%vf}4W#tvT;c;LgCH8%T16vmkZUzHy^e)yg_DgJ8 zl+7NSO_Y{XZm~z5XQof>PE{VB4)##F2#)_0PeaZ{)^m$3Nz$%5&&-{zHGRWF=vcY> z3=6UKY6>fIeHKsx<=F{B7cVo-K69Qqe)60k)0Zx+QuN(3JhT|G-OZ*bnrltA3d^|Y1|L9N929zEamRx(hkLj{@0R$pM2vT$096#~`r zDUaG?FEC&BYbM+9LbE(y$k(OHRLZMwwi_-qJ;zrvgke(uE5PqY+@cklDF5$gF?4BAqzwh7@4?vsc>+WmJTjDCi8AMK<rz^XFVChVu~gF=dW zfK0%0C;_UX7c1Z|<%g#*D-^nyz28*Yjqf*Scch_qYFtf3bw{q~&FIv)H^54$;3n4H&UR8l5#ZIn~t+OH*fxGE) zGskPQ>n=9~CvTrR=c}X^2j11pc`@Z16fuTL24_m^+Brl))UPat<4FLkyn|5h-Vi7% z3;)H!iT;tZST?;n zti+Cv^!=mVyE^&P-pe~W1dgbt1(etoRn*V(D$d%pXa8AS_MJ;_>ZaP}D@{iu>q&we zS;M*)NWZS?%XLo>xv7NCdCPy$?z+-6^`Q@e!-w~~HCQSzwPS0#wi2BfIq z?I-=4)R*GlFKLPyk;&iDGE_ELzvW!Ko|510e?vmY>P z3J6jxFXh$tg=DY27un#0<}^FH=IKTdCz=e-}lycZNuxia&#_jmiyRp!(w!Gva&_tM#7@|(trLTk#0u~p1F(XP4L z^pkqtezjR%tvw%Jq`ZLs2pC@Czh?h-wOKkN194#Lc@s{HYRCbC%00VycS@`Epb=~~ zc;q$ax`mBF1tJf6x8j>OZH)@rtlRNX*s_$jf=x_hx{CTL_pXR+<+Y~Os~+pT)_mIY z&nwxdKV;ggR{Q=*N=dxIZ`!&Kn=Rz>An^>{!)D%#mI+mjjtt zQwfZ%-ed=EFh^{-CRIK4ODP~t2JC+({StbZex#bfcx{d*W~!!(^UrKqvw&heTAeb* zo>Rkc)2?0HqfgP2CqTXt2->H@TkM-Rme$_auT)G_ zJa=wGN=aO}wq)+ExsPjJWij3Sjzw7TXM#(n+Ea`(u`y*>M)w78Ln@sHD9fb7U!>Cvj1}k!Q?TzL)Q*k1< z+A3Z79%Nn_`4xCBT&Qrn|Hjy%H<>fM@W(;A-nKX1RByleQM1I`HTKVs8eaUo)>hnN z&TRJF@+{=x^CFh#`v03;Uj0k|+R4*IQNotL*voG*Go-^e({$R^dZhjDTg-7P^idVj zCv!I1>RZj%8;&3lD42rqTK`;8;EDl6z`|tv!mVaeo{FoN+BGu5ZI?~vBd(1tv>#KP!fhMQa`pzKWNBhdRO>eOy@Vj_L)Hz6yUD08eeTSf3V=wuR z*-+%*I*)1w^4jpufaJ{n@;jz?)UPBQV3zviJ*k2IJtMoQS9@N1YyZxjgCqLcAAcVR zb7dLTFc}CR^Jmv^zzQ2L<>F%CRl;NNFM!?4czfAtBdsh=@6PZ}45vsYi$a4O3z|}_ zrrS9bc-3BR?5YP$)?-;M8!HbCtELga#Ox;@G~FvGPH!L7Kaqci_w99!;kC*ERf5P@ z2KEs-(H-z*55-;2L%Zq8Na*?k5cwkIe=mG-mWH6JNVsmS2fET$XW z6I8TJvFpEQhKl4Le#R}>93F5D_}2H#0pg3d^gXM!aGpHEe&HJVjg4Gy%=tE{fA+M1g?BC0tJ%Lxu+e;oYt19UY zE7AfM|J#QjG7FinHy$#NRb~skg}*mIa<@-DY&O^GMeRx_OeQxCi#dDL56zJc6}v`Q zC%%I$)J+gezNLBdvu{8BLvw@ok+CH|G6%fEv`nfwNbTH=kQVr@)5h+5#LV*wfJtLT zQa=v-X_Lm@c+}**mTOo(gLNT>SH5d%VNd(QcK_XfCZ;$k_wEN-w7b1~QI#9yPxif! zn>F~DyN}nIcUJmekDJc_W2N~bR{E#MO*g%s@ndt?|FP1%tn}O;oA!6DRG*ZsH2)t~ zs-NGrQtE+aE9GNnrFmH?b~`YVA2-rGA#~h2^Qm0LxOL`bokG04$D8q~{Su?|fo=GS z`7(kQ)C3dF%RZm{iCM5%S%Chfw?p^2M#wrf$<8`iLCV5?XPtaYV;e1i7xRIwrg>V5`vNBeuZfOZtdSWAsC9$X<%>ms$2yW!FBom0;I9 zHXH6ue$8HR?k2U^x-JRAx`2&qlG|~h%i=ok2z|yLiSEY!lH_**n;htabdg=L*=C$$ zjo1W={aBMGdG42)qPEx89`QP*LdQ7S{$H3g?N5GTRyTUO5nPCUMcG1+-T1T*Mz4E{ zo%2i6G&faEL)n2-d&RSz2|G9>SFoie`^B=e6#F%Bd=PiBxBk*hT~N(F6`YT!4PV)4 znC)X|14RUONo6NuZST*9bZisnT3xVT|D`$jObwOV;rsP!aZpjiHdGzSzq|Q2QZrkx z(Fsl$X2V$qUKi+_p}S5iu$SnIX~u!w_tEG|o6X|bKxm2UK-%whQ<3)j+`m(7Yx1FAnF)SJoxL-CL%qG{ zSEgmu?pyY0*8#Zu_-4$nWg4pZm30(}aOCr|jR!uAj0@Hlhq^g*=3-?H_+_ zrk=q*P;7R}b}H;Qh?OR7Wq)-xrC=vlCKub&hqZo(8|GAzk>ti4j>6tmIygDGgdIWH zyGffzu`85jotf}@>g?|94VqczZuB?i(8JQ~F0WB!he&O`$S4K8cJ7)KG6_1GjlIip zHn*qx_^sLI)g388cavM&pZ&%hHYHWmt~YF-rCmVTzO&suwkBXNmOA^b=9}tH;r3yg zT}5@i3tI|tJ=_oeSQ}B%VK<#=HfUv+6pk>_Uaan;R1xRU*+x1p06SRh zhR?q8TXW=Ss^E50XZKe2IAkM9HwPIuXT(+A;bd&*R~{cW$l@++{K>Y=YGd|mF^~ZL@z)2sw$(4JfqZn{8cf3Q7I+0H6OgVavD>JN#0ogl$ zZzeS4bVezA8M9>#d(LV`d299RN)y*jSgHwPXdMz3Go;?nx>3g$2WybvBh{(49TA6>~Clm>^r8V!gOO z2LU+41g-)$yLJ63YKL`zj^PH+m?M1}61DBS{rqU`lpVzLY$&J{XR{VmExwS{TYnA=lpG`|6 zzo$n)AUl$Q5qyt;-{An#HvYwYy1=eR8d@HvU2FU7Z~tOWE#mjM2kb#xII-`wUH+13 ztQBl)vu7rokxtxd^d+-=8IY%aelaXrnKQ=>Ct`9X=m|u2x{q)Vu#UaefFMm5Q-ELo z=p}P^EnA|ocP!hXX^Yx~_1HWAYF69uZ|1%03S32CAo^*y^j;>3u}ds06<~>ma6qM*O^+!;W(5b={DzcVZxle zp@{27)ZGcL>h6@PsALCe(Le?`87F3l*@i*zm-u85jF{M~Hy^L_Twznc@VLQz-r=`wl*x566P*_WXr3YXCgDtG)p%o28t?y|T2gP`}b zf0#wpTu%p>HJzsd-qzV-1Ke%Ot7gjSARjRUKAOh+F4B`Zs0>nY%>DlA{W#-pu z3v_nkBVv;dm0i=0{>!x3yZ&VkvH90cPagCF2iWf#Y;Nzd2fa=N=6=L&VhV@9wcCxa zo6Bp7Il>|G-*-Sn@}@FaMc&L!DjpwwcgL^b*iwLSJ!LE zEW<>Vqv0KM{HS;`b4j*C{7ELHrkq;S8pS^~8_*I1as!~lUHCrXH~}o&i05+#0Jg_O zwU-fVA4z+(eX4dLb|Qgj3|XsAK;Y2|5`Z+Pal@r~ z5I!Vy)zk1d>x2y2(}Q?diws+a zg99ZwdWMrsxF^}BPIhz8x6cLfrcoKbf|nozy1|{*XPt`1NuM}WS>;KiQaFN&ZztkS zrSnEQ#U8e_Sy58~QhZ#>12D#Z+-hhM&hD(c+Ej7g~j&TRNS?dc&Oi`I8gu>CrihaNyCz<=S(({d(auYNoGjrvv5!Zn^SAl zojHVT&JS@Rjx#7^Z_Wcm6J+ikpb#+HW82elgJ0;jXQboS2?aa}9fC+AQj&~cI^yKl zcnJhU=19*m7;PkNzmbj~pT!}&7#Kv54Sb3IG#N6>1PV0d<%z9)H51R>K=g1*0gO(& zT`QZ`5NTg(cWfD~T284MlRl%v4VfEmTXsv5GaXaI6w#wDJ0}~r6hZeSDkytW(S9f! z&pQIfh!8|Gm{=Ez7*}aOuvI;bDJi#|%FD2-&Ab-X2#O?>mUu!pi|wG9EaVegU9zPpp=P=rkkeMPUJ#VhCXJ zkTvE(jkV8K##8)4hs{;RpIlBfk#fYuG5H+4;tZHD)qzjrm1<c0 zUeW_h2)Y89t+Ssz{HD4o$z5?i!6)~2DURzmRQjeUUJs}VkaglEH|#ERIGsxZg~RUv zHYvAqd8I%&0NNPOP1?(uQ@A&*9asU`xG_Nn7ltnBSQKnOX@DGwUNAONcAUeeBiZcY zJb{8e<;%BQY%kBnr`W&d;!lm{ac>>f4L)HoLJTGg=vDv_nqjtOD<;r0U8MRN<75T} zB}*VaB&FCqnCQBoa|4}i68;mqN@O6x26V*&K`2?RAgZ%-L2`3?hzmk52vM-MWF(kw zWjiGQ47HnP8y4buQA9Li^Z~}jJ$88^p5%r0ghIT~+Cp428WtoaKn1vrTe$)P0fZw0 zxtTOf^J6|BYtmKNBWJ4;p8!f1TWK+w zbfTId_Vg~XUn#~DMxB8WW;k_)Tuu$zwp`#KZgM@AfwoDZ=hka;B0Y*3T0!9#k zVU-X&ZVjZ!L=Kpy(98`;nef)QgqM~mnM9&)@0f}Pr|_a?kQvf%<{ypJHN&^7s^j`r z(g5ks?5i!_o1ib&D$1vGkNAaao-I|!hZH$cmoXK4M}ENId2cpeFe8%kEmer|aHFTu z$4?kB@=9)N53h-**Scer2??aAprP|mdtFVup(X8iyUU;mkX!UyJdW0=-KhXFqaW-G zHSy3ibQ59^M=g+ixEpX!#W5vEI-2tRweh4udW$|O(3LtN#Bn?qDoUGBK}k(qJFya! zN_;G)Vx8Y{YB`s`)No6`h4#G4t+e1WCCvCL(7l$39{WZc5@n1cVhj zJG9&D;^obtGWOA@W3wFaCC0>K=&Nc2NZ0nEx_ELe$3#)gAhN+10Zne<+3EH1Tzh(b zeCjBJNVw=ht#jN#tP3CKW+_23tb%zV?k!2Cg~P-c4=02%F#1|pld#H~ve3j)hlptE z0d6y{@HkMztPs#>g_~eXD$?R+fJjO?-4uXR$ZjAv8M9)cb3}Xagn0X**a!qgS)V9b z0;JF>tP~%`;Zc*^j8#$O0oMVLCCLX7VMb@-DRJzuzn%~;-3pePAN_sSVK)d|lWB@{-%VYt4WX?$sgo*G=$0jj1nN?8jJjdCrNHeH_ z6ypXP+|t7UKZXfg(6{a6NpUB22b}~3Yl05<+O?D76{|Sz9>Ol2RXUrS79<|(kfP$C z3}m1@SE^$$ckmge#kC;7XzZ6J#pq1FeQ;7drxu=U zIiA9)y6|Jgb5|R*-3{^l_2d#tcBO_w49XotUy!NjF4roToaV4me#==Zru%nJQNN7dl=o_g77rVjIk8YlqBsK(ws+mwJ z!b|M(>G32o08k5mz+54}_5;)71ue7z|G;Z$UOC^zJaKO2NOWA}&wgckEL|K#m87im zFPWxfFzw%_$F0nU6bS4Q6D;8S(T`Yy@`~<6c}vK;kAiAE15SjQHSD!UT{b2jgI1 zDw_IDji0DhV$isavI`{svZ__>i(%2n9PM)~Qpr*>=LMo3c?Y9HdQgVIYBUx%JLLET z97bPEh41mCFh$xSL&7rkVX^>5v;YWYs8y#(oEGswG)R^S@e?o5DC7MqBw#L}MA;L# z555i*LnIURgf5B}i9O>0i8dRu21RwoCTP606`tj6A*W0Qdsn7GY_r!NdPD7K`8NzT zc`%mAh)BJG50l!futY#ZgG)w*%u8Y`oy2_0%_P?1sQ?ob%}CL2Y7RsS?1Q`*JkhAT zIuUyVBqbPNnS}%BEsHzsZ)V0*Tj_n2h^`z%5+^-(pUaFp!{fuI)7x^VDO^M5!|UqJib;Uf@m3S@Gft*g7Odj)X=$o{06@ zXJ*AmjuP8RDo8)D&Lr8A3c}=bb`h|N;ky%c1KYsPDh2r->GKnoNhzGjPG8)nf z5Y4fJK70P`_;?AqAS&1kpGk7=fY1W63i33O47GcJJRd8^Apz7fjnC0sIW)e@f(|u9 z3XOyqypdLqOF_&rLj|;}a#Zc7g`?qG;KDd)NFXo- zD;~g&i9>2QS(Dx07B5^xe?%A{8d_qO%wxG95OrZU13~0TZWP(ywZ(0?1JeMmF|)dc za!#JPgQ|ehWNe8nRwK1sPb#CoT|6h|cx4O>b7X{-_UU<d#Skld07~mJKp;(q(KQ~@+dbWzppS$9jQVEnziA4ciVx!o6 z(q!ll%~T8qp~{m>=pgGNo5!)7Cxs~bN-N-;ia!V$_HP@;qe?_b1IMr|u$r6FEQk+o zEI$Xkoq0I_!IS9`*OxsUmduEXGLRT1k)PU*x~L$9YpC57T0#SfVzHVdGvmS>Byl}Y zgoqL;%l=LS@fHXRmddpnAxHu7Mp?F2WF(()bHW|uQOdNl8T+w$@uGt`M;FK9xws{S z*!>3cb@;D9f?t+>T)C5U4Hd^-XV{pbYku6tiS$ew7!4f3rOuom&nM5qrx{_XYm1lI zE9S=wauHZe7K2-oec1cv$Mu8agIbWJH6pH7QGS$Sjg%h(UIM&AP?T90qG?*0K6A7o zC`OqIu9ZX&rU4ityr32H9B1dYZ9zP96hk2QQA#c{$=IokgKUMHGih48<;E$(5rn@` z)&vd|SfH6M&A_K*^j=zBLC1jXjK|_&JdLAGVz|U)RncT`=?Ic%uTvwyeBBw2ftD*a zB0i=Sj|2+|936>)lEo3Cu|}6QCi6!i=aB#y;Ym+CH$U9Z4q|g*F6Nq=sBi7=|Ogr7eJNOzQ z2?!;0Ns0kl`t1D+<5irJBc8iNV1qiK z_(HZq_)Z1{D`Jpg49I2)cH^3eP>6P1jqb3-UeFOwTB^JsRtf`iOBT48Ng~^o%Q}jp zghIX4IKU*x9Kc9@WPj8VH`Y72A>u)kr1QHF8rqu9xUB^j=00fQq#w@fnGzxz5r}xL zH3J%|BRb;~?bkZv8s1%CGVF7maqBLUH%KKRiYQ2API`oI;>MzF(js+nI>$5-w-{rQ zS$zb?V<#}$@(JTf+u^wM22W)?G!={_k`dGE3M=ilzbl?NTdNQ8Fz^*_r>tchy~JLb z4bXyL+pD|cV>z#CMCnKA*3MNES zjvXUBl|N$XJbZ|O$3M86BO|Z@QXAqva#V6Nt)W-ij}hBPy5p(UDDD^=TvJshE=${D zPuwvRjRR)`<5*NSZtnOjI3@Oqxpvv*J@KSvB#;=3A{ODQ!_5l_0es^Zj>q(tdq(8J z9|0hGnDA43ZBM+t8q-n&g~%x&f-~9b_d>ZBE{+@65G?LH8HaXDNZ>Ct#Tf&Wt+iJu za@-T*p{|K?AjdHC$Y*Zhj@W4ec6p3X>I_~__U>E~LjLw*>g)=KiuEMCNv?eQ+>||W@z%K}U%8ik8oI%^MzW9Q}!9O{(0H35;wX zW|DUjZX|Ij9o1ZGSjpFz2uc|G9=D*O3@K(w9?wY1UXt_hY9=n%ZMG?m}DHhN3! z<4fZistJ=f5SmnONsIuJFSUcjh~Y|<7oIPL2(;v`fKM`dd2uD|6dWYSb)Rv1IN1Wl z4VaqFc}+S`y+*@P-?6b;-0i*JY@0{13{HZAhy_cERX9ClK4z2?}~*Ak-8`JfJg*{;`Hb<<77|OWsFGl z065hb?WN1(6}3!>Tkt`jl0qb~b>H%M8KsFc4vLqrW8&yJ(kbjC(WEd1SfczMHz6N$ z9l>HiPwbu`qWoUn)run$VhIVIi|ywQiswt+W8i3mOskxihNRE9Cr$(`P~F$XNDW{; zPzY)Y%2k`gTr_wXBvluUl*|;2R+^x^kn4EGkj%$5h=t=YJ0==~QxS`srt**>qzh;) z|Lg6rXRV04=Rgs(TpL*DzKAM`$0Liv&7f>V5}b+4Lz`Y1Z?8p3WjG*%wXWL(`jN1xY`bPgSdUyzoXW=Re>FO3> zhh<|^!queZ3?&wVw=uOEBDCvqQAf8`KFA|nGAyOibs`<1wZJNnS@=Qs;hmRcy2y

#jFE89Kv?MQwpXo+E4A#r9M}@5q2wtC;xD;CHWNX6Kv*InbV(OiYfZT>aO~azKcyGfz~l=dNr~1;L8ACg5`&ak5m~hgN6V;Wes*v* z#f{rm$9=qnOA5>k3SH~l$UyDetK(T`=0F+JX6K- zcmI?`k{DtTv_az{(^OzUpwNGqcssHto>WbB6x?xUOuY`2x1U=RFJz579`AA}0HWJI zwuX`l)l^9&UH1Be z<4L1p0Zc8*sorJcHsrJJYAh1O#`{%COGj$4OB?uhlHQ|sqfPNgMg63BKxVrI{>?V zu`L`@_8_cAK~&;Ff@%mT;4_gH5{flBrs2SW?kKi8^OY_`Yybp+0)R|5MNKeaQWzvG zObb240yJriH6%k?ry@i$jnq2rA#wF+PU#{>52~`_$Hg*o6!IhfC(T7}2-gDpNf&Ty zFjx;$w0FrB$VX4r(n|QRLwMCG5_t{h&?Q!Dy#{b5`oVXo8moa>vDwU?$rSSitH z$Z<5>UyPiYgS?ep*Uc2+mbOVjk#*oH1S;qNDMjMW%#9eBlM)$3`{l#nYlJeTIt+=@ zSv`SH!Wob_X(--X?j$(DAHGN?B6ClHdKf6sj8pJrWnywNZYBi))KZq1Tuk!`{7Q@n zxU^WkP~wBWW#2d~Zn87i#kCV4sUim`ANsx<9~Mp6_I2^(24`3#_B@_vF$dfQ`vYF= zRqNumYCk@K|X1Q3*BrqApxN5yJTtemWO1LOUrX(#=mi_S}!$|U#4!wDB~aUup>v5ZMzFX0*{ z0pS@p7=Q)51-yXDWRf(OvOz5;p*`i1K+u3b(h&f#(Y4pr!=wUhVTqRY;4~dQ*4q%* zFA=mU=Kyl$@DAD-h$>(mpT$y=DpydH@PR%^9~m8;*88*0d^i4u4l5a%?Tz@EP$ z?l?Kc;srN_LNGvsj1YWqSw1_XL|Tr9p3VFz<&q8K7x*!m3QtKMDOpqDg@GqRxfGLG zU3qjo^=L}D(#Eh9o(pTk8(9iYNk@_pL@#lja+pxT2c<$Igb|hpiNHy1P&dF$>{&<0 z6UCUWIy&CC&ZQ$v1wP`e3nqt^qu02F6+#}Nr?N&Enu1h0+n1Y5JdnJKhxFJtk48^g zu`ylJOUgI zNxnr~!+BI?dpAx%B=BQUKpL8B0Ly2^1w=}jlhJaRK>gq=5Ky9WGI&~`j*-wmh^70C zC<*VQgM=s5hLhV-NFo%Fl`%!-*K9xqeMj^d0YqzYiRZ*quv%yV*wcq}MK!6Eb_Rl1 zax4AaYacx>p0MEEoQo){kx(k_^p$eUFn9))i6&)SY~ML9ULc`H5GuJ3hfKP_N*&OE zUJ>gYzhQpGS&$DP#mX;qKjJ1Xg1teCN$ks$0PCUd#4kva7#qe{oDFgXZv(%Hbgsp& z%*t&?B@IZ?fRB}V0F)z{DY6v6R*N28{Y85rredrEphBOkp$B z2sxsFEP>(DP@G!fk~f`r-<*U>mtzI;CS<2_l^VnBMh1j35PiE@+v9>B0SFsFI6yb! z9-tNZ2lNV;1w}PoDc&l>@0djR7Lh_vlJm*!C5qBlmbr`PVVLN!L=L{JluYBKBodIt z{ge$jmzRXlYo9nVZaIOE8AQC5nHBV$rK|c4?13DPBTmNtS|lkrm)3YBJP}UNW2vdBVsPg^3~XRC+<+b#MSeh$?B>BsqX{ zU^4H$n3_&B{7`#*f)k<*9mGq<>;20E5ooh%ygC=X41m%$NDY9!%iHn<{%#maBZkgbC z2@1N1+9jo&<$?}dT++_4VfOe>5=JOXNyr5;69Zjjr6P4pRyc2F1a9zYqqh~IK|l9WUnC#9$a447do zqI^A}7@7i$(OW9+Gve_qtd)Tzoss^)r;g@B;g}Hq&oKZbRsmj<4I|HIN@IT_H@Cy7d%3Cq2XoURH;u%4kiIKBzJ(kb(|j0Zpu~yGq|yE zTyv{cheBDU$ekVb!0B=0T5=@ZmuSxXC8kV=gl05LlDDo)0l-=srVKTaCol)vCiR68 zT+(BoIX#|#1aC`eITFKxAcdW~u|W1zof}JJdXpKC;K@8fnZL_~Nal%=OaYFtBw5jH zC!P^cUB}3a`iiRJgKlt?p}^sZeq>3BPK!<_<)1`|bU|Z^X9HivN5whG19saPaYGxW zP;w)=FBwDfJ(?+hM9YJsYtgra1^f6JaYu_%2NFUg9Zp_Jr*O#-8Kxgvr6>zVOHyRbiQVnIB$J1m9) z!GWEPX_X%Y47kG-v_#wihTYU3&)p@P3Bq3-D9&X_W6%au%lsN^#|LM3Ptbf(U^m#emD z)vy9Acc4+lMB;ZvPMNw*Z;IQnNP(!MoJ7mS3B>ZSVv-N0Hjz%CV+=Ua93H9UC0$`x zZHfOt0o6`ay^&#DONxdiIVyZO6l74ZjHf>5e?5-k!9*)fcymt?)-HsBPhV0pyh`dF`= z_g(B@=vCH{7>!<&xFBFE0U4+yJFo|BjvJ2!a~Ly1Khq%^=*Fx(w+eVL07gVv5^aZ! zq6o2`2`q)$E5bPRWH}JXqjhxr%5K>l&mQX4oS;*w#x1D`n=Vr}yj09yxrlQfrJ^ij zQ5{a@^C#w%iW0mv_Rjp&u@;~vMFDpEL~atphsdTy5|Oofq=bo zOK=^)E)N(fCp{siY9)tzqmo-v#AJL3^)6AwdY5eB1a10?4S3pn-%d6-d$I>7*O6G?5NSWYUpbk_#oi;Fw!9 ziwOyp42s2KD^4)&c7sFRMN1^;3L!~y8dJinj;@&sm*lQYjB1bL+BjIRoQp9b`nh{h z60sKz#Y<GCM}+K39AZr zw3xNa42M7;&^~h;p@HcWdr_b9RbUe?pmhnFnH2Bt{cL;O z+JZ&niCU=#zjF7X#0J8F`v8n16M^j?i6_hgfM|hq0|W;5K)0Gp;*I-fF~BA5StId8 zRu)KBr0fCxlmt|61?vQ~f=_BaB#Bl8_B$hSYYqCeOTknaQ5#q*P`x9baI}&bC3T`t znyIqK0QXFe%4FsH3jb9@p}l0Ud=KefUM02xoaiS$%-CCZ#LE{Dc*Uj_m$^p$DEexk z2(LJ_bR9@AmdR(fdS_h6(ac0W(R;-70|ClX*9t=Qd5JG)dE@6VO(sGL$mPB$y^?8c36nq=fL}gF}L=;g#CI`6U_kZ4f!oA=3``}(%&e_BJu6M0xJ?mNT-p8fO(AM`R zTbEO^Xa;ao##3}T937GbkkO2AbCzd92M}=aLAMPSJABrg>}tFBvCD#WWgi6G57Sbs z$V#9v1d80O)#Gzb#(MgadBb{0koXpFa&?6Bdxa%8AfHmq6&J7=VKn2gG36^{DCHjT zAn+L`gNWb^O`b>I#0dqx=v%U>E=z3SI^14+2#S{*mP(2^pdev}I*|7OyYb=7V3bOD z5`4;hrP6^yc!es<&xclYDiT*Z)^uFpy|(V-6zb8@Qc7tSp{&wDWg-#JJGsbI2lgjp zhrvP)qJ)#?t_y+dYU08-$i^ynoL{l~A7>?G!3LL+s{Hi6D$ofivZbmXITvOJ;y?fx zFmNI8(N&?6@Fs*p>;Ttyb1qv_skS5bA)=HG@c38ylW_-d37|#A0#p@+O-HjgPlB3k ziqb-YMjL|2iI%Dt?|c}gCOw2LE96j^8nDpXYTgOSf}@d$fkXtT7Sf4~=DDpRa_ps) zl{81SnviHYyB-q2-N9sL!9{fA&o@S32#Jk2fcBp1{&xEb$=u^uX4i@3F0zux8E#P- zotrSo?uOfQ}TK7ExhRK1gjxbC;EL!Q+e(vQY}b zgpra3z&l14Y*L(H5>Oo4?eNI0Gte!Rg$o1z3`j8sdWZ}V>*NDBwKB}bVhPShGZyVf zT1JXHl9nQ05C62<;e$y-9i*8Rg`{E*p_uN3g}H*-GT<@>!x1kZOge_uohEPe2BAR=E z1#YgwV8l%%WNhQ+$}JEoKqHY0V8V@-z+OBID<&qWdPd*gfX|Y%kn_}_5sVNhS}-O> z1hWS29(tV;&?~J0XA%TK$k4a(Q9K-Hj(vWE6^~~Gs?`Axr<6z#Cvi(_63DmGM@XlO zAEQwb?<_K7)O3SN%2kpll{Yc17gM-lvxfkzWYzSB436Uw52&mnReQ=mCp6mE4iRNA zDgULnK#;*PSRpYNakHkDDqs_^kf9(>e40tNB`bIq5{t4NtO_T&`@+y|!?t8qjhblG zmU_cX3Vl$U3%4b$t;p249oz#7?YgV0IQ*ieAA4z$L13i3$J?5&L$Y*H@DR;3c zCnn2K;t88(28s(}RW`Z--{cLc&?pB8(do)pu%NjCn40DB@d=PE)OKZkg_#BS7C7AFk8?FL4pl< zO2HZ8!nx32AX)@PIYX$-7@;>%m(*iGVxW>yfDDADZi}nHVsQyI-ckf%KN}oe<5V+U zbsqjI6~TFh@3YxM4j%EaS+qTArSYUJ=m-E8(b7|S<6_v4OOkCM5V6G6Z}aJ)$cxtgr5e7S<=d=YnE|>wke1qAY&+?v_HH^ z#@rrLCrAQGc(!=C+Xw{TTy+YY!Bo*G>q#F~=_Uh1dQk(AF4Y3kg3Ffy2)EJ%o7;uw zhQl?vHwegR-Hq86MfnbWbX^hV>HHBS1d6ddLF?`iLNgTL%j{35B!zwS)Ddo|eW?&R z4I#>-%A>3UZw@`Mpa#TR>4ru683N`UqOD`NwL&zs-A<*)48Y(R0%VnkG6*q74ptwK zH0oMN@^R!PA)=Tzs!;Jrw$zi{l^y_f=UUkUE&|gMX~Vv5W0m?zKp~$1I&8M$-7E#I znf!MWhvTX0>cGXwqM#!Slx7T@`jw;>r*wrKlKU|oDy*ym zG2ZeO9tFqR>JE^a7`OHEs(ge#a=%xscmxp#l3JHpbXGUNeCFoHPt_WV6t=$dbDe2nXMU4 zCeS0|woK6_M%`L+o4N*MF5Dc#o36aJJ%AvDJ53E|YxNVfwT)X9F(u&TX=;mOLF!MO zGo6YQa1th>j^fmP#y)K-(8aASC4hm-3L@#@;bb?fIz3rAOhZV#glx|0EKUtV2ZEfV zcBJ-RFeX3}BvyWg9pkBKl(_PP8~}^qI~_*mmMDxjG6UM30$6c6JdQx;YRt-gR^_KY z6x!W4?Wj~g-XRVg27^lMONBATx;Aj4(5muur;cti*KcDGGV)y5iE}G{`f+s5tT4CK zR+8eA66_?>P8Hl!8|;)#9Ue%pTsj46q9PN0Jprqm9EKAXT0ue|XmPe`6XP@`JsTlA|Sd2Pu4$&|q#R({a*TVQ0 zbG(d8Jkuf*L8g7BiHctQpMO%ncxF?TWB>V9w9;5p0kw zI5y>ov$3QCAPPOR)s8zWDV;_YNZb=kIEWiC>6!>}^@_;3?KmrG=0!FHDZ_+hsW_Hd zvw4|~@#AP|X3#GYkV6@RlY==(J94DpOOFBYmrKc09Rkh^J@rJB(js^awu=~%-5@%` zlPoz^?kC(`YWcI1679#7mLXgL4%|XI|4{!L`{O!Tg)ny$<KB zIcn!W=k-Zy*foy7uF<5t5Ml@MVAs!?{I47Xm^c^+XBq3gt6cw}!hhTG! ze%%%HQ$vJtIKwM#M|R~o$z2!UL zJujInH)ED~4I(#mK$oPtA#(v~dK%uX8K?&uDO{QcgTV+Ghzuab8E0J$li;#inL)f^lCHw9P0zqb^57CFw&K$=2`GzrK7I~I=@DKBF_G1GN?gZ%r!*Fy> zjk@CDuO&zGBnlp=z5^^y%!h$f`LHPTxWvpEnIc?}%0fv55kl*#=p|xCq+YSb&oicU zYo;I-*WHPewX;O)i(e8D?)Hchkg;Wr-SAN0*Z~ASf3N`!nts@gDf5v%eSR_yC11~#aXLBJIgOsOR;Pj$V$jYv z?Bnz4-cd&ABUYc9NhspH8a4%Q()gT%po+V1MvDM!2T4;>0hFEbnLdPBvQuVktC-tV9G!>?rbpQc6nY47UZ@3>px9q~u`FaB;A>#cOBSRg06Q-BMV*jPsuMoPAD2mo9PutYOvR-MrR zNG=Q&-*Mb|^(9GMB`*f$NJ)UAYD?R6NishUc`Q=i$LY>~AW zFHL5)p90t^FeWjfz2b-rfR92EG6%xK z|FnI_-O!eNBUw~lrsV=G30zb(8~jExeGOz?c#Y2*|S1S_-~%!vH`zk;9k*c;qr35sxB@Qo(>- z-ci?~#g5#O%wD557F-w4QLTo9r|oP)ANl}gfq{s>O9z4MP@TCwAh?;5w61Q?>`0od zdM9rkmujIMCJdD2b~Dv*s4!3x0Cm!XFy7AI309%mfj_t-aIFPVu0|mj(^TlBY(L_oqFWD1u2IRM=FH72o*;4|sVgPunhK|JpvL%0!zNa1P01trdn2E+O`5kNG zIG?M+BEuM-|muf>H=*Zfo)<4MD1dz*Xdm>p^yjWLOs|@r- z%OeaI%cxnq){<-Yfm7hom=seoYPV3@;!l<)BWoW=aasT|OQnVpbgig>bFOZJ8boPi zLznaVES0YKCJw^>b~mEpjy_xrm|zr?QAjyOmw?TYA5?NXaYbUUgxw-iq=ZFnYCK8e zr#4zEHrRGcwx;Sw_9GJ0Q3F>kGs(vihFoa40+xwjHZrFkuuH-3Uze+ojDAjXMM`mU zlvprj3V1|Z;Zv>nf!^^3Cj;1ZP3TqXQPfsiN)a>qtu9naDypPO=M-SFqFB51G%dF( zcelEt!ZTYK`sda3S#{77mYtp#2s~T<2q>HSrBev#|QJv+0tCAI8LXsl! zVk1~9E2leX6EE({Vn9Bf0i-cN7hp|TP=O;;$z3Jvi1b3-k?>W6>7-{Z%}} zK;f;n2N(l{I|GPZNeGu$QspRyq~!32HZ3|xkZ7d%1P)k?(GHBZQL9UcdJj+1SyTn#F(Z-64^0OmbG50ztq|2ml*F zrI|q@p+oW|DVP+pP(eL01>iXcgA!0!sLKFYE^+P=72vimS)fp)(^o?kNdqQ_)1^11 zKeHS!XRw4$>+-1_n38AmnkGVacUMbaW)a%fYmzy!YCsZ}da2}N>?A(^!)uad6JeLy zssv#r1*dujYsH*# z=Ub$r?|d`)LYq($XTn^>$tc8Wp#XBeq2%GZF5POo4nt*zpo;E=HUL3UUz}v%T!_db zs`xLcB5A-ak1e=1Sw+hP#zIaO00AS;3@~c!1>IBunHImJyQ>uBxRRKIoH!i;A;7we zoeCq}XJkY5pS3B6a$lAy5=)+QfGgmuxD=AcF#nbMlvDGmEAT2Rl?Vreq&g)AABZ0%SrFdv}Y^_h`G>b0ws%)+uyh0H#s7 zl7NR(N*{36&058E$stTwVNGIi1VA~q(nUp5r&3UdGhA_9vdbz( z0q_CSPy<&HB%ZEKSojta9u!v>fOn}hasK9zmpEHupIxWTad1#I?^!&iLKNwN0R$WI zG@O@9B0w*_o>!&}T%T0$jhW~xXx*XKsuqAL)EQh>mKOPeJ8R3U@~?9kttx~Dh6Yl} zS~B5s`{4RyDeuF*E;|@w$n^-QK?;nQ3!w#OrA^Gac0-P(Yc00+cwUvV&D) zC})+55D#&)Rhz=~8I;IfViLO}U*j4|cd81V0ko}5E^-21>)PvNI3mP&^ zhavGI+G)4Y2LiiWZ%HO^pdk!aC|;#jXc+hxNf2zKSf@C3B?E6qAw|K*ROF9N0Cf_N zB(8~}C2nz8VY}oOe)N$PspL<`!Zm5NRge1L{VWV`RiY4L(J6&=r7*Og+>#uyR(42J zDC|PW!GjQFdiMXM+fpzy!&EBOM+gKGH=vJ-pw;uUTn&C*pbRDXaeO-1R$+82;6 zDA3ikY#J9+j*}KFQv$y#>Xcv8jAh8AMVdu7);`Gdmu~Z6%@7(qq-c+DH&%ZcoZ+b4MTP<#=xAQ}V45-)I4w|`7*LG`Of3c!&7G~3G2A0bI) zBv;){TRF}CwR0dyQw+dlDY^zIZm@f~~@0;kZ2 zk-A0Yad1)wv_NH>o0~`sP)6~Kn*!xJ3=#tZi0pz6K+h=LlUQV3`~o>9jXFll{K#pt zjq*3kz5F}LqH4--p|M~JMx?9SMc+y0)ImGBH0Vj@NiXe+9MT4#6Ot(!S+%aa2f}&OO}QTNp>Rxx->A$!lc^g#|@)VIojVN?~qEkC|(WYU3fDcPA^U>VPtFG{U8opBlTH7xB@i7Ohl0 zM{Ksbix)fS6xzxOg7)IpER7F?3dy+X7+Fz`G7h%t~h$VK+J;}N+QA4|2>7ZLzg<{}J&~ed+G=J#D z0(c*%;|?ymv?+tJs6!(tD|#iX2EmdZ2v3*&?CE=wxll`04=P;HdRpzhdy>6|$v?Ej zwF`zM?DCH!U*tas6L$csn9TpawXZTDf4R{~zMz=LJS`(V5GY{6|_#hSRgP7A<>C*rrd(v_w zPm*TR@{Ht{d`r)oHBk5xlbr4z{S$6U`F{h0|svuKzTkvXpLP4m!1!S{U zkW}Su?jjQtfQVa|gsl!>jBbPF6u5*G#7DHqEe5n3=Ya_mE6QGC5E58nSN7lcCDV8! zn7oC@0dOpsJ4cU_kf3pYa$p*Agds^q5-0VNGa@5HxFE>j+CZF$KxlLCPv#&DN*2>Y z4}cQpV#LrW(M7@xdDqFk+9R)?2uw*4KzCh}wT}CfU5?eh17HNAf)gkNDMLl99PC2s zoDH~(WKa=8?U~{*U6RGY{s<=!m(=m_9Vnxm4ZOkt+~no^`O(3#KS&PbN1Bvr30Bv< zitY5@?ubKK*e?D-QnvzjT;223Id;X1{nfPMk?u~4$SyT?y{kPNnC zG%848rz)2;df8xx-b240n1X)jV0jn5&QX{cBe|8sYqUj&Bu4S8m1EiASr`z~KsgMz z*Jt+91IgTWxU@Ri;`qpN~sowcH9X zCnB=0>UOz7+O7{KyH-0ybK7w!=lGlf-0)yhSEEgN)crUU1s$hIeS7c0WQ?_cdPUWm zbTrzPg{}ddqa~!?NwuN81#e*LaNzVn=>@PU;7#!3%(>e`$v9S#3`^3W5ijPOaz?V4 z9!W*3bKH+M6D68bDU=j+bCN}PNU(p5(buKU>nInyO1_NzI)?=ScI#ozMpW&%W z^)9r@ZDcjqoX{qW(c{$C;cm+pgAW*tapm}h0!Ke0!Vp$1vIQ$oDfu{H8H~rnaX`xM zQL4pf_$2#u_+Ob-syJm5?hZ+HJ}Qnxs-}to#yDISaJru`0{pe@k0j;wBG~u`*#JT( zQO&IpB`ntxGnc@xkL=M$lG<6UE(NMOS`e}nZ3v9ixj=81V(pKQB)iUHd9*J?ZzxJj zR9TiOiGjlRF&h2grH}GL7SX09corUk)4K&_=mZ;Kq@>7ta4?xt*@T;rBV3Oo2!KhV zo)iu86K};?i}WF~5y4bQ)E)`}6*(XiOp==yQCs|;4>Isankx3nqsig3@pD9Sl?{%J zaU}0gRu_grqn!Z_*uqYJEU6#E$5h;`h*F>qj1X?@n~x>6{Lb|~k0tAolciQ`qck-T zg_bkpE{`X(nKD+z$)Q==2(9Ufv@$^D8$Ak@vK4G5E{F@0PMw^D4{Pru#-Vg{yptW- zq!mI6nTuLjKTOtF<7Bkdpp8_Yj$4J+_M>FNY)pkC zfr;Xj#rzJGI(EPim%E^{um32i-4}R4O@JN3Xo?P|;sxx2x^op*Vo|bjDMm#W6H+KM z04G>l)fptvIg!2hqh!onk^|_kT8fottO2HBH7VP{BQi`{1yW<%>>nrBuHhSP6Gsbx zfG{%v0T|crF5HnUlUm4yyjB9!sBR=x7p>l8(G$rgN;(jN0ODF?CWn{E2f!8;19@|F zgqJ>%%%wO`@vBGMQrI9f0QWe*iV|1aNMu4LBl;1%&hkRv(i7A%13 zJyI4PLccvV4z(=;C$U0I%3d5si;Qzrwvt~{UoQVivUwH`E0Ky?o)XJ}2x>An1pjay zttgcA%AX`R409=nInl$nZu;W+XvETC*v<2~_9Rgd-j6TiV45?-Rwm%K*j*v2atH=W z62-_sWqLWftwpyhUY(4EFi78q+}gT~J^2cEd=Q}(X@G0d6$MaS;sE1Fs{D@4|BxcZRneFbO&exR>Ju@=W(+$zl?o z+K$%uY%+$QC>K))u~{#2S8>k@D-ENfflQ9j^KkNP?krj?U{AZpj!uDA&@Se}?B(n< z0$pkVp;f5?S|kmJB=7=tnkjYh*;Hcj{NZ9qD}W)M_`Oq-oqr&=K^I_J(j>Gt03Ji2 z_+hT#zKp^~Hck_PpngnE4t9`}_288%88`BR@&p#=GDW?FDhEhtZk()CFFqoq6RX6k zl)bbZbul~dzmo-cA=ZRZt6L%oNYk{Z{yW*mD<$xBZ8=1%P&vpM?aw8b?5m(7R#^eK z9~>&ZypxhqK(&*MMUwgWn_L5SplUxIKaL1L#V5Hy%W~WHbKWrG1Sm|bRvE~Y!V23> za7Ga)NVKy(sLsjoEL0`9S9(3|Ye9D>EW|7r3XgJ-PB94?Py{bM3~Q+cLvhSS)1hcr zs~WaTZS3<&bCvWLbzJonv73@@c|KXO9AANCQx6ha+*IG-Ybxp0|A3{qVBj^GJOxj5 za2Tw3nXxuK7|vqDidL=lh&S?1RI#27Ew=gP^h7_sT@Fn;j=Kx!vMi< zP_fy8zOtlP=$qLH;!eLI@jL&MKY1Mx~rT}I%mmUwa1N`Y}zl~ z1H7l@1!j_ffrJyTWlua6GzZJ}ZD3I^a#=r#!E*dJsrdH%$j;t1Uc{nG-RjKqL zX}Ef7dYK$&B!1!7ni#RxvV?8V?h>LKI?kT?WiqeI6)q}O1$6G?iN8v|QplA+9pD&B z@Ai6pWzE=hyh#2SNK}c%aEJf=SIL93fGNlpj2hxxoSCw@nw?BlvJq+i&KHthhH)qg zBN#Kc9Gx6KqX(*3Yhv52gZPsq9*he%q`0jII>00FL%jpxHa&2K9l8KonR79?5Ud*A z9j_(`xRxpwnGII~x>{GO%8=oSB)o*tRLZaaHE~EbH z#bn;0PTD0u(fDy9Uyz|UTAU65%e+Nn$wu5w-UlCL3|s_9D;_3UmJlJiK#v57S=;xe zq%I#ShSM?H;7iHr>o5&0f{dsPuFLU!I-V^-i7dtkc$l^|O6rA};F3&73`SX-G)>l# zB_IQ#ez<5h#!; zxRnx%dnmPI!!G`HGIl-IB~3{ZXUqVHCPN@mU`vBiTT`y%;0g}yup7_j@@Xkc3k6M# z|5c1I>eqjrY_Q#blYEh)gq9AN4wlin*1fr|7FVu9O{%?wZY2@SS#-c32Ntc+N-|hV zPd!V;vgua%07VHkAj_*lnxhnas6OC5loI$#??6)p&fUD!Ui(e5m#ugunHjsnPE7=L z@1gh(e$IL&`I3G7N>a)1Jb~~~377`sVg=Iaf)|h`=p)t?lh*LlidZ!eOo_`-b8h}E zZxp1;gVl_HQ596 zL3*?V6c4F_NRxnu07Jy(;1mvP!%968ASw;w61!v_#=^a{VB|cIk%p=30l2%-*Jc2O z7wN^tpf+Qvlo1VO8HN4sYS#Z+GHVsSN|8VYre;yT&^1Ok?ditF@=nvhB?OcJ1(lG# zu?JpDj-N#~0|}@#RFJqKsM}6@)0AD-!=YPW=e1S+uO}PkD}9O9f>_LgKA#wZYiWae zC>=PO=#OiHKli#ea`E$n$bQDZePfyA(ateA@ctWS|F?L!Z9x`7AU#m6*|6-C=+J_RnwA=OTFX>p6~_C~U> zQxC!lE@0lS4eRc#jdGeW3>{vge!5Y6MZ`%x8n_haQ>6#grGqBEAn^z!j4;i7 zqKWo;c4v+K`3-jQu;frWSctZfq`?BMfU9B_77nLUNa4nk@mOn@z!_8s=*ib;So#qrBi#v~*?$zzb3

v?u@Y*ZkR=68QDiUtF_x00>< zgFF};34n@CT}r;ef75M5tdE4~^dqR3E3<@q#iPWcg!(WH$K?Wh^R47K+xVxXn)tSD ze@ZT8XdJFOl`P<@NVzLmj45Fcie6cbq)GJQF~q6^Y1`%PZJ$3U_4|XjDqBG|q!P_g zCTHbE`mm6rs~Cd(KnkPQqvmx1=omY7IpP?g#U3E%e2@GYh5PS+PId#eu)G`qCdtw| zT(zVBl1wg%0zz4XwC#W4xo}MxXCkY>J>6m4jmW~QrLu}~I&KXn0Xjf`n!SYTBs`cl zzRMRbx`0aPH_)$LX+@l4Ajq0(?UKiV2HhDI2;qPSUiiUgAvE!IY@@lqA5#JbfC{31wJ1JHQ6iO!E>mkrD)b1o)cm*mo2C zWEz3SmOmB=`H49@BZOs3?ZS7Ht6}OC4>&MUDG4QA#b(>}z2wR|NG|0vS)asF3?{r4 zDN%3K(UvARd;9FYWJ)c`7a*o=Wo?~ABL>5D!AsF! z1_XeVzMssuz2E1-8&<@9rv+Rb+xN%pEI!cx$ot9AY*842AN-2|lw0~CJE0jQpKEuN ztYmw9kj$HbGNdY+NjMk`N^vrFCjcy{eUy?-u{~P5lSY%g;@J<9!|Mo9?MMKcAx%YN zkaUoLv4IkGdiCWWCM$6@q$pAofGIgOg^x!+OnR!huL2JRkp*!H(mFp%_MAnuDwRuc z!f_msf?*^t!j5~UzWm@vMMWBHBsJ3s5|zan?XZuNIgKDBGav_vA3J$H69!ZaX$+BL zKz_c{ZWkAlcIn5-66l8FU35W2Th|M!30Bou&=x8tWK-FVIpGA50h|aj=`3K)e@o_8 zF+eV?Qgak3hyRvLsZ(u+^ej!K=;QOtYz*e|Mri6fGx)3j}ElrI{i=k1)F;Xti z+$iEz3G7c35n}?s1a4Y6iRi*ih+0l1y~q)OZ^;_CGbZFCw`0;LP3N$}(TSiZBCNWnTgj6DB zfg_*$M{;hpdk?7GMeeG=FSS$u$?M_JRKXvX8H97fngb8uN*V$}q!<;~c=(@5{Ul(R z?zYrX#+FKmAtA+G7{2#OQd`9wsZLdN!@L-eXDdHRuG|dj0_&(LWL+ZAmlTh6S!t3U z60CeWlL_4K-H}6JGSC6(z^d`I5s|DeAWxHRv6Tfk;A;3KrbcYwcAiyynlw+7SV@c# z^A1i_){&y*Pmc72w&Bxc{|X+`!bx!~xB>oY-~KdNIg6<}ny&23m~?w>Q$vE0dfMy~ z%Sh?}Bv*S!;T7qAT`~=wFnTVeO*Rq8h^mgYze;`&J{BLcmpF-8@j=uQ?fgqw2Zo_A z68jMhIa|K-FCOM6t5Uo$c5x`jP>Kv&DG6dO$|(28Od(^y)2XG&7J#?fpsrNKv{;yW zAAgd2&?_YQaaBpW?x0FPtpS(>Mus1Qdpy0mJPw3m$9}<3|2F zjO^cs+3Z}nxN#$+@$AmXK8Q0>#t++%A38qvODjBY05b)4N5(cUuk!uLLC`oz>`p&2 zf?7`q!^TX84;lxXm4J7<5k{^b^q++Jcwcoi>&zW-{8=Pii6_e*a|tU7N;mSC_Ndp5|h+g1QC3BG`XwK2$Z4s5f3Q~iL|RlIFPZ63s!$TePI`P&=U^A z&&k)M3zy2_zOWq$ClbRPQwt%g@O;S?l*LXLVsAQZOZU#?+2){Tt@gY*FVK&M!HqZ; zIJE=!y;85l)Z;#m97&tO*GKae+nEp;XqUl+rFx005@JBNBv~bGR?=ZFh>?CxSx+`Z z-601RC0d*oq{BBkNOaK|r9zKhuqR|m^DvR3Rem5lnSXW zw_HkB=OS{B5dp$|sy~f&jJ#r~zSh2!vJv5BT!m z()cK9iq)64ywjkN`*QpA?z$_J8vTACejS*c2Uy`aobs*k^T>%|frfMcJ6x^)9kLYN_y4pT2!LzCXu%oMlzR*$r4yS}$ zGiz;iOHrzPajVUWZTY$&l7*ZnK|u%rRu_T};Zn|$CoI#>IGCQK9lS>|r}7df0ED>-8yCe2@h*BSpeRA4z~VOeC$`2d(8-IPNtTAW z>i*~gLVw+v$*LF?faBl#thh8}i{^#W-kt34pbx9jeGw^V=8nxlaU<<;lNBI#V{9@% z<^@bMb2)7qE#hauFt=2^I3INBfnrUJ+j%yo6}o`cpf9yH5tITrbpX>~-Ozo2_cYMp zJYtRzWw?&>F$JvadG77ZNwb9l9Ji8;DRcVa(uSr+-Gl_7aur{o)PN82tt3_f75h2V zE-zx!=2|;_n3O3FibM}2rH}eyTtW^1hPz`43Tq%w6H@z2$CBbuorPK?H_1p8Nn{#T z#%}oT2j4M0Or9ADPu-SHMhS%ATBKndM8TrB7;`)5Cg9^rGfAylB>af^QmjCSX(Xj= zpy=;#1_TLo9?~XGRSYVnI}J|?6n-I?hV@dEkTJPF&?^+ngds$haWWdVpRQy%NFWF; zj4HLHTDriPbXVMxZ69tpyj+F&!!G!*Y8rw2`D2aONMQ?r7X#8~kP;=R0mz)IVIQhP zWC3nL#z{etLYXP>B2}JQZiBFgSsOdyt*#(DiyT;WVUc7X? z(*$vIMoLqUbw>(u%V7JBv#C{zcCsq)Q|u<%#p7&s6^h5_|A_dod3v19wZSi5S!L75 z+aVJJy+u+k2@jza?A+H+-=|_1kGC<^aDDuMWh8+$;-b_&H;%VeI24$wgs1+TK$;wZ zL#ZQ)Isq)>_*hAAvST6i$b?iZbXA#D@P`?e)6ADHsRM|WAh?y`a#lJ)_hVN?DTi=*2KxSebV*8ey2Vg zl(T)NabXK$Y16{iW3}YhglA?)u9|Gso_DF;F~#;%cFg5_+lICdbb>_aKYqU4%BR}j zuz57iTKHqdG&|p(-+gCw5PQ?@rD=9pbs>|h;{BElz&X8_*sB_6Yo^=ys(eYII@g+h z%ps8swS<&C!IZ2Pq> zs$T`nD3X~FLHjifszP%q3Z-0JEqR+$^%7tc7~6QqaYf&pw6!G%J=d8 zll)+jEODN9?#R-5JH#6<-~d@EuP_14L?SMj zsMCVp&J*K_rManLVW_XKXQ;csqqC>2J1(0!F%a>nE=v!YP@0|e|2bsyv#K+u~p^cf($Yhj4<{ljSVtj2Q@%yCtOT4lHi3=15eg6&z9F!G&LxH;EL3RZp(=8 z!)oR4Sb`q|C#eDiTj$w_V<$BXO-t`Id)A~nS%ENYm_0H)--f(=eI}Ue@vzpUrh5Bq zfjv8MmhbP1Vexd=a@g~7EWQYe0hHUX7up+RvJGGl1#s-uEYa26J?)7Gd!(_9!ZOo9 z_$j@PpQSaBDxQ_xCPj}osQYjSJg1qJATl3cWY1M{2sZ>85e-))~8IPubTO4u}xfJ z^Gb8vfT8&1^&EdD+j4$ToeYr9h6#Oh{Tl*qG?J*YYX^)P)wWrPV|Bt-0Xr0X( z>v`>Qo~0^nZfjc5*xc59ofFl#(VjyOn$cSb;N7uZm_HOv2#i@xEI#&Dreh* zeQjFhGYszCOzPaPWWRNw9lfueyg=_;riF-Olgt=_lsk+gMk)^!gVC-ua1nF-X>FAc`iA zzyRF9{Y=Yb>glx14|s}>`{>D3Kt4Ui!u{=wrIA!nPVoJaBlow3-on}-GdIZe^mQ#> z#FZEJ`oMHa5Gqai@eH|V992wn{y3}6?p|*VdEP?+>H;tIC)+#g?c{ovJrmIQTM~!) z%0SKi94Lv2xlR^KGJPjz+bIXwaNC(%R@YxuDDs1E2iq-#wyLydn|6pb%qp*u?ZO~ZWP=bgdP&Xyy$eie;1K&+hQs_Y zGji~u_9w60@7k{GdfsNBGqkl|w0*|>gb#k>d%1<}eZ4~ieLb=F)!;97JzrHhVF0a6 zHLV+v)gErAt)v$!qOK>fRII!CRZw%#X`ry7aYRk8D!C%nUHl9Mpv&t~#;!fwW-Rn; z7YSX+fIf?hb+nwBi1E{cE+f#vrEHzNA{8*PhM?dS?Wb5vI8`)z=1S>;Gs zhaLI<`^EN7>+|w0C8e8uu9q43seQP~t{Zoqw`LF`pC4RA>DAnT;6$yQ_}{m0ciEgV zUYN-iI@`An40QGmZENesB~NBz+iV@@7Df~ z*xTd8AQ&3hO3;RWxTTLv6tbA9uQ$$Bjt#x8I4-H2;RpSj+v1wK-Rh%YW9LxpFZ^$G zlY!2*j_!C|7|!th!M^yzux^j%(WHms(x*!QSyB=Boda<&cD3btY;Jz`>}8FfwLAbT2Z6F@o+B@41Hunw0-rU8$*Bx*5{qM8pdaPhdKNE7D({~+o#vwom8E#fD#YHXZzEZ+z|L#yl|jx zpgV5*MR2tp(q~(CTn8_;*&^o3D&Q%~E_ zP-kyUW{xuboda98;?HH{l71Us?nk*OTHW3~peU-aIsLY4`Nv+v?(gH~$H$rLf~Rb- z-@cZYxbJV>60gqYEPH~@D*YPsYm2?Byg%EL6YQp{Wnp-rpFOF&r(1*ck9pnRKEW<1 zJsXXsZ;RArJ8i%gw*H1Z@*>dJK(;$G_;IP{7);=ZSXf5&D?X85>+#1--`~^s#X#2I zYQG+^X*2mN=)qT?M^AOi@T(xU#Tubv&}zMlt!~hk*QQ_QN(KAw6e6??X?4)PTM4R; z4>Mf@eOr4wVt?`yTQFqDF54>*@@EP`G}O~MgnMQ4fwz_P3VUl9>g(_Cp~9GglXb>> zhT(Bx(9_);d)xoVMuu#5)kt`Qe_P3;iY`L&ThUYY&X674!ak4rzPB;<7i|&d`B5a> zdKABYM;Dku71|kJ#LT`2I<|GhnKy!)ZD^|B58UldbkzWqWDmWw5I4eat9#yZ5h=x3}4W-nyw#G}ylxzstcAm)@e?GZ(tz3qJ%VgIM$vkk2(i>xu*Bm;HsRT>+0+2-ny}GTO2VBe>0z#RND(D*@6lp1)>lJooyJ3lv>zs zE#3pRX1h%-A+8krfj$X&O(G|`v>|uwzlK_zYFdv z^SqNOpfmr$l03spY0u|E>OtNYTt{YwY2;Tb&ysZHjQdULIiG=0wt1I(FWH-?*pg8U zFUfOEI|D6L+JaMULK(YX2h&4OJ2SL{PqpU8qQj<#(kd%dIu{Tl!7RGP;uu~Bce4ntv}hupJoe>K?cf3U2R*ow8d3bPkXbnnVz;S8#~(K?A#l|Y}B`LcX4`CZPyW?4q)qbK8as+!Uyf9(`=o0 zpS^pUjUUTIqw=<)&eg|vZdY*iZ{*ObF*aq`PH$QfWg)nr#wo8c<#s4mF3=yj38CK( z0Obn4-@%mlhgo}3-kuz`U8*l6UM$KKz1Y7v^P<(BZmVWu3=e;e!bp70D^&YI8}U#X z1d}75`(~yeVp~tQ!wN_NOS8%WWh=~HINj>@$aZerKDfDao9H{ffyh< zcyVyVbcVysrJjfVOK{L+F?2oA)vgJ4A@Q)Jf+M?R^&vaEJY5N;f7 z-yD~Wue1DFw(oGG?;XR{I@=)!eb7eI{k=ghv#HHN2jk2|Zf)b~xyn7td^zO)XL@DC zUEjv;E|xXQWw*2q4RoJ$LL6ptIq!rxQ(99JuI}ssNGc}znZEYpPwXC)^#i}RGv;Ml zfiQJ?$+V`(vxm;I!w4$k0>9pU>TWjWY#Y1F`u+YAe4X@hVjt|py9T+FDQ(&$N*M)O zy}dFeZMhQY4#{p1j4SVZ33w6m6(-og*|xc&VZWXJnoQUx1oYNjZht!4ZZ2OL1bbvc z7Ogjq4!qi~KF5|#nB)7qWxSK(j=iq-uJf|cpiNryyS)$W-E-`U>N|M<;A>$fY8!&R z#NPL#9d^aJwxx7kCeR1Lf%jSEc@*|drIq_;f;I-1JM22^KF|6pp7N?zJ;3j(GOXw| z|2y`_^K5zLV6N~TFA5ws{m?rju*R?1y%Yb2+jWv6W(C1s`BI{4Yj5|E(yO<@Aju8$ zXJ_5*qPeY+KR_gulxDoaxH31sHiPpXF=6_dUc@Z2JG{&7i1WG6g;7b(<)uL|&`nOh zB>$G(aK0@ntn&Ttten9cy5C+o-^N#B=M1Sj*xEl72OoQHTIK?4&CPJ06V#3Dae+ zklRULx1D+LFz0u27`f(wuiKYuP~?1{xT~+4wqK}#IphPIf3eLh%TnQmgG1Z#UPO_j zF18sH$_Obit#s;A5^+zQsh;8o8@G}Yb7mJq%^tV6FSeHIS|1F}ZEPFtOi!=h-5M{k z16CargeOHl@iOCl?`nUsA9ZyqM+Pf81Am}1o`f>!hnw3-pYTx{ZorO_t)($(gmP`^xoy?qyA)j|VKgdnA zi+9-U$`gX%1}_s5e?ag3-pBT%9d_`s=t98!Jf4ba~1hCbrsb)e!=Yxu#=iPVQz zX8tvDSz;G?xd~$G-jqc)?{YgnJ~ygabarW!>26<02Ql`}&c85Y%#oWlnVN zb+&f~E7`q8pvHnTe^~E4A5ZccF0nhlY1h>&Ps0R*o<89;WYw{F7)D1tCd^C)8?b(M z<^|Swtz9&nqnA&q7z3PpXDd3jG;O^d{O>?te|H>g_?2JCj{X-vKItkluavexH(Zp< z`#6nXC?`%J9-%)Y^!xf_ziw@Yc~?cbS($KqFTm>0y$ZD7);+-A3q*eCd?1`)r(9=8 z*RZKAc-qTm+Il;OWbi*?pSQ2GDOJ1q{?;fn*xlQ&(&u#Ic--~&m-&rBxFRGu`Fr$) zO7@xZh-6AA3HHKqtEr_VZ+GUynkI5k}y_J2QXciwC*Gsn58_b0J?PiIo!QSG(y?@&Nx7xwVUy@H?bX*fH zDsWN+j={0>f}oWULJ-*D?RNZ235h)GOObLii;n!f8q3SA5&{EX!={?!ZN3Z%6dID*Nc$RzGfpqt3${0sq!- z`R|485%(|Y`<}J@r(IY^983gcf%Mv`E%wZR+Q!O>V^%MYGF#dPREc@5J8ie`*mH|- zB#7T<(_}|?7ug`X#J`i@WbEpLm<(=d>n%caS?QRv(Q+(5*}iaxt(v|tQ@SQBYwzja z#2R*_B&%}W+5YS*$Fk-gXxH9hErrT#ZgzS4$r}6Z9o94ti6RWUDSS{}Ys1jdk~fI` zZ~M8DwjS!9u7Nf{?w9^uwj2U^C>_8B*#Mdvk8L@UEJuqt_GYa34+tnl_vyu~eyMjC z+`Gk9D3y&}O0ewW1+7e+yeQP1KF)Eqb4 zjdxj7`J8yS^(CoKdxt$_zq`wp(KerWx4kpIESncf`x82(NtOgbHW*yo5l2-c)91UAu?R-Pp$K_Te?$`0#3%2+T%Hy>|$3Qt?aVN57?B-x%8|{ zGT`KK5Hf$y%WdBWY>)bR*l3_zT49j&qm$YwS}^Yv6@=q*H4T2yfCqWagCqAnU^DzO zRm)*tFNzf8*8cdAEwAwEkMuJG-6tdND-+qGhiz$L&7owdZSmUnA9%;w2@l&uf6FiJ z>kr#Q<^SMqL!VJ_QWX9=^VrA{kJy!7!?SqfM`&0LvG=3sll>$RJFUv?Q%DK%++aG$ zza;h!dCjIjX0>At|3iSLTaKt71uPbrTtN4J%=Z7X8W(V#E4_ zLp*v$CR*$?(d`$2woCoKFn)NjQ;A0Sz^3PvwyJHe`E($&##%k4kFjn z*Wcd0wV#sgW!vM&b`~#~`mZ0`yz(QWY$rO2@ITw}sQFLW^_??(Z%!2U51?C@Em~Uw zUn5ydsVdaWjL;o4-U)k0!qkW;>x+-@{WHl(18ycey?aFQySAz|6*=>VQ5Z_mQUET@ z0SYslj{zH?`9B2+L+z**%$1rr|gi*oBYi5{{jGkw&<+zoHBds zDH_G!W#0GtUNEPNNPWq_dgSn**lB*Y!Lib2d*!EgaGsttlnI8p_B31hwEecM$@kYV zDjYG~?;@*v#?Gtg3c?YO%ZNEW<9#^t&@)D7xxs$rA(N7FaQ;Gu+R}pGzo{=h|P+aC_g@4HhI^6hvTPS zZ8gu?eO|vk{Tx}S-VXn{t#7>?GVzqdH17@X6Z9hFwSZ?8KrrIZ7mr}gl}e8YGMBK} ze1C&?t-bPdx-^g3zR%l)@|nAy0h4aDPG&h%{HdE2$54vm-9nzy^%|Ge$FCX3LZ zQ>!NgzP7!HxVT${B759Gb72@hbRKoYLyG|{!^}#UCdqE?S8e7mtYJzSU0nE24i#HCG%colaCmE#{kFHx*qoVmy@{iS_SMzd;d7)Vp`_V2e# zeq~2boIH6?Mh$qcZakqQgEG|Bxe-fd2T%76M>urCyFox~hGh+d{R8xQItLmMd}8nE z@He*Y1w=A~kG)DBWj>#JFBII2Xp>}CZ|W8qL)j05wv9bBY^b>r!aMtWs6BF}C1Iw& zZD2^cQTa^!Pmr+1t}@464T6f^ECwqdp2=Q)xqdpYNRs zffHrT+x0Ko{HndC&EHIZ+0sU9f?T@oulCBzHmT|x#K`%i&P^2YvHwu`oR$9CT51mR z{p~@HtkDfzG1~LJ-`at{wnwY3@G5q>lXDunB)~lHe_%6yV=d*W)BvP#X|l)Bzp?S9 zlm#OB(bPR`_&4^0@jVh@{>MA{yZ(=PU+e0Q?Sj_71(%iEL9f{C>Wp+!X?D^%hbuU$Ls|fD@m4(_av_;#- z$NR6^TJIifdCi*qOsRFfX3gWX?9rPkOz3(4( z{p;46FUwR%a_QW-mXSAJx2)&Qus{FKj$QTTBX0GK>WA)E7gCG&ZEt5#mg!vGc~ZY- zQc@x*k?5L=qIOb$Ts?E;^t`LTyxAMv!gHe6qlqslCr zI;xr*6$Yr;`tT)Z{3t&|^-67ij6LvsJNk(Fc-F3-w=oX)ID=Tnmf5Tqbqx0Pu&AJo z6JYTmnjvyI5G~t|6r$36av07jk<%9DQ{{Jd#2*G##aP21_$+~7}~{Q~k>v0vp~9NuhKy=6URwLvhR z7OTqW$+Z^$iQe^Pw&hRu*A+EWG>@b5V{XFvRA&eGdM}4z7DnmB8n#Zr_IgRc%0w`I z$pXx;tk&#pTQRfQRZPb(ebBp=JzPb9{egFOkPX{6!|wqSd;4vB^?=HTSDnpb)c zj*R__t?;TKKqXHiJyC{{xnA>rXdBL2=3_q`6uJQbgV z*Tdi09q-v-`I{VgQIOGKo(-Ir?|7F6L_OpvyXV24Pi=?8kI3X84N$d9m^mm226gvi9*NzBWs*GdCYvO?#>h9vW7!4 z={|s!lNM|!)k>Bfb(8($JcvHU+}(3-(vL^kn>Uh z%+jb5Wchy={K4fA4z45GC?krBi0Ft5qyA8YVRUrdK@>rp z|L0qEUv%b=U^=hwySM7pIp6a=%dIjO{@I-0J2wtbq;TS>sLSiFdnKrkUH-LL4{ zM6tE2Ui~4k*{12{SARC6tjlSCF()@4RYPHJWFI0W0z;B&(!TF6=KU4?$`#q#ExWcu z;Z<3EYWpgb8!Zg?}|?gthhN(|+^$iw?3*iflh?!^0CJ7fON*KF{iz1b`_S; zDzRIM>7Z|$dHhw=R|h03Sm(`BlYPxxSw9@br)$A07kt!Q{~9mV{=j_yHPc;}?O5uV zU2(E0{mo2hYKh9zqZ)!$@LxHz*(=S!-^@}vSkw+9rHo)yL_4mTB96ze`J2fGU6d=t zGl&7B%SSLDE(@S|-1|CQeQsSd6_3$M_RKGs|9Rc~vcB9p*CpFa zt?lD4{@q*^j4c9ew^Xt{H-aTR1RcLj!EiBNhL#wZ^GCDKjF*BW3WAbp3X`#*+q@@C z9>jN=6QbniftIw6Tdm*%r~CO{n6GK5Q5|>G{Vj~@YBudu*;e;tpRr#=$zk;Ojd3#6 zIW-E~%eCI4U&im_t`+4-KV*41IZHO3AE(!r#=jjW=LQXNU9pe{at@5@R#d3_bIIMb z?EL<~9g||dd+hj&x#X%aXrx&#>1ZOs-CAF>bws@qd?9MR0fa4c z$A4c+hQhcz4Az*veYZ`BE8*IAn`0Z3s|SmeDmETWXU4>8^M%qs^B3J9UsqF4_5Z;3 z%eNmm#0Oc(=l2?uEdd9jG$l9jTFN(?l2wzkK&37(lxk~tk8VCNdZomI-kAx_$=BO? z*L!y1pJmv&yr9`FsHt6D)DPJc-eUgPoV4;fim9t4{b4p9UtLMQ5>6$mF4i0wW3C2@ zw|D!dow|En!OUn)+8WXJVvX-x(XDFg#!qQYei76RmUZiJ<@nM`$-e|a(foFD@>UdO zUt2Ohp{BlETLkRM8Td*x-)v|aUpXbAn>I2VrX`h1E?=y#-3F-b*{8Yl5_^5C>3;OK z7IWvcJeBBE@zbWZBN+~!Ge>tM3(7wUCocL74N&;N_{Hpf z0)fb@8^TP+NWx%~$>iZgKcI@PJzlHhlp$;5Sq zhBmb+9vCHY)jG@JTVrjZEmx)OEz`R?awTU9q?azGM5-uo-tqPMBh_?@`PGP3W#ewXs zPbJ%HhUO;o+G}eG?3Hh8fCQ6EA~Ep40}4JdSI$i?4gO$$F*oTd6msW5&O1z$%5vbQi_`^jl~Hw9UlwltTR8Dm#l*H zL4+Z%$eu<(k<&YfMxKqL`o&ZSX#Lrwe06wBd{>QGIX~%aIX;YmuFaK|QFK1tq4=sw zd5d|&{A6lyld{A5FcK~k=| zlpeTzy}4jPGNU1;I!Nhn^1LWKL_A$Ew=PJ`l*fa*`dhk&7e6UQjc5kf#4~cT=rL}_Q>hZZkpBw^VIOyQHVYrWEMNNYX zF?ece-=Tl{A9F5tn0vdEk=X!3_&V8R^1t86-b975yYfy_x^HGy3wpSP4X+!Y(~~p@ z1s8egZLF|qsyU`NSzBPEjM+KSrKod_xvMu>SC5Lh55jV@d9^p`uBV9TKcEe3pf5RC zPnVVJjLbGqG@t8Bdg`0PaI#Vq@w6WEQeX1fB1Q(ibT5(38Ze*jPd@aI+ZK!CTLzNB zp!`K|U z-9R}-jJ34$degByX>XVl#k@>$h0A3Doomhc%acVNLs4!iEy5!QsJ4g4?MDwOsnEnk zM7#IErjfnmsY>J{KCv80RBBthicrFu1=pEhFHf#M|HU|4^X=Lwzu7y^O5rPY4-pUS zq@9@8IWMi`;#{0INyjz3d_k@vUpJA?4_BBDrz{Au8)D`OQQV%Zxnlc)ZL0M0?#5d4 z;8Dpt%AK@3gxSkn_PKq{edd%E$)rLf>p}2KEA+J4=CT#Z9iyVBXxbz;O#`qw`apAtn|3Dx3r9wErx zRXHbDM+X}5Q*cXgEqfoWPL>2yOt=OGrS?G(eg#cqb>=N=l7328t{*jk?EBs=VvMh@ zNzT-jE-{;fpv^iuSrC-oAGI(05PTjIO-|5UcuaENh1;^Ug=UG)>mCZe?0z??sjZXL zD~&VrS7viG#;I9)HhccoMTb@qkF35YDCYU_(7uB()NHQcQv-#FY2y{JZrljD8E|6V zu}P(~SW}9_Z3KFg2XbC1iH)z|RO;QS7YOXkPNB?HCQD4ro*2SC~f%#`Edkk`iMnB$Z7C5vn7E+Iw8?6*D| z<#Sh!?o)g=JzF!U&If)o<{sNomv%3Oi%vGl@yU)AD{2ZC*7)BC+in4I>0KlpA|NEE z#j~G~ zjIH#m{Kw79XC~*=ljE7KcO#SAKF^^=bPgOC-L!4d=w@Iw z3214{?j2DoW^ql;`Wl~yIqz=5?#m8t-hN=Gl2Zr*HQT=5TzpQ_G_7y!_28sjw2u-= zL~9TDOwpM)X4SWP{A6>}IiSz8=HYXasm;$}7gW0=@@>36z@+oj&9Bc%&YUzi$`9qr ztHc%dZQr_$Ue0~gL4#G-nRCxg_RKy$j(5hn(aZPj0@S0c{ziSpyQj}s7Ieq@z zWUvn5tL7Eui)Pk&$)B{S0H)L~lPtqOW-ZH7gkJo;9wz>Aa z)r>nx|lbEP2>5g2eT{ z4E>(YHMiB2=4a#4RgnH*@%sD`_d`wOH|N9gUmEYdAXyj$Gt9_^Nteh&?%AMLZQAiG z!GD?L!sPt6-kN3_*hsH4{_SLS(svbtWp4_`3l}L1&}!g$X?%1@+f z$yrb$q@7GKP32JUEnLeFKSZfX@x2)Qy3UMVoLt?VgRqK7G!U|sXm_%dI4~Xb)y(BrgX1W?>8M^t! zB@oETX2yo(Wm+^Rj3if=2gC4GI40R2xYoJ) z%%%LfabvQnYv+{C&yXBHr1;1oX8c6(EH#$xgsrobJKMdLDs5P2e!DT5IFTmv^2n~s zXhuJ9@KWU+QN!GqX_uP1DLFq_VXoYiY+IkphtUC=#UMpW!=GGkz9P(~ihN!0HH?Nf zcfC}7s(W{# z@K=MI>pxYw1zC)2t;~Hide~gEIhi&@CJLiGX_ISJD`?TNz@XI3aJapyRY;iSCBu4< zn04Y(HS-bZm>+CTj+wD544Qq zlmU4SV9UYXe2}Ycjq^UygQG7^ic3HjW^-U0y}Y~098g9xckNEvrgRk3*E`5K)O*hF z(-JI$`NHmG@?c%QT$9!NEeK-5wzz~%k|oiLj3c{f*hXvPBPoM?j*jxpqm{`GOHKVA zGEdo>@r8SmlY&{VQ8NEIeVMq#!q;manM_2BvCV6pGaQDOgKn!g7`rz)dF>6^#;Kpk zf^^dH@I$#5Nzmy>!Y3rTxzd`ipP_JMR{PNl=@sy=vjzPZ#qq{Hdv;dtV>mwm5O+Zr z?~CcUzAV`k44K21CDVA&PDce?I~O{wm6czCbm$M;i3CtBDEO!{Wqb{LlMPt9o)4M=N_3ocw7s<3RGW z`npnA7;fUujcumxU~+->rReZpD>sk&=ON;=+LF2IVA5Bl31U4JD1y@qh!P$?n0$;@ zB*sUlNUknJGWtfw@g|53^sIbW_}23H+b&No4&vvcT#H%KW?RPpb_H3%dU6!Uxw)P8 zE%UBJ$(-4G{fn<=_=6_t@H74vjXw^*(*hJ@=Iy^T-#V1cEKm%X&5Rgs=c(qehmtc2 zyf8Dzf5J`(=U$ck>*P~#9&*)q1@)=dmfM*iNk29dS@ecvaSv7GAiHPRE>^ClWoi)a zWBB!C2KKATV_hiGpMN_k0Cbnh3E0f4yKb8_{*gB%v!c1>|C8mWL5rO^mEQ*QV6Z;7 z&CllPYmzI;A*~%tRv&o^XlFN|BROH+=6_eT^+^zpH{QU8F#q^| z@up-UFKUi2OOiK)4c$@L%WK2Vc;bc?-RA4JCw)PadF}S(_y!J245*usINZKFCKxp9 z??{#uLh4|8&Ch*u(;dmg3Dx(nm@Um_+lhbJT_7}{pPOqlgA)~wrTr*wiXD@r{0$=9N;~mo%);Jj6A?C`8{qA!VFA-40Ni5 zVV3m$?oC_;k>0N7^6JE$$yl+j#EwJ|vVC#6P-kwsGucy~Qk%zSX)qk!7uU8=F@?L5 zGkIk;N?TLib9djB>?zT*xirJ89V6tCjvE~R^H2;RIrE)O_Y1Vu2Fl%#M!iKe#V$Y$%!E-jlTR;w^x8a92zz-AuVRX-Cql z?@ewlw&inb+uhDYX0@4T?@f*^(N)ja^?GldZ77=V`;s*+`8~U6oWFFt6LiG8T+%Od z^?j65-ZTEU`;z%Vd3ruOJIe0fOr|dmJExBid;q3Z=B0>fS;}boN<3@w_z53OKK1|C zMEagmO@s^_(L{bW(MO#oUj5O3*2ITCnyjrKuYC6ZYNBrQzco>xpmM{XOMV;tLlb8{ zl+2VS9{rW%l&~($8(ESGS088Y_*&9dIE8W^d%tFaw+8o{uY4_8Z>Bt!+}}cE zc~wxia5G4~TlKX}@Q&b#@n;@O?hDG~Z^9gTk&#UYGW3s_8y-&<7w}u|{f10f;vK}t zljTJ!9PKov>$_dE#~Z!@uFZ+G+Yg_R>*n?JjPycpr)Tssn|~!e6W5KO`9$)EpiwGV zvoC#zJHrNK<7YjY6oVptlmTr!+jnKMH952ATgl}4E2HpA_(`Vi+TgQ69|)WYhnQGT zhH!u?TZR_&>Zj(xZzbb}dX!o(1!tnh#_=n@otzw$@?j3XsIqG&sIN0m{aez$8s!fz z%^=rMDdh|aw^pA(%LHw0)Qb5PH#)E_!&B5I!nI5!huz{SGiae%@SWsyeM2?5OW{$O z=!#FX|(*rHc)89)L59WCp5{S*@3dJDWvw1YrT-P+!y-S#hW_G)G2{R43?1X=M zmoO7do?w=KKe@9oDVI~VY!q=#H7|TWxs}G`V0oCMj>F3?nc(R2&2>LWKF@Yv(JZn= zypWoy>6l|qeLC4zZp+8hfezY2cW1J*r<$)loy;mO$z_+h7wt0P@vFyQdOA7C`%1Cd z@x$bz=~qe_TMyn0E4iDyml z79VNztOP zCxyXzYA?!Ux0&|;NPZO$hrzL?@r9&0Tz8V`cp;fRfm+7@d1)dO)YX_vUP#Vu=luo$ zVuTFAzZj93&yFWiZu5w8w3*tK!{(V6l5bDo6-D}17|t@-zkBsS7H1y$&*YfKDW|V( zKk^a*5HMrB`R7SfIAKA)?zn8hEj{gpB+~Y0!nJ3cW&f2t(?IXV)KE_WSTnhqZQ~uk zOkM~`wg)t>V$`!{naY1BD+MuU{de+8xl}Gx+n6&!bA!3?*U4k0aJ6wNlhB}tH{&&eOl!@?W2T}Z*n(_AECm#qFs_~iLxlEMHlcPA0QJhX! zX{H2P6%3G1-7-?Pk3uO)||dB`YQt z>1|@|wXeygnWRUwuGXkb zgavPVHF;-!0b;^i%q&{Ty#8u3P-f5dY7-G=Sukr}OWxBke?nzdwVNlSH_HC=wdD9h zwO_|U;=I2l#{}i^J^F)uGB~hT`-`xswd0Szp3t8;(LD3_WL{l+-sNFYM7DBI+Jf$8 zw2CE;YUs&U85n_;`0 z$H&(PwlOGUP1WKlW|SM>7urAJQ;i@qBC#{Jlv3BSr~t#8ZO zPIk)zO$2?DE92uiyDykTVOzx&U1;yMZ!)OArm>xm#xhJ|TyGd<(2o$Fy)DyKmtUx0JX6!Z#H^i&>>_jbMEhoSfX$j@pDmPR z;8aZT&<*2-$+nM|2_%oW#~eS!o*tG8#!j(a4IhS<-wfkhu%sz|CI9;8%y;>8EXc;q zF`Iw&G-0?c>>#Q?n`3sb?QJ4hs6=e#?muELVlL80?Cqx?nqxM(cE7CA31ggl!pT5v ze9IQF{?}~F>u%B-L4P|A1{`P#PLASA#OBrR#^JF4UBre|`XJZ92K<~Q z!dEf;en^4)WxhcNsOX#^9bl#tK+VUe+70FhKfA4oEne+nLU5i$!h-#Y+2NSY zk+pHzpdWhmnPjJQLvCa_6I(9qbu-F^{k>+(47>U$ zodKjBE7^oy$GZ882i+>>!XfwfY=e%VLTo4jn+dbITzXZv`Qr?`^r)~ul^dJDvzM55 z2xkZAUOo&Eh`SYL+vC5*e&6h*&(S07J*Fix8)n+J^Vn|9$uD0*Guca!P2oA?TVvNE zu@^D=#d$y4U~ZTj@*&&Dv#A_=g|aO&yH@M7Ji9=%g*01wvb`LeSZb8!b2IHxVb73x zd8S=6jXSW)?8DCP?NVe;9f*;T42o}?!C7|dCFmHN*0WO{J4Le&ZmMi$&why7i=X92 zOZ8!M*zH8CRpST~)J_}VvqQ4`ZLX|CCQ*Lv>Bu(hUitxRx3}h2&iByJo}6WmJ3hxY zq>>j~eQVQfgcPyCj~f!ftM)QyS9jT_J7mX?24&TGu52vFbp5SO=WKg?Ted-)7_xV& zc5`PN_9gDIO%dDdnJ>+@t>;i4WovjH6Ug?Ee3=E+1LH=fz@C!GS9^;xTeoUCcG+k5 zI~0=rB_(6*t^r%o@tQh6isc?~vNNmN?I~l~vJRTm7X0j4&HmqR0rKprjYV_h>5w*X zPKCpsr`(0z+c|K9o$KAS*wa%-g!95f(I=F4W~n1+rdPuHo)ZuagJQAXn@ zlWhPZd4^77;7~XAPM0E&e{_zWAB^!$Ht^KpMI0K?UtMZ8dS)wG(1jBQhSS+#FFLr| z9r@L-N#t_uP|tSioF&4b`cmyFv#%dpf3nLUMgfkwc@^2k76G~=*SnpBWw6`>IGfjL zr<;A9c1DTSVK-z97ikUlnHxLpWX^9xxpfi%>e^=>?6lqHbH!UrYqZMQvI9k((x^?q zC0S(1uAXdtIjEBn+348Kh=r7VSfg(44M6BZb3&Kpu&X{4jG3n&pjK|2lgAmt#+`+X0UxB@R~5S%?@cTLt%`wG(+U5uNkEDXBPNH;*E_Ju+MlMqqePx(@BK?rg?UH9OJ{ylk@C69bAFjq)2Qw@7A^f^uZ@1F?MzZ zqWoPOKr!~3)!z|08csi(ok$Cs*)`wxu4vG~CCrJfEah}G6o$v0d-=Y*a`d1`x|glfG7sXrRY!{H40Ob~_us<@F&USz+} z%ucrK?$0i^pes1Gg3Lzsb6ee>zXc4`Ao zOQ(Oiv&%RMqQ`u5v2E+p**n;qJ7EczsBdM<%olgezbqRV=N|XUV%y!sl-W8J69EPt zvy04WOKi&!hiJ0PypFNZnK4eJJdQI8z_te`zxUdwShfw?=uP~Dx_iiwju zME;PU`vQQ|%?h(sHh+jkM)4SNM-y%+E_0+W&JdrDJ~F^23V7LwMd2!>0_9~1bgnH& zqv^MtPsx_yY%vV@vY#nOkoZSn|D5&5=F|B4s>$p0S#(@HinVmA*c1v&qNujn6IQlB zc&J-^e8^1cv1hShBCa~Dn&YI{VAovQV_T`wppk6$%?jx-HgHN0HP`jnH<}f__T&X% zs*V-Jr$a3{HBgV>Rwx_CG9W7aX$nKIuzPy#Feg;>n&0)}zB>Et;zqvD1XwlpR7Q62 zyN1cPwwP^wcFGu#1=s`GI=uo3gh5m21>58z12;Ip0sP=8EWcB1q~y+0ghJvRQq@Fd zxDC`rZrgi&i5L$DQ-)MAcC9-@$L%sz2wA^*w$D!QgdE}Ca2q;=QiA|5Iet=GL*vpx z{b46wGrQmRm>vE0f|Aai5P3!Skf!-kzujk!8L;~svm9OmJK(el9kKw%n8yd~lA=4X z174>yhlb1_2JC@l44lz(d<|U1@dyS+a3R9LRm>p;2G|i`#0gN)4(2ZrnY#z=f{Ko+ zVH0JXGSQJ&-jaE8(6*a!$R1ntM3OTX4cpc8878}Cb0uSCXKZ%|Fy}4%f>Oo!QucM`PtcM_?J!(r4~nYA47Ye155&Kf>aP0-|*yK&jSZ zRj@pkheLy$);6%UxcAvjfmh>_&Z%a3bZ9Kf?H*s^G#Ye6$MJ9^jF(!`%v@$y&I6Z# zH^KyQ1K6G<+8FvjQxs~5IeBWZ$uz!xTeI1_%ubwHgiE7;FhB2-ggiR4M7&%6y~jMY zOjC)?FPGVA6)Y5T3l-3!VWoP8$t}01%ebJT04`CZ&Mv{YX5Csj!7nT1OdI=Sc2IV= zCV9akrz&z@J6<;UDY%^#0m@P-yGsi@USwx~5{Es)jrZnPa0CI{NI;bXY<0POH`?wz0 z>=6xf;*p%$gubz2OH#;X+h?6CggxjKM?WFXs?i~;=piUkN-Op>nJ)#0Tg;4AcJdhK7UAASByc)X zi+?OHzC~Ziah5A;!qGjDxk0B2vTD{^#|47yK3;8PA9XjCEa3#)RgRxvKryB6A*8}! zK@wP)o&(1shBJ4qvSst=D%&zKi;jxa;D1q8G1n++0`$#yJ8rF*uGO~CQWU#EDG4^Y zw_7p%z-6oL)C=T7z`-J?E3gJSjR$jZ&*7Xbw2WB-$=DX3(Tj&r^mUfbEj*{n>8~-N z6YdC&0ZIs!J-nFvSKB@9(rW1mR^(&vJm<}EOCm~mc?u@;*4T}m(t3F|K?E#=8%N9y z_l~f*p3%FZn|s#S2`4i&C@&lw;6+sOmSWXPC;(F&v7&J`z`ULEHin8dbP}JtMUF$f ziIadbIbHMg8oNOZM!t}vf|Lpv?ls*<+cv^J5R+&W^U!F`aYx(59LXds)x%jT5k{WQ z*|pMQVLJcnS>PZJj_a^F6u{dYkc-LyqcU(8;K~V!(h2Ud0M37sr15GP1k(`m;S{tY zjS++62VM&<511bxZF{%l2KAdPCplrO#Mo#h)X}dgN9^(#I1(O{&QUie&d1|?F3uH^ zJl#6S9H<0e!F@A-qAjP)Vh7S(PNiduc=XwH=MM8)sGC-wdEgk^IiZY=kW0Wbh>>`G z03?2Jj2%XpXc2Og)$524Q+ura-W(46Mt>9_f&Xrd5LFgTfFKKYADRC-*3O%YH*nED zbWSIfC@7YobYh4*d=?rlD+BpXKhCyt5*W*ds5#XVzhw>{XWJV)Jcd#E><&m3px zpA0)BOT$xHP3KM!CXp{EU$g2A0j<=d@|cWJmQy1jt_~eAJk|-`BX)#R^qH>X?KW@{ ze+;G2!C0I+=0sFNvrtZhLQQ7<89YzA~(1qo$`Q6vgtp+igng5&_QYf%#q%}d||R6 zC=&rq(wpLJp{pcAm@q-TW^e93!5%n@#ldKmoz#Lkv4D)+6IEp(IzrMZRm@SrI=h3@ zRUu}qg9dB5PP9|Pa<@6}M0@Y@m~*!XUGM;`HK))!ttAK3jmctl8e}?cDFbKBkg);x zHN(&hoMeyf$`#=a#JgM$+@(X8>JY0#4Y*nc#?Ws*$yR3N3wS!ty&%8CKl+@xGd7S& z2|uW+x#uL?N=qn;rZd>Y4_Im(p)SsXjz2%io;W641dcEj?$(#GFrE1Z3B$I4B_E!N z0_$hUh5U{m9_M;u!Vq$x1DxW<;5lXrxzX7?Xtt*3V1hx(nJWF_j51e{iVl>3bB_E; zZ#Q7Rd$K*xEI-A*f2@QFlby!maYWU~3g8ub3$f7BRB7?btPVlBMCunza4`&bA)G|T z$&qRtxEhvPsz}1g6HZ{AFc}CHX9I<#q=KQIo`tENqdM;7L{f;P%H3@^i=4*;d|(MV z41L3#eyW{6r+_O#^vdlC#;Bh`SCmA8Mu}JJ=CQf=RJ+K$aH?(E5ts31I0MW}H<#bi z%5bnVw^!bgq=_F!gaPZ>WJr{O!W76MDAkcKA|fD_xk92D3n3ThHRJhlr`#GR?8diY ztz9!lLi`nZ7%w3`6Srs@Ke9mN4U{X7{qCqCk8z(D5}85~6dpWGn(A|z#b zOTfKO?nKN8)2R^Jf?wg>J7PACmFq~XgTshH`6Fdol?y;}>rS&RW4caKRi?D63@f{x60Z0@=r?Hu)Zg@JS4N<81_BuOpOe!tNAdiL=1Tc_N<(U*Diw%R&vR-t8>>)O)fLei!)?8nP zxkzoux~G{L)BrAr8NiGQnt8CC2b`4EB1Xhg6g-Gc!A@rpkb-%nBb<)G?$98{!yWKE z`Ybjb>+Kp1Q0Pfch}B7zoJ&PYAxb1(oX&t#GHg^trUi{QcdsWXKqBMo?ef!fTDx+z zkVl7kei+=AnJRZrnCm75PH{^uIS1_c*a6=GJyfv)_NSAb;WK8}8Frqz{|tM<7*fSu z^pk;egh8YVqv!rvK{8Z=h0q;X2{K0ER-7t`Qf)JVC`F8JO#m*^YT!6QuzaD=B{uIq)9ySDrGbwqk`oV0O;1S} z(3_+_3hh_5oNMAbqm6gR#F)mgaZPRB;m1A;v0u9gQWMK?sc${0O zj>ZxQ9$7Ua7%eGiKiG6WqKYZ&;a`-KR{ZPdAW(!>IueP_Ielw%#^lsktQe#q@#4e{ zn(1MnAA&+bv;t=IY}-S2qcKY>EV$H2J{8fbdH_d4D%uvrtAR@)g>STGr}*-=%m99 zD|H|I()u z6K=_{V{`ZU_Tb!H0bc^Nu}%slG~cp3r*gdt)YHmEzF;O^KpGGZtKtO1tI}SX&@j=R zSQDzu9pYR;G!zPke8eUtLpd!RqP#s!PSYR+=Wgf=H)P^YV#R(Hs*yDolyVC4bhrqf z0f8D^hhOm*s*>vbCoAec0)q)VM1`CII}ndJ@mfc~;Xhdwr+n~Q)w>8#pkXAI%%f8e zw@h+lq?*E$QDsM5Q+BlWLa_G63+=UYaU28}OdelP%$-gPum>A~W|rO$tz?ESvK^Zh zBx*UKqB=)6U3DP_3XG3~=cHmFdyZIoSv!}_P{c0yVPXOe&iQn)iR7gp-BMGokO<9} zFS3=f5+4E>EFq(FvduPyo(MI%imuaP5^NHfV(XM>mSFs>w6fRKIgk#e!XoKM;8&K5 zGvXsMP?(AHp%^zf;peTSx40TCz;s`1S1uEyQLP*|ipl9_bman}Znf$Os98PbfF1Z_ zjQmJAi|^~{=NK_N!TkHhc78k0NA)pChL%RVs3Uf(U`MgIU$?}&s^5NK)zAPlm1HiB0IHc>~}ri1lbNEq=Ma01nb!ZKNz z8xEo$OhBD=In1?U1waT%5{Ste0H`dD1$e2jwQhU@b zn?i+hEHo?{6H&~8EYj4JnYO{U?Z)wgP8b5%Bx7^B)kw<3EdU`r?gcrEoNygCjd9-6 z4U|ovDOS>~MTc+(NGTN&A&n|kSdxViN(Kf@=*}}(QKiP5 zRsjeM6RZV2ss_Vkuzo^Opn6E*7xQ%3&axBt0t*tTtNGxNd^rUmB|A?NWuV(E8L?AW zG6^|PQXb$7pYj#1^&(9z1i*BEkIQ%fF$Mx?@YKZ#W@N-J7=_=1|J06@cVoO9*G2dU zvP+QA_$qorU4eP^A~3(yUdoE_fHu&=WqsV@t7Aqd{;7PS#tA*&EZ%63Jzbeaung|Q z1+L(WM?~HjITs^)A7hgh17WxUX$Ns6NkYpj#bJpB=w3C=M+1fhO;DXeObE~Z=m}H} zS~uC1h#hK*U(f-{D6*5U;!2E5xii$M$61qd6tXz%5O{M5gj{W|Xx_ZZE*w(g5xgXB z#9jDIOrxSGt+oSDsgmMn=EVTL*Tj0vW1H;21PlQ7p>!^J-fDO@XgW62H-g6|(jX>5 zgMAF9Ob80XX_BBNFyKZk+(+9lffD@W~wG4GtA6!;{? zfldhkVmVD*3~mIqcfyGpSTNFcJccBN@36=b+n7I7|#ZOsl=fXzeA5rhV*hfqgj zZ3qe=SNbjXZ?6Ah?d@{V0yONE=++X0QXo`eTTRKb&?|lw29ahG)uX` zM1?9|;mYPMTkRmDRR$Y>f&caDl&?n(Sx%7G1rP*&&@-S1d*ShJOxPSRz1r@To^fFF z2tr`4?t~!-8tIg@BHfra)sc7xt{-J# z^+fr60fXyf+zOLKg1{s3NmN;P;qg!hT9Q~jfXCmtyxmSH0}MDYqFFo*!N2+A+NuL7 z;I4oplmry!CeA6V$RKkCmEA%+Gr%Ar_i0&_IZT4f%f zKy-^CR+)zeDoG9iv8rm}6P?+bPcqOsd>@i18325mJ~0Bp397(Y$Qrp7H2=NbE;g%o z*wzjQ(n5QTDK$ieEy_WtFztrQzD#2~Y;REkI7*Hy$I8vecGv}kI2a=1!gCReneXke z3&#ooCIJNYLu;BO0!+yf0A9-YNUxx7P-2*+Xc7Tl`egYBrEu_D9xR1=q*$HnWu#IP zR*AEru@|aEO1h*A2T+MxkmIf4VNOBKft_~N7|Tp*11c#Ll1o<6g_INK$r7nE%1Nn! z1`9NymuWH!ZvZoNVF1RUCkK#2Me2%5sy;QUMpO(+Y!u(BYL;810;J6RM1w#Ax-;Z~ ze1&L+W}yZ{5MG%HSCi)>rsHBR7r^<|!~60`myJkU3ne?ZpfEGimTpDm36!*=OpWTN z3P!35Du^wet@5ZFQ`A5v6@8-l7QLl&RVK!($SQ#_6u=H#cEiI#VuPpw(;{odWzZX- z4}YT^3YaitN|)MIV+zGoLqd`cf(Y!uFZo2=fhYa&ZLbPgn39spSHjTo@6|`C7VG>m z2{%4-Dx)CTL9|px0wY<^E%6yRC#Uin5GS@m9ncuog?X!EMr4k)R#BLwl{b#}UuxIR zDbhoyq^5G%DSeRB5?2<6YuUhyb-SVaCwGc2NHe3bj4DPrGvD``(AxH)_&|}WnW9N;=F!y#wlp2VxWjBYY52jYxBd)?0Q~A8XPiL?z3x(C;<~kQY5H{%y;(Lwv(u-sEkJF zgIxW9)XxY&W2tzQbc|pNL!!3e)ZF`esVQ`r{Hn81Q`&FmHIhPS5h0DLAu;rvxp2Sj z9wQ9F00BO_!Kx;J9fMt>p{TH11((tgb%#OnnKu;@F{H}yVz@A$ZU#pHeI)2u%3x}X zcq6P9m{PLSeU_&J!`ZZb6k55-AWyl$t7%u7guh!zR=vi-A2= z;{jNT!fV`&@?QRi9O7~BLEB=!anP>nLPg{(F^ZJXkYFN9OaOuJ$1MH5`+CjJ%dIl# zEGyBXvM@9}d%u4$4<6IFgt`#rkgFzav-18YYYNSW8R>NaTMB|)z_!9TcMg>h; z3xC02qk6w?*_r4L9{B1H`uoF6PO2}vUJ!LJlxdQ}=ghX7vKlfrq8 zn~Sz7Fayp}2B#N}&q{>&a8?_A5o7WyQ-qSqw82rb3jVf?n?QnaRk`7GrH7P!AiJ%u zQ-0${9+;_z90kBZVix#lII_DQyyKpb7ReC9;Bp?XG!XE~O~IaY3L;!6E3im3>pqK> zyJ7UWL!_Mc?ooljDX7dzOyY)_D-f&TpoY)IT4mxczriDw%3$4KVSYCJtQSyFP6&+G z1|{6c8kHzo&odn8|(tpd$nz%G8xnNjVWR&i)U%tCc;7Z;bVcQG8B+(f|od!P0URGj}H;Ndyx6c)kF;~Z?w%W z#YrClSs$=YxqS&NHtXMLcdjM($t2|p)v)2!3-wTO11|zpxSJ^@$Wq~@1bt5TT}L5) zUYSKqNPd)3z{_v69cIxrbY!a>#2nFQIL8sfLo5JM!inOG)2RYBC^3p9T=g?VqNoXm z#ezy~QP$PF)4UufuRw_~FGab^NqUD)SG!^p`a;);SYWn)#R!As5FcFgD>goMstl!?q-lDH@utVCNO(Rd8I0-lZ(@D0hw7qs;Hd>`)`y8bw(aQPA1aMJn8! z^d>t8>ViARDdD=&cy5DEdU{4^qC$`pK{)LGOc$r2`nsLsOoBypf(J?n!gcuqk`4MF zYwbVN0;tWLu>l|Yj2sIHw4_c7jt+wA=H)lpMIEZsvfM;kU`6WNRqI5>R13!-HAd6_ zW_!%(xq{*VWdszZ=yRpnfE6)Ux<@_M5|=U%OpdYoRw@MMR#rYmsz)VN36fs((>K#- zAgaL9<1+NR5qHG^+|5v15FG!fa#^mRIl9=xjY$~+QsHE#_(xTJFo??tPgr)$Tj?6v zwbGOTBndWn6oPicF2_v74XG)Z>BQI=dcG>g1?AN(^?sKVotgR;yXFEEfv8;W4`{Cf z9@1q@GJGb_#ad0YOimWRkak~?a{<|L&#+juPf}BYjqfU-N;GF4d5dkG$GdjbYHfko zgCYl^Mm38Y{BMYAgU{>GE+djo<~4;y=FV+z&hq=RgpF$%Dx} z+&O(0n1Pf`Py?!?SmH2W#R{KO!)EjqH3SJpq(Kl3l!cX(EA8ns*Imn&t1Jrvw>bA8 z_GvzTt!+CMW+L9gif}vsO(-vb!b-s(QYCZ#9!-G@xbRyl%Cyz4fTfau^iMTMz18j* zV^%0HpOfhGH^>(Rp&}#D_A1~3x5ykhp5{{6^{QGsbs}c7M z$x~xG5Y3YVGwbcPtAeJm*mxUc?es<2(97O#mo_3ya0H)@db;13@4Vg4)9ZbTx=>KH zx0!|4V-3opAxuQ*0)EadDkv-`4Ugf;{fZB$8y$HA);L{0k|iosV$#?f67b?+y2|Fj zjX=QEt*~~?iQE#Z4fSzy7bKBqhawM=ZF34&Fng}IZO4O5Bm~tt1jF_>1^UEhz)y_F zV-;$pW`!K>%I?IHyf`Dg>tVH-mS%Bsm%2 z3#f$zgF+rdm1M!Ppc@!IE9+(%IoIs40yizj=oZkt`yIAz3_i&90Kba50&5M9E+6b( zMGH8sI33PJZ9d-pYJqqnTpFAt{!FJ%xf2eF+a>KfHU*a3X?yM8tBT z*G(%OhQWtG5oXPAk+{e*F&h*Ud*W*3lj?v18fEBoQ}>zqLp6&Ot4C*D?o>MNfs)*gShJD$`Ar>**yzqqr8{e zE+{H;jZ6y*8M+9y5)Xswxi1nocmrW+eHwsuQP2l)$yZl-8qkZ+hH*fHstN><0Jp3n z*yz2VDc?Z9r1}$~mW*5lBR$5|yOc0i@>!t|*f=Jy+=XlkUj@K8Q)hTi z4)uUK){0Ij9R@XOPzr?1B2z>-OkSU&rhPr;)*EbN6Ey*x1qKJSxfD-i9>2kMpR1My zCrBX~xIugfM7TsiKn$Q(G`#~0DRm>~j*_4fhCI$cTbWUL85RIX9!*iiCC@F2=lyj6Xf(Ck%O8tY1JtQ*#02DL*OqDt{s&WGi#(eQc+p0c;f4|Y5 zzCl$!EeU4fv<$9*wv)nfy%dg)E0usr!sz6k(u9D_U-<=PXpwO$DRq5;XXIq$qa;0Z z{Y`dB83N+0LWM1$*gSZXUD{l7%O?II?u{D1<4FcHUN4`ZwdaMc(+|@T5q-o$H-H#JPOUZ zM$72v2qBw$_f{=3ZUpc@<*G=WU{8M0e42ye8@ve2)t!Y@pgzt719mGQXeVy;rsB6!@XwmEq3OZ62QvS1F&hnq(~4)j*hq(bY}>namr0%{wz9UbCUyIT~QCW zm%cbcI7zx&vIW7b-UCvBi31SIw0Vo5sH+@2ER{9sNSz1S5iWs|5@~zksev86VSX@8 z^V}_vV>cuD2qHHY>Ox1eCFYb+3+4wcbe>!%@>oPo5xED zY!gMK{Nzh-tdkfF$p?tBq7+>QdB<>2IfyY?fOH+;K&k*UC$$tZ2S?!`AJ9199lz-2 z;R>(ZcB~J6qkIVLEF}nVk<=2I9fT2haD_UrFJxD^JBH7&Wd+C$!lnWj6$J}VJC{&;Xh4&OH3jqj!Vu{4ZJm5G;iL+)d z+>1Ay;59@g`Z~HG3!M2uK`jpA_$fn)fTx4t^H(ac^%uQIa1M=cZsJ3an%`R%^FG_I% zV#FCTY57Yqg%T_S@&InGxy`mspgMuJs~9XIAjgdii{_5o>@e{oK?x=U?Z+DYT{I8m zg(fa>^gv!0UjZd$m^fNz;|f%qawN1MTrrjKbJptiQ^!(qSQoySJgKhV`0Wk z!2*E=_ki1=w$O#@d~pHt@Cw?zW27m@Ogn5B@@^J*pu|2RLW*YQxrbZGhp-jlb%*VF zW5iPs1Qnj~nSNA=6B(m^h-=V2p!(`y8Aps(vi@i%IONv^9s$YVWdb~oM=w_nREh!J zr{LN9G6%ZQW)wKfdFtjpNtiP;7*3jt8972+leItb1+ zGYdS?PLk!y!4j%Fqp0@y(1M7JSXQi;!G`AEYh2HR-i5))^}-C+PSEG%l4DN;Qnm=N zCml1v4H(31QE4CQ@diK&Qn+eaIZ=vFlfwk-aK|h&V^6=2*M+3OVf4m|`wVlPgAOA? z{J(MyeCo(QM2@B4{~W(SI5$~)s7YExVFp)9*~ANN)$O*U!!If{RPLgx{Wu1U2`{UZ zzHV#oz1=o9QOSaeVuHll-qo8Q-cBwOvLio@nFF<~5vCy82O&}Rz}a*hH84AxFK~2# zKWpJ^w1G{$keC2o87bu?i36*ikX)!l!vo2Jq+_Fpj4QOt#1M|~WM`-u6`lxz6f#O7 z=qDCIfDsVm4VV+}pu)pK5nqyGM58ev36VYh@H+ZJO+6fnrBS5f)Hq)c*TbElo~)r- zN%giEAOXlg?}X|AESp=;%M(I#LG&eDG&p z>4`2?HDOj@pe!viQ{QKoYxgczJ2dLQ_-)B341ixg8UjQd9k9U`n zyKLKRcp;P%x65zc4P2I+pa$#*;P8u0=8qc=H=8T&wlnF1XRXjG#DiTsJyZ`M{0q;E zx);!zU;=@Zdd(tK6u~Sl-yDB^rEHz!gVj z4rcv5whOHlwmQa%Gxdfdl82@fez2g9AJJnWf`aRZMvA8AYRwJz*rS&dj)2=lJ~(PW z7FnqL1so9%s?T7Q4i=7-C7g^Hz<=ChJ5OQAQX_H2s-Gp4g6tC(;e?%`xr8>0hZTV3 zqCni2Tn~dpCm{T2uAXFe+-sLED}euMe|bKq?z8PQBDqkU-w|0jhvDu1`9N36 z7STHe1{0IZ89CG?sQ_X@?1-d#&A;4dJGKsLoj_mJ%b_FE^OW;puOj=3QBums!ir!* za#3eb#xY;b5|5}_nUFyb*F)4>NBxZvxTRS5e%n=(4VCo;l=r;f&OZg{6ETFy!ycT_ zWQGdrK~>-q^U}q*RhT!kb_qZCiQ1D{J>mxt!mX)!?frJusc>Czk#JEA(FqAbkRafe z_yd4G6&QgiGoje5E)e$~CLD&kDDoL5Zzs${qu=%c+KJ#`pgW6$F9mnp!$`nF?ocV5 zx3DXH5*`*@MOm=PYV3xbRMBH9fTRQgZN$w{s-~vGh0ey}93B#IL=ni%=qe>1@c_L8 zTeOOvw5mLV7Nb8dxvB_4ip%r(1plm1+I^SzA>AiM#+fR5+BC6i;)XLAS`nNM1aR2O%njiCSk3kqF8eFXRso$tPGKDTwrb zP%h>3q-g5Acj2yTew6=6{2yllpI5c6 z&-8!Pa>nRK?T&Ns!WbbSiGazTa5XQ8V5%6g;y#doAl$(Dr$7Uj zz-Is%R322 zD$TG-AEUgkkC#~Mq>tMb=9oQ)8_Yc)w=pp=K`hLrkA)z5@?XO)7@0It83YZ*JoIrp z?<~EC2y#&J<4LIuu@9IhF%!82udyt5YP-}0SpfoOsF!Ctur81v-b8-GEdxuth_gZ)j(lAmgtR2%e(Uvwv~PF;B`QOd)H0!z(J^b44J{LE8aqI z#DxfEh)f6C>gj8A4p!6nWPr_0@uSLHFxbqWd2!2sJc^gy^g2Uqk}Py*YFL{4qhr>Q- z8Zk)*l{wU7;_3t%86h?BgZ1)^Dq$DQl0+pnjcnXpc?4MzkVlLJL~x_UhLe#aow_QJx)-uEdr=e2{vCpDqeZLJX5;kr|_=8#NI3;zfz!FV{2|0=USk zY3~iL;~fK?m|a(||HD=!f`~yBFq%5M0d}Ja!kFTRvwi8>Mu( z4IH&5 z{G=xDdJl<*#2V#M{I0|(RhJ**F@QLr<~}0Kk;hZYm1k+DOc7ne zA_yo@DNPYI1{=nlHmEWoEp&tANsLG-VfVI=mKp63PwZB;1z9-N1O~xjRtJN1kBFfW zGH$v#up5~G@si$o!r!Y=))hGza6MH3GWj4J_%Y83TLWWR_1u(h#sE6kK$^JUu&gvT z@A?9-WP&m1kU&|nqaU*Tu!@biQqWP;jT*>H2^2-7NhhUO(!7m_mx}<{-F$f?NR$F^ z3SaQ0ST=By1*0PP2!^N)UJ6=Xsk&O1d4eiOO73WHBOo1=bwY;ck^4fEV7OJ?XSpH5 zGHV9nIg_Gk28$LD`lper>J3Pg6mK8WboUqGll#GIh_VYUhs{$D+oRZ#ioP3Zt608& zGB@I@s+eJVh=uMBOhu%S940MlRbPw%FbRwTUm-1%Au8L-xbby>hkuY_7U+aRT@8_k z3;RWJ@HXf%maH#}W`laf1W-i9)afvlVL{HM*?5v3(nu?|8M)?g#XS12_M{y=lgt3r z188)m6itprWICuQVD13{A+uC4C-edt=uXmG28BjqT%f8aHh?S-R{;cGiYiFMv+6S% zGBo}J#wi;IL{}%sy7M?XY;d>E z&C=+EtVIyj2PkjsFhyBX@^csfR^#Q$J{bT2PLzy+lCe-Wd_F#ubR#N&{b;sCi0i*( zJ1(Xh2@&E}fC;~TstzbggzF)XlHQYRP(4-NAV>YHVa{0d{-aB#2^Gx6qhq=HXKg37{@P#@fb7c^lG z5QRz;Qz+_?@Bs@7eq!LXI%v?MFaPw9!x1y*Q9Fy56J2ToqK+sfH4}XJ*5*yzhl~j# z7htelxG4!)wMh~iT8p$35YLVdk?li!kiNeNC&5zUN^zTBj(B0E0T?|>?LpBz{HR?r zrZS*d3zn?WD^_r*;4qZRhW|QVPRty1lgv{D#UJrhjF#9+=mGVn#{}^!YsRuUhrwB> zSRM-vi6`E1GFILJU?a;qI4_OQ-HSq$AVfXTA~$Nd12*HLB833vXJ4^BYzT_kGFF(J zqHM`FUoY7)3AE9v4RHr`L+}Llt4uW)fqyJ3(GF{fOBq%oQ63jhB0Lt_$t#1%cn^^= z{3tbDAxs{ZE~ONb53s+tLw6RLNkFfKHh_d%QSZsMXO~(sRDHwv-Hh292L6Jt#*`U_ zJ_F(SI;9u&QjpF_FGMW-4RHf>$^gi)@ZOTCz%63=%=f-(=P$>ci3Lyv4Gu7nBvj{s zL*VGB#S*RYAR#|sMLGt_@{eW|nZ~d2>Nbf*^cmzrZf;@7D*-VC4p<9OsDHSEEvy>R zQ7UmGm!Fg;A%+=L*;0;J!6*Y%#|kp_#D?e_J0kK%6(~EoHHAzS~C}Ljt?zDbFAm3f$@zX6|FQ(`bJf_)EYTw}@6c%7Qg2Pt34w*;T-{Q}^p){N_#%(M)-+>q z2_YaL9EZ~2*Z@5~7z(yZHUV9gG}S#O>dZ9MdM!)=w6i{nVjGf^v~vT*N4_OZ(5Yz) z$3aQ}VemtBrJ0F3h_L;t8MyEb&B1X|I5C?aw{JcoCpQ*W7D;GH(NIjoJsu(h&l_4|e(?=k(rYgWUJ)DC1SbAbQpH@VrpG1k|Hc!+zBWlUU!7ZsoNnD_x-tythj8%w?$^%5qEifHV+TljcSv--ohLEE8rt!wZ z&C|SJ00Fd?qH#(n5Vb1Nii{6D37C>eAW%|sAFda^5sh|E0~(Y!05TNZk(z_3$qVSC$h}hm%SFYNqm%q}JEb@=C*@g$k$ks~ zkXEi_3d~v`;5TG}KpG!cU5Od_ww<$-951w4?>wV%Rfdful?WC)!4h0=7&rkGGC4=^ z9O=CM+qUxrmo8QN32NO&~>Ua_^K9ggOKrWh~c$7A-Hr@jq8 z!FAyX=}qESKIKU{k;o7v5({DyPC3$qT)tjuN1)rs2GkV%?!h8ba)7b~ytMlY_@U?? z!6*oEpj<*3z-}d;m8xS-gSr2Ytv`XUtE~3_@w=xpXWB`cG#%4sXgZ`x=aIHR8B1xI z6p$fJ(=;?~N|MqRha!j!GKfGQ&a(jpL~*zds6_&P_BH$iLlc2lqu+zsGxvE18p)EUp=E5 z6?(=8ShLQLd<3TAGnx`3LfpagMZB6P(wknVhBPAGb2ofic~x19a6FT@U=dD4QK`$( zYr&~Co5i;9nW#V(B4Ril+CCJ{t}uXilLKjrqG@nzEgUV>-JNM+)ApV6>^}4sP*KV< zLCKzSRjQO=i!#3`lCwT|ugaLJM|rWr)-W~EqCt3M56miOX49ZAv;}l=mh#Qpzf)dV zU8TbWNC|1=1M~2A%B>q9_*y=$3q^Bwa*u&Y$Wc{6Qj&!fCFrkkJhphz{D^2bR z+TKS$QI3yNWi7!{rvc=+t%5DQ7f)u@fRnPG!XIH4wS+ag%ml6@r+wgwa{C4{9f$ze z1T9z-CUpIFvJq5*0ECU;JNjm4kyMI2H^8C*O`BkWnf%>y?-~x9(2*3RLLf~moETXi zdjT|@xZA9jM`40&0p^oEbUNmV@0MpQLvjS1@KF3nXX4NV;z$H3w$l0_5EXMKvrfq6aGB2gH854EmN3HO@?ZDM$Zw z$S_t862%62&@B9Z`NVo^WQZgJC?f$dGiU8PzhCZb%M}4K4NHh4>ptqvfyC&Fq$br= zLDu~C`{nnZ1jWFKu_%^g)o!DDf`Oz>f>xdGUgH4RC5MU&Q_)p~cs{F}AT?1qnMZz5 zo@HMC0WCj_kDb7OjY(Dx8$w4`Pz~;+7bj10%oP+k;!+aBabpTPmIGSg-8>V*BGh`Q zXb7OM6nr;DBdJVlR_9uM0=UPDKz|yb{IW@TA{-5oPwUgD1w@8VYHC6T3_=EuCDd`Q5Lg;w zI%mFh3^hT8KiHMF;mjjXl^d(|B?mwSxJ2CanirlbAK$42#$m{(0Qj^P(ZnjrkRb!A zUe{Cz%=#aeJ64Ns5dO@Wut=~%o2&>NweHIdgkewvQk7DRh?w3IFeGL^_rvmOv4V@J zQRLAs<@zWV58qsG-teRHjE-ut7B;LVV8zyTN4i7K;oKC9*}w-J28+8jKM)6E{uhwkxUtj&Cow+EL19eN(V9n=S5DU z&Z?ZYgB-Fc$F}s4dky+Uw6F&(hL@(!1DmJmg84Wu;i74z`>L=MkPqBO9W^W73>5fDYs#4I9YlV9u^nPW^u%Zd!NJ;STlzp zQbFR>M$+%<2+gBEE_XJl)FT(ET}yVwEMnd@&y-h8fdmpwNV1}zshWXXvPHy-;I!ju(dJmwNL@a7&$xXVt zf{f~flmzKyBkrQFPmNcWjwmi*Cu#ByeF{U78#x3Q_A$TWIBU**wtPk#RhO)dJyNK{ zgK=vJt0Y|jRC_c}JX@~kmm>e-+49;o@@4`bHlW_GA_2R|iex6VREQTVlHLJW5Gryc zhnU36QghNz$z>vwYW#CTte$9qIFSZ97X^i_g)u1jv=haBfaPoR#INJI2TxU`o8FGZaPK8(+`_Aooxho3+oEXPdF- z@oYNQY(TXHEKQq+T%aIPm%)88jk7~dh)=lv;l_FnSCut?rpHB~YRF4R>xw$(N18rE z(@^tWGXXl*BOt8m7oG^qpr!l5^W|xWG$tddj6_N3$__{%2)xKh7zeVUyr&mA2GTl6 zij%=mbk&GPhI4L?!$B1Sgc^n{JZL6VI3I2%*gv8$vN5T@RLx?0oJ76G6QwdJSMqNi ztvUB+<>jqtz3@S3uo$m<1J+S%iQvQO7q2vT{jA(HpQK5P)=k%fjqr(dwVVVoPi4b@ zUG0RImCP$YV?Ywu0i)0yq^&!9p zx;W=0V=gROayyQu zmni+gZgpg-GTaiG-nsJ^<;|NYJRkvZaVbw};sLUNT}T+*o7AC}guo6`0p5d4(i;_x zh(T&>Vq@Hrl5MG}`DJ<1TK2DR{H3y&$g7Ei^qhe#C(%jnk)DgM0#f4AxHG8DHOUjF z{IYyzQ!O3=GT@r}-i1n5CHU|CWx4ZA;)j!lfaApa2#m}H7r{+zyX#idroe0tC%KTj ze+g?aL#7srQi>d!ZKA~@5%(-Lb-yY%oi2v}(exi~%zEAXcqkQ2k)z=6m3T%5A#BtJ z2f-cVp*8`)U?KP^T`+gRA;X;wzb?-?R{|%FhmAyWbZ;0v&_SvP2la~F4SyrpV3ur6 z`;b70ry;kC#)#i@TM45y@HjKq+RB^0Uzd+QS=u|eBw3TdWXCSEawsrY&X-iLn^Y3! z>(3**Xjd{|7iw_>>1dl@`E|K<4#^mHDy;<4xJ>7b9u7YwiE)1LR8T;dG=KYbdGluC z2<4A#f?kL;pL!Svt}+AyjrJ>~5IT{Rs2nsg12^Qd%1g-cQYWEBtbj_!Z2k7l4d(Oz zQ~tWlfp48GM<1lg|1>7|73{0w|~+Od2&j9D*Gv0i4a;TH1bJ-XF^rq%p|2 z*3avndGzaN&%uETPA#z7Rf)U?tl~VJ{id@f3e(eKK5d{ zsg7=hBQ%I!m7o33i{-WEFFOy{r1jd#e<-i16AII5LLY*gxTSsZ540K734nLPsz`?f zkXr%`OZOKQkkoJFd=+{CM7lusLF0>%rPNDd0PO|eRvhCf#4MmlFNKp$h$0Z6^ES%3fG2J^l@mctb)h2<2K4cxBE4#>&Cfj%u~p`WP9C9JIy3p>92N1n7sD2A$%>(SU>Uq9gj zr;}DGv+zrnYbn`9P_Q6S$S`U=n6Rk zHx;`oJ#z|bse{7#%E*`8mqWp!RdurrnHbW@M1{VL2yOs`@sgfeZx>jzH8?g-A-g%J z;X{NONUi#rN@L%j%X4ZpyR4QLm_SlmYCinu@`>kBDY`W3a9me~Zs2qjhGG(FGSSx| z;HP{XmvOPD%7?Y61tVOm_%G)PC6mSnkC#PF^ULKfxTgvV6*j2A%gySS%f}xg8PN&X zfQ%}CK{pHlxFa@Eh1pJ81|Ipk!Ps<0Jp?qHs zSjrVu4X21&!@gbF(X%`ccW~b0n-^X#uMRi^v-B_J*{9QKP&$K%5S`jW`Y?fxP%4cC zNVWT2#Um&r7pP$gHsZ)ipa@^oc~l>`xb6VL-u##HT7J(fB#Vu{+TRS4%HhWTw7Sp2=g%Br!Y; z=wmp=eFi~8C4UAnvZiOv+tF1CxV~kE)p@xieOSr z42KePB&?8V2@khknp8RfVJuAEZPt9^mGasPG)DlCz*0DLg&bw6Sd{~0*s-$#cafec za;Whr-i8U_hoCSXBi52S8omM>lyiYx7y#7lc$Hs-*#ByID-U^rb;J#`H~>s+E_?Ro zhEV=we*9{=V-@_G1`QHB(2A%~F-{MKsajBElAcPsK*9k1I4D`(-J|hu<*|NRP|#JO zsA`)uTKPt6L>{{Gz!Ka;Z~USF1TKdXL;j7B}a=R&H92_$xf7`V@C@>IN5~xPW%8Al$)5PFK<6v_Nv0dQxsp z=GxcFN5u}X+>j0R9j|l07hfxPv}qiVx*y-6!s8>(uW%c1ok|*xBEY%e?;38=*p)it z^oUur+Xm%@@|YWa)%=EA0v#Sod)l$C_HhTLp#wKRfMCR}ByqbMM7RxCfsMJkEG3TQ zH7Z(yIaRM|8BwJzQD03H9zdpB{U82b9`0b^k&P?TQmo;th2+N6y5Kfe6#-b@V=ntg zdAa#-{s*2x&QohcbC?7@mr}=q)hY#1<8eMXjpi-XhQPd}j5PFF4dfY7j{%r;_fUOa z!)3(-T#Pf(K!S7q2UVm;-lrZ7cU!p_pumQ#E5~nGa2Y-#F~Y6+8K2^4<#Wy8G2o7? z1;BfVERVtAuq*86;jf0f_ZPNej51i}C@I^M|_N2~q9q7mP~5|(Ek`&W6+d|sBKP9H?SJV)C( z(($HDpyH;412r6EgtvNjGtG1SO^s3f9)syh{;k*8b_~Fshz8pc6oX7m3g^@l94DHj&M^CaP6xPoM$^1c>BV6%?Vo6%D@i zWqYjI)X9{t)EYRv(+O3aR3Z$$L>eRKLR&b!<}&jc&$h*22tUBTz-3V`P$%~7 z<`~yRH-&#vx$1QY)_?l8MPCz**8!;_rxiK?5<4=%5?8uV43SR=a&d$-?Bo<^?W7e% z2mX{gB!^dJ1U6D5a8*~nRmneb0tyueI7&3&6oyyjw`?QqLW{(7G79)D4(Ln*xko@& z$3x%c>?Sy&|$Z3Vdf{H?V|2b0j;O)QqUp65YmK%svcK6Nw-m( ziV%>>qKGxCBHP)9UZGJ#m?Xd{yDK?iY~W9mAM%pGj7RqDdbk>cKez=4UNMUKW@Ot; zW5&9?+Lf^jI55gYLXVX|%u=%xmntXSB#HYZSb-)g&sOP~-h}%CQw}Nt5%;!Ad!nM` zX7r73s-$p58ilM21OwW!K6D8XlmXXZR3MCWMUzb3C9D>P0HQN*mdz43N?9oqSE4X& z4u$5s8N2F2np+eU*=5!>%DsE*=-bQ zPg=O);*uFDAMj}$tKz51E8Ge9Q|Q97nb)CIga=ADOD{)r*4d-7eO3v9Rbx^G$?_HM zmxIcerSPIZaIK{)Vt~e_A&`(9&Ht$8%JMDZXjd>*HHkP?d4k9cX$fV52n3SSbjfM! zAx~HkhwK(xLZ!f{=)#rL3p9UD`UgE-ZJ%C@qL`DE@PN3?C!yUXjH-%?gyDQSFdxd> zO&c*29;AB8>83}LvMK@f-T*Y^THmkX_qA4jNFt`l1g(_#+_KC&3-v(nJJ8 zy>KM+uYx_$E}WKb4h+b?ksCv!R1{eSf*k1k=8>X3#Vjt_)#mLbyQ)KEnDP(M)6|ug zfGKHft8l=307RjY`DV$UDAvJ>AdMV~dn=X75hO{^n34%D2vrvw(HWanRaWXb5TLmf z6$Cm7=cck9&`GK8>IMdG_|674K~IC!hzgZQKR7liRZr@p7exv@Pv;9PJtyAbZ0aiUit^4oSgym4?8bIDz&9 z4N(i5+8Xap)gS6NZ@Jl9Z5z)Q9CIvExF}j+fGIReN>wRAq~P2^$T%EnS$qTqG&MN@ zLr!PpP34~6q(TR&8{ zB(?Nj8ka%;CwRnCxEzm+a2L!&z7(l6-F3FvoLy(p>@b&_x_aW-?Z`Y>XIJSN7#2po zNhEPy{RG#NL_n!R@uP8FZI%N^dy|B#F<9MR4@f})V1?u?S`N;uAt!_l#-L8qgB4tk zX+Tb%hy*j(k&aN$iBK16v`K{s0uL{SQIU!e9M`0QOAJb<;?KN+4vBIiC--=4x71-2 z*^2kFYJJwMuD4Srfoouu@;e^js!Q(FYliFX3V#0qq#ab`sHy19`|54W4p;+Kyrzh0 zf~O{hrKlkzYdBt8nGBHw0FCfu(xmFC^xb3%0UV(UWq0RE2*Rk{6+|`kHZ!@w&NXK> z*cw%`gAMkr#atdL4yyq9%ySL4g$==O#5Bp)?r_cYM*D>}@CV)n)rL_!2UV)X6ng$g zH7i>W%s(6L+Cz8;l@(N)I{V00Z~#4}#i0L$VfN^n6!L-TFr9QwA& z>J-W#@(Bz{$d)yx$#xV&1*?vO{?@}y_OcT(4P1dFsHCmS@z6X@OOSAaaw>d>Tn%m` zNsxo8pk5FoD))lWN47FgJbk#q^iH<>4(Vo+ zH@Gp0QE$Mmn#?8sBv!bC*QSsih(E+nSD{x%E00Wmh(jpl<9n#eDF6z*rPK0XnqLA8 z&D6`kawUph%^|vzMzqH%;6Zq{n1)W8JwWC3Y!=6=`{5(hFBFd)zbbXzuzHFe zFz=jVXE(T-Pu&WQ2Egy-e&#z;=*P#+H4Hm(1q?n9tAWbkvEGlL# zOQiL+Y9p8uSEMri^ihhzB?bN5#=N@5anj$&yU;+^1W3z|;t|L9(RNy>!lmD|jK*PjqMT67#NB zyMTX@-BoyV0YQYjvj*t2VW>DX19ygVu{1ci1{1_Q@Y82oZBre1LDIruAhYk?r|q!6tjAxVoX zVR0!Dx)}UH^p;{x<5gTtFJS>?ctDo%q;zGR9K1n2eK<`j0F#+G4y7S(lw$guX4^Sz zqu2cBY`bbE%vA-3;+oP#R@WDoK$dW8z<80_&}Jt!%2zooiUjHSY*OzuhuUmUhvrfg zfy5U^NVAusjZ@Q88BS2c#*cED1`!0vuxNB;DkZEoPqo>*V#GkW2=iw^neqr%zq8$T zE(gGA5y+&9-w%SQo`s^yxm%(bfzY4i9L0E|lE-o||iD4bcs zs;HqOzyJ%#LDEQbjc}Pv1s#S(@&gxB;2j(p@Ybwa1*}*IQl&b*0s^@L< z?aVpE0scbehRvMGp#n_*aYpJrrga>#x6J%-zP%mJ46VnRi9iV(=^-vM*DkQO3Q|hl zO2G=`FEzd0wn+^3q;5NX66p}ckjeW7ut?+up#hrj?LGP;!#eNj5A@b&|6d z+Ii-dg?6F&!9rVO?r*#$PKOGLJ$AfZR6zg+{gErXg)palZYp~I*w zWpNJ4f&#w7Bm!W8@J8)Mm;aGTx6nG$5l`v0Z|oopHGKfOLQX21Bn_a*vNxs9^y*jk z+ST|C!Vk#;%#*^ILPTki9gfwxBAyWQ@RJmnKDo#q*G5EQY=|%RbrY421&~gNChqB6 z)Z`XdG-7fv$x>3h5+&z*_hQ@GBP|VY6UT)oa8vka0CP`6gERqp^D_;zxJWZUS!|a= z02Ibb;3B-bUJ%1~2yXZls;$OmrcTXpr^iP0~Qk7OEK1cfa)l$1QR$!79Axsd&)LJJk zv$r$(LXsz~Ls69DK=c=u**R@$B~ZztgFBJlQHp+2s2W0qOkzALWpo@@0qJsSi2K&1-+3o$gEI*Uurnk=Hy9q2%z%uOeUc3rzZ?h zD3#)uYTtUqkAp%D5niV}yV9c~-*Ywm6w{;9VLZ>AyV5S2$?*_wc)rRe_v@Mv`S4p+ z6b_T|};= zY#?;Rf*k3nP+p}MlCIdDyq_(E+!9Bpqy>H9plWA|KhcK48b~Ghsq-azexx+6Dlyf) zsg|$QGeAxf!+g{G4A}}xod5Z@AmzL z{BzNviGlU@B(JKdJxTtKy{btQU)W&(;^o8Mo^AX)jQDLVwmlav?%Bq@JySZ?{<$F& zW&E&z*Z8j3FVuM6C`JiPexu#Fvex&f1VPUjfjVPLL{-rehCP`KFZ7HpilZeL=YwAU z!uRm!IGbV+=CzbCZkhPVM!UwFL(W+6`rG~9!OGi%P;bv3d3$w(sX5;McEUTsZue?` z6#D*8^PWGyCl3Eqc>iIu??ih}RYq1|$)$#@*L(OR+pHX4{&Z?B3dL)BjUntP4{kSL`YNZ-PO zx|+W5HLLfls-RG(@N?z^liGdQz%`#U9#Xcbn6<+PVvLbkIUrwuC_T zmflxN3jd^zAlL~j4RdgNC&p>A04AjFpG>A<4%iay8@MM_mE+bmTmj{oySCZ}6c;nG z)gE<7v>0lRxQD076hI?Z)VopNq>>?L;44&pVmfqZKoa0mC5t!(ZdKwp@SuqSka%F_ z6a%ott*!EOhDHL#hB2AO%~I&$tMklNr`eS!29eC*Jcotj@SG-;8j7UEBLgF1x)!?h z61+u6raF&92U)l-ZmTz%k<;yh4i)#vTcl51-+2)4l?(wl#HbvEK5ssDx}C%q$T|ju zqFiatVSDzb`%#^{0-8IqIn{nbVEk8~uGrrB4Kf4i10pK;!bmhA#G2Wtqg!y$h)5Q3 zKn{XYB4CgqD3Ecvo-=GUzyAy5W#97EG&aPaKvou@=x}c45WiP#5`s()jdOAML^;fh zm(<5fF&W;@rZ_dE77#lPE42k-dJtR4iE}B1r)vV9;EYL2f;t#4k`O3k`r)$f-X7;o z)r1Mrf`8+Ju0od@DOjRSsLpZ)iN1b@z3dPfP#jThe-?sC+zAp*xHDWE!%)=%aN3X> zM0zh-3$0cdMKEzrL^?N=zQS373ho!RV?3BQI}&=jp-HX`VBlC}RT#ZuL*Gd(_lF}= z>8O;FSg9k!i`Xy41$32mOPbs(-VVnD6wqGCgt$~ChLpjyJblXvm?Kbz;88@71i3yy zE6mD-Aw-jPvKj_JS92U>2=oqCm0D6gO+br`rrs$9wObBfS3>k*7ra+Bh@kxUXIj3P z30nZO7!Va+>JYmO!7t}{*oSJ4h6=aPL!0T3(Qh?W>~trr!Ae0=wJ=#FUYPa?M8WwG zudo3y(#fc@i$*Qg*HgE2@v_NIhr{VvDQzy!9Ua0QgZcPbc1E3IokR)RRQhY?rL*k% zI^>4e|4%%|Hw)ijyUf@d?7-0hPu=43d^?4EHrsiwpMFCLd_k>K4jX+9-*&r&mE#c{ zD2YoBM6_n!XxDTx?SyUknL1oTWO4&(Qr$WP1TdHoz#x#ao8D;akHW+B5CMDy`9&Q% zekQ!sqbH2}lCW@TyiUgoyCbUDlv+UPH9q%7J6Q8ybbem*1CKzsFSxB`qUUUTzE_;> z`)l26$A8C^&#^Q7EAr-Z=h&rQz4_xgcA1wko#)y`({JSHUiJK1;;3iQLgs8VUA1D- zfjGFuzd3LApKA|Jy(`%CmTw2uB&D7OG(}hRE?9nnj{1)9^6W(EO_n9!WM-UaH#Lw0 zbHzP<tn^Ztf%Yuv6>-V;RoLr}i{p8|zmXe~jQmr6$WOX^;~b?| zuxDU@Jf)DE5thbBMux|S_HG{-?mHM)&7Km7h{RRtTUrX)ssBH3**UXiDB#M~Z&|uC zeN$6ib#stGc!Cth-qfZb1G+%^wW%<|55*+)S7qN`^TC~VWk*eKxAG1CN~!0jDm1mC zIT79&1j>nkr}_0x`{$;q-QzRUJGHk>?T{4+)b93)mxk=PSDcdxx;&nyn%XyQf*X+dkY=Me&&FCM=bH zC%5Sgq-AF%pplip?u?%Wu~|ANLBuZIW1pzyE!U%bRF%&U}i5A2!$ zy~JKpJID8re*IIyiSIU7?6)_UYNPCwv?QIe$jmxmudgX!khFfq#cHRT4g2jZ^V|V@ z@5FTnZRpkBNI7&zj_R{F4(`Z*;tun^OYQKf%-aA)8qgGD;4EDZLsuqI38N&RaoxZ@ zARuc}Z>8-EN!t>INv#MQ9HAV-obYD*>8vaj1ioo{i`_6^Zo=0!1A8zvn1Jd?=R0~F z7K%=VDmJXM^(Jn3i+#Iyl4xp#XGyW()0A8=UuXLo?nM-8&Vclix@&C(x@)K>l^|D0 z0;SKW3!2Suv-8C)md2)b`z;MyD;E?UO8?60(^61vZMl%&%~CQEnLwf{Wi#{*ly@}( z=@#b2|C6y?gAQze`fYY-J}HRpk=l@1QbEwkHFyhOX5~gKSgzzMc45vqWOrrZJ9MX3 zn$I7yr<@vv9ximU?;pZF^*C}5fq0|$&)|q(^V4d6Q$2rpQ@f(dhH=hKzJG%!Aeel+ z_o_En;ojJNih09j_RUrE!wko#o|4zI$^7&(+g5)k7cBFY&bA^i2kq_^7+ z+}f7|z1 z`3u||qTVl>FI-_ytn(-ZCI$JqM-ZUTOnZmDur?Qz{4BX$kC=hyjpq7y*heNtue3e> z|CMptnmn&RE^_vTMSZ>VdlvOALNoE=WfR4#?PRZ5mnpXU-uC$Dt}Ukf8hb+_gSRPE zYun9Z*Vvi0-(+zwW>R1ON%liq&0nvvm(FLzO1(Y&oXp1xB)?%C(N=k&YkJTU02(pJ z71!EDnMmD0 z>M+e6VwtER&P~)~CoEV7g+B$o*c+KY#82FdrHC}0Hr)>$J=dG!(4)JGx|S&V9t(`7Zm0LL?EB5BUDX%kQ!ayakhjOjnQ@9vNJ` zkhd+^$`NFh(1cCaO0P@ za#OtqY|85TtE$K)rsX~M0|Yg-6!PvD-ebGls_SLDFo+b>V1taFumAVEK$xm;w%^L| zHb2Zv{NZN%KVG#zcu?2%yq#cZXr8^*p49j?UU) zCk^OXBnn=)Aanm=`?l3ghlt1P5h<1KZhtkDBs31Fd*}n9?y5ShNktexL%HaZdXzD% zjh(f?pR`c8LiY1HT&$zx%tWl8u5lG14kBec^0Av zxa>B2iD$CbuBm>Ur&$(^4UG@P-i!X%%vNicEu?;<$a8CRM-A$0X3+5wRzzW-+%Fqb zCNExQCam3^_p@3)`n8#v*ulCgER|cmQ-Z_ z&ZcJb9roOeuEJMmJaUJf5?&ByjM;F-E%gx;-Fwiya))i7gUU!*p6-i>_vnw)RuY`3 z<%wmXJ?Z6E+-d*W!pSp|{~w_Iq9A;OmsxP}zHLL}vDg2q>3c8Uoqj?LlNi49z4nb> zMjr`^rs^)+T=N*A`ydgZjXacpWn#%)cDENhn!>LtszUkh15B%GCq8wzJ?H=L4`#gI z?)8dG@`W8f_R5TY-Pn8WN2=fFZ5V^ydt-6yVgHln^bgpTjb50^mHPLMjt=Y@zoc(? zAID2xxa$LUcP`jFJ{D7snyDYOZ!AsD*S6;U;e&Cmz1Lj!K|2yJ@=Lq+jO-sC*gm+M zPsiR$c8A^Naj}?QwnMtd@w4 zG)(WF5>;I?Fgi9gvS;7k?S1mk8H{&~kFu2z^a^*6aNSZi=LaKu2I5?8Q|JxG4f)zx zez13EUtHg@ZcY?z8yJuM1>Zq!86D``elTus4Z~T!KQ=-|xbW4&-)e$z zV3hm&P3z5DK5DlV+uK+4c;0TlK+bZU?8j+Y^#RBv=-^iK&i}M;omZ`V z_x3PuzXf(R7zeLqzc9BCG^G3R(RDa}9>}3<{4z*4GyB6nk;|z~1ql>-$DWsdl{e zmqghe!+qo91AAifdX(KeFuHr64y&p;%8m|gS#8~7|P7`nvlx!?9yDcHmD zo%=?Ksgn8V{kE(6FJAYte>Xp0PuZ59uvo(D zb`R+2Gc3NfX6jrSX40Y!vm>|KQs?|A+B@#dP}gF9@hQ8Ya1G(n7ki2K+li^4wvFDj zDPh=~=P-=)u_UKF)0ZjQyw=n!kU>PVukwOw$8)_VQ;)b3eoq z-6Z47gRc}kl@d|l7-CpO4KJcoJX%%iY~Mf5S3Aku{6TZk19s+Y{>py&(d*$3+^L6F zNAaOP8Nqqy19p;kqxsAOcIBk>hq;2XlKaR-STr{Oc))(VmKpQOVPGL|BoyVVLb6AKAMXXY{M5D%)?a7d^jX`{`al@WeK^!{dG|$+L2bw4J3!xe`Vp)5@AmIA_k7l#vzp!v|H;f<{Qt9k(CrsF~HxR#zt$!4B@7o?{ei|6l`=A}~-53NToML9nyFkgY zxGq#^Rb!rkX>A(;O0`1 z--mC)2hM-Uu3rClFY<@_gHT8od(%37e|%@$>-+11V0>hE zTsrAGGM$dH*gS9IhYyhx=KehlGL<9KYRToCfV?LPQl3(rFE$j^E;J(#+jEP~-s5CW zqW=32+p}x#1xCh4_G}wD5PM(no;PbBv8`L)1v>-5vU^8Iw(si)*MAm#s><^&MJLGo z2dVO#e5>uX9Gv>8pAFszhggh5uNI>Kp5@n@rVn4sLa0=|+q@r{k3C|SuBdRfa3AbwRm6p@wZ)0`gznY>iIt(r!`orb$%p1hP8Ct#WAdw zM54RS{k+-xsQq(kp6_qSv72kIBi;;MbnWfN%n!^>U$JM;Carq-dPMk&c$7HVK7yw< z2&P3oH_f!3ZmJ%$UoExx{^HPA23UT`JpY*OJSjV{?cmtXflG9we5rqAV8@Q3{vpyo zupQ>}nX!Sf%`M(UsAR=V!m)lZE_-ZxkGbw^c6xybSJ3#4 z9p=+tvzNE5D>Yo0&+QmOsT&#x=yzS_r_3iZTmIWl?Pw2zRgQ&t8{V2>DY!(W|rqtl;*C9|&@p9ew@dBcob=E^?`a;W@Hx2*MCVx$N$~@zJ3J7n8+vIbb7GsLzM%2ZjNsnyG$v zq<`1`AyAv$1iqj;WDfM?uiKjlIU;0aJU({DI`gZq+m0=(e19m6_K%Ei=QiW_iDrR# zBGv&1>P(tRk2Q`n`KikFN6qZnTFj8Y$5?drxgY1(`3Xk%aB!IxbKW=X&rvx`vany< zlG1_NAe`(xeOi|}=bQFV#jYS&BqCA2s^6UTEqg^rOAvPFQjGQ&4Q0Fo@wO;;C&J#) zo*hGbWPI;_@41P8eaqH)lRrc`H4zqlnB?LsqgV51R>|nzg-@EU@7R-TkIm-x`_Z2M zzDqE{mEPygJHBH->X&NGq9^Q4rOx`ftMmSPILa~O=G#x$b%jz*v!g&+LxYu~f-^h{xYUg1-Bjd!izoOhPWOr28@$t@L1C3fu9Ov>{I zNpoHl0-3zBaP`FH-?Ob=%{TnxtF!yqi#UU~#oYg--CjGZq@_nS^#y%8Uoaitx5swO zuW39gt6Rm#z0;eLb$5zp^vI?Q3Z<11=E-h&lX>^|?MN+g?cY`i)78AY_+?Y`1G}}j z9M5%^-1SGZ>j(Dq>dU;Ac@v&q>imxPnECn-Y@7F+i9i0pW`ZqOlLmfI!VtZ<#{Xwt z0Pc{q7x`dvDjC&xD>5JlA{d!`N$8x1{leE@T&zmo9QU+sJN00G@)KUhU*8vJ zf92g7WtIC&bvgck7v)$8UX}&8ikWPVKXQ#-dH(RKn+ig+fXNR~%!@Me6INqB`Lw;e zNJh%}1H4TM^v8DJ)I6ln?cJ-MMxyMCnM~RgDu~Z`$^7BRwxcGCw`9h~4-SJy(yH2? zv5R8Zq=-gg#xhvOFl~+LX6G~Z0q;v@#!u`S^^<(BEt}ugH#Xoth&*zvdFM~;g$r7# zPedYDujoHZ2$kvkke32kp^(e?@YqakbIuX$LXD|^*3O^PoXO15Tf_Os_|eY30Rl3g zCuwols`?=6JLot@uF4EPYj?yAf!`YVc&^ueCA;1|!V@~5zGbp`^;vtMm@Cv3dc#eYLB1QGG{sOCe*|Bb(n!LS(q!GlFg*}5PN4{ZC>~(Q%;Sh^*P&EQ)*uwWOnwA zxjWWQF&m$=CwjH!#^>y^jwv~|HEYI_r8=61HRCO*+tp29Fga5p$C+uJ=C{w;-5qTK zX<}Fu$K{h;u1XvHwO_1#5d;~4Dg>VhzC7`^=jk$WV&*+Rv*VKmju9pu!W6|~6pf85 zod&rnX2#F$>Y5JuW@hgC9NFUZLX{c%xxHuBQKvlYosthZI^5+AiKpONoyne82-lB~ z!L4@w!*su3H~RI>6Z>AUo4q0q=>n&&ewz8#FYHz9{H$NvUrFa`@w|&-e|oPu;a9e8 zdas}9rzoIWUAW?n$LFFx2guh&n-6|8s%kUchfOQk1NnP@=1KFZU)kBw^Z4r{ru%cZ zOo?L8X8w2L@4vEDey+tAC!D^})c(f4qwbwil)0ji4HwV{L)$6-W8&W5*pqx@^99=v z?&;e-)W3j6$TIWK-`PiN?(^zby`;F~t+)EWHsAWaojrNb_wPaoh6z02T?e}y9Ug*R zVrmn-Xjjy&jBBmM9 zX_>!r05a~%LfuA}#TvI-GlWLtZ{w-@k_p5j^SrY2t)G+Q2*R zSl@e7HV|qZw`;=NFBE#0ccu4s|GSX3OE^U0^S9n*k)I#hJwzYT(N<;B-FR~bRzuu% zUq5lvpRDiIiMT+pqv4S;ea;Wf9WU9YnPEmz6%}X6kuYkdFw+zsti55YdGaOu-L<)V z80{GpJtOz$(h77|%l>txLf@Y4oaN}q-h**){0m+wd*okysZEZ|92RQL&;Ja4gke(A zkL-nX`|Zo{6}&N`E<705Wt-b56Qm9JT{pP;m6U8YzHC2RbB!0beA+80uA9H%y<|#% zvGa?N(~HE`>-PP5;+VhKecp7}Wa zYAp;@s$Cdn%AU^V@$lo`6T#c_%u5bnDgXER_n9YOv45MlAe%i&eFg8drvZE{7SExm z$keQ_Xpz!y9K${So95M5ZT|*Vn-A8H?4@p)SqS#^6L5@pDlaub5G$2_>q3WvtTioI zGNtMi0t$t?iQE5X>6al?HM^*sK6TClcc8snQ*`n2#hd``GHir>1FE?A#BX>vnm!t*3AWD2mv;c-%cuQNcbppp%OUz` zPB(k&cKwJnvA&Po_lkFUG_mSmwn!g5S8C0sueP83nbVS1PXsjZ_v15RH1Res+2}VN z$Q18&1@E%YdshcEr6sVPd53vANRF?{Y#Z8+Pwbi^on=FiLOHJ+7|Ni<0^FlURISVl?42LK|QTiu^p#za~ePAZ1o%n~n|1|4z z$&A|1U|#CZU}TgPzUUn`dvZzp8)!h!N0E{S(6r>7>F7iZGsNDkRsTUjfU=L!|AQ*n8nu1QcDe_(*hE7QP;m9^j+E}cg z>8WIH1K&qudfltt1=f9z;%OwlE(-GRChN%fS7&aHe0SGeNkZzdb2-$dC#sT;n$CuG zoAZ^}@y>e4WU7-5UhBjO)k*BluF4jpkW7R#wrqDK(*LZRezLVLl@xE>7Z57i*5H}3650hh|~~dJ>5GC2n_G1q;BSiKK21r@$Go6g_zX4m`NPX$ck-(e@1^>~(+%`5)Qeof z+*_ZlsiIK-JU<}od>7LFVtsP=nj9wqcSc1Dazn#7{1Bz;gGbkr4}!CQd(LG{Ln z_3d$2uCzRqc2rz<(0rpIxwCLN_W%QK_MS51jmg^T)8a`7Q>O^u8 zNza;2B3h^GuO3wW^&SM9U+V^ad$7%w{y+FqXev<_(8UDDzpEVnakrU!CM73y&-JtW zMu*16$(N-d>*o&iQNs3tK|vkQGVF|-b5sUl_qf7w(b&Y~rew8Wgv+ z>7SfzuJSrh3PNIMP$G}{;^gG)`5VqeMMtxbkM94RcR|p6F=hPtzTGO4D<$PfKP?Hk z-|p|5V_K50RKFU`T=ZAO3OxOLnGZ}%nv#6lJMP<9>Sa2L-8lM}qt`akh0%Z^P+DnR zV(+e?mE^ZH_Re^YLs|@QJ0Pg9YiL)q)1PZh?X;xPJI{1XOEwqP?DGfu;s#Fg(6nTz zrz>}aRENDMsB~DDuiDC6px$q~l_TB}f04@PFm3>6obZ2Ynx`lCOyMHFzkUaDR>^6K zT2mh?NpQ4d-OXSL!SM?U#cUWFdFt!fk`HdRlanx_45=6v(@*5sj%AUuHhf$D@^ zb|~;8ILSI^Q>fNT}S=Awb|^@r77tQ zj(u=qcy@w&EH$HT$-=4=vPY6u_KbH=e5@^5<#m?onzI?D7cePb*Bs^djt)?Xh_n_; zadjXGv{WF}zZ{SlWv!_waEtdDv#BHL^(QTuIMk7>P?aHT@)&hDg{F7agZ*@ekm@Au~C3zL6VEvlJyW-(a5 zjo|Hjdg8?%-g2Bj2)I#_qo7gDiN#Z4(?J=9xrcm<&3{+`c&3Tyq;D^H&`ldO!DG3(VgZCsT?&LFO!V3cS7> z%#0<;`cl=>t$639195gzo7uG_Id1Nw*(lg2pvOz1!F>v#X<@Vqa>d_fAN3B8hS_M` zyySAvJiR12D&LOAPG`OAXw$khIlnW@>F5S=OW>#9UJ?p`wTH$0k#3Q;@HI=5_R{ox zX#o@+c#+emba~{CQl3 z?xV!j>nAQ=o-}xDEnKgziFfjD^X?T%x#qmSOtx=$a9|s@%ceo|FymcizWJZVNb6X8n#KaZHcDht4@U ztkgXU`BWJR3pHU*J)6D56n42>CM@jj8y$BNB*j)WT`>Ki7*^>}&DK@P-QEH7@~UJX z!ZOKh^Y1u7(^~dJ=qmp0MmA#s^_Y;NPgHqSN=l{-J zxh`2+ok~UYSU6C!&LiuR$pz{vl|j*rjppa;lBXsQOHccUcj?Fduke+`>$e~5eStijD$7`pX4M!*2S90J1J$K5js>$LQ z%rorwq>WwcU5?l8-#NsO7(@&P$lNpv(lePxj!QaMpX;XUTGdYHd*Co3g$1zCQD{V)pZcJO92!= zn~(f`yWu^U4L8yB8ry4LG_h$TfY(r(y&?35x=Y^55{lw{p-A3X8XY4D9O~j!~0*qI$A$)V6XO= z&r7YQojfBK@KPMlUfo)BrK{Jz#nhdcOw`apqetlZ3kZyx!&l5xCnh(}$~Vx!r6QgU^%wzkE!%Dw3ejDK>{GmB92^ZkfUeWOD-W=U!6 zU_7mEawi#od)zYbM03W;$?WIhP(YK?N7l-kMvr-8^e3eQ=60BRg;2XvU+_q2&PRkTTe~S z@ot^?=&4E8n^ZqtD?hi`_}r^7{I4Q;blc1zRomTfUloR%!9+U_I9 zdjb^eePJR#Jvqj!-j&JUg+`1`qtAH1HvMNLv#Yxp64G!55T0AN&D?TEvUncz8}yAx zNPO2^=Aui7whvw8W;(JL9k}RH{u48hApRZYO6H|Ak{$KMvu&b>2}m2Gjy7TUZQ$KI6bBFHq+#NloXGuitoMR&x-J9FPRZ#pZv_|O%8u5ddC z&7SJM6Wmv7QgZ%?H>LY3%uQ>Eph9;IKJ33YE2+z;Sg3T!HKu+rezWi2ht8EwOnuS& z7?&C!(SxWev%I)fCXoVvEe7v~*WT-2!<0#HjKfG)H=Ev&^qt(2l}yqxy=zTgM-(0N zMYIB3Gsx0j8;e(EvL|PJ#FJloZ}^n=Cm>3N^c}%11re|R!W|#uVlb!Q`JXVaz9G49 z8tr(rHum4KR>4Ut(Z3R|LwWyr@UnU6jmez4-*|QNp9Nj|`l&vut_kipe|=+8F3kzE z%Ti``)P9qkojkneqGI)7SEgn@>Rn0Za?Piuh1ykqIJ6r^m_6=v&u4C~ds4{pqF;07%ytz%PQm z`w%sKf3x-xo%0zJoSQt?behjmdqol9*8}W!?>FYPbCdHS-)FxmSvL1&*vyaex}pDk z;l<7%U=AXFM-&EE6*5^Qka0A-*!y7d>0``;yni0uQy=J^5e400uwK2^MFTF?ic7fq zm^bKh3~;ramrSc`-s}g%L+F7zN)9A2>&{Cas%8_Jh`NWFo!sP$OyT@wMxCIQZ%&np z&-peVcfC3G{A5vkP2)T@_^O(^b&w5H=TFIm`-b~QUkr>fHC6+(O8FX!@ABHuV<;(DzZ=2&5&!Z+R0k^lAKhjwhFx|=*|bTC zI^TPux$1&snxAhrAGjbn_eOlglaK zsO@&enMv*DtnJBZe!gfvygj+_5K45I9Ud5@T4I$gM~4#7c8LjQ>SlzQy^JCuG5A&W zVP%G@Hp)%SXZQAPPZu12q&?AVcoNtpGSuMYKM;kvEVFKBavYD@t6KQ`^K@!^x}6#yU3W^_sKxB%2ORahl5vWDIoOH7(G~c@#6SzzKwp9d(AHv`xtRTno2p* z!@(~h@S_7e;!ndgAEB|nP;L1=Sw7-@DEhIf_HJu2M~@^7_L}*7lS8cUqkEH2Llw-n zi<5URYpl#e{QD#XpY^l3+FUvdp?_h!T>mc3r|G&u_VB24WHXwq=$sb#Z8iBy2=U`^ z&QUeN#r!4Wy9*+kGW>N$zIx(Uqsbe++OSYn%DNt!uEdnbspH9enf&|1crw-7I8oY{ zTuQse?9SgdZ3>6j(CqU*o||bZ<_7yTvBW=vDIMmE`;!?V10PN1x&29_KV|mBEBo;o zuW{ncg9#%&wG(f7bMiK?rfSE%UNPD?JizDt#;%F{Tay)j*z0>oo4reJofO9Y<{Qlg zhmyA}ucFVjZC_;{Y$Km7RsTEx(gm`GTyenBCXy#F0J`RPhmsv$-kg3}asv;#{p_-2 z{p1Mr)Z0td`TU-N?c)OnWCUs*)ARP^u{LD0*`Ks{#1Wk zBdg05P21(kQa=hO&b>VOvOf(ep(^+KDl@raRfew6E?vJ+GHb3(rqrSBSLH5&tB=T9 zQLZqt^UCCxUT%4fF7B_JIP0q9e$T5i`D>DQ;1@SslT1v?6>IWUW0VY|uU|Z>jVI2% zHks*n1@uToboY$y*te%&uE&Kk*{WiGC)hSJDqHXk7ldN(qqjDi2d_)kGGssF=v$j- z#X_Dd_Bq?V zEBiAu?Z%{S>O)}h7yarQd_EoDKo!(*Zt#l#ygBd2WO~?1_s$%;F`4Z5ZZ-DCY)#+xp}uWIRzD*!46(%iWBEUu z{`VxERUh%H8Oa?&RQRIzb7S6<{Hy*cu&{9BO-=rVuuaMFB;XDfO$8F;k_aCYTrscL;X z-s%=JMklGU3V0^BRA=^W8yiq!0I}7;r%cXf7!4X8I6z5b*Ix^LJ7AWri-{-u!#~1(KzzLiq|9aU^2!*EKB&&~^n?=D9 zR`c`M-;8?OmdT`!AJ@-W-4^&LEth+9PJRreNk@6zRB!D4)cdk|-Xz!N<_G@JNE|IT zW49&q+j4p8QVE~c4He-t_`fw6O&0T++mh>0qK+;nr&keN`Lv-MBDvmOPA)3t*Y6L5 zG3oP#*fiT@R|kBpsA548l6Kt!o>tv+Prb)a9#N z14cEKT>bW~CX*zCbNJ;7?ma%t4$hyTA3Pfb#f5{TeT?z-kI|p-Zwl|snOl?OLT|eH zYm#*3m!#Th^%^th_GAH+@~qpF)4MW7O>`(ZhM04E{C)0w2jAo-=b3d~;SX_-2;7Y2 zmzeL~p8TxJpSd`b$~8KPNAF0^stb`@IbXUU>DG#7(VfZPH(olk=SyBSpFQq}-rdoT zl4e7KeRueJi3dELHq4m&l2jXRT(fPa3WB@5wuRqBIF|K(>)mBW-)kChC|;sZ+~C1plWvQN!WYc_w{6z@qcWaf$b3h>Dk z&Axk*ck+z%KkiAoY8GZDZ)KiCa{}@ISKXC|M^)Wz&Ru7p$plEq3Ymlih=e5zJH~!& zg@Axc*=iD)$xLRFnS_~S0%MT}r2Rzr%JT__dahDX!3wg|O8}#&6?qV4aYL|x3l#;b zxIBF<)V}9VfYQ(ZzQ3A3m~iLLowNRy_xHXh;;bL_(r4HRV&$Ni&BY>$f@ac%X2Jb z!+(-0AewEo^)#+GAXh99<=pJw+=XykIak1+U|Ck(i29bD5WJ8cd>v=Ims7)~@EX zB5orc#mni$oosj3HN=O<%%VC!8A7;iuUPgu`Mis1BdL8C%g#?xo$0_}l3Yn4s~G7w zht~k}-P~f`a`nl(P#3V8!I$JlK|%5Im%G^ndkRKh62styN;w|7XE&?NP7#H4$VT|W zRLM(zts=9j*GXa(}I}2oS9uiNrPbDqf%YJQlO@5ekPiBJ|g>?U3<{|h4 zVtd&I%U#%WoIP4Li5~eQP!A`y>+G)7*%Am1CiU)Ql;9?7!7HiK*)OLyE2a|$Q;%FE zhoF#%)--x~3vu97k}a5$#nYTZlVbuv5wE*!T8A`A6zkx-r5PP4{bR0XD3--WdcT@1 z73p=IRiGqTx{s~08YL-6(G`n@9^1#tP#Z!e6nW2a%Wg zBxyZSjS7vli|DlDAoJw+=$f6!7mV6_1h=rn<}|1#5dl#OzmT$>oTBoJ%!eZv1mPOG z#F0WOzDXCp$oAPCAaF=`hj;}f=K(spgQYvp0HIlfBmlYeW$7F0?O;Q!z_l_BhEi@J zeXfHI6_!f$lMXg&K#A&l&>|zdM4xi&9v2HNW}d+Ug9GcLXP+^>EoP*K2-1w9?LU!D zeThA~c$8|HV@jsF#J?I!34FZ>xXq|>NZhD_*MkO}gspr6(FQlHr{$MW2jR;S)oA_+ z*_|bFqRF%PlNlR1w=NtUy2! zI?6<8q$q(8jV~J4NJqZT_M;@n>9jCvBySoO53?bT>!34VF&m2he^@@F6ApuAQO%Ee zP(X(u$KmZBKFkInncsPs^>?Sba&w%f5DGU7cu`5ptE68aW<@0e{)0tlL3(YhR7|=- zm{oClTbmn+PqC=N>Y=Ce+^*7Ude0kd?BZ5QJwRYp_(jt@WT$LNDuTF@86CTUhx`o~ z1eWuMrhg!FT?qBGp zFVMMfv&FVlQOX1D7K^a=O#1oTY>Nf(CD+1a0%U&jILmN^1Yt8)FsBV2AS>vfjZWE23V8sZWH=JN&2aH#3J_#I5j?N2Fl(`@u z2(@4}n`9tkjqae;NilHX_cXY3w-QRzPO?7zXDP}uqS*Qa@s4`u`TKk4$K29d@*~DJ zQo|9i5|e3~DT#N@Tu&QMvVNY@#W%>$6|osY8u7l(L{h_@nF2Iz29tJN20eI^4JLo4 zU!4RREzEkJ$Vp;4Zl=9Xu?joDQYqX}1Dub8qTW-ixJQAg4hEAhWAcs6SYgG-KHI*-1Yc-Y#jMYKl>i5<>}Gr57^H#W^kKq?xfn5ZXrj- z2|S9m-S;ZhK481aV0!OqmL?2O=z-I$l;_n?eaNP}`K|__rG#T3dphg_8%;*gg%{Y0 zp$d}VDCpe?x_E73qB9k8ip~YSoVFp>KyVS0kw zj76gOG%V(Pw|_r*Q(%~E?q5o`Lzy+k@Raw0rNVDV2>>rH+1evXQk#=qv{;ZM-XN4% zWHs4|y}@w}0JS`Ax48?u_begYMpulX#h|^a=Z~p0H|1 z4ZebSo?KCQZjhrmD?qQofezT*|3lAx!rJKkPhn3Hk_{GQ9COnj_y{yoFMZ19(xT5; z+$EMm0E!(d3jF*poHMfdGuA<7Q{P2~6R^y#X$JdY?kV_mI63ax=ezp~q(tWAzVexT zL?$Rw6Sf(G6fhZY(32Ng6`(J0lz_5esoPDERe*As+7GHNP_yJ-bi`lS3JC7r_zU}a z%0u9-;~bP^MubC<_E68~tU472M6@)6M;U0uiomAE;lgV_XS>r=`tY)q>c|Ak2Sq)A z>+r|K>Y_E5z*bbOHY391I*+B7P~~;%TQ9L12=@BT<*OWWESmNuTT0GR_9a_V1?QbF z@TApJG*U9%M7>b>^6=93-GVTU&z@Sn0|SjlSRhe?N8?C79}R5LAIPs*iQtEK zWdnI1ag{+l!y*RT!;1o(th@@UVGUxPv*aw;UmzVyDOrd~ITbKPQPZ%vkisM~`)r4! z!>H%K4(;t1SJ)_Q!k(|J>srpMaZcG1k05C1M4uG9=gLWoOQaiyukS}`Bl0$3K zBxGbZy6P&+%6EJY3+Hg4N-iYVFlVqHbjS^Fng)s0S z`QA*G#9Ry(AUDrQn)sT9$q;(^YnFp@UC@YI3@Rk%fNw|c=D<(kFYx1CL4Ck2W|Uj8 z5WsfeL`+epx!2hKltZ}r8!(282bQ3$woyDyzqrO8uz|%`iIf=m_k?x&q;FU*v4VyD zGeZwMaVKs0mYuU&97U+*;>jtQwE8f*n)rcDw?PU}ki3F3bI$z0I(iM~Bdvm!ir@jWY~p8n)Vs}2Y`b}bAxTT4`~S{L z3T(1MtrAO8f1;RygDA*NStp9+NE4HV z4E#9g(H{Ujf!%iXF7@WNT*Mhmw-u3vU( zWjHuU&&$%D5mMSEtEFA)BJns+DcdNw>+k1i?+Lwss-e)Y-D)WR9r42UUfOy9j#Kiq z`)_~4`aG?tO+VIOi`>~lKRR05EB|COQOdg2O#VBX*>8-|%%fxerI|EytTvjf{0MiP4dF&BS*ARu z*N@do%mvBInE1$oVb;fFydgg(cQFSVag0SPfR^OF9aFSLq+l{yT>PJ@~hw;8!pd7pLDb6lo7=|4mZ)H>{KeB{>dO@(7r4yJu*_ zrJ{D^Jnhh^CkqW|DP~Z@?G|7TfWdjRlx%AEIoh9aEQEfxRvS#xl1=VniPv)37|*Md zclDmHO(rzv)hb+#(P*S;K{OVL#+sU&o1?Vds~zvr(i)2`XpV#8>vN17t7(WX!&tUpqxEyLmKe$7HxhqZEdTU(+n(b5u+$MG6V#9CVD zlm@K_X`^3-wY@aAQA;B&^k76QqH`LxJ)q0E!deDtrTxO1*LXzn|9wOpPin(u{In(F ziA1cmHIZmZBwCYCP3PC}6OZHFcxxQ*;5DAO{XISC^@zsq__7>&yh$4;muSBh=)Ftu%p*%NKK1pX`k*gZAMl5R0bfI1z)u~^w71h6L!pLX zs2-KQP`xi03e<<1{DA=8{dSqwN3HWi%vIH@l8;o$vS81^xKeAVxNT@oWr+8pA=q z-=~+XxiuXBX|2|=9(M{j)=2Bd|FO_h>$M7M+n^ofE7i`g0nOc@9k_L^T_655%n^TE F`X^3gHkJSY delta 858655 zcmb5X3t&{m^*`>MnYs7QKC-*nY+jqq?&iTm2=Ac01O!AxMMXvG1K;0TTdkG!W&JJ) zh!Js(E3Sxz74Z1?K@ zd)%M1Z@9tznWIbj>g*eCb$>o`-M63lPE^Q~WFVhBytB>9NwO0x3P z4mlM<=f8Q#S(_-3KlmzrzbMZC^KVXL?h{#h z_S>Q+*`kukW<4mCx8jL;RG$8WOeXh>Wcsf%ky;~T$qz(r`V%Ux&e^@w3sq%$t~w)i zpR7yGC{C@UXzDJzJpGEms&CXD~ z>PR$JdskJw_NQl+q#l;B%I&Hw{bZ=D`fy1_>JwdD)mmC!`*F0W`lqJ2>SqOI>G^hX zs?$nTzON&-@5GbUy9%PcUZ~nFUejhZ9W=}Bk{9VdhXUS5Q^pCpznYvN-v4@dLc_0I zJYpZQm&jdemukl=FSE|)HZ|ZMU%*$h)8d@e^P~H;3*HXcCkzAd8J>s=sO}HUYoTwU zugPg*hJP8=lj&-P&&P6>jeh`?hkC!dI91+|F>@1DITwxm(MX z&O3_MfSevMAV_bWcKIIHyfdR^ zXGTs05Po5RtTU=zy`-=jdD#dox+j8h@a{6+O7cnOQA{A~-0Kpe%kYfm^3<4W4V}O+ zF98r#=H}b2efCP`Ew@2lf*yH^)!A-!Wn5OwI$#G6e3!xDvznXsa3Pa8>%3wSuJFk3 zDcWdUY6JJ1jy9KH+MUU8R3~|3bn=!>^ z=`y(TlEOwfV!H^xqcV)tKATrK%PZ*;IxE`M&n)KRth0}YYUhtdKDUoMoi0opr!aFS zO_#y29bji>6=u9ml2Hb%yad_a(535uHQINxIgZ>#00tQsdG6yaHzvrekFMZxcMZM8 zg(zxgfOuo9c8%}ZK*iKERom5Umz}qR<1xpEJV@)UwYwY`j>(2AE?|bAmmL;|{jmN3KI+2bUL;q5jStM9RVbm!B(|3DkG;U6x~@E4|usWC?A zx|26Cv!gfFZsy^I%{px^mtkGoRg2@wivxNZ7C6&lx7e5~#2*VDetBHFmgxmtutuHO zK;8-ge%3jv-7lAx-puiv5#(v0`7mA~{^hPVQ?><)!+UwVv3rFvz;hW5gdpVK)`T}O z1Uf*fL%92J5xxK%CtOOfnCG@kQ=Iem-UE*EF)uP|*f6-b-O5W`X1=UPfCDSZ{qW`kLbX89vJ&vf zmc`6@_5j6urJ+ZDxO2oby@5Kd4AX*_2o1f%w^%K(GGOToYG7U3fLa#f#akO}3|D_( zAfAu6GR!a=fd{tRFzA5oEbV$$tq|h2$z9rZ1*T$L@)C3470)=&_M3(jB=s0Dd6vM5Tl)C{a6oN+#QvdKep%-jYVL=?zLimL!0eZG}^Gq<2zp4 zE+{BoYu0I=62%O7i}7^$(Bf7M1RMh)ATn@s@ybbeE3D!+BRh^@xP~rMzFN9FraEt#KKh0W(vNL%_$1F_a$m zX<^y#Eud#2x%(7D^H4k(DD#%!jiUi#ySw17wSWl#LWjT>U?y1T@?gfBZX0A2 zkC>M$EVhr_>GC=<1SYAwm^=aw_;;au1=IDYj|pz)C37_oH^Qd!3}xsj#vk)>O%4X# z$wCZ0TCrfDKM&F3FhHzFyV}Gm(;cTxt;gDLl~|0tY_=M38E;JAWemmuaGJ5&IJ@1# z@qX3m@(q{?L|`$r1*m3g5hjU-9ijv1ZsWzy!^!hjuoKe7 z)l424JZ9~YE^RPgTrTAv7!lmYXt%HqZ|1GaE84DhK*EDfj<0Ce$$$>H?rqXGMujJd zMmUK}^L@0y=e@RDfC}jd{sU(FY(|4$u=_wQUYbVmR@P}~_@$&Ql-O)fO*Oi$vQDHK zNV#$paJ>zW4VJ-{W)a9-z&O3?2|nI>?xuy<|3uR*P4o!?1z1iN)iXf=18<&dhqV>f zW~*y`f;PO&SUKKK9l~1~7-(qwkRcX-INGl|1Y~&&*n;hkyj&^T0TM_v4R>Kn@$^A} zP6!W{qAd7&UO3I91sIp1x(WU&Z#Z7myxby}sf}1_*De92vJPz2O;}%GiOzUu#ePV< zyqpad%V1LNw##a5t|QN*%?7C1F57TxjK%_@due!2udo0zFM$J-Y!}dB$D><4^O|Ix zMjvLlNirRQ7v3#SJA9xfHW0dZf(tMM{jNJ*t;S{>$?)bA!IGu z1|C|cvx1?*$Ue?TK+TgHU=bEOyiyn+Bk+p0UXSh87RXhXtnJWbIKYMN)^3m>>v+?}WLYaR8DGVAXt!PapRWTjI(ViU+Ooyg zAv(blvtjxaV-L(`T6k36$|4S}Sy%BH(5~GE0HA?+ZMQaH!GK8jCFVXBOuSWi6L6b$ z-L6-1-wc?EQRwjY9d8;p!htD?4)F^%9om(PAI5`g&Qs+u1~WEqFL&FpOyj{IE#~{w zN_abkasy`JGHrdk&7@fb`OR{v)7yg#2c9(e-`z{i)?&8G7$UG_(b{d;3jAzfjU0{Q zn#%>9(0ITU7rbT0Qh5R#^kP|u3v*@l4}BBmGctHBUDNw*!^*DHB^8$TTqfNf{B8pt z8JA$#J`la=>xx_+90R%%TY$C;VQjeCotF)e&<<~RF09je#UXgy={5S=JUfl~or6lu z!x1*W_<(7|+k<5a%m84;@gI!YO)5UyA%KrJ2rnE40t>Qd(d_c3t2ZzdDCv#tZUBg7 zZsNtOIz%J5a+piSh7KlR2O}pifj#b4!2m5zy=#VbWkWM+W4RVPFDsfoE?|^9amcgXhzr022Mn$dGKXj3j?*C)`kEo}`9wX$dWNZiH?}Nq5Z4bv!xm3{ z;KC}9y%p0s3bBTP4(Lxbi@Yw=39-*s!a|=1VHktK8(4ynfYpqp&0^ofHWP*1hwb@h zm=VoxIAR;t5%y0rf;B54N9xg)W#wLYQ0xPCVmx;?ym_=qK$VjvW<3itKDVh;;#%~;9=C0w2Uu?eNX9q~c zOVj9c{U4mcwY=O$yRgX22U%XF%g(j{rxYt0a z@CaGnbP$@YVw2p)uz*=J1T8aXA-cCI_HCIC`!eikqcs{a?=Vr_J-7k<$}@De{0a-p z>GCz!3A?Moh3AfmuFRGVJS(>=n-^@^@Du^smF}1Z?>_uwfIJRw2hi|2o#Bz0wz$}C zbHp6v#N+@MpRRwyfZeU>?F1O~B}$2q5E3g9n3~ zFYtY$hdq>0X1-6(_wgs1yrd+{nMa_7UG$;9A!izW?EBp1FE6yfSYKU)b zPG-I?(}9KS785*iPaNY4uMk@CIakqRV4P)F9;Q6PaC!M6_889cJlIC#sDUR0(aqJN zuz&Y}E|3#!9_67mSr~iT+?Bd$*lsh%%en;xPX)rCr4ifSSQyCotOJSxr<_W(Yw*f6 zcM;re36cN?*1?7JW7nJ#98GbXJd`m^oI>L5k2iy2`vHfp-|3moo?zzyn@gci$S)x3 zYIm2cyu?`uHjbkrx+Xx=cF$;Ic3@^11~V63_%c8PGuASjAYC&n5Y%Cb;fAgd5a5A3 zAhpm88+sVlfUlu169;p4XdNsUe7RwZjc}isw%CV2k*!MIqd>W%I~G39WdY6N4sG3? zfnjhO#!JRC=dnl~Vp_MngEP)NjRtV}Fgj?$*e&#d?l=#%0mBR!Fxr62{Di?_09QTkfbMV?5A>+ylmarVEWW%YMnW-CNIQ{N2VcA%EU`AVU zJ?s30)iE1r0ODHVOhEuz)v(NU zml;zut;bos0kMeSJG7n%o^<8t+F0--{uhjKwLsFd4{?B3>PuT zYzB{`X6qvZalipUc0yg54QmNtFzF4IAN-UPe-O;W2xNn_ z&OcB`$g+>)F6i4GIAU9;(K8QuROVSvPrEw;_Fuy= zH&2Txc-AYXz*-1jfCub^U`^7n7b(g%Pn^RiyleD#M?ZvB^}y9XA>Nl_-f$MBN-YYV0{8+HdjM3_OavsARz(!}r*@$M?yx82^Vb}*YxWr^nm#raS<<88N zW>M~p8Ss|}4eQZvV}4l&o?)IR%NW6ZW2%BFAPX~?2Tr0JaANm)8FD3pw;;~KF~=vM zY~@&otGq$ecAJ@sg)f#I%7S6JHWe>*j|<7m(;=22K+JeTN@K6O;u7I7n1`-X#1iK- z9+81ahlP|N;)87CB7%)xS%Db?XUxH6JnXooFb41wv%w`MGLG;Yb9X7~j=mj$+-W1j zkMG9?zp?NzodFbA5pLjEguCT3peGt_1?DcwOuT7diuJ04jdWLHU~VknJjA^fMi1VG zm?1Y=Ylcw0$Foextmw9!p$ojd&)z<7s;pQ7*~vrjYZF3MD>E!{wlY^YTacT)btR~U z#$ZlYBDdS?Sp==u+pV1JR4_l?g&4*SmSKG%6`NhL1xFvST*=S@-e3!n8K*-CFybcp zks-Y6*P3?TK;0XqEdxQc5q`KAI^Z?K#Rh1KHpCI?H%Vxl&uyTD8E`n9N8&vW@}V7L z0fh51$_vjM#Fgb}yRpaP@}`C~r9I7MMcBB_h+lJbYLkRXjQC$YgJmJ(ksIs>0C=Mb zFALzgd?6`Dm zQ<*cs(P)N~5Tj@bAA!flsxUWVMA!f8wp{`2kOng|c<$mR!rTD98;VD?9{ZTNgT-sZ zG@c*m#va%sJQrMSQ?v0a=SjZq0uc1&Y$8V~>see{^J%`KO`7PHchi2}2Wpspv>X9nx!Mn;wFalC3z# zlpM@xfjB-L$q-u2aTq<|HG@BXnwvFYg8R&2r-&}vXxh#FhL-5X>Q9CqH1Yy^Mr>BJ zL-qqY%`PqvnG8hQK8&0PUQ6*B1(8t^CTpLF4i5~GOvxD)Y7{!3GqNBn{4qtO{WUTk zR*Fo?JXt!K={T3UGWGyr;+Xs~O3HHQMD$yaQAYPnJL4e-w0R*;MEh71uSE~i>Z<_P z%0{tHY?tfBWWAeOy>IJz;It91moz4Gz`P?IvVJe91UN-Tf@{o5(IQ3$9}*__-r$nV zMpbd{ULn_5{>vNTe@;1K>D|^UHT0+viybMYEv4oQPg-(%tCQ|DN3D4@SsoBWaqXz} z3^stwtG^rTGc#(JSYnT(59LVtyqqJc5wXZd+AL@Vt;7@iQTH_l62d;C-pA%C+YnjHB#|N?vU?D8^C!4 z+9gNgIM8H9S|im+8cD0nINB)qHH!cEAk$<krQYgHeTvXn@s2xJ*AC+cEpL0S!$jwDmzyIaP`eV|BwU5+)2Ei>yQsbwr; z7K(ZFfj|vMFiag8dE-j8NOZ_^b_#-63Z71f%^tk|p)vLclJ*$>Jqx=HAbzU>YSup4 zpY9Yik8YVQeU#|%K=gFz{h6NSb?T6hKu7_I?Crtau1=%5Q6FVK=MFk(dwOzf?;0mv;*JSAt_1De0aKj}0jX z1TY_OI;+(0ut9<2xzrnz^`?~Z5CfnqY~aO!4$*8GDW+p+c_fQsl8@{>=UO#|`L`F_J?LKNl1sRM&Ed7Wq$)zBacu_oXg;V=vxaQ50;;N%6 zT)oLe)6eQydbdAZwbl;TyiyuY?^2P}PPBVhg{$_fX!@@zoPOCVOs$jQ)YJIaCL^gu zGF<(!iliG=IQ3IeShdnbs=9Px`d*CjHu^TB&AT$3ZU(GJDO{DwIfcnTP^9`zQ<46i zFH-aNusw8CO$v63Pt9zzSdML{=xbu|h}mXr@>Tj0Rbq$KPLa1;XgKW_&4k!+lZ7ot z&;+pVoo0?D!2*Dyc1`nLY=q$Lo$`*?as3^P2>fCP9vxP~yz#E#vk5}Q`+jjT zJy&IR3qXKDwo>eHy6}l6c)RXxJ5wPmqG*7(*SDb|+KjvqF1YSJI-Wo)w>}6KpgUVLbqWzwHW?$sT-jiV9n92*+g>r$C6b66kN(X3deI7PNcqXE7f8d@xNnqg@5 zKwE2Y3Dm*WD9mux;(1G}c``342Q4whZu}cLQhLN*?nIBkqJ&+J7b@Rin4(z}<2JGl z4v#4F2qJ+@WAufm!mu|oMRLv~D*Ov=Z3b&e?3#^K40nO_q;=wci_Vjm$Tf8&5GDF1npRFv!-3KYpEx%F(i3ERiyq&)v3o}AG6~@ z2js&dhFGTw-fNuC%)7=Opq7|FTY=|97)swga5f9|n4>le`GK+AGxlSS{u2k2~FMtP?I5*e?j}w&LsPjkt4%IZq7?n@XxF zOq^#s`l^W(2p5;5GEklyOj(mIEi4>(?)eoEXJ-XWeF4N`4f`w|CnBWwe(=7+Q5w?``g-kSx-3T7c@zL}l0iP^&-WTJ11{>DzNi?$H~*HDoI6PZfIBW;=u7?l`J1*v4YNxP*mj?kCS7qQl%Yf=WpI%4av-k z-!QHG9&uLr&4c4NjIC@GQxdDi#qn9^#%CSYm#z_QW{o-LecS~hZny@;5&k+Y zWiMIZ(+uA@fxq}L8XFD1DZ-V9L?n4dIEDCGxY_h}yvs)CpP2y)X`R37Ze5f=;}Yzs z-0AY>yqq9!%OoqpsYEzc7*5rMlZkM$B%G=Yr()q$SvVC9r;6NnES!vm6KVHkc{mk! z--E)b;^LE|<$Vj2^~=q2(}1}&Nqv~)*w895*SA9Krkp%T^L&pQnTHW{)byNkO==(9 zmq}w^kaSVIhUe677OOio&6w+pRm=ELOume5^I&|I)OHe9UeMOsZ@@;{4$T@Hl98a@ z*Uq0dQO3nB`NSxDV8#YTZVXjkU0D5$2&b+Or>@}{CxOOJ35mYIw+dFqD#K2N{UO;K z)ea+J?;CeI^DX+pn5jL6|2$ulnY0kzU!sGpVF71LaKB$mVs9jG-ZyfC_>iO?zmndh zHg1qvg!a#?$T(i;=6%tL8B2 zf5I%h*QPlH9p+8$H6a(!z^V3bYd1aN4SL*P`MpG?XQO0KWgvh2(W0Z~bEG@&Qm|(` z*)_zQZK^f_9GAdAT;M||VA3ex$JjK0l>ErX!91}`b_v-c;TLt8a(Y-19ILm)>ohd- zgpxluo}O}*6-+$1=tPI$gt8+Feek3p_L`oS^iz?6Bd}D!+<+y9h#X|yvA_QG9oz!; zl1lgY$c(|(h&6Jz*ecp}memp7O=g)IJOu9MPtgxfX{0~C;$?8CJ^%0>0mq=+Q7W=o z(t}Wh!nxr@hcUCm>^Sa(p6EZf8gAF9TH!Wg4A-H3l4xd~Qa!*w7GLp6p-GQ9r3{Jt zA9vHYn90jbywyN&wHui;2h9TO2V?4|u60(KFP#lAhmJe0FPgqs-4!Oi#C6T~ajDow zS2)#{DbqKcA3a$PFY8aLD4-qKp{h6lA>@S9P;iA|h@i=Gm@G2i$-gpLrZR<=V?`|a zjndh7io`?WqRN$Gdi*;xDmPOm{{6$w4$}qg^^%}*@tl3k@BRvw<;MaRjMFhBPb6e3 z_QV1(Ppf%?)JhuSbctILYUyRlGNXbg0{e=;?tvQdtdKqa|8CnO8%VIl4E@yEZF6Mg zO_RWTkJ(^gx5?FF%r7i?w*1Ul4aUuz^>}gIC9wqjyTHeeeu1q?j#Gn^kpM*7fiq>_ zKoz@%$`t6~VSoOmjaI2RJwJMitjs(s$|qb@e$7)N-XwCOVvWEO{mLmg-Fio;mu+i> zxSRAvSvi+(U4&tF8M(zwSRJ8pTu zr2PPbCgxX85TD&AKM>OXm!2EUW^BnL&cDiu#pb7cYoIBB#bo-Ol}nyomN}*5tnd{3 zl#xnTI%iu2GBn+(bsZs6){u(+GE9AxOm>LU+WV<=3PU_h)fd%8Q25i)U}&H;gY$pcWcA8i7z%wo93B%6L!E}N2#2e};jQAv z4o+Cvh_|>obLf9r+W&dc z7x)&Lxju-Rg`)4&@%CU4XYyJBdJc?C`jm{$jXgJ(*-4R56Gg&B5LV;V5>ZIfCs_z5 zd@#Bi#o6KdS^cqN&rVo0Tt&{H&?gihxj+O<{7Z!_nJeP;X42%kC1QfMWyJqqBVLx# zkQiKj=_r|}2@{5zI$0l=)rs%HD(SX8W~LvJ;gE+LSf4rfumh)diGI_ZasvAQ#@Nj5 z-89)|hN7jemG?<(mVe{-|CuOL;67pZVz|{H>z0g}u-wETYPOld_}n316dx*Y`X7p+ z6DH_^{}F-dpHeuqOoTzUTVb55=m0vu3}Mg-F`pbHhpvFmxxktaQsSoM;0^3*oJ^tk z94hX!*Tlgs3*d2YGjf~B3_VDT%`~7h&vcl1<^W>FLtV?llQKt5&JJi{rV(<6(*u-}yv))0vW80mXM=v3IZV5yVwJL=$QJ(Ui6iINw(f{Zhu9Mzq) z#9+X+=2Pd(jN?T)zjT28YOo756dD{f_?~C#r=6^8=V<3?5o{Lqz^2qeU>`9q-x{$} zLr8uq_+X7V{=M29lTkU=bT69T>y3X2Wb~vqqxTRtP_wB8k{DoxSeg;r#A#G6mm*ph zAgGJDBh#R$T<<=W zmns{)fyO~%=p$18lP#r_@go$1PUCyt5sOmRXDZ(3E+K1?v9WiFvFF%}#RT;J)_ei6 zO;n-!D^m>5Wt%EHxlzQI!oIv;$bl<`y-%FKRFqPDw2H7)`ll-GgV6QGbTK4T-7_M6 z%TJV}Y}{hcf$ZaPWq7pZdi*PbX1*#G%gLX~o{+Q~t>#24$Fxs~Si`4!OsG!kK8-*# zH|h|J>7rXZ#61W!>nXQBDfP!JAv+P8LIk`SFNTYb<6G!Y60i~GKC$%zWC@S={TTuS zGW@Q0AiAj7RtZPPUj;pu2uLnrIVRuK@Z)m0N06SmXDEKpjbKh6P5W;YrPj&FdN{P^V zu$7*GrB5T{PY4=q{O?#NhT%c}X7icsx$Jxl(g?GHcx=`iJg*0XSIx$fGM9_zX{LW|@uY~!Cb=m=mdW05fF2TVR@Ku3(DLLXh zQr7q{qx%SANm*A)Xi8rl`Jibs9NV{pTEXKlq}%=^IL2=y#vdd4Csmw-t-9BYgphj_ z+K6M|&i@hv*NB1p9#x5kKNkJ|r9w0sT+$Q#hV6eErB4igb3A{fQcfkwYwji#b#cZ5H`^gbFt~^ut2dCA zexh?#U$}rljx4JJ72PK86vy%xhSL|1QM~@<;(l(<0kiB$J0Ls{QB=_rpXb>Cs}*v> zvAo4fIpc)sp(}&Pm@AxnB!$jqArmIYmJ5W5=)D3;6-kVPs(j$Fh(9e>hd{2wSmiy& zO^qy-*F?Rad}zN^d_ia&x=$IScCpu3hn`Hd7EyxepJ;{J276X!(&>(k=H{`L*!B(|N?4y17M1~;o zL%ytnZ%ED@aK2!ZzzT8xU=tEME8!??604y9x-$p?PL$!j+MKcyYqi(>0&P}j*<)ybwVUTh!%}5uNpw`(B`A-E1J~_Fr8A+6(M0QwxMOFUMi{;t5#!L1J zD|gGxSY!-x6&CeF0{ar^%du$v@XYc4lc7BZA}0|dXWibJArbx_G!LSAQu(L`Gqv(J z%#>4*{W$M;*7docUs{s+HG)1bh*;G&U6}d>oR*);NY%@BS@KC$ShdcHq}N+Tsd*|^ z`D;;_!tDwOg~ZZtSkd%C9ZM~hg{dwoPQ6SesV!E#V!a4ge`KPmpCcDBPezj;P*L(8 z6-hSBXyxCjFufYEwo2qLoU-&BrzpL|H#>ux`L{{!q9yihvqzlYCG+-f@eoP|OdI0! z`?x#;&NPZR8r1>)zJV&K$vbGBz$3@w=54$%ZDzL)!{13wy}Ykh0Ar3 z8k2wT_f{`iq$=|_T_($h?-wPPjVnLrPEnB;kBN$F7n@hrVO0yoxrlcb`cZ8KJx+Ad z?*!QROvv{(vm(FoGT9dyn_*O$KY&9qEPtOeCHVoD%gXB45wQB5NS=CCV%W*a!2+N@ z02}~9DU!vY8b$t=%VjjPSe4hFg!s^-oXkAuWP-zHUnxnBLO3X_hNDLzB-yV8X8W!z z?Ryf-0a-(SMSJCqL}M;Z*`d)g+Jr#i=eR-?dr=HMm*miSVk60AVwotQDL5TUj!DG_LiHWx=5x!QYF>TBTP&e73DWwCZoC6W?7k`=-vy& zpDT(md7>X-M#Jb-%&h=Bx94wwyaIE5fGYbfrOLX8mE28uBbR|Xv|D$IHxY86vh{iu zJlvlOnp^`B?ft=NQS^5{J`Dh;Uo6i6BB&hzHqt(1_zKRkvD)muWQvHlM14H^BL|=u= z`VJOBM?^aE9#?D~Fc^n>U?t$hz%%q63g>sfX%z$*lmz!FjFtQH$_F?g+%-!U<(|5# zTIk&GuFB@Fyn247FkKO?NtE^}jHGMAm5Gu*@v@VXg;k}IG=jj}|6yF1H zFp+MI`cPSMR)IxV^_LYv@=ZbQ(PlBE*shAF`&$K}p~2{dfs1MA z6S921;6Ugx$Ko(-a)ZFD%FOj0W}m4i-U+}zLzPW0X%||p2-pS?nXw+ino%N9nT7yy z-XPlz*xc;E#=?0wS`)Izj(A*E%>F|7U$Nq>bS&jM-Uufl*W$U!@;^Ax8I~@mHx1(ACK0BNTP}VJ>yTjs2Oj+Yg(y&ULOUJeNRoqzo^iYnF>WEc7P5Oz`R4 ziwij*zRw_gf^fCCANl&a-3q_li}3W>0Y#VwT4IllaQ>*L1w5K6>4#5KC+p^Nt&CME z;nZj@mf?Tw(`3~62L*CaGe48ZeVP->Z1`T!o;sUu*93mRpQN)5#S~xlP5#X@3B0fT zCwdqs9z6&j)RLJBkB4u zbj>c;%VKEoUvQ%Yw2AA#WU}UK-EPaVqM&tRm>&2P*}s!v2~UNhpUIDeMh z>T%jP&=gcu^@K^kvJcuW6+KG``-z}Pk<^r)2lJBD&k0$*!+;NVkiK<`_@$)8KMd~F znn(H(N1;6MOgteD!3T>5Xwnw8NijW5)<2{(CTu^pp=Z&G{A4ttee zr5|Uf^?k$vDBvJ1EI*g>=Y)b6r14*upKJMh9O>8PNjjKo{CeMDfNIHh{8B^LIQfD9 zB};|O?fQBz5nV?&NHHkD`of|FJpS8N0riEjW-S@F5TolWVF*T$lazQk0;w_>eNJw~ zH>!P6h=3Xxsxg(j;Tt<7sxk z5sBm>5l#J36_#%nh4@{OY!`*;$7N}%lZq=~IwXH0;>piMY4SOlD*sL-^@v?q`3EYi zd_$!1K)h&bg)B+FuZmNDk%h^3DUsZO;+3tsgU+HZ`4;8vw`h}k3`wO7R|OzB%@$dU zRo@5)bCYaDDau}0Sun%!b^|#7^5I=!a}UolID(Q5JWc9#+<6B!XjEGO;D`-3Jd1MC zuM`S2!05Ijv2wdynaWmCVTEfVcM0cfh{Y52LVaW_MA{h+ge3eir+;y2rK7(q`{XLV zRhns}iX(8KE1$uQOzHxJdds9PPBm2m@sb~#d?|k6tibV+DhTVKd z03sV9z_re5al}EA>xd)%Cgsdl(S)4#ZklU-i10yHEkaf0Uh|A;&*;N=;NU8*oncvi zJQ<7Od^tvJp@CqBnF7HcT#5YP7t;2kR4nVZh%S^i{!RWT8Hv;XNgj{-iu}x+5Jwsb z&-$1YMW{!Qu%K1J5=WCesJyEQo!(tIJ*uSxaDF>8)g`=veY=LiU+ z7D*yixsb}5DUVW!qnay=k@?!FR+@qHeY8$ytsUwlRirComQ)&AUgF!rbM-g^9aI7K zArYU$wY>PyO2CJldy{;8FkDq1yhhE%41S9&zt7SRa$^tzR!kY?w*kQltANE0Bu?iq zxmn&(a0BGU=}1%s0ha9i$2ZGbE)n>)ydX2G@`t4rKNA&|KN?zgRZa4FN+olmJhett zCLb0jSA45~KcjTwVNqN0q^OL~rK;p-vLbmmB~Zq;Q$PaDL(a2P&x60z zs1B-_J|!Mot#@!uQYSnr?DO@AU9C1cQHE1T*j>Z3DeO!O9IZw?1Z9nQToVVMn-G#4 zHrIDRJW9Sfmd1|xk-U@S3mPJ4j!$lti5C>zBdjjhj`p(noYzO_zfJ6e`L={^Un-sf zfB#CO8vb*wo5bs|eU3V7al6R#R=Y-e0M^(d+zGv3WoG&(4cvijXUu#-1a z_ZbU(%Vwefd9~X_VSsEwaX`A?hvF|>mYC&``!Bdu_A@8)2WD2pRX1yEBsJ#84Q&3y`CXy{9|(DX(v>taGV`7KjHFN2`; zF4jmJ^agzr$q*L4qOVT|Eonngs*vLcgDE%!8dq#EkPVH4mvjtVG4@GpnZM;b@*9;F z6t2EJ9cU@yu(GJdOw{K+zs`%7&&0;OiRWeR%*V6#hb#TgkCVzJ7)$yXRt95U}!=b zg3Xqk2}wPw#9qLr==dI!o%0XNEV!D}k)x=SQ|-AXGXcH5Ou<2Tz&_gJ){D1W0~eWf z=KKvbUh9`F8qp9tR?ZRY5)o4})$T%c6*U83uDNCcSP_1?3;ZK6l2i9r%l25{-?`;P zX1VsnAOHE-1Hg&k{xX(chKVX3i*^G%^0eaV3NLC(a#| zd{K$!lv{)QKj{eR^Cia)AkGgb$IAZrv`{1~-X4!2m5L0skxzWrasF0UYioRTO zy2?z}tHr4@wnfhMed-9=`maz<&>q?JcET8_*V9v3)*$;X(a2x5fvfkLQ;|P}fB3osu-St|E2K?k5FB)orjF<9W& z@qmU`?MAu8x@vEC!&b#{0tW)wO%x(u$CcoR5V7VAgDun2(z$eSzd5>m0Uw8c`vL8}_m!zZA$-9)#wB zAV6&a?ohc&&XxY1TJP&gydI>XU8q-s4Tk6k^4wm6cQz+Jp~bM!cbXo|cB|cLFLIOX z#AZufIk8B6Q$4CG_lTR+%R>5nCW^>UC5mR0ZDF}6h+tx_=|{!>O87ja&aT8d=Kq*M zfl)xs7=R8=ALW4(6#f(iVZh;`-jA@ynW&k|N38>%-Cdco3Hjd z4k>TXn31;^iK(au`ZMyUB7M#xas0TIqVgV_uEm!_$!;_dX9XHm&s!4ikTnBUxI-)t zqtF>tk$d#^cn0?YIepY{bzS+emnc5u0bTKbqw#+>`MYtRpvG2e zqOL$Vfh(>@szJIy6~Mbif*%@BAp<$GK%wRuaVof~MBkJLMaAixMe5o|MQV;{K~#2w zL`J!okYQ}0FReTAWD57?RxTDIx@4Csdx;pM&qRErkE(>o#RAJ4m0g7;?I)*QE7L;} zGnb|W4Pu3;pj#K_k?ANeeNMz`o|mQl3L(Bz(qDpDwBI;*LPXnV)?id1 zL8#+To6vYC|K(@aFmA^|N7&*qTntd1$~`mZip-2y{~L-2pC7HARW@cqN&nI1qhpCV zB3b#YSYu``R%~N5JGa2i{SAWP=0`MZvD1v|jZ42vkKy6uW@d+ZNuem?01~<9(u7u- zDT@bZ-S!RoQs^&{)L%w=O2SB;Gx5QR-R5-~MAuVLYaQ=*<5DrUB_n1+Q~N`NqM)RX z<8CU{8(@C^msL^e=%U(#DyJ^D;a?cNOT0!Ubt_c}rBr?Wci6It^x(1k<$4_{P_^m9 z>i5LY`b`AOWsy}xZ$gA5^fRjEDR*`qZi1sejKL% zX7T7|HGS|dITOW2p@-2ReHI08&pT6#@Sp?Szcw>KlZU4AbMd^1B&t!V+8>EjLaRzy ziP$;GKGM`hQ*^Vbo}Rn=j_S-WMRETpL`m;15$oHxEOv%c$1#a0B4?^+byHn{`ku5x3`sy$m&ka*98ZH*7plq{x?IftWIc z9ujKOJW&_d-_OmQSDR^5WmO|fPi-|NWvkSLgR1Wll;v8z$V3Zhv&3_~mm@&^Z6ts| zz|B(Khx<%O&-Kmq?S-kMo8TIE%1?C+h3I)R)E|d>3~SRRzUGsC&%aa9dS&}m?>YpE zEICh?o{A9Maw}O$Q|08-$=)D}HL@{P6tpi&)KyXSsYqZ-d-}rsX$xgpU!)EYGJlK; zOV?A`m<|)Y)#hZxRijl|PD~C?IE`lbtK%ERi2R&|vLy3_Eb6;c#7>6VrlLTVHR_NC zBcXKjkeam8ykaB8Ll>jIw_LW!h42SUsSlDN!L=f#&$bbrhKPdOjGKr*#jb2qclgly zcLMJGA5e{f>WJg78MjEN_n#15NHccZd#wv8`m&6`rJB@VeHUCoqXrVitMgyRRat(y zPv|RNRiy*!OY6JrdA{el>SrD9b8_Sm8inmj;AvSqlewu*Zxc6`0F>+-!krd!k?1#~ zfR@s*->@@9$@-DgTJ2`pBx(o3XA6$Rt~32BAOAN+q5LH6af55Mi4xN~BO zABGW^=D_XJA-@bo;LdBA$X$MCA7Pg4v@1~l@n?I|d0~TxpaNy0$tAtdE;-}O^4f`| zgD;GYyrFd9l+wPb`1sP&X>r_wu+Q9r?R6T}>QT`O8hcx{?A;F$vq`~Hipg1ZSm_H% zme~0#?#5bfpu+MdDz5!V%hkGxZcL_k%G*Y55)Z;+)+J+NN9-Sr85oO7jS>|5YjoQd zYB&${yAc0~N>wqYV^QB4@NWDSRo?qqp?Vb**_$OznphdIuaN((u2x~cgEHZOe`L9e z6c}FsmE|hg40*G{?i;;zsTjXee4j48QmzBf1!d4D(@{96grW&4WA+|ZTze888hRet z-^qRZ?jrt|{|ni_#Qz0i@T>8q{7-Mzsr)!)7v=7ID}d|$^FO}UuF8LV9@3d}P7`Xw zNNvYO?#o5jB6RW#%f2Z0{5{c3-*BpTI5i-g!kr6)3sVEbsj=Zy|3dybG@LpmoI-RM zpJ;}kxaxiOciZDxa9%lfIA+9HV3a7+jZfo zLlspv!lxZvNmq~wEf?p4a!W+87u}p&wK$G@oJ-TAqBX7?d6$%XVT7(VBmD7oNIZRO zm58nsd2zR-Y3HDtHWDcdX#|eDR8bjj%ou}_90vjJJqDF5NN;~elRiORpm-kHm0}tS z2N8AXlB_DMd?8{3{Ehrhld-5QuKPpv*_nHA^TTdqFBdE1tKtxq7&y-muW%VVXqC8p zzgR=DpfSCJ2#aff>>ohKl8dnkcWTt6pau+aGFuLy2)LjGMR*q=wMA2ps_)$^HOLV; z4LS_+jvveRik4^6J;ZmX{Q`HhD`b}|u7^1~HY}^l2A>P>gjDa^LMoO+&zTe;gva2` zCJLxn7e>N*n=G&4VB4oil0YfoIe!{s3iZ#ust!iF&oU>TvB^+ zNjfWHy&ghj{_>Lgn#v1fi3Q>$c6SwIz){0J#=!zRkH%ZH7*@&i^mU4d8bz@L_q<}6 zTka!bO^VwzRzZzU4W2}eB)96*IjDneGkw(H5DKXKO_*Gad{f`rVzPTr(oqvElJ;4$ zWS$s!dVbncIVSS}%0Hf@Sl@Wb@O1gJYjKR-#&s0cAX%J;;unD1;Vi{rl`Nd zvmM6K{Q`OS>oZi!DR&qP?j^cgsGduR$>0ySXrT+vAL~NB5r?u-8N8N+$Mlh z3GOTb7Xj6GiB36+oG||Zi1ig9@>z){d6U^^R)gOnuj#2-Q&tjrOseP(vB}0ZE6bZ# zEZn^my0l2jY7?r9ppvq8L~Gkl8-D;SgdB_pTBlJ&7Y53}%-5ONJW)0k)wy6yL}ODj zR-nP(M@6LYTd~2Ph@wi|2LWg6d&_903^mgJs5#;k%YMP2MBL3c0L&GfmQOB|m8oHJ zOtl{dpN(5Q2=;;E{E>e!>ae9>Nz*5H)%|0KwTKwfHLBgX<;oKmg)G=sgUN6%3hf}WKsIJA~yKs_?Ry9 zn4~pehizgx?q*byRi`y-y&O?izfv@UN!}8N492o+WNi>&lKsv%{_F6l0hl+jWK2e; zq3m^@xJb&gDdbN^bXaN~{fmeu-lw99-Qp&gB8y;pHllPfh^lTxY%Vad=^f%VbyV2# z=z}JLyBS}EATX0L{M0@)bWCJYK>6$fHAjb7gXB+ucBtO8iaGxR zdRfqA@;&K&*nMoN>m@a!Z|>ld5f?uoV(Gg? zarO1(gT7T(_g|$GYAbHcIjiI@6cl$+urAsMyWEanuS%x$i$?rq=}K&Ie>KFAW|u$V z!?PfWX2|*i6^Th%TRmn(fG*G7{$O>6m%J7Cuxt=TwF63rG%I;f^$wNEU3!@;S!}LF zc{ftzn0D)z_GGe}W#H zZq-&OD$~SkU`Cn;TXJw zyM9aMR7*{`IT29#^BpmT^}AC4A?4hlAEf9N6|`_zeF zTDB1JK0Fn3u^9U-1(N4M`+ZN&^ao`1aJkX+TY*RRl(yl4O(^pOdvt2xE=wyD%&+*$je{Q=qO@9#%2kAs80JbUhStWe$tp*q} zc8Kf*8HAIS@~e_!wkjn8%MjT*j1ouiOy;5ce7GF~kwt@)YOZ2wQk3ULFTFAM85=Evx)`|H_@BE-~Z$%A4xSXH}MuN))EUC6`ns-Vl9J z_lSDtw?*J%rLH`;sOBzm-m(3-JA1b8LNF^T3ao;lgM4})>9}!ioU`sDeJYeIrp7n_ zg8%6okd6OUl&??Pp>uyKXtwVjN{-(uD*Mft@sbMNMF@;NppSj;vcIX4Ufkz3an3hk zFhEz1CIq(dv)%gEg*I%E?t$}jTV)w;arTDE4@yFwxFh^UB*y+qRQ8|IO2@`%rGFXa zuNH$makOuJ)AyoSi3dmBA^cAYsDs%)x0m~Y-g*0k2JCr#Q~lZUzk~k+jo)&Y{f?c% z=Po<1#&V419bqOsFM3$a|q;d9|H}F(}yKvV1`$W-&@~FC3`7XM{hcp_;LvL*|c(x-*UFsmAiU0J5Ge$K~ zL+(SS5aK)ukH@pXkca_svf^aeC5X+`MJ~yAJ}E0AGe*T86}W)BCk&Y-B9^=Tk@{1g z5ak2!qT=4oqV&}MrRN}d{)Vmuck_y>0R`}?df~xPs9mQx?vip4KY^mwrB?pz8hdI={2VF2l0{_Se{_^$Bx?8@yd~M(Ne3mtA=I|KsaT z;G?Lr_F?Y1_f~avr_=ksXAdD8A%u{GkU+wgup7}4Mad?TyYt{=Qis1f8X!_`#PcNbaz#ERo#2;InQ~{b3(oPMlKi< zsvQxYI462`Nn}o5G|eQ}Guv)!%s6jznO`IDGv7_=JIt>@a5p#P>Alo*R`XzvD!%PEWvz=R;0s*y;4U{&>~t47!~@m+RCsZft^gq7KZd zZg~Hn&tog>(2skUx_1xt7yKj%jF(gQ`;i_Jy{w8PmY2qq%sv3lRd>QTUvu(l%I$_N z0JZaW#s>p6>5DViF8aw1l2N>GaLyE-5y=)fV~_Cd#tK|bWLb-sV4+$pYO8&Q(da@1 zK~GuugeZ*|(Fg>rX^mlE+`Owxk1E^&6p>y;G-H^%2GLOrmnFn)3#uaxcDcaZTdbGa ze;`-l0P~j>1*(@C=E1GpSBP4^?}e|jDZooptyrhhU5wkIZpBCNM1w~5;k1EOn$ZV& zGKLXk5fZ>hbSwG0mj!yxT?;3nIx?f?yv^L4_#ls__lZDR7t7H7RCzD^JC!-%o66dT zzw>i9h#3&5W!Lei5hn4@bx< zEet_3@Rr(a$VZ@<&oB^aNsoh{3f}orF%p6MjZB;Ye<#P*&w)ZG!|Kq)xl82TWV=lF z)O3SUv=6ZPxXlwqS0+SpA~WvJsMSw)75!Lwhxy?)p2x~F8}6)2&-Iq9VZr#FEZAd^ zFEJ}Lrz|>IA)h{>{84N%wJ)l;FxtU$5WFy!?aF{Fb9{lE*kN*SYWKaty%_Gj{+DRL2#EIyM_%hz!O4UsRt#R7DSP+9k`!2aGUuksZilZ-JZqJ2G}a zUuv9Af!&&AxShn4@Q~Z~GvMzi5cG?oH~?KlbM3kOClQ^}NN(&9^X+uZ*5Mij{>3T1 zNDB35HyWK2NBLphdL@eE#(^iP028`w!Ze^feW`z)X?( zG`t`NMLQm4vC*UDW(#_W95x!M7b5xC*|bzzG$Sc{bCuX1OS?4zr|}K);*9y^>8@@< zn6@P>w5D8lOIT3KHJ|z?zc=K~CZli&%3;8@MLtnQghDevD%S(dZQlA2pW}xSg~3-Z zU<8l|tG{4ZyDIduIkEV_j^yA-a(FyBtT5SBk{l9E4yaBJ?U5WZCOND!IXIpiRG1vp zmYCjURa`WjwpnWoh-@Yz@~H8rpu;z);QY>V$e^|G0t9j^2&nuVA}ava32Mb;g?-79 z=F<=JdS|K79M~03bTK%`RA^4C)Pv^<&huM(=s}!OSDu^@Ztokdzc5_8orQbO4;J;+ z!#T5ISbk**m=X(NWx`Dz69zV+2vqso2=7#MyIklaA~S5#QHtX3{KDA$2D<~5MS)O0 z=ZOuh?qYNKBS_q>BWGkCxx#}ZgB!xwzAwm9Fxd<$)>@K`4tci#Z{CR*aS8CxR4=4S zxI8M2YlTt)zU(4?Cf7${(rjRR84PG4%D1pQ^0Saoar$)E1`$ZEGcM!HwPwfVOZ8?) z2Y-N6QIMJwr-9}hj^ldA4XZXI3ku{Qnh^Xv-il!}$*4UIXU0hlHM4TbHW+r!@ehiP ze361>%fuo`;}D&Jh2cv>``8fr^l9i!c53F`03}IdKm@PZ|GYSF5+C*kWeivKN(8IL zp=JC=j7PmQ^a*`Ko6K#GV)A!MU*Z!Z0Je^aEch~UlXP|74^r_Ky>>s#Y1qg>ptpQ1 zEWMy3bQME!=Cv5>>WTeKf|~cSAk3-%^$WEd{4V7BHHLPLp$d$4uq3TA(58SMhW3(? zquEgFCb%bXfy)Ln8>L~8!r%b;N@eHtzA!JbnfaAX3sK9Idl@A{fkz8VoZTAapVk3h6~>vN|z#wQiUS5PGJix$Xx zOP(9wj}>t%O^^R=e0T*b$a`4t8^0eFL0w>ny#v~0&L-N-3vNX%k{C(vvD}*hhuy%% zX6A7rZ`O}v`OuuyP1K-3HD(0Osdaj-5l0YVp`N0bxvox6K$#U&3dS1foS>hH%Vc8|-2jE}dB<`lp`GMHV-yd!! zXoGEL{B6Eb4a*ZoHw-x=Xdw{hy|C%9U}2-uqZjINxH#$?o!>_frB!VNZnhg4 zzDF43yo)1~7sMaL0+Q&H{rJtOV}!p;_!1Bx`@elW=)p^v*SbxIU!2QBGGG%H&8u~c z%^B;eKn_&#MQ>xkBS=2Vs|d^ROK`hO&kW6iIPDFE+P5 z&HHCMAGC(=XWrBeFu4M>e-m414aPI1I9aDt}j zOb&G>|CZGyLV3!EAWJYu5nu=ajRH9ZyFKIBHZtT#gb6uL?m(=Ka}Q`Oz;&nzaWncX zFV9KkAWx#l{0PaU8Ee!hX6*mSZ5k7(9S|DS7$|BAl=S!IkMP${4A+kcPjyD0V8QTA zcl>*(@uS92Xzv5`TE`G&&nQK&1;ACaO!Mbw!STUp!UFSx@R!sEd&*4LKfLLNLd;+4 zkJF!vkT^9FXSNmQ;Rj~3@*3nB0V#LKV(igvr9nhm^CBgyc(D6+E={pVKNCfDCyj;N zct!MSb>;YGPZ@2ySxf+|dKIJA*1C~mJInJt!EpWXqfw7QFHut73*_qLF+N&*nYX2n z!M-tC!*b5zqjMhSy?ycABI6jVxsN>X9;Dy#jzpf}W-7<(YfQu%ki&7it2R3=0rsTQ};X;+sV6Zd7fXqF-Kh~XCY&+`?%eRO`3HJ@d zr2yO?x!2_A1f9974bcgQd#V8+jNWkMk(g#>! zAtf(RK_6iMurfj1@R_a`aAK@V%>_@Okl$B&I}4Uy?oQ4P77mIIO$O@L8)cX;Bl>Au zjYW*Vlr3}}vz{&HsqJz%@$W$ewYb1Wbkf<_!`a~R-(t~gpO+cVt#EI6nG3aAek8co zgL3wwq{u_^PGiPK#y_%j6MZ#+4}exOjSs~Ni+BYH7cgF+Zvti$q9>ood)oRNn845n zg*GTgu$kP+rgN&1o<4F7;=~{HjGiY%T=b-F&}QpO(4j(axyL ztI*nw9K}M1uxf(ZJi@{kTlq3}**E5cFL7V`OW_BpOcr}wD#j=);gN#|+>k>|gGt_` zlmhJtb!OWrb{Dd&I_?H-r{@@k7@W!Byb_{5@~DW8n2qJ@7UC~JbV1z1X{RbkcMPU+ z_tQ9=Ef2Ct)hhu+&%BKD?nq-Jm1PCVLFk#g9&@B0M^JPlk>^bfhQ1BwLdU@1ay_K- zkxY}hTz5L}V0;nc89EJ;BM7|U>JxkvE^t`}Z zu#x$y=IC<~Hc3u%s1LUGTwBc=M#9zH*F!@o{XN4+h7$i&6}hfJKO z1o~=TR|-mTN+!--@w-f%yGO)b0;M=)SAFgd4+;i7Jp|2hz-uK!p?YW_-N+Gtv_xVN z8%(88HS;<$4^{IyyiAD5-Gvj66FvtJ4WX4VHPV~vZ#R9aj;0?@+udv`L^G3vFXgvG zqDx#WXoI*E>pam*2r5vd3Fnh{K^7ld%Pz}B$aZZ2F~1ma`1?rMI6Qc-Q-nbG2G1E$ zxe}Smej^@MX??I&y6c5rm_ZF6=jI5Y$gRs% zYA~D%FY=^dq2O(;S_#+%#SYwsV0B<{1bxi>)eo{z?+q+6e68hrL(8BEhx|KQ$zBh3 zxmYJw7+lS@BcKXzKtAv|M{1LYLM|O+4XHpCNkby9O6?0olGRToY*-`VN!j%h(lSpz zm1OfW`=4q^PjMyB^Av8y&}ma^wF_08d45+a;Hm0H^Uvp>Nk<$xGXdrbcpATFBtN4{ zxkSH%%k3&b^BB3nn%)K7$SXnz;elFiW5|Q}yvmF8A{gR@*~sQap~Tn3l6(1_29G#7XsL=WD3q#nps{JKO|0PF+~@(${!< z+NMdZNL|S(fu3Cy?0y#uj~)=4?FW-8FYzz-4frwNLX+=;OXxMekDV`4avl2!Y1P%} z4h(&hJX8Xz(~TcMh%kz`S|ERmyWjuNZ?)*^Z#)lY7T@|sp_R|O&br>%i0^FBP~Z!% z6J5#uN>D530JA4tQH3c%??PFd9OF|FnXnP0xkK<8AhSz!UL}Cg>rnJvz~|Wtk(_ab z=`WO@Z!UeE_iGkd2^6Gk$#8$-AGjomNNYSY^KarCrQ36YKS{P-47CQ`kYaVE_Fz)- zR*Gt`u}v&aj!A3YK>7@nqV9b|%^&i6B$gTtW6yKtN!^2!4xa{gFrg#7GaOxj1E6OD zSWRKFnxjg;D6o+6{hZI{pA%om^!*%w_UG_7EdXyz9+ZH;e+88eob^vM*qx)G*};)V z=+KC9D#-dDCmb^nTZ1%gg{0a3jGL>9a9d6qhJ z2}5@Wh>W5@8hAI-wQ36EmXo>unRv%W^-%3%4R7}5g*hfN|Mu?1XBLcw0A#vA}mcc^~~Px`=7KKWqzPH%lMThB8Z@YjQ7`CN(+f5;fLw)k;0XJejwitE!pW zBR=|j78{9=opsW?rfa zz3$S2K>rmiw+-emdt2}pWKmcS#Ul3E`YIL}{}W-nKg&`>F;kOZIO%~^ED8UCyB4g$ zHBxMn+OO3`z8hs*in5Z=2SH_RhzAl1_&P?Q+=(||$oc%yn6g{h#T-|NJdtysxZ#CF zzdJ>+XplE`IIGv0(S19RA?*-TU_35`UI95dMc)9Nz#q#@ zej!k}i$a60p~%%tH*nYqSqk?r;JA|w+s-VIUY@K&b=Hzu`$B&2FUXtvmia4QQ&fU} zSe9zvgG{5i_#>Pr2af>I^#IXBfM*dl$J@Z;V1wvwv+Ero#yds0M7<_0^rb|KI15W5 zQ;e&m62`b`$K{i}5VRYYqlxzxD^Zyba1iV9{}DR<2K6Q{2)0)8U^(Q56{AcO9%*dm z!NT{jT;$TzmP*LA2|`Aq5p6H3QPYLdmszCaBG(rNRX3Qc--X~?^`Oc6EJ)|)+sDT^ zKPOZ2Vsz9|NQ?klN=^3lLDfbn(U34y=C^9yf$}FQH1}-?CG*b}(+T#?G-B@?wf*72 zgqjrbtS>p*K+zR6|`FID}a!=NKBAoJ_@xeo=xe|_l&WnXh%4w?V> zfEOE>90es57CTpb8>4+U!C-m-|lkJnRJ6B*=Au7gUjiIU(A?4)I(!CSfOCs4VN zb~%8e#wXx>M8G_=0fMpXKU?6h&@h)_pT)nU#bD6nmJ5d?jAMnN;s~{2TX*T-;qtXr zgHMZa41Pb0T^4CtM3ASHnfg6d!`>#B?|KULGL6AhglPFABq?}SbZRYELb^AxttbeC zIe!hX;}MZS+@Zaum)^}Fa}m&0rX)^HsEu@!(`-I~A#D0;gchY_lD%#G^=fiffru#KnuIRyXr+7$sT-D`v0E)rh z(04l`17~5V4OMO=$k(Xu%uYB9`7LOqhp&L|07wuIR43}px>wp&{t>>S%KB@_R9FG^ z*?=Z<%yMhyzppe&j2F9}Y1un>daJLbJThu&>_5<3TJ0|>ik=ou z%<#w8qq-zXy2FdTmxigj868~&E((qbeibv|vH3*=WExL^NAlFMQesjbP4|NL`I6JfC-`%kpue(x9<85zunzqx=fkq#w={&`;Nk+#f;Y{fV(q z2!v@L5V(gSRFJ#%0c|5zGTwl)p}B4HB!f$oN~vWC^#glR3lA+JPv&{%eq;;FkL+jmC)E%@04)IS2g@L8 zua@Gw0Lu2yL%GF$=oRJXMF!G^L~AnX*P{bBP~uK-XA=`Pu^i(dEf*sYN3*Kq7iZJapZa_Cz;3Q2RLWz6xO$=%0OK1m*-L+>le(QGEn*+!^ zc$iN!FU)1R+h2O?dS>=_ASwSK>HduKnq=mIceKpS?|jml=S<=^`9FX2vwwoa3qCJ6 zyanLxqAvM6%XgM8;~Z`*v%h`E(Nnz+WgWf^~{L(T5=VEP)+m*_@bdiX8n7` zs5!t$0QP0g?0s)!x_n}^c4V;TOkd%IU}=XhzbVvK62FF_^en%Ee`h>|&mT+=Xj+Hd zBOVr(4+S+p`V1E zfodd%pnb3KmoF3R(bf!Av{u*iz1g$6%dRxn9UhkgXU2`y7aG_`70g128J9hYui*2b ze+%PJp}?Kp229MHdYlK`J4LL-a}z5w^kF}+*C70MdFH?G2hzKRJHA6a#vqKpiw(OQ z>i+sdNLz~s4C&Oa(y>+xB>g?>**@_hm4T~L78u`GL@ZR!s}T?C+bDD=7<|k^3o)h< z3j5(up)sL$1m)ML#!+A(N739x3jX^Q5DgaSd--o14>p3>kY*@4{>|dS+JspKt6q)_ z9%>4kUPh(dHz*)oCiX)=Y9mt>DI1w~jo`#1keC% z4kVK8Mh@zi9gcPMHvCmAI~H-B<~3?0rsEFFjT~d(C8p&f1Wmt0GE7bw7Tl6WJZO87 zLHX|%245%FR*^y|nXC<3X45plQT?P_=2-6Gi6tzfFC@qSU~s_U7rDwzVafFrPE^75 zqZ~yFC{9&4GKr1Mn+r}Brd-M|bKIZu#Hg#RI2;U2Vzzd?r2v^rjaxFeeK9U z4yKF15}}zZzTyp;{`*_gmqc%4)#0mIQ*8Xj(X%g#oYOz{Pu3iIkyS^3Wxw+G^x#{_ zBVzReX_~^8u@uV-mI9*77PmdAohsGC|NobF{qMJ6U)T`$_}$FJAtn!E0tj=}*FXY_ zgch+|WljkW7_nuh@<3mRJSl)r1YD|qmb-#jlHHlV9jHTUHS6tXo;VOm_l)!$lemkW z9_<_(J-;*DIy+K#UU<$gXqpU3>(l9RF3bHiU~Y!6QqxBiSPG@MknMab;MIM_PmK4| zZsRhh_}D5LzDOtgdGO8wnx3~$?16ST;vAAk#j^gWqqT64gF!LC~pmz`lX@Uzhbqofa_yu*rEU z0a++q_$cDvg{mhA3$(AuARs7R!UPPa5zZ2ftWmf3$WlD-2PVGmK_ zf~O2j^6cFw#x(+3C_hl8pSFlI1je_Zx8*)?sT9VX3#0rb+pY0CIPDYNWG{|cZ&e`M znQ#}}7-pChG7k5NB&Iq>)OTQsWRvDou>jkQD}UA}IgF+90|UiO=~db(r9^1pgsj|= z!+|S?ioLwSUK~fQ5RiJnz!=kO08g9?rpv{SN0_5-JNber0tc4G=itEAtx@1Bs2i%y zVKnja=m)qF|6%FRrD0PLA^~8vxdNar;shg=NOp{%h2L=Pj8&BA2ceq59%%9=#RW}+ zZUs^Z!tZzlT)jkrOhs%KO?PH7!X3ijL$9DjPb~$30mvDmpu3#xb)`b-C5mhG+65j5NHVajlvk86+zm74hQL zDik^<ffd)_PvO&Mors4$G?iT~g6ID)?{7meZsI6vz zUVM4Iy;j=vde=xkU@^0oWja2aHT+d_2fk!}^grpHh!6B9##IqSI_BTa)^Xrgawvd6 z@bD3pN5M5DtRNWtvfk*)kr@-R7jPn(Cx?J(*z71Vdfad*ShNDz%lj-)1K;j(rYQ^< zoi8bX>P9(Uw>eVtntx_|Ql|f*g7mlC6S^YQ2=xz729)+|P>KS;A!c*I!{%O)Y2P)3 z*rR+Y3yAOuWMZB)${^7XPxBG>8>FXV1#nkjaWJh^$U-xxdUW*v$Rpco24|6G32+9 z9&wEELsEibKl67o6^HW@Ux`rVPB7rE2F401@&`P3ULXDfFl{F~!lEbJoWr=HhB;?} z-Y2u?@L(@iZiImNcj|vUM9|Fsq6e66M*gCokN-Y8&l1eM{CWN)kRm-{r>n&23b|Zv zr^oAbrJSyyI}imM(&dRe-C?IY>2wC1-k{SRaJu78PsrtsIGxq*D9V{EP7GIGp@Wea zcp2D%`dpK}LVWsFnT{jz^j;AxxYZDy8h@BMFCx6Kn}AuOHwP#h6tacU%}}vhMYZiF zIp`Lyb;jZdD~!l6{`@JxXN&BftEzIj?JMCfG*O(@wA{GQ0Qi2=ve^)|DBrw5@zjC; zGy;_87&ZBm5bjQaQyENS`s<_My1}$!=y3iO_ZOK)hxiEk>WgV|lm@DL-AQ9^BeWo! zel4?}$-BgWzo-bXmTW#maI!`4RE+f8WZ*Rss$Y+8ktZOX`!c_i^YhUQ0L#v7#E&ak zPvOLL=eB!|FEM3bMbQIDzaTOxXBA~)i7Lu0_@YFnP;^_D+4Mz%)n=amVqp5>K=o9A zd@1v!GO$N8{5>O)>PX}q^kb6$l19j*icXeGgc^DX*mwYtB>LZY6jkP9!|LJXY9!*h z3=%F`aT1(XM-moRyedTLVHS!%%Z_o7XRr_p>VPcNLP6QP*H|T4teWVH%w0!j#nG56 zoQ<@xdc;Dc0bUAc{(ZDkqA(F&#ZO0*$&XoR@TAC~bHg)RgRPhP>SVpALZ8eVJjJ1A z+uQ*i<}a7)F(XunWdpbJ%=BY{^qXkcbfrH&-<{Z^IOJV;95k!OYA2cq{;68Fz9k1#1qoZTcYldWcrSWU0Qjp~LL3 zjzR>w7YPKDO;WDuZY*0s3o*mtjG&$a`e@R1NJM+W=|*jP0>qK;GSiOtO}{0=^?AWM zAVPc8s&*7zn@sF_A8OOC0Z8dNsPpHUy;aJFPB#_SxT;`M8u&nD!m$55T(Xn~Dv)1% ztb!z*2HDbEIxv|aIplbie5o}QDgRZz%EfAVz_^6A@SnNu3Gf0mflEm=6Dta-7#OR} zr|RKsZRp^3>{b(g85KW@{KX&vfYQ$IX2%Kcm2AgrpuFBK9zkl;XhUilMKkBB3M$^x zj7Up&^rb?dm8K5(S&2Z}YK_jBnXWGb;TKTO14QM5Qcd2+QMfS_sk<<`B2e{B)gmcFL4}l{7x(?qCKHFf&uTk#n!=(qB8DX^o*Uz9nH!U#xpQ0mCsVvA~5d0;TDIYdGcCq7qi* zMRcoLULYvpK~FJfcr)`CmG~+SYu(VU@7MoSDB|_08?1fSYobi^H+xVY``T4{z&v)9 zUJS@?)VB|riRmI~9$%tgoq6CpSK3qH@|J}CCE-Yw&t2$qrBc2!XS^X0s`L9wkRx#W zOTE5gudj#KQ{eIAzR=?@Nck&0q29hgUDQ|V3siVxwUJ0qU%00yewI7l?oFP%OaG(8 z6ur*TwzlP;7P=BX&&TNxB!J2KH->l3dLfeX3GEY zNc%o>C~GvAZ<@+IutEYNcY0nqx23J%Kr!L$hqKdC>2(p#TSYHjer4%X`--128=YOTtpQ z0>cKTpLfRcKQi(UK>DEYTts=BsH|=3{VaW|Nf)a1HM&^PXwaRlNN~T6V?PZEc)v|G zmqGe&FleGB6u5XIjhKYbkyt2XgGyrnOWsb=`TwR+#VgFE6r{f6`lV_|xwcQi3@iPL zCx+NO-Eh_MHBa3D)@N-W7CW;5)_J4+asxLzIdIU_sC^Aq7QVH@eL6(;zc{$QhH+_y^bIh(&_kz4W>FFg5peGoZWPqGkKmf`4?vr8zskO|7de2+g!;; zR}ww@X08?MhXIi|j>rM1%N|&C^`nI5)z2>RJWSE4zSsQX0dK>#=e%VTfho{a4T5YW z0ahn+Gv%;Sxny4H5UtK&0bpemo8r`ZWyB}Uy$&(J_y5&NMWkkyIz^vBvjf+&Hc$B| zU!R7^dUj5zi?w=ZCquum?#^UkXeAnEex@Y)3<1tpJ1DS-t^Rnl-av+?Cr?0{(qZ1^ z6vaFd8f|v1(tU2AtrlLGwL6L`fgr&A37?jE;J2JscnYz3!TkGKpx2Eo+&vN*6^+h2 z%3aUW2HC~tXMKj%Qg=a~&6v85wrFdaF9II!F&$tqQ0`DabBRkNI?Evc601-+iKP$H z;3L6d&%w`yqCi2c1z7Ji-rHI#gj0t!g;nT?U=g7{$HM(ThP1;AEH?ZNC`@fba~YA< zl?_8z7WTe*6imJ+B(aXy+e%fT5U;&y0}Eg9hpOylt~{4B`38fV0u!sa$anHvHBc^* zClV*c>r5goBeqkz1)tpIWyaIwTRufCTwc zT50Yk77iVOQU_wJO32Tx*U%n96T^t|5S^L75wI?4R|y-qG+95?KuQQIsiZV7ptj$^ zStTns)138A&yLQ&nuR+%L(MIb5jU}D=fKE$n;`e^brb|yoFl2NVI=6 z(tEY>6QRZhtPq4B*?3(8;fVBB(8-XhzJvzKFBtWd6^@SF%_4Q$G09JY4jjAQ$U&XY zT{t9cl^;98cYx`xZ8sj%2gwgXI~np7@)fpnke^%*SzE$CVj1mMw%TY)!?zs8TP!B4*mq80zLvK1B@Y#5m^cR1H`j4(OzlJ#`Y(Y*= z@G_u-kV4AV18vaO8*PVGr`Pw{Ne23iqr4tVcO5`zSi?IA7rWVN6hQShRLl^Q{Uiva z5~&XZvBimrx`Ea6vvYcCPWdg=E8tN~YQ%*;L!onaFA9blvS&_4E-fG)^q;%BiJJA;LSE4>O61} z3zgrE>0O24f+-xaTB5f15FFZK>x~sseVaAej-2BlSA^Q~8_nPTuKNS`^21!-3mnrC z34oz~H!G{;u7J0l7N>?Tk#1NL@s4; zv^3RK0n!4>Nq{@GQ^W`DGjtc^y3h~-u!IZ%qJZlmrOTq(9cC;nK<>tdHjkqM+fxfTy8C6z_v+S{LLQj)P(7K*KbBidoooo0|?uWv8hr^B-mD~0US6Df7y3Jl@hvI?* zc!0i%{>tw%M_5@Rh%oLnXe0gqNF$|xmqyyh&efskxDOoVt%gLsdwxBb5AscB0C|6c zjgV*Hdw;@$B475*adOCFLt{nRz}uKaOoV0_9qNGbjC$h@j7Ig9z0thnfJls9C*Flh zwwQ4RKOKXj7JMyVTM>o2Bm0eY>8zZf1xTyntWE@^9us8%xxCQonF8 zx}Y9>om{3b198Tc@Y(DcHp>T!6D%ThG;pnTyWxlNCzF&CGU z$M-a1fSpE{kvf63?sX;}S6R9oG1ZG{2=EP>+z8l}uAJ4$zZB7WezgFB#=gLg^|*+3 z3;K^xLeht{Xrs6t*q8Mk?bQE(o)2lUM#Q*yN@nkAk%2UV6~Bv&)9?p}0DblzOtuvy z7ED;qGTfERZ7q&*iSv2cNu<6Kp9Ac%Bi0K@;~U{kdCsJmuUzU&SnX+m=OU3lVnlOI zcbsJ4`HwO4l^j;;dz-vHz6EKh%3s?JZcz5d%?+b5?Jn#G4c|&T>xJ0w#60PP>-_Yc zdO|%f9|FM}Tbcv7^R&OD(#Vo8Z9%uHS=b@Sjw(x$f3%{Y)l zWM1>kRhY+Sr;E)=r?T1AlB_CHnJ0k<_3mV;H;%+BetSBTB`%eL#banP)wq*2u4E6F zQeDC`Rjy=rmlA5Kbta3lqDputc*GD}!mDsaOI^uALOSFpeb6>*0tL^_qy*ek6{wmmsjU1VR*B_%?o6 z&VAYVST!kXN#AeO1?D}*KUX7GZ_a~c)0e8XZNq>o9kcc_KCjqrLpwpP8z5+WDLj#7 z;!}<_KXDPdOW7+Np5e007*gkii>!&>67V9%eIsBQOFu+nL}e-$3%(Rmk|@fbULd?p zo5|nwK8v*+ha)2TQwyZULe;Y+YK}fdUW=&jz!_ z!{QS`H<<7Y)avH>M|~r=uq~jE9?_RsJ@3mq*+lp<$K?^U-$DQf@J;)Qp;0#)@VpOK z8i3YHu~>E}a|@PP`En#%0(nq1ve&wSDap85T_~a@ONGDm!a#NN6VP0>L@gZLC=br` z5$eJUec5v8o6h8)Q0)Ped6~!mi}2-}#;8?{52P{4ILpLRV zKtMi`B`-ZIQVGdJwPUpkdW<1KeYY7X5{bxbXn>eqw$X11ix)^5U=M=fMD`+cRFOEl z1Pcy~8*~M7;3P=RBdo|PDF;_W)kwC0E*s|y^FWapmj>M#iE4FghqwiFQ^OT>PIzKo zeDw7A=y4Sd`d^My)xMcVxP~lv$5RvhvMCfgsh#jm7jVBS+KUNNPvrvMB^vg z3WgdMJbDd42fR3G#B|gWV%q29+Nx4ba96kufSB3e&uSuGG+2VOk4!XpZOT|J{wf1|dsz=#J~q6+Y$?Dj?T@(=hZA&7X}AdqsrHD_0ud zqdMbq{cW+%JP}}?X=qwmF~5pOJT_Tp$cLEEK1?qnW0uM0*`bbTZ*n|@c4T*p&wyy4 zn+70~6BOg6P*QmapvGQgXg*{Q!s)RR+9pAx6iI(Q0c9_c!SxE>Nankx;O^$+6zkDp zb_e%y${TQtC4%m$UMz=IZ8+K6CZ`x~~-YGfajB3RdGC`T7;1{FhjC=4%XM zate$8RYIbF3EL&}e>GpbU-wtxd|^O+iAClK^wNWqlZ_7oD&M++tx+RU-TW%)iH?4B zjd`q0B+{?&MEOP*D@WP>L_jQFEx)FV&25-Q`By@-iW{BCJC>l~1H95LSu(GZ?S}*g4e=LC6qs5A>;rs?B z(ZFJb0iIC~NJ(>iNV0C=mtrRaRD?Z@9*ed2hdYMwHG6>_u z;Z(AjI>cGISrTWZNPH+kCS)UG=A<|)#JGU#XE(A`%SQ(wi?Hz_C2RJffd2@!RzZx=Ne_jXF>-v&JU`w zSL#?$2X+n;>zKJ4g}?9BhFB@E^CR+k{#V4q02tmCH%kb$yL%=@C$Q8Mf7bH3n|%VD*M2kmt@{_ zhIgZ9A$KBDpb+9hFU)>17iktcp`e2iO7dt`DHYj^GVYxx-j;)aJVmA<1a@gl!gplHgs!qkt!Z zdR?V5X-I^pKo7CJQph|%kM*wdNFR)-2a8L-y$2F5o?_G-+gy5%2rC^pfN(aXL3JDC zm24=QikYwFv5^z{qCudqYMQ@zWT+hcnEXlJl0p8yo?u5Rx)3rdAlO|k3BR`r8W?y9 zIuK~*1bFmGEL2D32AU7y+9g>r-KatvL-=NP)ME*kVO~)uI*?C6xhJL=JW?mB?5Hk)zXMjFG;9g8xQ`f8GRRxd5UlFwZ)gjY)O+%az42CmRfn%+ zxThdL-sX=@YsZ;vL^{GOV8v-fdm0u*g(;|8s%biJhMp9LfP$GZobh>RpTVUc&b?ZO z_@gXQZc?KAdKRoWz~=1%Ip${g58SE9(Yy^7MK>yNiwQk9^IOXhh?)J7So$Xfv!liM8TRS*W}CenRKELGoG^ z-*--G;{#T6J1PdlD5NfP=(RTcc4Gm+?VWrroAr+@)eyllBoyIay1qsk6?koA|B`{Q zdtbds%{n0Bb78l>VR-5Tolda%cUi3G@LwQ;!7P7AmCsmI2PhVG3N+yTOds|D2Ytbs zBW5F!@j8P!f)yQ}b8Z^(&q@Z7`N}N}=dc}(BuG~JwM%lYQUl!VcoI>0;v7)8vC$$C z+(;_70kQL#3?v+X;-n9#58_(GjA5Ap*vye6Mnqv4CNP1Xb{~kogmO_k#L_(G$Oci9 zi**vvauu8eOef8}|0#W#d9aw}rpJ1cmj!y(`BP{3ikdyKk^ZVt!OB4F1{RB+)ghmQ za)sb=jG(_^T;0Rqp7lY{r%Z*0iW6ReGB>o!!FN#|sqrihQt#3#JC7PT&ch6JMb(un zQ5usl`E$|vcnXbzmB-s;a{)Em?c=AY3S=7Kg7KVg-nv5%r@u!T)B*CB;|vpj5O)~D z1iy~xQT)T_y{Tv~dWZgKRx4>cgVR<;=fK9kgTR@Ocw023)V7MyrOXu>e{73$klhwh z=2N6sfMnNvGt)H?_z|siVTHewe$)FtLlThLzla{wE`)NP0HUse^g5E(Te`u;Q05F? z940xkLb|RO;|WFWw*jS`-6U#Dfr%@&kOWQ$Y#as%K(P;QIlxLV^SJ?e2-vY0x0x?B ziGIv!+WLueC&WCdUS9tQPq5Y-?(X)~dqUN&P>a`J~;`EnlN-u$PTD-WGa z)|w}}vvBU0!dLX2rJIftHm$s$87*Vw6*)PYAFW=iL;=oPE2^bjXtshnKQ|48-&z1| z9KA;f_639%Axq6G%2+BLeUFXDc=?(oW=#y=#6Cg;0r3)&79tNz;S(euW{SR;dI_f& zE(#izDMw`?cYlNyD=)#BSAL{l=Ha~l`R4o=PrccheJ9{tsNS5~ihe-TZ~({;vp`<% zi&XLkOOMoB(ZLQnCa32(!7!x*#?!bG;!n9AHF%aXw-y3zNe$aGHH*HI*#@9sHcn-! z2$C>>O&PiDg}88~8V$iU&f_J7ws;h-LI0MLwU8@ASfOjM+j)3ZZ^t=-j4D)JEavL| zBC4MSN}a(=%zyV_K}|33gJs#=--C@ypB`P#4zu`_gDkq5RmV0_Jb9eGKzt{rB4~b2 zMU-{&R}AP0A-S;@fR=Fs7CC;6#$Tea9~!ujdr%GCG4GWIEC@#AzMGw{_k#Sim0y8S zrI#4Ligj$^iJ7~}wh9QT1UF3ohva*~8CT^U_pi| zHBO_~)m*^MiQ4)1gnUntSm_euR<4!@q2eh7$%w9y%+MqTSB^QVg0)!#x(_<5t~>Q!Kxm?nnec0lNBkomg~T-P}AMP|I2{EE7}#lB=kcQ zem;j^FXV90>8qSUg-^F49kUWj4!7gd0<<}Rb96i9!rZWMO`Pu+K|ER7i>R$qS zilRMiumTJByFGB>2tC9X2rMA59B^NCpVCt(Q)3uCvQV!WgyB>s*J~~uD0<}Dvsxb! zLFMQnR&LIDN$-v0vcXA_+y{RIDSMe?I;&atf?=WVW4)p2?&xf9VMC~7Y#^`26X_Lh zL|zAP#V+hd#2ncsdRn7mm=&7%5?vrxw22V+@Ps*cmp;h+Z#8qJ=XjHYJi*hw$<@qX zxR7~4x0{g+j`Tzou?e-<=m<&KU=-&GUlhRgyR7g`3<9FXGG05BZdL&^)U+|MZbs@- zX&arXI2K@!0trHQwjT`wG=noCPVk@5+|at*aM|*GC>%0u_OtZMB3KJ6aXNsA?toYm zM5whoxMWCSY4#H$P_P!2fTz&1TS0^dywV$kcrz?9%7vjC&V(OD2`@0Rz&!)XF2-xf zE%p-V;GuLyd{!DuM@6zB})h$0i>MsL9O5@Jwl-U z2t#5@WiD0pg6LPaL?QKJ(U7`DUBgDEWA(Tel>>%SRH#2-Zm2^_^Ie{YC4`4^^dz-n zEWE)Z<7@ZuS~U?hItvC-X#GK%?}eGCz8(dJ+(C9Mhw`s{1^Njk^Ej_IcJTP@MamT* z{`-FyB1NU?tv0u1V*Ybk5t$&CjF3GxT%r_RF5#DJ@^AcnoFN*rh{M-&!y!Sb+$?xY zn;1MkqOS-qs8g^A$AlBNNPPhk7oxNnUR@u$2)++>w|s$aM-;`i0oxYU4*2{nM!78r zftlH;qsT9Jm00|GchzKG`~`760@ggV%8d@p&|fScrKudNzSyW%-|pGne`i^hEeV9d z$J&rxfwrPT8^uI~>#Lf*<3bCosr+Gh#Y3^eXzJA5jDKP%=FM{|&x2Hb3*6#3wEI~!mMR1e(@RMp=ZSY&Pv1S^5CniFmO@B zGbj{g`%u!g5hcL<5C$k7>Bkh=?oPG{pP~Q&K7N%#^@tx+{c|>}#~bkvp~V-<>o)pe z0QG~@3)E7%zSyV)uQlkrF#S57(RGC3mGUt*&C;RmgCxr)xdVCLMGR?0xE%6R(rkdG zpi^!^)|8*YmG>7|5UHPg zU?DL()on^p(BPy+Af%kUit$O8nQNW8RhU{4VSBkjd(X^K5Hmmzql& zndgyP8rf)OUI?ej{0%83^JEjNJ(Uc+@NK>75hU{ZGV{T=^{BZc1oUrY1U}Sn*K@l$ za;EMzlS9cc|2sxZP9w4BPFDDm=+0D*j2-TM*`_MqWR)jb?M+r>U#)Z}tC7P)cNKJ6 z!EZLbSBf{_RiyO1>Q(iA{OL}Xt8Og80;jLYXU0Z_$jM9%j@e4&fS89$1q zjYsv}R3>hd2$WIotNwl!;)ojJlE*PSEPjLwqvfeL_M@R_Hs)$!WszJP+%`1D)kC=W zdWk|+A>g7Ww_%PNC%onbEzG7twu~&f=HFV_i0QYm$gp%|37ZxgxR^z*V*?|diP$=p zAAXr#OX3-c>I}>~JVc0d*^TfQ2CE89BmDJ(8sjhM*+;lr1t|%>&a%$ZfO#N! zzMe7m`m5Y^gA4yfK6yg7^!Z%#f95{0+7GE3`U+|j$4 zFK-``1E&WE=7&aY(vAZb`5AhwExbR;0vuYpk`K&vQeq^k(0lTMnn0BYKoTs|Mo@de z?0R4C(f$MlYEUROxL0)gji`SNfykmmj6RkNz6&`JyWLOvCUzlzkgHNpE58FLS^f)M zZh>oVW03X30nKkUrw?G>`u>(<45DZfrSdczGA~YPkE8yV96l)L&|w}QKBhsoI5Mnu zP(+3jMh9(Ug=OO|kDA*Cuw;4zcgOZJU(Ip(2@l1Z?Bg8GGpAn%J)LimyR^-NfIhrL zj|}Y;p14{a4ns@pH#WaF-^BDGAr!xw2AmO;vD;ypC{@lQArZ-!$B&q1|Gu_!cA4niRc;$UQ`mV&JIAuD{D zL1G&{fo$&!Z$Nca+kq8C(9}d?pxDKD{mhuH3($L^m1=CRznf3Cv2ge>`nBD_yd~gZ zo(}w@h(i@Ri7yT{#S?9;w>1wZCMrGf1I_AoR_p{kXymE&04{?bMrgS9fIiNAvYk27 zqdmn7S+G}Qu-0VJrYXMi{=uHk=;U~Ok~?|@vKkVENhQRFqOm|8y3@T0S5g~EzA<$+ zr2rB5fk|TucO&xF3rObJr4^_B*lqPOX7q>=!MIdgSyEx!A(L{ zM3JaP0I)(NhOdS>pxru<{F5sG{R2ZzHWmWEg}V@1E@!`jP`!lvJo$q@F_!V8^s%As zB4ieR7Q53r^x9Cxu+DfEoeWhy=yIsNpyl4_e5Y>w#{zFdP(ZEe($&RJB6LT=hLU&N zNdY8Y$Mh4E@G-s*!KzWWQm~rJVi=&Y&BB|%2eKY-lPuiF%Emv*Hn6qqd2ug#;-Z2% z=Q#Wo_(dhko6tbs9HGC&4F!i6kv>rXMqJ|!7})5xH;Mh!J_qD=#w9Y z%)`?LQnzn_A^9(XjYn03F>=vkbpzb=Svk!m|*KvFegv|)0?C6OEf<~dX;uF@f+N#Z#iYKz|ILWr0bwg=>~%2*8Hvg|I)vh-f1Nw*;)Hsn!k*v*KDhy;-s zJt_}2R76E2YS0+0(FB#KF-DCA(HMJ+!4fR*_a4;e$@_l(pU;1GXLstEIp^H>@BWqR zcU?wquUe)XngXG0y^K>QAL$PMNW|1i@1eKsAp|%P z@Iy=Pq5a=y5ay9Tx#}7BbL62J%)b-R_mb^i@OQiccfQWRrE1QexhNl_!+4tBh)IwE zSNcZ`hUn_I?Vgnml7zSD2z`%fBe~DpGX-xy(L0jtolLf*vjY;z-qA=+eRWGX*Okl+ zNu>HjtJ`ALP1VWvShTh}IVeUEA>K2ZZpqRulHgqvR1U!hl)?8pyFl9mKbrvrdNb=tD^Km>Rc|OjGe5oTb8D^pGrKAPt)D}y z_F*RcfEtAo11(k#+z7673dhPtI!iH@ZMi_wVesCO`bcl~G%=mq8y4!Ew_~Ah@!nsk zx8@&{@+^Y43BcuKiCN?N{3tNQWVD%Dw0Hke`e?7`bZliy`YBN?KBVh%m#bD#-h4!$OB`iMS&rhZzSFN=2xbdbSo{*@A$gyB$MY66lOsR2%{>|J%(L4zDwf}aWg z*E>al^(d^D)05)p!OR+6{EBy*g3pD1|BTdw$~mC)OHs8}ULp6`$-O9Z`QF3w-!GaH z#F3SI8$`7ogo=BaddMNbq+0neDObruySCE%c7wNMhREgj=v1x8`c#pZLhpR~P}2`{ zHEw+5gm&+`V{}3^cn{AIrRjI7cnKDjx}nMbTg1rU+N#NQV`NUg($+TSf-2f4Qhk}C zn#b~ufdoRH!>ZYFhRWtgA7;@+8jK`E%5KMfi?vXDZuXjv)up5Nh-hw~h@?-A6~-}f zt~ax1yO=$At=NPO)LSu6VXHUsv}>Dm2xfGdl}5XIo7gHcXaQXZUN#@}+%x4Tf@t7l zNsM_lQVx6d(n#=r))m5+Z@ld@MP2zh%F7SP51<4YBR{vUQPvD!wd&#ff-c4BABldx zi-q-b*_j)%WIGA8BUGpslK~IOZk;+4legV&!w&?L{b!{%6O2RPYOC%_@6JAF+B-}J zbgTTb&SD{+otzTCSE#qBVA+fNf*P-*jhuvsw_uhS9{pOzYhM!C(_uE;Cl78O+qTx* zy+|kf0z@`Rk$>RD?eaY=fn?MST_?yVV5BMXhcM#B!LbEL$(oF6IC=E9L?++N5~=dT zykSUn`v$k8`$csDU^trIKGMIY@~1k3F!dF)ZJXSYGk2=D$Xp@SN5a3$wB+q}SGYK- z9}93u`g4nZ$BNP_P3qc4*27KX1;ttiod%2!oKdwX${Cp(4_ONeIKrw$Y43{J z)b2TlHNQj7ZM#VJq~H2W`MuQ=c-ACU)H?Z*b%i=a*6bzEwQzd(3^I%k)KUKsKpp59 ziJLZxJ``+1p;o*(D)Cezx9UvoTP%OEkpqYtsWD~asw*^4rDKajgBP?y`>H;HpvWZ4F41}D{i8L%meoC5(*vGVU?ga3e}!?fRgGQ+2p%L}2vsutZz3FmMn2WAzSN1v zKaj6^98~)OP<770aEDnDwL0__0YE_J=Ty0o*?y?8XPL1nYgN0<+QB#tRNn#q`&6Vl zJKcN%37lCq5(YMP14L+%WTa`HP1$!2Jso82dLdTnD+XJ0ss%4q`Rx5CU^eB4{Mhx)B3#d$@(mB*+F6{3!3-c$+`q5Zt)b|-AFsm7p~!z6#Ho~Ol=YQF{eLfU;ntsXZZwo^Z~bYy zc>$_-Qx@hYuXpS@vJ0bZ;s#9xJK;{yq#?#}IN+H|J5IaG=_ho4ps6qnPpe2+Hp*CV zdOTYzPtevv<5m(mQ!DSy*Qmlp^SJ{b7qMYp{xH!}{ut`^)gn3gbwuwd-pm2LQIPd) zs?kA~ok?UZfEA9RscJwpb}|KK$48I1xn7$sqF`Y8Cnpek7_-Cnwo!opoa7H`>~$uhut<75Zg0 z4+8g}0e)!mvEQ*#Ui&?SWO>F`@%`f|rspwo1`ZoRAv1eyC*6_WlGAmvd^;MA zz=~>6cx#*_t*0>+qzY)&?0Q-m7zt&il5W6ZUbT;}LTr~4kxHFo7>HP|!*SjK~O z|EMyZ1mfiLEu71CC-x^Pi8Jr#fQ0ULgTdH!ay#9d%|O2=otGZp1}opqG2tGdh6k-; z-E6Y6qYta)JbnyNzWT`1^_-JksKSR`L7Uo?{i|YP)#sk zN2+M4%8rr2D_v;M`^o!RNQ1>dOf|=?iHjYT4XR|e<(#yiAjdrhDH5wGFzIp8O33oC z2*44USGVhS+1wd9=7(9mLttk0f%;K(75sXj~7>_ac*)VG?3UuYY-_1wc=mIJN*UDHstX4b3sq68ndywk2`(w8o z4T7gT+mNtsqDm*v7<%OqA~)kEoo$<$7<99;SIRxY+CW~E84d;2N-Q@5m+9&8cpoRCq;i6}FZ`e*>@7o2!F5?sDJw$Vk%{14iN8o|}2sv7%|7L}D$+sv&0Ju|Q zo8t?w7O`Y;{_IN#V&kSHhSLzr8}e!Z{50&KWQwBlYbXcpBCuWN-{*X5{Y;0ev1EV+ zOwN(OPWz3~!}yv7NV&rHmO0K4@1Y|_Je~}9_i&sZ;4%8qzHC-DX@?0N#1zrP8@Ny` zC=bd`8`E~wbC+n!AKjXt-dVVcFyH|~;g{W)T*`MZb6h8Ggfk*ECvd;J&Ewo4nXyzinPwT)&`HAmo9oj5+p$f@y6axYI-?yd!J*MrRq9{2Ic{tfW=4GO50jq#ECe?GF+e4_Q!2b$NcMMmYv zxA`isBysSd(rbnJydQsd>z{tgdY$^j_la*mTo|kY_clO4dbK|156DCO&ei*%CM&yB zf#~J*=+ikfM}gcsUjA1|SEUUlvpomT(_yssP>m`Y*rzh1D&PhM;N%^5t@sFDjC-x! zJ`ov>Vwg&|B)da(EtcIp*=m%4ggb*dxmkv~gM(D>N?}eXP31ZaH4us1zlcc7zhtT} z;zd_kcE;HWm5jl`|6AC9QGthDR+I5+kZD)4Y0|c*69lNP(_|Yop@bJhWK9!k)x2d- z@hL0tM|vFKm~Fmak5Pvicv7`HuLF)529aNW>Vnuy_LqGKT;FjU-f_)AvCdgjnN{oy zRa@hFt&+dwERV5wU%;eqd(<088v+4u=mIc-M8$JTno*}Og$yjcDcxo+8~Mt z9#Y&UdgfjdJ8V*c<1hq$RV@sBN8;m_B)PdL*oa~PNDFXZ{DSE zlxjEQawDCWKMtk+|DV>1=YD)_|2R-Kf=mLK*?zz>nQw#r4^6$Yw1Ejle?Q z2Wq3Hhg0+pU#UB*@Z&5w*cZZtguM+bb&W`P*Y|Mdh-$BOkyuzBnLTH0{yK3&;T6$V z+AV4e^BeNN5JU2-#mxLUeX?VE=dKbp#k&P^fW}|G)S;{TSA0W$xV_cLY5Y~WUz(QY zmoR5?wY*V+i{3=Kiwv)MkI^%i@>lnRt+|NqeFng{Uh1 zjm}TlW$m)oxwoKvpdQz+lZUl@T^q#3)N^prB_+%FKa>@ESD|F5SswID#^P5#rvkV< zT%YQ-hn;L=SXWacq+QQVGR0L*ii~d~1J2Mt7qzTs>0T>FdN&-8_x_d09zbDd!q>R1 z@2QU!i>)-Gem$U-^UHrK-@B%?sEe#dH>vR8hJW)kpGgskjqYFUo~6^7YBP989^%DR zKRGwZEv{xq_VM#?#XSzs+wONtKfvl+`TLD2sg&7;YfXxDnC$+WuoCiZG5Q$0_>I!9 z3KEB;PKE9sqOKLlg}=>Rm?f(UzVDO`LO|lGAaK0GSn}6}zRhNhx?O$Zvf;Z0f8L?J zc{k85)0w$Ot3L@*qDXt)<31nM6>S{5;x8RL->DUn{-vYMm+nQ51&0 zE^4N25yd%YUFx$h@$0kJ`c~R2ZRW}?q)owpn7^?3t63bMr-0>Dlzr}SRgRQd7#_I^ z`;#T4ck9Bk+p_)6BW^w(o1_liEbx>Dnl77$Kwo(|M{tE`n%F^-*dV9~E4@vtb+&xI zj6`0S$l zR8`dHJ^Kqi!fQEEg!|2mcN|^aa$2nStm?+mvEIXyQ^%zzrQ`i#@rf_FRnObc+ceJ_ z7*8+RK#kGVt(152iK5=$?UUUpqYjbtmaWmXVxo7`8r`S7C^c-o$PT|6QG%7Cx&>*C zReF`)N!sa5zKQuyA4YPG_*w>=rklH~G^`0FWG-KZqGX1;N>pKq-8)6px=lo`6$2AC zt}Yi%fxik&QLF6DNP^T;ms*@I2GqmK7a*n%$*PUIw)~9v7Jid4m1))gC!hW|KSt^6 zP+(#0nyTTS>H!>vRveI!4ykpA`=mHB`WaOi5m~TgNk4iole15f4Q?&`(XSYU*x0!C zB~3*m7^(z&Fn+96(F5NU@#gP=R(Bj)n4>&0BWD^NlO^MEuy_SwvO(EU)KUoy%QI2lQ<+)l7HS0Rl{&%lz3pE{UZ53~;5ICDrWyzs>6y^L$fD-> z#SRlMir2hK&pdQL2~at0s~=aRz4XbQdZ3+Mbcn1|oyn$TTU&kMD7K$gqYs|xop+h8 zjl3^o6JJAtU=YfgMiDII-F2BRM*EX}F^94@E!B|xV}rasm+7p?d*AXjcG~}u$XzZL z=DSzIv2kYp$P2XZx6(S!>Z#{FsIeK}32*)>B6;wqI(yKq8Z#U=OlNK4 z-vHAimUydh071S6>irX+yISp^ke;EQ1YNxUvR(d0s#)q*B^wzoYjlXL(y`t%r-=Ab z{h?bnN$f`2+j??Kn<6Ae`_vG*t70%{(*bspIiP`mi`4LEM5a&IE_vuS2vy}WMT`gY z0XH}4t_y9|b&k=^d{H)hsaFY_^4LPCUQrFWA?=j%95%MjWFba2xiN-U01y(NO?koF zopuVs=Y5xUp5x!M8K>lZmT_7sxfHXGSG6D2Xd zN%8#Rc)By08Jtb^s?H3_r&`0w{)ysY@$9VX?D#~gC7Gy8rUvE{HMN-o^Xb01^vHCw zPcqq1$juFxekbz9t3|Z zrVU>aNYe-bL;CBEZ#N<^fqyx{``wz=m5d%A%eMm92&aZTMUTR5G-Vq+n#w8%oC0$; zaRBq}G-(^1Fplq96s7ZT;m3PU|2;WTzBuF(x|3mspbd#Jxs&QcOFrKCq z@2xmfBxBF&+$5jwM+aM=*5s?DI^MhMOp&QhXgsbCN)Hs5n~{?yS$viE`kA7sKMlQY zJ4L4XIgy^yJ2U0HhYZfku*_fOLhQo{Zpo+{`3&nu(~I^6p_LV7SU+5JdcmA%E+G89 zlg<*?a47eym5n-quhvJEi^*txI$TPGOVKby@3}CyBeluOT_ai+ zE>`}Q_!|osqTzftoac5jQqSvoBd?5vi)ff3Y=*p9)V#j;=aW{@V zw&|EcQ_}2x55v&Q4e9;*95J>Ut|>xALb`Y$NhT2|i_U|<+IlGJ0YO?oE7^%h+ID+WJms`gBKBQ%2?o*)=Uu*+zoY z%A2g7PY$%}8JtMR1hQ2ySA|Jr9_y;E*jWSPPl;Ibhp^k8uk@A1w_oSpA)-%eYlNLi z+$O?uVF~TkIoeMcoJg$pul8@&qrcVvFkP7TjoRr9+wZVDR|-u^3AH@KV~-d9XBjao zKre~&J4tmLdNKOui@^m8E4|pTJ#hTt5IRV9%%%ITP4Ta#SrBZMPY%)1gbwdJSOAl$v%~WQr5V zF@FLd>O?6vrBTkcmeaK$2Uf|heInF4kz&)46n4#|18x|y%Iu*PFi1eFQsucABFV+^ zUY^_3lHV?FQwEd!opGkz4ufC_^R!mmYE|m7U z)+~!A!LhN?oixkNjen(+ZF66ft9_NGj2%wpr@yn-x6XwUxDwZ2uk4p|1knTS!JOAkPfLWUWI>8|F?xX$#fWERAKd~iIs(&UG( zb0eMST7+?I@hF6+Aic)Q90h1xorrZoXXqoN^QPNu`zO=4@;fE3QdZk-cKA~s>zKTV{ZgMC7#i~wCbEge`9&s79blPY# zUWewfY|G}#24}xzb1iS%Twq&2$}nQsYP`QMvrh76UtrBF7jxm#{}N&>V517gKw+(FVj%g`ebcF~RCdf}_fbbZCHMn*fRUzewf4)>k6a

3d z2RcIQloz6X4y>H9r z*TgPhdyL*BicBD(?$PwWt+#)peGloyB%0M}a*Mi;feT|B42@1rg=l5DpCw9JSCV^l z{)sO`$3h>H2xu~L+94#zTyTc%9vDrab!4@0CIA~R*rX4LgiRa2k&TtnAjcE^_XjtD zus4H-g0Ug-+OtU?B*u8dZq*&-g9^tVT6$dcDP1ilm!1~AOAE)9R*CM?#bQS3uvw+` z;tFMo4EyAZ`U@%l>B>tq6?>8*()Tf(nCe-2P)zs3ty=L52@5Tn7z;YI09psC$jim)|Og?KH!3HS_s0MSp|tka^_TX%`5 zIqF>zZF+$A%v-s3r3d97664p4B&DRmOWJnHkR6~;4>-k*LR}z1s$Ztm7ebwFZxqYr zymjhRkddxB4xkNR)EoQaEV{0dZ^Q)Q9S_o!vf*NeZ55wEe}aAF6Iv&m%l+Y6pk8{o6%g_BN~d+n=%s{bCX*OXH=)pt}9IM zObi^EJC_3Oe~ZuutcY**+T!S@ND-j%*rAh}avZ3P95^zcS2dBkUJRwtb2kca z&1Ir-I@E8a-%(`g8E<=8tN^|<_Yr$;#Ak03Ey*!#HEHr-*~uyskllp+{wN(~y`cQ?DE zp<>>I6h$N+Tc!?OY4yVaj0BL*Fw@74Sf7#{Qfuhk-wX;5T`@Nprw#E$^({(SC(7>i zitN`qaXMiHE$TmXfQo)}EueSt-vaQEP6SnRXDC#!w;~@r-L_(cs{$%o!)NO!q%p+*CR;NNFVvJTcm-!KI+Kw zbuLl3`;@p}yeID#*SWhKU)2O^X2~nW$eIZj0fp*`l~l!nWF=Y(>RjsiNTKzxaO-KO z%I2uUc`DVllVtyVvdGC!RpsRGhogDowXXccH9zazH>EWWdIJ3X33iq)qq~GY%}Q0b z>v9jPo|8|I?+%l9+43df98+;M?>D}y+25aTu;V-gkBEb}P6z7#epE@M_YO;ivJSu? z!P|i0Y@0Mg-GO%-E{Tt=x2OB%C^d*vlW(!DL%nl(auWd zIuo%RTyu>5q*iy!FGa97k_COO{F7S0Vd9WVgCmv73;a+3l$AZS$5E9z^8#vT8({(1 zD=4(!iNGlYrH9+yPIN*PV5U_Bz-e`b>-m>Do_t5BM>sT*+g0E(f%Ed8A~(y$%}$g= zMKb6oXmlNK*-)oXj{=8N52H)@8@mr%;Av69!h@vfYOCgExd%-xaLvlyHXp_&UE{S&dd!zJP0BoJyp8ns!o)?NUHTD zuVuJXn*5-qCa3^C*umyx`gSoE2CrIq-q1y^Wd~Z^YV_9J%XKVIf~iuOtBj~w7BXD8 zq8{x=v4#CGW(RP+)jR(;IyvfYmF<2;6ppyw)wMc8j;l_cpdO)P0Q8fJbku|*fnFSd zV97c8$D-9t^3ZV%Q_9_53o7-NAfXcnS! zThS4d;n6@!g=)w$#Hyrs{&sDNqPKFpE|d>Q51Uz-vqoemPD{2vMz}LJb=cFIay-V_ib{%?@@JYX8(+bX4T`w*dG@i?R$ewEjBW_%^ zg6L?y2G?Y~br6KJ-l~yKagGbbi*I#-jOK2T)wLrNoeI1ix~`LHmAX)|>KJ!~z9Re$ zh7)ur_KgbuAi{;+_B9&dE=lxPr6d`{-}~*9>ik)Vob*U1RZG(ievPp}a2&B6#okcr z;U>qS+$SE1ZhJY`JjlvrU=u6V8J%%9x9u%uX8AqEzg zbQM>NuEN>P#S^mVKNpHG$b9j0yb3xm|KMv^uaV<9hL1f!y|3f}Xxe@5zT%jl|Mw}| zJiGx_N0>d(=A%#cAt>42l8d|6TIY-m{EYUIy{wvWCHd6xOy|gRqMK6}A3q4ptJP^u zd0Q-<7E^)1dgy1*_xsHP{Fw{C8KxbukX$b9=I*zd!iKPP7OZnt@I2^$Y$92trpB7~ z)VIB@59nS8?Z8m9uZmb^gha>I4woOUl{9(!S&v%q_7hi>%V-=U|Mqmght9!_M!sp>GQOPOpq z8jYmG;Y>7~N`#YWF-6f~iloBkW${S3Iu?#sBg%vjQ^dTtI-E$L*A&UbqU0abiAbV4 z9PJzL^_W|;#y*K7Y;Z%_1y2ayAvjlBZ6oxg z3zBv0cz8E<$;(OSn4e8QT(6M#J6FI{roOg;RjL1WnCJ@LZ ze&-^BMyMLUUVwc^NBeE9z7<hPpCvd9y8V{*B_l%007(Wz$OsWzWv0$2MdKrnBREGvyjnLwe<>4$e*Q%ugt0 zM%ATSbIG33?4ne>Z$I^x{hd;Gv2ppSr2NAHPpR`IaGnwJQ)5TdFJV6WQEq{HTVC%< zsL%Puc{4@RzrlFQ9~nd*bh#K?E~?_pNuvqFta+?dR`=qKItn!QKq3;9AE8HFdh9bm zRNfP+Gw%s_g2)du&|QWThl8b_`SGl-u6-RGF|{Dgys)N`VaWC?F}2Fvf^Z~FxlxYFAf!sj5cgT?&FwnaUr?5 zNDUM#=zP@#8_c@%7p?xRB=<`?Xd3IW=MTDYD{{`p1isSpza4b02l#s1+hxsd29iOo z`8atDfUjFY6yOVgCT>(dM?7zBQILt<^JiA41YG$Y92Esu!P8rK7Gl zajMfA&-oDBWb=twr7p+#j@YnOqktrOd#$&K-sNjV?zsQTP9K(A@RG>G1D%`xdoABk z;1it(T(Jf$hB>=bHOBZ!vv3iY9s_iCcCNR7~P+LzW&VI3ps zv5*}l29DOjpLq*zOvk)Qf7C;g%#QzcsmylO&n2E*`yiQmDd^bVb&VM5xD=Nz1~mho4reJ z7m0GZK8z$^rY@Q)RcAY^Q^iQCCKgL1l4QBNt8+agnIC2Y)5sjcQjQWNfn~0 zx@fWxjTa-~a5PmDNjF9kHQ{(6n#e^m&5>-+Xr@;z-xkRu_vD`iKNG2OT)RI`!%_3I6QABGl=6^0Tr!hV5Eq9N#UjP5S?sND3@cJL$ z@#FpVdY^kM)6oD)jfNf|p378Z7`4m+-Wgj&=#Vhp;Sf339v_SG)l`}Y2(_)TRrYET zT7!L7V{x!Uz2%XNo|;$#J3;1NZ)_1= z`Gd#+v6Cc#F{`|FsFY2CAWE}L^{96)oX}J#alEholO9=~5HC(nbdRmB`FU#asp-}u z)3puBu7>0UnwQ^1dxnj+B-Ow*CQq)~ru9_$*#qRsWp{&!G$)A!^46s?9DCa5yV0!n zlUWFE7ejx#VeYBHp{?p#rEdrNWIse;5S6v^--hqi{Fx*la_6oV6IY8JxDi^m3{?w4 z3n>oXAP{)5ATvBTc&|vGI$D8uNv{(l|1C6qOa;kK^`t)<13>V&Xl}AruJ&$yMmLoy z)YHMGGJPLLgz!nFONRc;q&JQG;z7eUM+e#(wwe2DDI`VGvAULoj1^MO z>Dpp&P7a>xAEtrvA0?+P!SzN?|rgo`1n&>8B3KC|53gpFn?I>6soPavI`+s`|pZ>B?_TK`*@#&bl+M@Da_Wxbix zP!V(ZOxVG%;UBozwn+x?=t)>I7Uosr9}wJ-jp`#?NKfx|=BfyF*5qcFjMTkylh^Tr zPEGv~x93Mt61lw&$-k*b1pZ>V?Jkxp%ZcynL|M~mmZo!i7Q zGsZ>=!{c>BQmy?GxiRThC=I%ni%joW_7g zYB9=2BbF1#{HHYIz4VekBAGLV8deBwzi}@jj#*l({NA*ebq3hd@h|JqmVxg0yy5qV zA?308p?!)^iitsJFSqePo_sUWDgmf7?RD-DHIOOWTtc!&+eB#urAY)PIclbH$#0A z1rn9W{|ji;hw3RJ=Pf?ZP-C5DA0QK$Q#~etFJ~%Z^s~&qj zf#K!e(XZ<>IDD_at{cj!Of;U1WwOy^eJqxjflWEk_dX&RsH6tz=pf^-cVZ{ZQRniyW0~6&Mx+HU8d^m| z+4O}@|6AGBG&o1=lnw*~nKlis+vk3(Pu}WKm+ueUK0=C4IRI^KuVatyS5=@qqXUi# zqQ&H$Oa)tXdux9ydJm_7S{R>co13V;8G*XXMS6H$a_Z;K0Q4j2KefQ4?3BM$y5n|6 zG*o!zkR3`xq&$qtx=vj0efwKcSND-hwyYHC!E;sL&=Mpn>A*P97Ysfw)bu=Pus(9} zVcxJeb$a@ZD&FrU)`g`6s4XWXsUP-|@m)k~*4VD(WWKTdBb~8;xGVZrzYu|4?yCxb zIJJT+V4D7kcJl?PTCowMBi@z=M5YdSv|F!2Sye})b8#prW0r0!7-&%qZ3_|LNcf2P z9uQN@mx~CTe$};Hi&u#Fh;(Xvx-b{}ensBulZU(VeFwt&r<@Nr% z9@~wk-*IQ;Ah!lGSn0yDb7bcOG*%*{7l#jpLKw*QWPiKtTEoja(S zysq=}Na6PZ>fBG-vsfC9JlY)DOF}hMOX`s1R$u$%IyE}fi`#AL=Q4h}6&nR$hza6e zC$pnpCHruJs9NJ@=S9&TA34Sfbu6sek475Yqy|~_a53%oj@-1*cZ|WVUoJpk)TmZ( z)`Ozd{;7x*|G+YGEvmq4+?_!BNl139p{-L=G8R&F$l0OD$j%{n3P6t*EWh$pr?JO< zB9i}9rg~0KAF$e5;dPwqltzDw);jHS7WsO&YqkFpzk1Dmlb&dJE$A|WLzuvu^I)uI z71Va*Z{>*~Cq`gU{!1P_Mh=p-92it{dET8L3ikb~o*P z#@>#+89@H%M{x2G^Zpq@z4tBO0mrf0L=dd9C0}4{!RiTfV3_kwZ?8{I>VwYxh|`>b zUg=>9XYYyJpj$+ytDNjN5xL1#ep5)f%&nTzheknq?_YIMj59x%xq+vpx|j4KMw!iZ zI;x1E;3!(6$dtUV030v=g9!S0$`>C*=?=~EZ*<|{FI@TKtL*)+dR~z3jlnyB2bJ~@Jk_J!-a)_mU2EPyT#i)mzqB98!5?)!*Hg9RD+u5M*1T=K5I&1-yAkks~e zKPuY2*kfQsd|vxwq7ARXBu!Xdam=a&HyalPl_?ylw?|5F@>Uf2V~@ zKM$9Xxi20a;Vt2k$Mr~~MjAoU6vU~5MXdW*7Nu`_!Hgco%o3^z@@x~+rd`q zN`@pA_ES(_Pklm!TIHR;Q*0xKA{`DzlVa9}aEpViB?CXBNlAN$ex{2wI-c{HzOno_ z$^LNt8{hG_T%Q1_@)Z9c;IUoIjg8#?6Ia?^9tWV&PFY2xp+r*j=z&!3SXg@uLj;0pB36`Gz#gnS*9i<1p$}^IRGtt za`=6(9IDNuSYRGAr;AVdp9hS7E}ME<{qO=_#HGi*Kz?IrRjy-6W(dHVQNF#VKMajH^#;w%`iv(5v)YZuDeyBdn2h3I?TeS%7XzS zOjEdE)uo>()G+A1d6?{E1y=@#nxFN00aWzXyuh@fYBWgz_B~>uhqq+2IF{3I(gs|N zPwmz3)%E3VGL*VbCh8kA13#ddX17AsE0%@mI0h5QMlnGyn!&sH6gkJ==v*xP>xCLu z2|wn@n*K(-9WzS^J<&-;1K>Q=lPW)y)Q-r1$9z?of}o@$lFaa&4%BM zolw0Y;3FLj4P!5F>@zG)+KL9Sy8G8%<@b|FHMGyf@{neln267)#Ju3aSy9j<{X%yH z>a~Rl#_h*D{QVdD05AWn@Yfxioqb?&@xjH#UAeIhg%`vz`GZf&9}&w;$fm9pw_D@Y zP|G{;Sy4UcOJP4lxk?QlPqPus1KUNo@JAUfU4`%i-{dNWs`+TzZq2_Qp&uUz|H`}m zSrKoa*+>{WaU*HlfG;{i`XjPBh^i7>m%5}5bvF5!DQdWO-h~P z2rSqrSFH6apZ=94 zzf}iUmPGW@WV?)i=0=WHX8?JK`}GPj#*CN~<-mx?S*mMI(kX7n0xg}6_SQd#Sju;@ zx&{vH?k6=^hl`ajr*f_?21m)yogr4Rhpe@qWWuwQH~LckKMMT@UaaWWOP#{($;MPq`YW7pmGQD}6G1Ac@hd19`-2dyxBI%!Fus5Zb%~vWtw?|{bI=x&X5}AC8uSc(uEQ{Tvyx=OQuJ6B8;bC1ay`wxT zh8Jt=QmYOxr$k~bhx*WZveQEW@8KC5w`~xXvfdm17tt4OdoIj`KqIFxVtXg-)6L$U ze-VfD`ISibYDqLLNwq8!xvqm#EhAF{Gr6hh+=cY^tknj94hD7Fr8>({t z3?+Uy;foZtx9bw8qnhlyMY7-mGgDxL}U3rsGnAgoJT?{f2o{T^K0jT z!d6LjGQU@x4@OM%^&R>Lv7`p0lCGjf)f#!HV(oMXTR9M{X%i9*y&DG4%PhJRUeX|x zE~16jB>?Q2p$4y&Wm1CQ%6G)Qq!28su`~uS z7=rfQ?gzdtK->oQ*USBHlZSZGN*?>ZYklCpC?3bV?~L36r>^>dgA7Pu4Alrq5|}*| zw_5TEXl0Zd%Tg%ykpxsoDyqM0*(voMxXn!cZw$`+AYRf~mY|Jhu@i?oY7!n^=rf(| zM$qOlJmSTZ4wTI+{O>@fNknmooI99!C4Cg%{{r41LoG-R%H!qqcT~EbI^t>>_^n01 z&9qI>fDPRwo`L4>VIc>D(D+(>C4oO_WR*43YIsgvf|i)8-hrW1S~QhQ{TP$wWiiD} z;d{M9zJorBlxoXf7YjFK+6TT(vbAQfTISoRE+^agn0i6nBVi`nh>`T%Lm4xFG*F>H zU*AniK8T6s59{mW+5)ddOAlq7VNM8$7x0s!R0Cu@5+jML)I}y3>xM^&FmQtGsIwh) zyzEr%WK4#K(0OY*$)ooq-g==-^!yl}Rds`pj$FHKm~}j6a8cw`*e7E>fTlAHTE`yB zN@(Rfyu)7-9jT2nUVFQYH#f$S(UK$WFO;4@`eB#XajBCi6LVWH==6a7csg@DjT`W& z;ny~$Fh)tF+A1NXZA@Ci_qndYQP^Sf83s%@vE~_5Wbgik>x-h&sRk2@q3QLR9&pUE(x7gKFM;?uSMQ&Ryz2 z2ltg=bxucpW@%vwjK>Tm)2BMoYdwT=Oqowy&O&5{DLqmQ_#8gc$?{Psi#6IQiiS9{ z_l$wK8!=0hnHNkMocm97YCz;-G9X{7@&uaUGE`{+Gz6YkJ1jS}i;(aVNh<|HbAbT< zFzzzrpiwP!H?f&NfKneqa)YW~dsWT~{8cCGwm@02PizsL80^s;Khp$q!WOZ=`Sd^P zu(rLw5R1^${yHr3PTsSB6F#>E9=<@O6nn!-Zgn7CS2X1ni|Uy7$VqNb@Ab=^VEOP+ zff$JRsC2xEfugmPW)qQ8*G~#V`4vcsX*sj*arJiw8F+0IERPJJy%$mg(|euItu54$ zM;gBQuaxzH8b5?y*%b)rZ4y%`^?yea1m0&8=yCEX6C2Pj=|UEExUkCa>vZ!nF~2uN zkKfY_I7S`|_wlDfeNGN5S&FGAlzLRb!d`{V{G%qsAo6YghXqB+r4HzTbJc;Ify;e& zu~hkP6+QkUeHGyTW)!}i;@IqlI$1mspv^C zka6x1hQvh8_a?k5S~9n)T<2DiUvi6(U!#tg&lGlx3ls~^7v7pzMepznIy>MK0} zOFL@~9>y`ijhTI{&2q(!UooEyvtUX$u+}K@1^EN^I&0iBKBN;OFb8w9Uk|f{lk*#6 zNz8>Hq9TPUI3;-3oNn*T*G07ah^}c}uU7z*p;sQ+3xgM9x(;N7q2p#;_e}QNo%8&zBXfX=zDY)|uY?-J}R%Mw&iZuFR-~adj8|O#a->j8k*GI?ik6cjuu4Us# zqa|p`ntV?Jubq{?&SP0uH;JxqMfczZo5aQ5pL|wJpBJPpZ+VqP+q? zrf)n1(Up52xG`UFqFSW#2?#f2H^q|0KbO-B>d;!av(47VF7))C)B+zcKCe4t?LY&=AM0h#r*?r`BXw~Rh zeh6B|j%4>TcS^P11J_@)nqL0F3C`rfji!R92N84_l+G-xFC+B;W=~H-Li;EN&1Bp< zpIlB(SnGK3SOBC}sM=~K&6U&ETO!kWyUcbB(ql-2MVV`kDWHtPr@37kZg?`K>iupr zV5c9VHt15@|9YkTe_#1OFKjjWppW;6|MCuhvy$98?@h`if$iJg6pIB}pX}d7n>Y3E zVk&ddxBZ5{i$%hFx60~6N^I~y#8c(#Ftt~6y@4y4sr@-ClYlWvEAF8wKt}5HaOraH z&kxhLvp+wxG+g=xH%+eVVy>5PHEApJ^fg?UgiB|HOBZpAgxE6v{rIHGd6_q`(Zl$V z7&jl_`UvSRlOKCukjndbgVRwU0>X%Jg!xA)1Ex#!j|Z^WgsShoBYw}R@V2}wvR>_V zPEYTdkhRTQ7Piu4tR8t!)K84n7veqR>DF|0eRZS|%?*ge8qO`+-wkwrrhQv6Y z=oO1YYuucU_ligIvFgTTqE|KnGhwglcq3iUyVP*-Ue zOqqtjVmw@+Z!lANS$(*W3KwWBq}69T%31o zy7Gm8y!RhZ0o-f-;l;sn<;DN;bPK)k?3|_A9z&iK*THFV%RfBy0i_)C(dNnvN{sU3 zaLoTg_rX~vziy~;)Yz;w(N1pAsk))S5r)YdWXp?cHK?VbD8#UY<6I?F974t1M_cRq)VNkO?L@a=rqhdS19201TZXeq(YGG{5>gw7lERw%2yo5baN zhHzw?mAz0%3o7A@pa&VLhGGi0a5PPxu8A#{={vlc{TshpSj%9fopLY9+7%$UZZOHn zi-d#bvRUVX=|g1q5@Z`rU}$d;gNtet@Cl+c+D_@V{Fh9&u-{4%Xk8`(9adzG!hf_p z@kyo8$~0SMLA--Xxk$}J#C?)nGeN->F3~$ z4AScD5= zH&{7yNC`E1%OFi^O%B*E%6(;bwb1gcV`P#*@+!eHs~UM(7{#Gv8eW4+)%0zw_IAS& zN%z=b1VtWUu~uKpr^G_I?Vc0OiE zLY@)Yw_Z=-K+j`Ynm)MuBe2*cWkTDTu#(~00tHNbEyw6MMaa~QO-x>`lf_r~hI;_- zWfzwM?<&Q%=;#DQ*;%&w8}f(9Poti`|3?gr&E-aGR{oyOI4S z;D_OVj#5WoMTq9UCY~XDN4X}j|L^-kzUYe)>>xGtnDjI?&rifF;s-OpK762C%0Jo! zZkwAN11{Ut13$d1a^Kwj`aj;c(h!5VL{oLE?A@YfwY`GFjxDW>L6_VL8~Nc5Z~{24 zKhuk>#e4y3-LvcJ)kET5HBDVDRXKt@;V%sCg;!ibwn16z#Y5tFNnQ+i(+{(}V$0mc zYO@HsyuX2S#ruB=hsq0<`z0sJbo^6?rIt=H)ofr7u>mbtwv7!nALe6pc5K%h#30Ea zniSgx`!wF3D%)lIHcrk!Gc+sWpY~REWiY`hA%5GG`^>PGavO8lQn17_RbK$VGvx(w zoOBGn$hBy}YPlU4?yZLQSbilfye5J6J5LO5}?_=JyKSf)Ec zs`sE)G!~oM#skuRgZ)q+b3iJ`hPEby@UiUg)pFT3#tOm_e@f7CnyCIGS?VqrgfH{0OT&yY9qlX7vx7TZmcXzd!#$7vNo-fuZd{dj9IhD{ILFRS9$F2d%Ad?dPqG)vdAYN zz!IbHi6R}}`O-22>sOjiL9^VjZ*L0qKeJ%*)liwg0{G|_zRP5}i)k~-oNn4!9;0P+ zhaxh2Sp{C^WLP8(P&NVoZf_9Gv)$@t_FVBd_%4IPV#d5|W)n>3921BGAfjN@775J* zUi+7#WDn)>MwRs13RbebhO#ax(O4h$F?p#-x8E#M1tP;Cd?JI5JPfN+KXn5$r%?vx z#lJM46ryG5pGv+5RipioFdqlGIqSW8PIS(T@5bDb(t>^3QlD7>*kSb}VX{>$hu;r9 zDwY$*ua$0~v%F0GytqX)nmnw;hc|0Spr86b)V+C_RMolm?V9$kUDefH)iux66HU+E zGz~NjG|eC&AR-DP;ye@MNYq5_pdwB<5#4b>MMWhJXpF(xsBs|1DITYzhTv?RVvI4y z7{A{t(Bz!!yw`W$f4=Mbnx?zDYS*qkto5vCxS#umHcb+1IO_PCi)1EuCM?_}f$dN{ z77ibN0S8q>>tSE{5!iRFSUu>j(igJZ^MUFz_3Uy&+qkxl>yRb&F(l`{U1o-Wjjv_f z@5^B|^rjtAYU+CVf?Th!g(=2a3T^K1r0I>eeXVX`HT>3u(Gts12K9X#F)!uYQ!U&tO;2< z&SR@sBUM+b$i0|XdD7mLvCGHkw*??mUE;L_aQsxidnZfdBlG)U0!4{(6O?6WnWU~Gi zakG-wV*6eatfkQ#w1wb*2B+H%0oV@68guPUhF0dL%VmFJc&^Qst)QGMOQ*=km3dTr zrjF)J3{K4kikT7EVyJRFsp?L*YZkBMc)XHI6MyCYOp5O__UgzDc1HiGGM{gOtI2$% zwz53Xvh2_>2F+xmsfXsk*Oa=(Iu2wpwmrlvE;$`rR<$SePFFn3f0GBG;`(-zheT)0n?ciVBeh*Y6qe z23~Iv!`0>CLet2Dxt63TA2jycG8;Z6eh&gjtq?D%)E4U;4*I0Fel4r+6yI19l51^t z#C?+0^+|re%%XCppuYF2fk#8XZhzag?qa>gY_)&5_VJsQr`?P7+dOd9rTX1}ZTCK# zZ&e@IuH8rVRowmHR+V7Y`_^-CF6EWVegEM$Lw<{OZ$pY&H~beGaP!dOg=$7nLVL-D zp#+=5weNcfHzDn|O7kj}^uHK|XG=rvN~!)vR%?U&k~^{iCM}>=2Cn#K>!mG)b$Wia z_2kt+le$;Cd#t*`i2)gj5EgN zt8C56r|(9fha+FfzyD-~Z(6Nnj_oCQAt@_{c$Sg}T|6YD6%J+Foj`MGjFa;;^5Ps{bd zE?*J1n1dL}Z;G{e<%EVSIA547o|io;x>^k7P#(vPtC?jx^AUM)E5?DNm3j*f%$L}^ z8D^VPkDdb;iNCd68BmK>1YGOF<2kO79|#m(I*ej*QDYIPbXSY3=_uW3D0_xh2izUx zc>y~Zj5wd!MUwfV037!}2~c@DAHRv&Zv4QxAOyDeTv>bJnTrFg;Jn*|#)KjDh&TjS zecOW#0d-U02KHs#^#S8v%l{Yj=kO=r?JQH9i@ zUg{Rc6@CH%#D&b}D-82qN8N%>tH7 zwUvy>m-<7c-U%pjkyqXo7*DEgzZMhsKf5as=c#jB%rd{MBtQi1FKab*{&}sY$A75R zJnu*Eg^bGhx3-z94@#!S*QQ(2nf6j~LM-2rO^!@vyCR8>I3V9-YdqCjo564DjOEA1 zv!iNLt+7m7Hrta((O}hr8e1Yejs#>h*B-B}PsEz?+3skmKT>u_^5uaRd)Hu3W_|^YX<;9AlWnbk* zyD=8SrhP9)_<^oV`vPm$w=dW~T{b+;yWCr$F8AI8U&sFcKon-S{i`)Yqv%fmL#HWV z*tfO$0mN{|`@t?#6eInXE;DX;v&bKO6U5jrin>*zy|hXE(eld<9&B(`uY}mf6ss)4 z82k?)f!}%*9{DkNuu99@ELp^r^c}iRAWffrWh3fMb|d{;PhD3j75;*bR%Zlz;OQhD z8nyE63{}r~&v@4nt9@wH47CmsMi+R{A5BVD{n4O=el5w$oTFfMxlUPXaS$Lg9$@5Z z*w`Rn{`WmS?Mc2rFcnagqcaoA3CGtr~sw6 z_l7+LIUU7TcZlQ2n9wPt=oEq$I?q7Q0*lsEw^Hfg5KYJd_`lv##c7tM15W4LDYe%T zL|BE_={I;cd9`#?yLX6*M4a22hTGK6H0bxn3SiXX5OB;BI@7d59irZDgf5QT9c~rIMFYPgD z5xV4|K%VNyLqXZXm5TZgj55vs(GLfvZ0hJW?Sd{HY#gWq`#b3W=@GWpe$B4~ZIJM9 z3ClIZ&w*b%Iu0FTytrPZ3O7=dxJ<-yN5sqf#LD)sTfq4etd>uSmG1_4`cuI88pBsqpb;+}S4)i~2Bm+zd=)Q&{blR&_57!CkcvpWbSpdjg`xzaBc(s+ zNcrvtbGH|8tdIGOcu;5Vvwh5V^n-k2t!|fzQS_^R&}ZtZt7&Ox0 z3V)|DW?=a6{IYvcYS^=MHrdR=;&S0`v0gl@olScF5f7_SuxcfNzk3>{x|Se<EW_rjAKW1@?q0a)dqPWJJsch96_f9XX9`%UMxCz_8 z?9_zU$?uBDhDsUu+ZV9F{=issfWH~=Iu`VT#{+fzY8_`r`Af%{=Z9?p%*Ns08LV#~ z*f>kdLrTT&e6g*ZZ%daud$J>=@y2ATxl}^Ey0cX5h?TlBGpVc-~{gLH_bXN z-D>}XemcJ5)&Nz$ET)8-cI7e2SlfwZVFcg4j2(#iw~sf6`hP!H1%X{~aex|d`W3Tl z?ccIOu5C`SHCJdamO9WC9$9S9=UPXVI@*hEiwYebg|>XYttr#|Jd*^65#3kbYD)v8 z$!z|C`asPJ>D?xy<>x(g4cxCGnh0g}J)V=PcK&FAB=%v10h8jfl#t_bX#+HCvA6+B zl(qiHaXF({iPA+fU4Bgd&9;)?h>u|Y#=sBp zh&HZYF#`C@j#Up zIz+(#;gI>Yzq!dP`}dK=N>6=6bF-*XFIlD&J&iGfOwQI z&THErb~F1b8!k*sJe-Rhb8h8NskUuuH>ghQzN_^9@?LSbY-pJ^8MaNVr9)u^HamG8 z=x`mF6WFR3aL-vVBlt-n#TpD8WV|2!4|*qlmY3D#XgxctAstv?vZy`D%-Dm8j##`S zV{o)=^lzGqO}$ZMI_IS4K#Y>jt}Q$iK_7UOi~fcttLV#(kiX^Z`8s)d(-iU_ z+yeWh#>kWO@Yqvmr^~=xhTe?*p;rX)?5}j3S5W!-rErq!QGtRiY@}Jl6MV6k^*Tn7 zfSak-iv!J-j=F|z1%QuUsX8p=iQ8ED1b*Bh#?UD4eoy~Mouvz%uZy>A+=h^Xln)Ak zhemf+{+3QXW-oODSv0*~6#?2tl`4ej!nOCUWEB|fC<@j1w@)|SUJdZ?kywb){s+^| z80-Jq|9;z!rej!DVLzB~GZJ;*Pj>gkN1ZKl$)Yo6)mA0CFzzzFuoF zUmrX2IJPHB-9@hwmD;BoI9g3iJSxcjxHE#dRZpp8@f`0T3|UX|7C6Wome{j^%q3&45wwQ@RwbS);CS)Ql>578IZWuD?URy&^{G z_f`KN?L`<{MX$&C-g?zPI6&Iyu)!0d-$5J@WkBmMU`cA;0o}FF3UQhYhgQ&|xwz>< zFC6WbA*gt2t)Oh(3iU8oJv@%x0e2sv#yE?w5NI{gSN*sJyOD(sPl-I zAbm#aSpQPWeOfkpGggY*gqc89>T&S}0uokjA+~-Bk5~}#3L1q#GP6gPUb+KV6vzCC&ivQ(*21*uI^lD%q){2u} z4YWq9S&?mniCZB?b;$(Z{c4~wh{IwB1K#?{&Num_?toO4A23y_3=%AVVl%y1UPc zx-}C`p}$a?YEU(GV>J_9TQ7hLhl>jzTz`{nJ?K^$NuDWF^_}VVuL3*q%C9jZ)N3LCE#J#H7$bmWHB-t5yw?J5gq*fvOJn5u{YgHXV+E$q>O*n zf4C$|wWPONhce_Yr>Sr?b!M%O_b(qI%aEC+8lDlkX*=KxT`<=i>5pxe@lA7^<-Wqd zX(TkwzaJ^5*xbjaPv@CA!XKP(M);St%F(n&KGQ0HGCVp`9v>-Btu2p_mj+|yiP7@R z+H!xqJg&ApJzky}DNTqM`)kXSqxRKFJg9sRMoW_-fu{=-pTRS#yknGM6oxAdiBxaan{kaRxsF`;m z=X$wJ_q5~&zYKgHC}c9Pc+qvFlkb$@sC)HCx~`5Mi+5=fk+f#sg)fV5$i=&CYtrwta#@u1SUPNAfP3PF2qG`o{n4|VvFMP{^r5)FP( zRMlqB6v^_{P7x!S>mwl?T2G{r>>|w5|_J}Ag!rlgQ z0H`lt48GFyul_L5;TL*kgf8T+Ub&0Chiqcg`Nm(}D|=>@qRr(LToTDrsxg~P=2PWF zvKUKb3h_ifnaw8(jfqq#o~}>jq2tKJGg-SqCYKsfh-bPJ`Rz?qE7V&5xjjvMKSqnq zm}J!0AQNLp*-1&CYV~3r*zY7YmuwHDnmG7Xmf(|=Mv}bl**ep;UaS;fx%NL;nw8pD zo88xG=cQ|BowttuHaN8nzW0FJIb?(*CbT%l63|=`cPh*7!4# zXqsPJzbG-{Oc!3)2H&|`6xIqDk5v~=hMnFvfpMxy)LR+gs+}1}jeF{<(f-zt1Nl%l zGuDX)Vq_&l~?u39J|XBj1ZQM_q$Qx~Pdo zuW-5}-%z^g5r?jb$11Xbo4wWIu(R-!|J5&MiIQ!{*z@XMv;19#DB#XI@_43-#}^1_ z8!|fbeR#Y&_0ZU!Q~VE>nyeX!=xL50+}kt^Um-IzNM?tR$ebg7XG77IHZ-$DlfP!{ zng@ug*}ttrQm3>9uG{FavL#3zxR@qCZ{8;N7P^jTR?VnsOqpsTPiu5hvtkKh4;@Pg z49ZhZ+?Dz_{Rqg}QW6e(YEBMP{ZKc=O`!5vmDN>w zVkBp#Z5Nb{POJag-X@Fq>0wdSZWCXN%xd|is5?V`Z64MR0p=eRY1}_ZtJtj`7wB~7 z?-yUo=e0MFmCBKa%gdnD7IK@e%;V0D%6-gnHmI{@AO^{gp4xVu(7V-UHD+854)%_? z#~tc#sH&P}-Mj!{1bPcKh2gnn>Gjf&%G3^@t2hx*WGMcX)7Bc|MO=f=YIwO z^8@#Nclj+ER&5yG*hnVo`Qd0A9E{-3NZD)&Nc_QxveQ4IUydwCxb&7#5noIz(qRk| z+g@*RCAJI@^ncYa=aS;D9xqG7d*_ix$BTpz!`XunR_{@7j zy`$wn46&R0wYi6-`JMpr5s8D-1@Y1U=HCbI2kvLIGpJFrKj0iA7foF&CPHl+kY7;C zTsbTTXWb$G;z0ZKjwi`y1OOt=y;s~2_;%-mb7apQ;;`N0(rX?|6XGOp5uW#G?*|ecy-cW^! zUM~^buv^^hRrbQ-W4HOjX0krAgXU{_$R~Ek(*Csn&k>_|XU|SDyhR+nUXE>BOj+;S zld&iF5%1p+m|Ho|%C+Ju^jt1ElP-HA)9h&syEXPK3Ug`jPPMEv>Kr|H+fG7rLjQK8 ztHk!JwEa1b>Rr3-w&&S)rPzMNpOE``->#k8j+4vRI~jb6nF8H-ta+(QwDkRh8B4Zc zDyn|NXQ_D8y&RqW(6NA|&Xk;f*d8;V^mpOFn-HFRQ{W48x>O$uwJGp|`u5JO5`DuT z$i!b2eIDV#PXcpS3RdfFuYN&wor1G)-(tXiq2`9SU)Jw7;LYmfJqopiD! z(p-{X3ezy)PL_>$QF+swW?>JXrII7KZZ;w+G-z>F%hX#3?lM=T4- zsjI})E1*XBLUCu*cS9-6tXOB~#7c23C-@vQ|IqKQ@;Txd4Yj&REPb6RRdYr~cPk@WHmt4TW3r^vd?=|}HR*F2tS zqVomCdEYPk1M=8Q#Ur40<^|*yrYb$ubmZH^y_fs=iRamSW&iw#aE@(sr^w|u7&d#< zxk!<3qX-^-UtBJxSlOz~*u}pSRVV0~#LJ#|8HB{mMAcT8tTRO1r z5D+HSCfYaeS3z%=+w%NL|Iz{91+Bp4`VRRt5~zY+b@#`l zZoD5l`-g5NTLl}Ex}VP7YsINps6`fhe2(0|YJ&c|Lanp=9z`Ts7<$xO3(Wfs^504p z>F%5YYUK_8p=Boa{cWz2WgwX4n64wQf-gwFGb_CkZUnelfN@}W2OhrWkcTz}aC z>RI$ReiO)Q`pLEb%r}A3@U61Y`>81HU7PD5r?liKs=kWc<^*YIk<3P+u2<)(KGKZh$=0cW|)&Zy*a@EjoO)(nQ$@S3U$k(S8&e&LM6=4 z0i)P|h)=c$%T;j(m3N~qF8tWDpNjI+p*2^N>v6`&yqT#c8%1^pTWuWL4RLW)wR1hl zZW{+_d2(ldCs03$6}mk6DcdD}#0;8drsQZ)>C}@AYubds_0oz@)RR1^rsUt5xBB2( zjdS7!+9qk?<-pr&>1Qq<>~`{TFAH;*u55gx2qx8>AY0{`>ZBiSbTvti;OE}~EZDz) zD!n-~;HO;g+~ECQP{ErZ!;k6E4}gEk_}>DOrqT?|%89~8Z`SnbbE$?6s(~j-x+2c3 z7Ee_!T{+C~Zs{GcyTA8z*`E82tgZW}NRH}G@AWm4!8<9iUi?+68K=pQ{I(-ar>zAr zPKflL(dklss&$Ka-`OCbh6@eu08HRn>7D97d!z~Y`zr50*8KFWh`-B0Zrty#7W$H- z%|&aDIy=w*D!+Ubz3DH(@$El*w3)K$DB~R|{F^DB`5!snJPgFvW6gfUEs-)vn2t!f zGg2N^TkeXKdm`m_>dcjA$Zn0Qe6tzPcSp)&DjWA!9`g)uY>kxIm^ZSAZSUH)8E+)j z#+L2W*wXnK@yz&GdSJCT&pYh8fX;;zgD=Uuh8;O0Y=ge107Vq$xzPdgtb`}%MyS(G zvU%cDphiw%?o09~sFX>1&R5E*$1!u=u<3+INIQA?Tb=GA>AwP`q}8z5EN;LlIxIBG zX540x+EqjIHzJV2F`?fjaxGfum!q2>+bKHnha%Juk3PZU&yV z-cmKux$Js11z;F9kpLcpWY}jqQ%8vMIm*c4kXj=SIGD}M9Kfs#dC+u&f9G;j8s3C2 zd%wsX6_L&J8c5q6S?F^6N1^l*K4KCugU{J_y*!Re7`zDZJW!^B{f0~-8dEZ`4jJA@ zWw!64fLuYN*2N;@j$H?s?j@1AQ}m>0dBYZ&Q%$ZB8Os@@|q)vqtTuo^Dp=TB|#60 zV@=$Q%yIh{BDdS|iN=w+-Rknko{1`u{f5&}of*U-ad%%uX9$VT5EWpw z@!W%efz4!xB92t}jWt_bDqMygQSc}Hj3e9s2k5|FMmkLouxg`Q}~f`MJ-;79mr%l;{4CRFG6*Y7NA z$9>GwIdLfQD1q+$(7hHAOUm{t?;|(5Ul_=OLeX{)8CyY0vllvWTe>n0r=z0o|7mC0 zlz$JR?>9wqWJjWXVA0UYeG6)4ox&?0+^E*mo2bwU)4gK>M zA5H+Q#@3`78sHbkGl|yVnOYJClH=IOka|?bGIxk%M|k;ai7G=Ku%)fyB7e(?rqe%n z7wL_8R441pvF1#o_a9ca1T;xJRDqRrVp^uU4W-aPY^rKl?%DLL8epI$mbR?&qt#xM z|0i}ZyiV2>Z=eyQGdtm8d)XeKMNEcqLeCRk9ALi{bg7wj^0EQImY=EhjJ>(b)PeHk zi{%lkMaQMmluRz+Zjg_P#1S|QkCIh|h>e1vM`qndE4D0%UT(uiudDfeH z8>}WysoUa%Y~xlHD8s#Xm2L5DfFUePoM)>miNTTnRlCZ0{wKT2&fz@@oky3u4=s&8 zu+%!K)HOcWxp!_9(~>>QH^mw>KSJ{?b(^EQ0DyRXftqx6KD|L)AaoU{H9Gn-Eh6Ju z#?6WE;#76kOhGHhAuSpVCNTrXsjjbrGLtM0f<9h#LPqXXg`08OOApZt+TZ_V5*rz< zsp$>vDC=Uh<;^hT)X{2%ziEN&oQ+Y<|6FGJTQa+mmOF9cY<4K8Hj`t_I#ucjlc2{Z zoGPUp2Kr7Q3E<{?%ALm-x##-6)H@BE#C_jn(OmKqE!{sE-HkLdKs;oir^UG%$%Mi3#a z997(}~eW($9(W2oS`D`Z@tsnFHSb7e?PGLa#f|D!Iw(UBESU zopExva0fPfM_K2mQO1t#zg@UjVdAN+bc8c1gV1!{4Tuj{PhS!IMDKHFv%Hj%a-o>b zS_GHd`{HLZeVLIzlj>*EnHXLtGi$|bO3(M#?Ji@(pXx+CGKFu8mI->b@S!l_{OCWL zU;`o({s&Z1H4j?`J1&Eiry`mf#0g|+aj}T*$I4xXzo&jL@dMp0&T6lgt&VM_p2ly7 zfB=@yW**uBgY{rA>2X$$EGe&)dP2}`sCND?a`m?f^)fmu0%615!D@_+4Qvo@=u$z- z{rLU-g$w13gYVa=`gD3seP;R^Z(H7R(RSmwPTAIrpUTKziE$(~I<*rj;eR0rr7u3J z^)z*pHal5QL21awSQai}>`Vz1Ho{U+MQ$PvZif`{A)p8R6+bp{FDVn4t@DYp%8O)I z@83nDely6Yjzq&pT7++s12v(65;kx?lr-OnWeq8F0+(!}A{*##Qnh)&M=Sn65pgbm zC*r)?JK$`sKUb>_qpUg8@jRB$M8GwSy;R;Qa^vOvmzb39^eU|=4|3%>q$kpCJ zEMXe?2~T3StQyH%69)CJEE8p#}Yi2d73Eb(9i5umC*Y8y44-VQt)Q56&U-7gq&~j?__4uQTRM^70mefP5WJE zLC|epqNc+fr(d+Z(wR`>-b=mkaeH9>}yT&;*~!2F+zg_ zUtc0yr%m+KPPVp+znhd*CRUf!hbBuu$hObQj2o35vuD0%C51OQmcnCu`YfiZ6l$Ik z>X>z6DzT3C-^6|?z{s=rlDU}>2B-cGSI^jF|67i8I+K$_ybpz7_}g?>OA zv9nc}3FIa*A&QG#O4XQ9bFGG1N#!_&PyCI0$p!>%;vmvu#oKX2yCjG%Hx#q?A?|;) zmz)%*-O)A{*^@@SE@bdwGydeI)O$iD|A$Lu%VEosy(>koyD>X@cA{;1a_6zhuH$2c zMo4g>TtM3@lxI2pME{hC%S%L`>d zf0l!PUwH#ztH0mbgb#l%dX0X0KY6}?+kW!+W%=6r7((&Ua$RkGG}Vl5JS;HrXkBe` zM3UZ*+J;*6sTggM0?%iob?MrMM64l=tYx$=%X`@@)=*npUmGp+{RZ9NN___#yV*lY za2Jz?J}*FfNcdb+EHuHg4(t9%LOqVJTMhz6ZPh`Q>vkGC{HOMpxw%_KW+LKz2fZs& zo%adzJEO7Z&>&+E)b8(!i7Ulo7S+tajH6UEqEfj~*l}=B>6VD+PV?wGLd6yu7YaEe zLXLmixu&;euoE}Iag{AT>Oia(qP@HYx)5wixv#Q5OU<6F&pZ1U9w3XYmx;oXh2@jZ zgYxV>QTWkHkF?bD>Jw)z-R^ISC#34zk?0jMZsUJg=jHt`4geu}1)rdw7S*iHh|vGo zf^ze2&~buUMk=06O|nfMp*@&l=bt6%?_KHO;#f9Ynu};-JOaMLNbzshYx>Ih8y_0L5dM=k2+WB63V!3PA(8lr_iHWJ_zxW@ z<5?|#?kSLBFh(XT3bSjSfgv--%%1Cia-htmx(I+L%en@Tjr2es7Ahp+LM4UzQ&>mS ze;278KM?8Bho;6;MMHkY7Q4ay`b!Uzi@(MC*7(mh09BfNFf&T~ldE;Y@4Uc7!2CXa zFgg67f7Au$SN^CA&8)pTV&##w<&JWxEm7`FT8M9ZOA*j-SG?R&EViUeT}d94Tg&Cv zLb-E9xh-3^(BH0dXLGiP&$Y%jN=a5VVMYNDkY8l>lc8-?L4V&vpe-yg|is8|bq*O`X6luC#`gVp_F~J*UsHivtC=hV#8E zwIU|pAMXq;4n>_(hT+o9&>mkE2)ePq>D=VMVVJ|$;FWsUD0w24_}-u_y1^Fdm8z5* z#2F^#YMBU-BhuM%TUjYj3_k;3i+7MwJIbTy`G*`X3&X$BiQMQ|)5@Uba$W0%db+-eIM{sB&22g>72927yUK{U~~bf$SZLy|J}7i7+8TznTxg!}s`9is`G zO6aJuI;gD1r6xr2G#Tk_M5kR#Xgv5T5R0{i*AI*PBx=X{5ape%f*q|22C|fl;mK=x zK0K4P>~emMdKGuLS0#3kT^M-P)zMW0Tr#=}v?a@{ntsSCksA#iLTn!|912-b$i$%I zodFB-v-~%&BRxDRB7wkPglq+E!x*YWT#0Jpc^NkU(4}FL-fuhC+o&`ZCak1dom%C6?8R0D zw|eL}ZFYRXS=Q~TbMf@S1+?pNPMQ1Apa~?XVN+jE@2!6!YFXHvNIlns_>7d4enQtB z^OggjCfEIKXSF5TTol@8;`2_=k4S2%*fD{_<&pVa^d0I^xoEVrR`>uYQtXj@D&A9C zzvf3Sp*5fp$tVR@xG?7Pz^4S^59%FA^gfH_F#2@49G{u0oTIclhsZb5Bk@*5(>{{ zFURgGXCh&1oe#d8$z~cvvm-0ho(p-6$kq}c&NLeKvN!!Im6Y~C>$r3-(u-O z_NlIwF`}U}rRv24c->$8ec3qts?LlWqmOdh!QjgEa@Zm_CX?$w1=PkLz|Ts#bKq`~ zM#C463*Wn}V+^oV_*tEsP#G9phqs+`7$3MF0r@eWB^imoFx7llTil-HF0}J-vgmw}ojjp^koxO*EG|OO$bz_DO|X{q&J?TKQ!e&Au&? zO^xZ9rQH1OlJC!Zi3Jm%(ie*}q<`{}vTyitc2|s+Gqnwmd*RmV$2=Wwg~l0p^JXtx z_jv$K`MX`>{LuNHHyAEhlXAN29>}=f>WwC^3<5erPBy5H(}7^4JS9W|kP9#d-}DL_ z($w2XG7_!TIUTZT+CaDKWFFV`M{Sg=-DzrgHd)}o<&_b772=c*{|86294oM-fPdj+S|#YpqAiZsBfPaxxWM~}bQn(zxJ`4`nmt6!iayzY7y@2N^NRK#JWfub>-Qg5nzM(` zKnTMMUYyVWlOsqSBN7rRKf_<>?Ua^BY&olJ85eKiza_f0Y>1X2@f!YHVG;Yfl@IwD z|E(H^eQe1W@8CZ?jE6@m8XFgEf5nn5Ua|f0_52>WXQXs&t)*8yHV4yCv~-6!Lo2>- za@V@6XxLaC6g3S!(SqN8wQ10ERA15G^9MlRT+<44oAq_Y59G+X2@CDE6&@`x;hQR#fYf^m*YXgOT8?(K%GdPLr91YiDh+=fzi*I@i&i zAUIys#W@Rlw&!wH-R$re-t}Int~>pnXI-e%fR4VdLt|LHtia68>&)avdTm*rS%=sc z-LJ3|;doa5u2ejD)@VO}f=q*s?7GIR_8&e0Hd{1S=AK9z@|bJQq)k7+)>I2tT>Caw z4!bLV?+KpmK>heS(*iWJ_#=7#@DF3k!Z8o@dJY#>hbcS@$yND@Fh)zW8UGUT!}5{d~6ELBO_17Er+ z%YAhpwWn$LHTx>p|MRdMvGX!94Mi%H|EyR6xKRqYgj#o{1nxCpqb%wsk$ zbqXz|?WpEqLtMBls)20Vuz|00MY*U?*V&%m`uqIMBw99#%S4da>99}_8wAH#r;Lg} z=Eu80^p@UMrCle5ziPxN!q#IXh>dgmRVL+kjsSNIQe@ZacZ@M6}Ro!b!60l()a zlWU5Z`asBn8Hxy*StMklr9W)AVuPc3lJ&x-hx`*)$RU&~QllOa*~vc@=~0uD{Z08f zkLqvK(gkq3krDVY9U#=&KE*3^^cf-ubym=XQD$msK>qJHWG~s9t)i4WJ4uy%BpMzlNb(4t8Lbx7^Uv-yDLfzKu=)RpPv*F+_wKDV?s*k)`YeGlcl#9Yd z%``eNHGbz9g*>zzkB&zbNz=n7}XCj$Hq?T?4cH zuXhck{N#c_jsK6E&B^{zg9vP$cbYr`4<)}Ft*OS&YqPr)AWqkti75Ncxzchoq1~R-3l-0Ro|($bjrFmqb@*bMTNdH9;g9%7UXC6 zQsXQV<}F&eT~^w&fZ@5PN_l|$tpCgzGJ9aQ_d*hGGxeCjHe54m_ZJDLTM>MfuZ5T} zNjled@r<4LCp+??VM1HZCVU)-;Zp6+PViQcn3WeJ_Xzx)ibypmY;cu~O*Xd$TJ6tW zB^wtb)>o}ENeh>t#%;!H2i+kLzOL&DaW{xe(*gO>$g$5q&dFV5vk+(48(W$6Jae8C zxWbj7H2)<}z6*y_mgrRbPptyZ*`fJ`5vn5^J<98tBXgOQH`|*vN`^l2H~icb zhhM<6I$tIlejG%qM{z}00M8{{+kH2EjBMEqBdEKJTTf0ebnHm)ex`EjBXfu9>0Rsf zgiLJSuY^3d#|x_ivN~mRE8#O~GM0z1-f&pqMU3X~iL|Y-o+cR7T+f%tcdwG!u{V=a zlY?WS!y$Q=j}F!?YN=II6G7R~p>p-4vrainc3ao6{4ie0t0LLelAK6A`vC=@oRo&7 zZuyS2QW^!$7bM`m{}9?fK`0Hg9A(>6pNKQCRtsc|Kkz+EG?O0tc z-_^Z2il;*=G!|aBP?_-tawg`MLTZ51lB&5UXJt0KdF+y3a zoFnUouNLu<7hp<%DzcqFOto}n$9@aG13ns*^*~UxQyI3XXYRh#;NwW>PACCdJYTdn zn9@`xNS)iFo)ch5CHju0mQmYi4|y5{jwvnIA+4#i>Rg%aomo8mCi8PQvca4y1FsUR zPCaaYxx3d^536Wa&Pte4ZX&GL#;;!Jbq$}U9KA!0ovZA zW`Mqe^+C3*@WQiZYN;9Y=IipIeg0h4w;YL-OrVDhJ? zn@c=137W(@M4?qpS3K6MV!JWGh88E3xBIM`{_%RQzizRYp7el>*Ixq7+9%{JkWX+l z*|2ep&6W;tzB|-csHfMuxhO}-qse83$J$(!y&?QOBr`P4|9Y`EqV!i0Z`g?Z#XT@& z0CddC1MZ;6OiWvMlbBa?x4-YhraO3#PLOKte^B4$pR}jf;?Fq`VvOJF+H^yt^qP{V z1y7!Fj##1=Pha+^|A&W7Q~7zFXhI|AH1)pss<4toADOMx*jV`bLUjxp|CaM)K3@W$ zYj%_6Zk2Llxxte$pp03pB47UEM@&1dZpqGPMRtYQAd=0CbBB?buIpATllK^Tx;>N1 zZ_bK4bicaYtPH;FIXy3XvYn}Nx=>r(KWK;V(dr!(B$TaCZ~F%S@+ZXD^#14^TZ+er zUB(sP_;hEu)V!*pU%t>Ap5FDYxQWijpIEcbap}8+e8bgmxC$`+)t>$Ngd1=SsoG3h zX7&vHT9JH^*nXpyy`*-})!F4IS1W14;?TxR1V~4LEFa@sBC1XV3|t_W zILFH#E}zr+oi=zKtGsYmtXZqC!AInFwD(76X<2$jc#Y)Fc2uOFRAH|5m1I-gjTPP( z&A*q~QINYmsBd>4_r{p7z2oF1kfYedx2mQh|9AAm8DZ@ez-3$5pZpsW5A7rYAZHQ4 zRC#}&-Wm^Kz<~DujT8cv-E@JDVK!j zyWZ#O71UU!U*%2DJ!Q?si^_dXI7i!M*A9OU6YRh^GxkpcJb#dRv#T^@FiNNE;+SeZ zv6h-O<=gkLS2J_Ba3pfX*_tMVyT0PnE5E0$J#C zpy;wUdnbtqvH#&kvS=n45Hfzv8rfClXe!i_R1KrSpR-2p&vZ@q?3sh8F~8%IZ0Csl z{BmLELbkt<`LVo2%3oW9Eo&-|ESrwLL@N6nSNV1E5N+dRp=UY|QWD05mcv4 zT;TLM!`>2lSy0nQQtT3yc>^j|< zURmEMVRrPBDFRa8q--7ABacp1A- zk)#hU74H0NMM$gtrpW7bx_JW>e{bUV%|DV<_no4tLNHNd1?@nS;bPlUW%((&1W*6^ z0)OwncL`DpPz;(H|LaTSf<_qhA^NZ=3mb$2=jGk@O>AQuDZyNL%HQ~`IU?9r`5Vwz z#{a;Vt;3m`OfFJriWKu!5hXt{QtFNrS|a&|SYshtj@RZBk!)QgSBw@jwG_yq9LTjM z>&~|lyIaui#k+NAQDlgttIidmm<4c?Aq~&3wNMtH!pGxP+NF^Cbi9gGCfliQ;M1zw zzxb!JE{m^cUv*uO`2m)enBpQ<=(GID?`RN65b5}#OXXq1lTw|X*{OSEI(MqgPsnu7 zPPZ;hcJ#;UTQVC&zI3Tb<{xA=%7m~uN8Yb~A?cQNy1ke2vK%)Osdc*}!N~HH)C8S5 z0RJK!SA|BI2=5%M)$JIT`Tf;;aT$DHh)BXL$lC_UDorFqnk!DpHC*t_A7rxUBaxnn zR`JnBeIUbou$a}kNUfad@BF+;$Df93^lP%4Mcoz-)+BK_Bg&tAnOqpjaj^hi($S4Y z%FsXav&&>p(q_EziTHpJmjOCJ2VlSU|8kk!Yj{EK(7g(KPcIBl$c#EH*|wyx$LzxL z+R`7%M7%7lp=3F|0`QW%-g(25Z+g!Pt|}r;Zz}a`9y%w-_Bk&gul4qi8Ga-TH|+GF ze&pNjh27E!xdlu%7=u^SGr4D$2;^nC>oQu(Q8Xh|is>PE7}kB(tQr>d{7PsQ(1Kw zY&vik3P6F)S9zhqwcZV$IyOlJ07Q9$oG;}F+5CY}iAjjtH(6@0x&Fi#;MrJvg>;8k zsYK~Pk(}6*9Q`I$QnxR)Dxh|!LLIGx%@rX1S*QpPlGU+<=bowg!YsN)E;Cnn8ojf_ z^`Tr*^=BPi8N?5@v=>i-UZ^JQeTDA0zI6oK?-3@TN^dhGpLp+M*D2xEvb0>_;Cjem z=K{#@0&+3F5rc;McbUqqEj(W&-E|Kig8rnH~%432_3m7h;I}J`;EwJg9cW_v1|m#M*bRZAd11lJSu% zxy)mK=9uUh^QKhKISaNWKt2lufG{#0jSDS{^{dA_D9@z4n(5dxDVL~Sakqw|l=6xy zQ8P*oDz${8JEACZ^r^GKsEr6N1p^x^5s)#@4YFW~gYUYpi|8caJ z5&eGh7_S-nem;ylc$vuV^(T=S^-GbR-kl!*f-bZ{Kow4f63cQFg;JqRj)g58rgejb z!b(UaRB1*iihzTgsWUxpO+s}f2-Bk^B~l@34mHiQ0Cr<|WcXfD6WKQs`H6@oPl(ih z6(~@=rJto!I%C-%(kmOZ&8=#A75$3os<~kr>{g4N^qEpW#xSQT!+Qz=Hxq}Y)!FK8 z_0B`%$BP(0cY=39W(Q(Hj9d)pJ_#oboi;QJ%7pPj{p>MJR>U%=Kx`6ZCRmUZ>lMvc zl&NAKD?RtpR&ikP3PSMDvzDgCKI^%$CPf~Sw@2JjcE3RJLRlEQEeng6F;N0s)*5~& zKE$iCa2H^zSQYDH*w5iFf9nl$|0&}VjgwN{J10go=Nd+5Iy%zrt*NoQWqRhv(oNYR ztGHIk9~;GtxJ;2OZgpaBd8Vz0C)rb#Y?R&pk`uk+@bB<{T`E>Vvc!CLr7<9@w#akMn!>-QwELda&q_T9 z27F7-5mfKHZ%P8W%k|@8QV<6YaxqmeA4etCt%lzuVjl5!(7Td~lG&_^`NwaNvxCi~ z(!!If%6f$V+y>c^;tpUQpd4rTI9N0C+eOtL^iw~hnt5ztk0T1-n^HPur6?YDNMV;L z#jC;5I67$}s!`4ik_A-l=^%Q1?YP`-%~JeY?$LOO-i+Co1U;UB+SjdRvXULc3|8q+ zL~fU@s0wT~=V<%$^2$#<{J(qB{=ME?^saf=eC2I5UzNP`17`*`--W9Pn!%`DA)S}d zqp`VUKHY!)O_Le^FP~-FXrclC{)x!XzDd6Z9>ZBLcK@mZf4BQ&uim%6zuh_e-Rxqs z*TO9J5@hZX`75F3@I!N@8Pb3#9^@#$eVg6ES03BjH>uYU%c&eJ&t0SRUtErnZ`J@+ z*=2whR+MGy^1<*!q(ehRwTA*fUXb3K;ytadlkz~uHuc$WL^1fR1Vo|^#2cml%dODO z=o3v*hX;sVbiG7SSt!Ywr7UfbHD7l4;K*-xeO?X2uMbzh=%4ZQ?fEonMdYyI>v81 zBGQC3(nLGLkw(M`NePLFaGXXQktQ-C4vjd`h)76;a|j8E{C(H^&H$R7^FROd`}}_F z&7QsA_j#Yode*a^wbrvP?EK?%=}ulRiKqT*bnQvARkE8i_B9^vqrV_hlYf~&fPZDW zW~;bq?J=O9I$3n>_K$HnBC zGnis-0I_q@K2m@Q+z)hK$-6|P$FF%J+NC_}-CbJLt+u-tE+Ex}F`W=YcHUD8S1%0* z$L^5nkwFB04v1$G-EODNFL{mcct|gGcLgL;HSd_%bXFA_;~Xw)Z@_clK6*3l?{(wOdR8M z&Z+#^7fQeM4OMpC7m4*XxBNbZ`N~aSckIK~`MP7CBj`TVfUmmmt9}X1501(1#BaDb zJkKaSAd`zNSEXxUU4;i*gCDB8G-K$icl77C+m~$w{5JR*%Zg zE6SD5A!7m&4j_ix)ZJ_K#N_7^S6@@~vCE6cO(-1usr-Qx6W4t@F=cegL+UZI9tF=E ziBnE|$tOj*@t{KrA(04Y2AP?Af=2(R%6w%Pb~1XiajL6htj%?OzR5>0O^A{rqY!Wz z2a`e)qz>%g?k9UvPE5}zaR_{sy!bvg1lb?{!#MMF>~UqjWFOYPr1pcyA#KlCCY41_jq@f}fljj^w~0kTAZx1!j_{71=_t zrGLv3If;-yb9Sp=<1ZzN*;fQ_20Dj8GW*OIo;LWy*O_BPEWm0Y6JfO>$h)j`y>pNg z8+jeTENq>oAO93Pne-0?wGaAcw60y~pY-u~KB@P5Z)nDO+&1~U%{!jZ67nmc;1++9 z&A{({iFjRf&^`7A6(cXz0JpRV3jsGhEi0D)gU~DTF@ZcX!nuato)0YJ;)Hhzs*ER9 z4$GXB3pG$!lUAH@&{jsZ_z2To+BPNn8@6I{FUJ`A0Z2ritJ`6j zuOedHhn%Y^h@UB8C8s>2O9l;cSw2qUlk7y9gVU;5xs?T(7Y!J$a|zVSu|kkjK0Gb; z&>^Sv<8Kk=@0+Ud{1;T>e@!S@tbXamdG8C*89f8vvRwV%k*|s~NaDw9ejU~e?Wm%R zQI}^-z>#B`DaeN2OiNUkm(D7!ye@66nw~oTjJ_awj6<9bLV%xJII*($lGdOjINM|Y zwDphp?APG1A6ot_Ryi*bsO=y&CZ~c7Z$5gX4DmNI6Ct?Q-FgcYKV#kwH9mubAEJp|6}B|(WEb1^GGoQ*O2w4*K?pKlU$Gu@O4!$k<` zAL-8xP8JNSSB2x>MO3~xaYQKw{ZtIe$#TQFSm_Vm~^S%E($jvk|aQBE?gx$y>lmANjJ^=BA` zYs?o-)rD`8e*wh~Zd`v+qOit2#*+NcJmV1h`2k^ruGRNpw&q^zys7kUprVk#`?Tg4 z239dWoNBoOjgpv!uuq(kKcw6Rwqoqlj{Y@rjD5g!yMnvnrtiFw6gq6LFwG{l`p-^0 zw$J8O7L`tf6HI+)vmR1f#ZgNp_YH<%gGjcVc8xK^thqBl?n|V)H|weA)@Ea-lwbAF zIhY~kRF2HQq^e+IDmdcq)mfbIRF-Gp=!GEwqH5~$XLWTfCxb*}fm4kF=HH&xgV8tv z3Qp8Q6&n%X=(9=fJ?31Ldh1!8apUK*i$0%QIWM>D=KO&-@P=rO5}whb9LcpI}ZS*c;6*^lD&w?j=6 zO~gSo5igMx_Z3AP4i3P)uPePvO%?h?7dZ^nF?bdi6Ip&kS3iR-?@AE)tSfZ*iBL(W zTl_=r_vQ3|ga1UhxrdKFCU`GTJSHQSFTY{?GUgfI{K$8H?3>R^Qr;iqA4wZF7b|6` z)JyoxlU8!Lp4X{%=$x~!tyY{4g{O<_2u3H_Prn}!d3iMg(|Q7LCw{E-?c_U$v&J`Q z#&+id5-l>0iFmz9^l<1p3{WL>C}Yr|o71Lz1|xyIjI7c$Gh&FVOUK{Dc3r_>XFQ#{ z*(E(j}&Po3rU)N0e4-((I(C2FjZh4X&^Y>2tyEf+?t=TB)&A;e5=4~U= znuS3mzV5o8!4SQ(EXYd5|EQded@E6@x4u{8q)L|uTT%IUk4l`R)@O5)kY@|jbJXJ~^Z7yybeaxWgYR~%NU-#-!*OwQ=F z`R6KJ#&1rW_Jy=-_0VBX^~Vt;g#>4__kYG=+$emI-g6ubGjWi6n@ArgF?d=KqxbQq zV2CeVtZ0c->#oBXAo7>WO?~(iY>tgn&0VQF^bo@CM{r;S`BgH0lQ6MG}SXiQG=i0txlsbE&--k{NJa0@CI1=pv7 zv?;?5p_G}F)vZ^j=DkRG?!!3r9x}^)ISgOyOew(aBg0vyTf|2nB+W?VWP)gpC<%N_ z@^ce4H!oHz^~fRn%&;`srJ~nw1TWbR$OHPILYlPtYE~qh+Sjao3p%DA6V;n=IpZwe zGrlf{$^E2BzgS<1iNi~-?o;BY2uqD}BSkXh{qTHKRsr1$FgWl*EnhM}M*m)rHFcH# zTI$xVy0EI(o( z237n<4K4eDx}@w4HN3P_-BA8bbzb>8U0J!=Hk#x9tP3hWLcd45=MHqSVDJh5@|2oB zWA+b?%^olT8u;&)3y6p6w4NMApb6-2bSDj$%!GW zKgzQIl`dHdnJT_zOxh100NvkC4t2cn4-RaJ5Vv@h3OQ${Q>NW&Ye3cnD z;924=kjVOPi1@7S0e9E}cfFC<3bl;3r4%hS5r){VCHD4%oHhOkKJYfD+R2M!pTMmq zf{ZReP1{V2HnTVQU7&gI<;UJ&t=Z=MFEJvT@83^EcIfR0C^3V`a%B{Kg9xrZdkpDg z$*am3QnP$FH`#_=+!9kV>#PpHr@QM--$0}vhso}<$TYdqEFI3eVhXKQo;%=S1BlKi z=H%ANgac`_m*cGP>wFJMD9UmPAV# z^A+y=9w&S++Kg*RIo_fsy^L#$Yc6G5Y2h&DW99^E@;}Q;SfXB6x*J_kUfc;U0R8^I z!&aiZ+aA25)87zgkISyDBb7HEdVs}2h<=vz2Sn3&SBNKOI3~w>1EBv*<{LIKu+#3c zXc1+oNr|Nw+wMKCeKZEE)B!@N=q)ZB(?Gh{6x7FB6pT8{;e0zo$36k`{=X!6q$S%D zwnne0SP9zvo6FBbqvo4Gn~IN0`fU-L>ORiFlCHCKG-YP>+S^QyYkn3u+Zo|1|4ZnNF}<;SMDRb~jNccGhokY%b<+oPtosW+c^GX8 z4zq!!W3$4EmCNdLF#x~|nl;b8Oq*}uJxxYx!!PvM%&DwI+2ip}8p|A|{_+cbW%Ay{ z5_MJSYx=s<8%LKcP#;S?s%Dq`MO|0+s2W)DA_p+6yiZrK>QGw`FYLt@mI)Mac;78>$4NE?KeEmrtS2kP z0qF>Eyj?%$1;6l#tO=*E-6h1nL_Ds&^YRYk)g$$wOGwM}aL58mus9C?-m;=^pJv*f z6DqBGl0>jJZFoYxY_le|NW|pf@#bK7d6jnVi;2gZz_A6zJVFK`ANwMzXrpZajCitmgkeU z^!(?27c+>=IU$e52|rpQj39QY($DGf9D-iNOgg!QizzC<&lZh35)jOXRCqG`e8cdN zB?d(iOdw5Oc+>fX@7@=S_uUR@JyZy6WAuawl4mH*3WLodBIH9cz!LiuG2rxVtO?G@ zk%7-a0=D!Mt&pHP)Gb6d+%as~D705$@q18tJc*@;cxb@JkVNBA<@~#EegR*};jmMu z-%{y>h!|_GrpHpl1J>Nnu7)C(e`bz_ed}@MOhwm;e8ImrmAMT@Q=YJC-%%)w zK4CyB;dAbo5cZu&#Hn8ma1&UfRZM%pYN=I9Q}gc`odh~^HWMYpS*X01(Lk8DIN}dj zVIS6WFb0}y*kfUxwEnp-Z>H$eh<&1P%(p+p-x8pPW3p-grh@_QTefU`y`SCIMC~GYR0sYqq4(kR?EDzHjD=1J@svNeVYXvRA1d_NY1YN zy7NSTB9-gP;p9gzx=#S{yTz7xL2gR2Z$#J=eS7CPRkkT++^FxZ($6A=3ND!Gl-i5^-MxG zIi%FtYzivg@ZI|rvAEEA{+TqG$;UO`t84nVptPxkr;{Bh+<5R6B@?}2rw6aX4>p@{ zpXuLakbJ%=={rV4W&1d-Ur1fkeT{-({Q}$j32(7kWE#wp)Zr~b`J|=6I@qoaW+S;V zHj$aW&9s{>ro(JSL$b|un(gLgjQ4h$T^OA2CRh9(({1*e{TLV=Fb7j#+7wjY*k~8y z^4UPT_N6vum!Z~cB7j#jO1)KfC3cCciLv#RU2E6b^>%~ZXgA@2yFA#8O1#~6zzA)z zTkSTxBIvZu1YX@`R|VVc%XX*TVRxr~-i5{70%yLn&{^cvJBytLXNlA3EafzDwX@7w z?ld_ooMva0v(jmC);Lc&>z#GMT4$ZJ!P)3+ayC1yPCE&&w>TZnR%e^j>1=mic6K;B zon6juQa>DVHUt|3a#VLalE!+Uv!8RNgU%sXu3l#|F5B(FmLS;?Y$c9SC+x_}!H&S& z$supBJLn29mx9~uVOLDsPlkkpAaGl7%sK9ya!xoWop+r&cY!hV;(p}}YxU1bY?mG7=cdfhL-QaF?H@lnMR(Ffr=C-@Z4tJ}& z&Fv(x!FKm$S8OGAy1R&Rb2R93_qfM`Zo)nFxcl4#?tb^6d&E8D9(H@(qwX>HxO>t) z9-IhHxToBA-8%1NFyC9?E%X+7_1>vqvDe_e8!Yh}y`}hFE%TP+#@G_9CduSe!P;Pb zu)=HhR(h*aspo>cWUIH?n;&cQ+Py7ahqu++=5>18y_dZm-cE0qx7+LT_Ii7~Zm$QU zsr{Th9w6TMA+J8RFm~8G;vMyRy<^@9?>H3gq<6}j@4xHS`3wAoe!aiQPx*^|>?@b} zjs8-98B$%7zrt_!SNf|+gS*;a<3Hu6epl$m$1jex`R)D|zr*kJxBA=s?f%RD4u7Y= z%irzq@w@zPf3M%;@ALQj2mE>SrVUFrn6DfssnHplu<=hvbw7EKNc3%f#+b(7U3JQA z3W6af<7TAfVVN0s6=1aNWMRx&DPnUT)>wI{T!|Ttx$|{~P%%Z`2pj{`rtMalnb*YQ zDZKSM?U+s^$7<9zIi}jI^BPo5)`h|~;o4TGl0D>7nr@sC?Pzaj-MT3mY;a1&itny^ z%t~nGu&p<}#yqBV%_cLs!#QQAq?smdhJ=p2UFM)eXfD>MlNZd_$Mjw^t=Zq}F1IKB zyCsgn;xPI0Ay0-Z z{w>dBRlci+q|GyTwJ0a8RO}~;NXduieRk#&RddSADQb0=%2r2!9jwuNJyQ>9biAR! ztA$N9Y-S1Y+J;3?XVC0-1X#iBCeVP9^o)&qx|oL?kg&~{wW@YAWvds=TY)(rM<9}o zwHczdl|UZz)~VVZsv!`~*bbiE5-bfSFH<`?S=o!-(0YA6G`TZrr)-62PcPAl#TIi# z+Bm^(`S(3q8q8ej?F8^QuYjVjGHU|bU5If}rxo-mnmlpVPBpKCfPPa*lSiZzMh@^W z3~E9NC-57Y7{zH^JoB(~M435(GiH|Qa*|t&*{62f1tessHW~AEt21LGV-M$|qNnWoDu4J4#W0<$#7 zE0;3_&hCbADmy7715O3$yfev+8RF?WP7Mi9LM3CV88Zu`>v-nFp!4VA@m229;52d$ z-Kf{uVPo=O3D}EO!BTzHpH#Xy>|Mga7d`Ya8iY7$bE5kNKhK6ECb&(pzhD+BuhY_F-mJy%x32yK44Pf{M&n)eDU?NK_N%9!~it zXYyytZav<^Uukk?y~a|aT@_uHT#td<D4Co-DfKrU?8faC-e| z^Q2$<)G=jNu-#sB&3Z#;u`=tUDe?c`CK&iE5Zea`?CzIo)jmR9D+EM1_ zB3(}UgC3Kdn3;*Qe*Ct0d@+CS<9|s!o*$2IblNOSz4feoe#BCL%B*r00Kras(j>s5 zA=_9A=GIXyx|+p~Ia}sBwHwrAq;>Wwown884+%2PE&DioZGet!bIlgLm4jxDAJgN| zt9^lVTg|IuZhBzOo>Du=xVTfFvSAO7J7%q}6tJX%V?j}A^~5pdI~9A#%nmbhpS#A) zG|pjnfu1%}R^|s$3S%Nt;k2>@cWRD`mZ6_N-YMPuRTp-Jy{@<77t*W)t!JnC?}RGgqo< zyY#z+mf5L~VLLQF?YKJWS6{)#wN@W+?_5HJ&ZI)4KV~;_z*F$O97#CI%!~^i=T)1V zS+8c^?%i&jWT_c6@hLS001vCCo}nW~Y$G6MgiUx}z;p!5?KOx$BX=6-Rx^(UIX(@` z%#luM4M9|FR^~3kRQ6+^30Jm|#|`ROlK9D5Uw%)Iq`x4T{$=}uqu$jVA(*E%8rq05 zoU%0ys!p5I5o^4cp&GJ&n&5HjXM@S%_@?bPO|Ax~V|g;_zc z0&YDO?9%3tCkWdAZ{wfd)b~b`#aUd$2Y=04j3%YcK1bFY8-Clraa33EwLZDz|1{$v zLvIx3VSE0fi0b2+a5Al@Sh^YP#3J$8Y=|0VB1ZVcH%=j$nx|1s;41dq>R zJ%)yi1}nag0g)|p==F69ZeVEOyu?!Yp~;Dd)kUmF$apl{%82v0Y(zk8+xPPx?4RO) zD(puq2zWN%(VO%>XqW&0!FOP{^517W?3CpHfbG~MzC!;awqpy7-+S1O6RLwvtMWZu z2kL@<%ygVSq3lApz+9f;KmKc`LwJtl|3jujc#h<1f^PpmVmgH9NWPEhsCh5XafajA zj5ICONBGhY;5j0W156(Rd7Nz)a()fh@iObapXX>YqaucbO;A{lNCHXriy;3qmP5F+ z_p%%)qWd|H#Pw#%DHU8Z-pd?Rl$l17URaOy>bg?1ODE%*eGJD=Oa$J?aG3Y;8!fgT zB?=tJf5mUCFp~ax!uI|5YwypX=O781U0PM)LmzlhLM@>eFn7 zDevbq8jwgokjFTS#klkT1COzSn3Dfv9^*qF9?*ED9UOc+3zJsIKR2`SK7vTj`ifhn z9%}rl{Zi`nuei%91A;DX@?h!omTFX|nxh5}!;v!MiV*-O0I9e&`Rbg;cb$s#S;l_X z)gRXH82xnP2=}&_;iv=kI%i|4cD#u*Gg12!qu;IJ2o4{-)SLIZqj69z{i^%b21PgS+$dt2!zMm2I|#)vs3O41VpRtbsc-6IJ);<_%g@l^C?{qXiX@n!K`?Nk_3J zv#9!1K}p3CC%>k_2D`gsd%p7a^ zFE{wpgg)s*{XhCHht+%O-dW91eNsAt6?)$X{aT0;YYEyZ9(yo``~4o<3;QIm27iOo zW!H!Q=W}Gd9uqcj-|vPbAE8h9+f>1LY!_R#rV=o&Hb(P2H*9qIBPZd;hhE_?~HJ;Qd@5zwKw~{wAn?4hbSuj z9jj@Bg0=W>cA`m?J5oMs_O~`16n}bycf6#OJxu3%18j&_`LBrIZi63H#sE<%w^A*I zxYOXLOqWNk(n>bZ%c!@>*}i<~vMp+hnI8~I9ZOrxkQo?Ym9h`-C zmcW<4N>Ua9c&7_A!a?%1G$V5=o29ohz;=QTV(r%?mA9Z# z5O@hRWzf>Iu+FgdL*8MhiAe*R5d?`!C==X3!Z(?P!w&Vz;KQ0Dz%pj)q3Ru~4R0Ur z$TJL@@(mzbSX7!!nSR`Qm^8-bVV`645U8y#6VlX6i&Mh6;vY|rR$FR>)|*gEN&K&_To|8#~5fwC0ubPsx~1h>Kh zDFZxGhS}+Kdy^q5Hu#`JRDEy2*Jm6l+K+_-;s&vt;f}QYdtBFoaPTQYh{_C65x6i{ zucRD>wwS1{4kl50CVl7v3FP4v_h`R2SSj|{wBKd>rl+<`pf2TG2th#sm+sS6I9mV% zTo4gJ+h0|TW z9Q0&{8)PO!KsTr^`(szIxWPXtO?An~qFDG$*c~)8yPZn zr3_&EjZ?UuQB%GT&G{Bi0wYL868%`aBAbhjSQBE~KbSD&$RDT@HWeGL)c3 zpxR~UhUnZ0#?!~z6rhdfI-Cxg6R>e7tXS$#nQoWgT{gKW)=uB#$yTX9>?9w24S^Q| zWvm7o;7dcalIVcc$C93#P9<2hhoz)meu6tP916)Fs_Mlubu2}~<(W;xy+JsuA<8F( z!i)`j&qaU{tu`U6zZd!#_NQhwu`owHETCwHsK3EK<%EAiSVlePw+v9a zLGiINL-H$}ZGmhv8%OktR-+W8=K$+RNdoX$h&;xCycr?G;Z`>pd$_%bKUB_z5E4S> zrL4e|Yth>KmTzN%i!wA83^zO7l;O7EWlac*Y#xvBRK`Y+yzsV=k0bz-LH9vah6(nB zJ5qxWw8O>J1ppevNPHn>!@*(38q?uN)E_3j8A2G_K|Kz z4fVK5frU&F1*5OKWm}NVK&UU!U|w1oS_9-Inj02IxPQ=)^e37bL6|ni!EzhR9?&V& zu7B3DA-7AysqL~Lm5e22=!497(kGo{SUt!f(4n`Gjf1kwg-{gQ&^PE#7uq4ff~fPJ z8xEpgVj1X5_1yFYf{hKFVTF}TE8U7K;fRI)Y%#J`hiJAaCU#y7?zb2*%K%y}% zhTS0hV+~^oS5(S;&((i)m;@p0Q7OSU%5>tNQ`;WlUDW#yw$4sh_Oxgdr3bRaq&xD} zl~Pg(7y}Vd$=!-s2Hrw<1?GS71cjvfs3DmYdC@;;5Vt71Ft*B-{fU|2;ocyc0vTgC zbJM-;un}?}0S;JTAXU3$Ke)MS;+8<6oWu!BpS%^%)j0d>+ zh#LZ~UG}l4r@NKZAg`lxf&v>PNU>7rTtr)IYgd8X^$aK*W{dWDG$~~mQV9MK;92#Z+8a&L^`q&ZRH#cmEE7?Fee1P7_^UR)-wMWTrB{M4>5{S#rC_oh;hV@F*;W%n* zVUVC&Nk_K9i1`D%I)rkE5Rpe#h8r&pa)tS#$wOdf3sIvN#SXF=HuxRjRJcxQTAGr^ zfXr?s3&){~&Tzs*Zh;O^L$_iH2oi8qOHY$gcUz%R(qhW26eWI3ej9wA~p(ZYlQe`%uGmkODWF550! zX4pedLP^8rn_8;-XLEj0VNsQ*!PGaA=4PLkD*u+F^enRZpC~8G`dY1vYhR~eC$DU zw7C>(p7Kr|Tz)Qs;R?EwGK`&44N$fQwGz+@fE$#In%+knO-g_&0}bIHVQ=4nLWEG1 z45uNYuQS10;Wh+7W5a!?2{aMzPZ&HN1Pz+Rw1F8t7|J_bh^pX=%oG~{R+>DXGV(JO z;w`_EDqK7rRMq4zqLUQtR^1GDt4wwZAupQ29;i#WGeuyCkhPz>w8FfESSnA@BG@Lw zZk9c~NtUY2XqVj%g$GT}%xHt31P6Ut9Zv0R@Fzgxi!DMF`2wYGP0!9i`rA!Lz`UENLNuf(0_BZ4u#< zr57$*$Uf#>cqRT(GXyv%SJwzYsDrokwcG80+iVHBPhca{%*@Gh>Q>Rrz@Sm~JDBY< zWqdniyA`y&8MF}oBgMgB7gaK7f#DvOlyn~e^guj>iVETDe{oqrOEn=v^#OdFEI66e zl-WW|qBf>FT7mj6p!QhvA6e(YHNE(5{cs!*))T_JKx1Z<_rsWS}L&AoQ(-u)-w! zJAO9Oh;R)Q>|tvg8}46FBMex&)ha57$hvwfIJDkrP*N*Q_8B~4Xc5%_MTG3gOwm3q z$duRC%BGyc)+($g-0ysdJ+~Jo!HsZIXgMT+-}7`9wFp^}W~ilG0fmsKXz;h=&dc|e zv_Tl(@H!=;#Xtuih(V~?_#zkpAK9gwWh%EyH41Vn(mY?nN}0$c!^Ut$xN~UIHo@_1 z*_y){VFA{J*woT~WZejpfkgh5WzV=OzzCtQuv7W5W;*l$Z=|zaNHC>*7W)bvT=u%I#2BjV(Y4AT> zOHJ-#;mV{&Mk%DVkFiz!td$)(Cx?3>7WA;=F;Z?s)67&w1RQt?t>Z?Wss6XvrDmPU z__UrgW?g@FddG$i5Ud6Nx7)Ny70d8Rc45 zUW00iut0{~!&iYV71JqctU)E^zK{}xxN!5MYME}Dk=ad|>~Ozqi3l!FHmJD*{rXtA ztmlSf3nxbww!GS-nfRlVO-!T0{Jt?shr*$CD^RqyRv<3zu>aE+c`n?N0aS!|?W{Xt zRs|>&0M@c6H2BL<%XGTzaDwsNXyO+W7%mjLC4B}NxxqO2BGqL>bEFqxJKbtwtO<%Q z7iu8uNr47$maHt0P!6JCbF_VMV>MuJp@Hz1O!sgH&74_COC!ZBfO1 zM}Qix!HwXn^f27zSGr7Rh}X;$tE)DwFKm-X1ubi(SK*_=UI=F+;Gyb}y3-9=ef*RP zr5#xg!0<;-Qd$<+a`J@Q;BSL2$VHXaE&;AXasgH^5^R<|) zl_j8kNJ99&6)$AzyR5NrL#KsS3o#6#DS{5Wmsc|u-cLxEaLGK?3>Jbg5HMazoU=Mm zRWlpQWu_oF7=`uqxkr$%7mH&7F<+z3N935FGDFlSg9$f!8kRz^QLyr;;ZkNZYmBSX z58=^7YY-7Z9t-zS_}_iN1v(+@QHotth;g)=hg6q>U7n11c^{#Wt_Xj`CE>l97-)Qh z|A?qr(;IDRmjpnW8BRjDECC61Fb`o(-wW9(CEAp*$aj)~00%=MZu6F^gn!^`D0fDz zb41uhO%y_?2l~Z8!`(dutAMKk!X|oDv}+2Oc128^po8G~SlC=1k=s#Uglda6#3z9*>yRNfz*Q2%gm1JZ zj7HcNA6E*27IH_~aAnX8mtkI#5j)Q$b*q_u^bTQMaGC;$eDn;M$mkZvfIHXOHek#c zfef2^1)pdV7C`nUzR6%}Lg6EnnR*y>C~gZ|BYF?>Gf`egEhIx)Arw|rmBKhR2{QGK z7@_&Yq-jr8kY#8&hmJ~mOSgkAcMFD*##z7k0{imE=?4n)FLS0 zsLTvPPs_Mlg+b>{CDEM7DF)k+tf2>E>;zzGsGX>-4UtIXPl`j)I9Y@5?Jza;eQN{& zDhUB0;29gPGj7tzT&bRKP3{{3;pm?fZ1fHFRX=T1^mYN!Rb7RFYFeeR*Ab~cF+md71x>+*!_pdSy! z2vG?Qr&@S3b|eUGgCP8tupj+>4m%+0f-ksoz2lh#--NP;Lpq3tw;M9mrjUQQ!8;lU z&jYY%M1T!yoq{$S5&!$BoRC*$AY6PA*Bq+`rDmWYM z)8UGM|EnDvp3~BWhK_Op)xonCIM9_z8A-_+7cE;as7z$lq>CVR~j!WPr&rphA;033itmg)Ns=7RI zu~n@yU#QtAas>B_SiCImP8j?2jUg~a(iLuq zQH4DVsacLZOb_HwR2%cr<Xb~zG6KPWsd8f>0wQ1qBF(}xi8SaHi>2KY&DxFta58^7s$2+^?hPAUq! z%?Uq$9~Yl(&BVhxQz>^*H;67GTyja^Nudr#9u8T6H}hS!!FCIi9#RbYCIl`Tcr?R2 zA^>NPZ1<~3UXdBD2UUo6o}Yv z-Uu}BnzeXPP^@pEv?d`$ZOGw~>Okg_VI+6}wSJ03%#2ciy_mSl|sKFY}` z7;wtu$i&M6328ZH+xjK0sB0WkdNV^*gvV_{e=XXnb^}X{{;x)=6(SRX8}y?B-V~8( zfqq$7tZ;B#t*z~J*}9emLXFx@grHKkR`w>KC!LD$hKqbzgFwVL>0gTsPVR@81wZ>h zEGdu5LbNhLdQAYWQB8$9Z^_C+F}XIu1`q#UnrB2pIRH#bvUA*8TlP79=YvNx#p#1OPKTTw3`)w7&?_9#L5`|@% zv2Je0=(IdMu*a0o{*t+HLi%H=y2stT6}d02o}Z^4hIzamrq zb1Ade4{Q6KkE_;SiTdN`El9?m2=ufUEV+G;I%`Q=F&Yz+4!+YPpB^nxXS!pghL+$= z9sSiiQvI3BQfvtwJQy7JbM@>td^9m+UW(frDUk?tf3;qxp0|3t8TLewG!j?3B|zp| z#seKT#kiL7nh1#~iEHyF#(*kfhG~R1VSyCZwfCH zFxCkc=6#E-8;Z`KhNLO>&mKNu75YG&bo%=p4X$q@&K~yrO7uTz-&^5YjM>+#PK-`3 zbN1?%=&!qpF^RYIa}J$39K1rJVfWWc7cizQLIK#oTZNnQgpBVr{%%xJvdxxU8QDYL zT#vXpOy-7xNTPjJeePgdN+Y7A*)iO`52Qp&y^xD)rNrQRia zznOqD@qGrj#yY&A2<5X(KNxo_nQ8iOnXqhl(b;4FV4~j>Cs=7IZ1NT3QLD6oKhFfdr!NU6xD)IIl7p-c zF41jDUK8b?d|47qOp=xOz5thW@=~S|q~1(Ofb1C)7{-JIsB-`Zl9Xg2@v1>^ajZJ~ zkN7Yz2_Ey!W4^@3irx!i9J~5N4LvLo?5@^M`ICX2)I{VJyze$?LM65-bG6NkXHU@S z;?kdH3FznRcWh$D{lw>Z)!=B|O*{hl`T3-_o;XndO$VPL?$t!{Zkt5qYXq-07Y`r+ zajw?-&$jrcrS49`>RSI%!c~HraWlRoW5}oNIa;#hNeDk6H^p4)kf0voHICTIIw*;K z-6WzB4Hl~T`gOvFkN=FV8{vltip%7iGhpB z1GShTQKg+^4nAZKTHY2Z(XqW-M5gl3UJUa5!B+o(&?z^Lex9^;aV zjuHzaE59Eye<5^=jNtSGGAgsmOx69>cHr1|@tN^3uv?lil#{7_)!dS{0^EGY=yGuE zD*e2*PdNTk9L43e+8(seTl0hy^k3;F*Q$Bd_~6J2)*63KI{QHu2?E!}YhSPozeC6? z(Sv$|55>|On`%C+GE>9H5-#wyC*2bA-KjP1NL8?L)Ef6T)%eW#qMSK|mCe=TNdzCW zA0tcoNUVZ~jWeYxw^3a%GV^*i7Oij5#J&c3Y8t0pu##M5BgUH_@#+_XoXYi1Ugf^Dc-49@ zK5$cEyz=)pt6~S`x^2AbEt^yMwvAV|yV(^#G4YDE{BJW^6%Uzs^&y*8`H+oQtW()l zEkRb*VJEwCDQ$G|?Dr`1dlRp0qOR}hcvW(#pIuH$wCb0GlFHx3vIcG*yAPke=@~uh zSTHwOY$kWzjk|3w#(&gs}`Q|UeitP#x$H6Qenr&~q)94=c5i{KgF--k|`0^RCsO8>&9?;vbm z<%qQCkxuud3@sW))X_(TZ)2wu-h?X+YOU~CC!_D8`sY{lFhL-Kv~{?pCig08fI(ZO zw)?$&QiOLX?sf?j8dMGict_9H*5)*EPQ;B++~>iwU=`X6!4Za?rby_`xQxIVcTfL= zHU|jg&??%Au#dI1B8AyxZ*ZKT3^@&?%#kCreGUcqTU*;q9F&mp?5}NYz%8J|-5l6* z+Z;(xYos$|%7sOvi+$s-7s2wRx5Cdk35N-v&I?O87*&ep&~Cl(Z z{sTqskBUEIj-d*iFY1}a;s|zb0(Bn$Ku11$P>XM36y1L>Cm}QYd^kG9DWfY%5 z#y0~0)xbN?E)D+VrvFIA;R(Vo{`1N{<`e4IydJpW74I?M`IAc;j^K5i(D2-U+>a+E zHat-+A17`AF)1}~zMl2A6pG5YXWbs){Zu(&DY?(nsGz%ptL(^lP^JfFmtN)h&aIc~ z^mu+TMuO(bj0$)9joH~Fubfo^Df?)8P%{9km~}x=M(rjZCvB5X+^3$_#p@OO@&k&r z*t5(9eyaUqGd>o##YC@9E6E*^YTDoqQs<`5nQVq9|EcKiM^yP?!Vi|dqgqvIvl?64 zLrf{6E|JDlwBqu*<*WE_U1X*|0*|&#-+g(BS?gb=FFwDFQH|DL)5FV*)$=~BKgNEQ zk!_c&X?}Jv)%8J(xNH5tnbJjSFM0%GRb4YWJ!T61*VHAk0XgS=++OS#+R+tpd%r5Y z{L)Jbt}V=?k#qcWOtB@hcdIE~Ksd*E;ho63sO^i?+O-x`j$H2M~$t~L& zog32wywuQ3%+xAk!)Jw&on+JHiyvc_+!$n-@O>tW@TRH7mzc?Jp(X#1m%3}CJ34tw z;*OccWRobqdsO1{lgk#V8KqCDYZITkGV!S}7HF#^7J3bb2zAFCaeb42|7A$z#df8d zF()j`#|-%*KG4_KloJEFL3t)`q`5F{1g>|34gSBU|8aqTiLrWePR1^h$sZ-B`zPZS ze-|)w$@lEM4+xlPrkSrM&x(~PK{E^E73E=k%+s+liJM8R%-nccRd|;`nNhgR(Ol0z zH#>1|PWc5Z$cZB%5tbNIdf_OyTGf$yYcHu@j_CQZMaR??ypQ{zA6pVk zUx)x$+AU16#B{}3J^hn5!ZIS}_uV|G#3AEhbGeRXT&?7JR_PTqCX-y8T z%bYV33&CmYd5NqtQa*m?>Qlix9Gk&!?xPEIg|~1`t%?CIg##oFwlR#O-n>TB`aGgG zz9CW9=BqHHeX~I_>J5q|-5iot=s!uYcJq@U+K9s42p$fZTK{}~ss=WONh2*xxP1;p-9U8HNHBHl}IpdU3FdGm)n zhE$q0oIi=8yndOJFk*3}PHVHC?+dl>-*L9YNc_j-X({wQ0(46t)JvC{A<54d&V5joE?2Y5R;gfHUwK(2@AlQmf#6(SLxAyue#?kr3VK^6G;XGsFM9^l(V0Ts=DwQ zQfrH51zpHqPwuw_jD1Tm=9s_N6P3uWpp^GM0%gFFk$h^>v#ue!r@sb_O$8fxiN>XL zDTuouCL%teR*8gfN0n!#>k@*iRq52xkC^K8DiQlg!sCpKr=^~2a|_kf)I~E)S@IcG zeCh1sPd}-MV%exl)+#3GMSs9l_Z4M-=D91?*R?adfmjsxETXMF0r7LDJ!RIZYsg<` z^178olOZzfJ>}2YoU(9AHw1}3dN4pQGiK;V^-H8Z0lC9m(u5+dS1i%CDm zaO+|%6x=HzonKeP*Pcoj%!|Goe#ZDxPpqQ8MJFXmeQ=0MC=$HrXYko~@pWaq_dU5W zc%Jom(tkgZSR9ZIw~53z@I%3{k2aQntSC9Y;G^*w-uMaDDf2%@c+Sjg{6V3pLrBHZ zCBq3KaE>+Q-KucVH+A6*sqwh3o;@PVY*O<^WL6SXrT_={j7i3Pg&?hYohogm8ZkLD zvoh_%yKZhFHdN*{<;1i0P@k_-BMVj%Gj2}pGBc5&=goS^luwV`59u>Qaw_wtk#GuU zdUEK*A!I--Z=Tz>n@j70oZR;lBTET7_++`j32-WUWxX7^zNUlOv< zM4Qwxb#HS}9bp5O{!4GkuZ)UTi$!!dd{wGuWk0*UWY*A1bgU&2e zLoc7=jq)6G8PS7`8JRWxm=2uA$yeqjcM#ZWiO!1WqLaLY0FMMcB#8=iv=k3nHkFUX zYi=2ie(htWt{!KzKCCnUs1p;&ms60oOqqf@m8c1(Up8W?n&wDutUo5k{X`2LT9GNW0`;-$GYfOShUn6@IwgWPNlM)A3wfJOUl)cyTx%(Q9F$PXOA zHOGjMw487|x%wW7pqg`@o>hbrl=S50d^2Vx8_w141Ar25~ z*9OP@cS(&BhBbQEXY^}87q%w~90~Y4Kd6~`t~2O9$Nz!KXi_zdrqD-?j|wX$K|Y|7 z#|V5QZvJQft|4_tAB}31ZEkZgWJ8d)6goYw=f@HDqfilW?^Hm%-KXD+g3X#cZv=qhh@2EGP6jjI2+(^Ef<-wX`pj2FEiRgI z#0DA3SXOVIXPOOlN1R80DvlM11`>-CjtQUTXpO^%eNi~5XHf^(=M3WO1lX5uV16l_ z6U+bWcmBam?dq8Q#5qqwfb7<*@$(j^6sa}bLQbz zFIwy~N@e8LVrR-rN?*TCEjE{(F#Y=IP*p7_s-nq0OI?k`^q8_ey6^H5Qfzf6DYjV8 zzNcF~gqGQvanJXS^QI8T9&}EqzngeTy*xOjS^vRMH#+XKOE2I!@XWJ6M&dW|*X)2} zW}p3_|5EcrQrNy`Nh7__CO@c5|FsFuCQ(|}JAHcluW9=#@l};GXSstay_;Acb7T}f zq+aY+e^c(9363b$Tf*13$Xo7(tXrG9qeb^=*X3TDib_oUSDPG*Zo>DEIT?4B8T9HI zE&2%oSkOtN{$sSYrn2)L+l>>TuhtHM%W4;^y zUFnAz*OwvtZgf9x8-tJQ8B^A)k>+Vd3{?(xE;5NSxJTw`JH+&)UgU_a4PAiGt{&f{ zexk@Q^?ij-KVMu9k)CZ}BCY;kY{^s#llD4N`A#qc({7SfiUVLXK4sWTVA>Fzim`Q$5~4Bvy|VbHRh+a-!E9S(cn^lm8j1z)|KDF zwEaB_{R!6kSNrY|25m?zccmRFxhX}nOiqQIt?EH_`url0 zLfbveX1VvEl|bC9vv9z~ma99-B(-fWIWmYF#@(NDQ_izxgn=R89C z?b7pNrb#)c&Kf^}Xje~aO!wMx-RnE#nLw5+!HVnwpE5Oq4~+ZX95i%-4X=@O!j>;F ziA%O{JmB>o1}t@@9`gx(e%Quu%;|%J4%@B{>Vtf8LQwi|+)gT+@f#yY2XbK0u9zY@ zKxpS=XBFZ^J7E_O^qnB2%UK%lHNp5*=pGIP&!XQkiL3OZ))3-6AS-eP7V74FnHoSP zVY_>6>G;FW7Bkum%8_H~7Nna_`+^m5_-!9?H+QNY5*}9*hPMTsLR)w^vF^I_1{7fK zoW`!82e54X#@_47u|&z*?haK|8y~&aj8V#My!-mRtVx_txO$jQb3efXn@r-2lh>Ik zX(Z0DBRPf0)c(ege8Oa^_?Ov@P~sUI(*x<8o4VtAGeZ@muKJZbFZpxyJZ&nkYMYZ? zAu`O5O;*+OUQzjKn_cx|KdW++n_F?e%`5u_nYwURsQ8V^t9-@HsjPSMDwdnaJ;zc)6LN?jzH-emsjhs9zG&$vO=-l!Kn^pcjlT-E=a&y{}caY)~HBKWPx z$wCwMa`pBkbx8%$HzZQ^JUJwA=LO^S>~AXqMAii*c6wdxD(1p-{ToO|5c^`RLk&hz zonOq#gy3ZkWWKU>g{{b+uI(e33%# z_?tp^IUlm0oj$}AXU9mHJQs>=l%Bpvwy!w?YpKxpGxO2-#DXMy%dZ-9PBv-1cSE;*iHaW?~ws`P| zP!>HZXO~x;OQ?188ABR3R6}t)jt8=#TR&HH_H|P<;zP3P%|J~8jsxaSttZ`B;bmTA za+aVQe1|*ayWFhCT&c~N`KnEu<-{Q$pl5J7vwTwJAg@Wysw0=!d^MZ2Ok`~{nMLaq zGUE{QJlmNzm2cRB>P;wy_3YeK`%NaN@#S0Gi&P{ znNQN!Z|SmO%XHZYa&_<3yg9hor)%!np>~;}>AEOP=cLeiT{aMc9Q{LvvHETKelZnZ zbFKL>1HqDj(U=p2$4>qLI{;nuh5+aXE^Uj@P3BS*1s~?gjf`;mjhHa#4%l($YHnwt zl~_gq_?WJAMCPKtp;nh(SLU2D1=Z_<56kiTw|Ulb+qs{=`lPDN`n_0d9S&$mo?x3n zq#-XxW7^To)ZSh0fb>v)1NkhCHNN|)t5Q$jVy227xc3&5+xXbbF#B4C23N@(2}BIWAcXOmX6OV8JAmrNe@xTNhK(Mq8FX)ar(4@tooC|I{~?5-}6O&oF^YU%}IZK zP;*km2t)^*o=*7)9#0|vn5CGTXQxjMD)i{wLfyDzPHAQpt1nz7K{3ZflN#IR40O*Y zf?K+2JUAzjd`*>p`9YQV(hZ4c2y0(_XPdetos8-*MhI)mklps8ic0K50vX?fD21f4 zKUfMvz&qWU6T{x(qomorb+{?X(6Jdq0&j*IaVuKmfPdB=mb{_UZ7T&ICKhlHQdb5^K*LinctOe5!oHy4V6 z{9wSL3HodGO-|`Y?6v#~ZzBDRP>Sk?onoJda)06v6rxU*NkiBfVMf%61r2Ftk#>j| ze%fHCnCRHwRvbNDf5My*cFr=s5pU0a>zh8A1p(m?#@~wh#CwI7zY|%~U$bfbV#oXc zihzL>q?4|FOqp+xHNC%;v#Z&tL=qBNYA^CpDCDHQW@GQK?ESxyC_;-Q8E7cn=s6@b z;CZPH!3I|ec9c-CNj3yG^vN@)O@-F0vChaRwf8F%H;6Dg=Y$~>1xII#iCXvHIIrp# z(hFrx_rimn*=Zy0sWvaIapuu+S+_Oc!V07tU0$jD` zYv&Q4ysh>lM2kZo;p+3q8SJu3^7Rk2`xoO+ihGYO{gNs$vuesyy|0o?=K~JJY9?n} z4#cu5eyy@9@6DGm~r1v=g5Y?#c*<|pK^F%~EIo#q|K{My(iXQ%m)lhIiJ zxuF^9dJw4<(+tV%VDd(O))Xq!xaV_&RnEq{K5L9RKV7yF68)hVm}dv*p%8J|JQHN- z)a0*B*I67+l4pkg6~PAjjTe5Nw3iTtfpDvNw(*Y7@5uZ-6%@l9`mm0y@6=E3Fh59^ zELZu7JF-f*sGRa|lKkXbgt+^qDlI>uaw>jjvx_@acG<5~NqLvbu6)uIR=lC}OOB|5 z@*k>1`CnCG`HxLS@!YJ66<&7PE4rv`x2mjo#N<@8n1b?sHov0RWS1Y%rR6`vf@Pc2 ztv{-J&2F9YcI$Tg7za;DF%96DS{Suvx27IpwB6KWk8%L!3+{|}sONd#M|4NHKmr_` z#BPHSQ#*0T12yXH7AiRDA+k4ML;4E_BYW+3iql|bxi0$XZ-aqSX zo^yJR-_Jg+=ev8>MGn%PhZL!A?6nXW`x!Tm*?H`W2~M_O2`DkQ(0NUnZ)0+)&p~j0Bk)VmMcbT}x&#$aR(kqsb%B5PV%W@_%)4TCa9YhT zZP6vaakBTC@qcsm?Wd5^IQL6zvP;3)tYMeh&zQ?gY*v~7I~9CK`L_@D=K2X9^e^yt z+LBw3v-_>}k4L-Qmyx^aTA#5>b*R4?FVbiU`P-s; zv4Q-v`5>~%Eli6VSj=QIKN`ZQrhE#yoPP0jlZEpOrI>sp=hq;`L0N}!)2 z?KEOd^EYLGu5CYUbMG_uknv{z1idi^NrvOhg}SIor!a~*MXEav-2$=|>b+y#HoHm^ z#jQ6D?soejo9mR2{oOk3{v^S&E)n-cTb)6sLqtmydfZE?{cb6uW!)FeHcZQMK?*fftCNCcJcie$;$r9N?&xqrYNP>rbu%?{OSFZJeKW{_A6 ze92s$oLKhN!jg@uq^wSjDY|`N`LnvB9NwwoX;oIfT%B9;rQu~Ssv*VSR#oLc(Uql- zszD{IRas(zt|~ueO3D}M(uxgO$3h3@b2{4N%tx52w?}NAGd_{Gh6H%5?;gZ0R{I9D zU26iTw1`V5MV2FMMbc|V3ackR%2VobhsdPIK%Q6C*t*zZ^{9^B=Q^yLubKz7`Kbfp zxi4lqOzBT889ChEkj;(``{nqbbAncN5Wa4yp0`Y`1Iu4@FqD7Cah51jVW?C7T0BWM zxm^xt39xC4aFRZhwAZIiAGw|5(Z=BNLCa++9QRYf7>=k}7ZIj&_NpgblG&E*1 z$XX1!w3&Vy7-o?d9PW5vkjKWu3*)IUQ*I0!{nXw6Y(8H`Qc#yfRT$`a`A%A47KOnn zuH@JtBS@Y2XY&!2p1SlNGb=f<@Y9LJzYQtA_|n9@p#`G{S8P^Oif_KIs|^CJ`s0=nYOU?B6!#dY5z3zm4;CVergB?>K=ByF83Rz?}ch*n0p-Rb^Yl zoPEx@r*4I=x|MV29OwkyKqs08nkEVeiim<41E36I7{wxph>CzEToWQHB07qS4u&xY z#Dti`D59f`VjN|ZaeRF1H0pcb```b+zq@Iws;h3*J@=e__FjAKwVOY6JkGuYL@cf_ z2mtA%-)F^Rj1O^NMW7B{sW)x_I{DFbj(*Nk%$OIr?=Cik-$eAOwBA$M6^I=#XC?b+ zpl3HWxfRG48zT*#xK4O*OTZx9|k=@ZQ@-)+=ijz&Ziw^5grPZ-oPKXizZ z0^UdHJ7$@YG3q&%p*tbKMZwf2K+W3{$Kt-@qe9RhYq7{ z8cfwIitpjqne+>KJ@pZ2x}MWh11<=rMRCy~OicGeH~naGNM419L8@CcpC6tKJArh< zZPFwLkifX<7doo;Mg(XK-^}NuL7Qzqho6)m5gRc)@y8*NhQ6r@4VlMSS90|D_;su$ zeFb%-@1UyGgRC^Qg6%}lrsqxi4+nBC<9>vFoN`dhu;J$*kej`1r52dmWoTmnTl%U2 zHa&b?J=6z9rI?0JGOAL1j(AS*F1wATY)pY6jrx5a+sG5(t*_@gvt{<6rNkf}dYUhC z?sqV_ty>W?bA`0zyXfQ6M{W(hqR^a7 zk6Mr_{2K7166ABRf(&kH8|@b{<#b1lNTASkeyTR2;Q!%aG_7cI=?hOBi4T*3lE$a@7~7ZC*~8AzBTz1oF0KsrN4iXfoE~H zheqNtWU}4xqOUUr{D$Scz&@cRRB5PMOY?;)4J0cuxejf=cY&u7cpRy>TjZncpOSj# zBrvl1ylRa^vg=Vy>b>S5~@ ztX?*@qa7AD1*GxNr*n(rJaqj+sCN+k<8;#_Ffm@Fu(27FBZmTf^#FC?3cn8Nh8=1- z8qOZS_tz(G5*j~nz#jJ|6_MN1S;6LClY(HLIMz@IS5u!3uB6V@!m=5D(N>s!K?*cU zo%A>g^LWFzMmT?}s6#H;U1VB=gwxo`BIq=gK57q3PC_+N;9&y62cP*-&GSrB@3pvH zIS%D+^^iX#W%mx9yM+PJbF;UP;U_w$`Y^h67~{0_vz#H%ia(+?5?aodeS?h$h5$SS z&~{*Zl8mpu17 zV`yavY0kcwq9)e2Laru_2qKJ`TZ$#D{elbvEc^(2&vyWb{oYu{qq7W~;H%l_j< z{3?*ftoSs4>IW9ge8{ZSCKk%vPX6?RES!9me2Fnu`eWeQH!v%Caxis>?wub(o-R+qCeU{rmL^fSwi>+NCr>+MbGA9IDGlklH| zGQXY%P-&b7HET14FwvL-nsPtm&>4A0P_l62f<)efNTE^;5GTi*AEQLSt7Y`(g@&WNJo=eP0s|NDP$diG_p$Z4x1 zVX(=AI+Q=5|Li8R(X(&LdkV=}^iw+Y{RJ$$`hlD85M4$HpX7dyt=Qvw8>NDMsFg?I zEJqzaKDqG4MTvYl(BG)LR0%O$CIP%?HhQaQkVT>hVL#{*Z~+98xUEG3d~_gsdNI%} z{tZixc#36DzL8}wW*Y!vZ{tYHhY3mA4Rp}B1S%fA-@T+yKX5n|6>1IZkRyR4Rf;sW zAzWa7hET=0q&0l}N$7ln3Pl)b|ujru_A%x&cAbOO8B$+Hp(2uuZ7 z=ulLC?-&)^1P{D_Uq2Rn zmb)T=?p>w>Y8sCoFdD(%>V=@u3d`H&un!(En)LHDJd5Zggg?5eRut}Cc$i&tG56)C zglbO<_n#OjpAqXE7O8EIw}(=TStk7myUU!qLN~+8t#ix;1n?3P2j+z|V})ZK2r$#m zp_`%RZchEcL}#KUko(-j52In5cs`c!%(&ombp4hG!HhsV)=?>w%YvC`OzlQXs0KO( zP57it)SPiG>)c>Jb}^4keL@6d?Say7L_r*@5M!D0eYTS#wHt*O)UztrV#QaJZ0y{} zACOj&D9imQUL&o9obtqZ&_o!Ix#Is*zz%bqdUFBEnbI1lwnaknM zpdHv`nzCE%H6~Nw32q^R?CvYh!F-^$dZI*$eJ~+X({_kx{deeT`jBQqZAE35gZHC0 zoj=07Mb$86I)L0Th;2*;dl);$91|h2*Kiv6oabbImT51TW@m zHGV`-q-t!WXJou`c(iG9sO_|9NiwLa6mvB3yogud$3%HiP(8(|dwANdrt^!$3Bu=c zfHm!QwZ?^2WIEj-*o(}1Sdv>*Rbbw=tm|=h9!)!rZ^aDraF3Jc0*Jl|>=4dF3Xp15 zABd$+AoYjBS(gR%zir==TFdNv&Xieuh)}`8s<+*Eysv%JNvhaBYY7s#3kNf?tyQW7 zD;&K1BmhExG1RH~8eg`;m#y<< z_Pei7KLK}fqu!Unt8k-L-_F+d9_`S}@md_V-pcliCI<)NEy3i84OTH-&FB(g9K$bR zV)77lKvvVK`Ej{{%o!EZ6Uh{T1_ry@?A^s&Z?nz1pP5JF3m)von3bmD3ViqvL@=`) zF?wT~rjzMi&kn<2tzn*WI@5k-71ssc(UP`6d2e8RDd&6PR&Oy|T#2nnvCZDh0vpl0 z`Z7-A$AL?1SurmN#^@gxN975c&3hb5Yk9t>W_#Q4174i z#kkmhc&++>B(m_Ov1RzNm~Qqdt9g-w$6zPPa@qOSd~8m71;`oP(hp&4$B&x_;R$O{ zMN|BR{nct-hUzq7*wL$a1M}IV@n2Yjd&mm#kW(km@dXVHC&Sn6;}qciC~pK{Sb?!|6ry6gI!@_lciWfV)7fb z+f?h>Eqn+2o+2hN3mA9~n0_-mb|1ToLLPJp_TcH#75Yg8(*{R3ZMI8-6$GwcH9$(m z>&U|VjDRS4I8u!?<`;49m0aSYS%YzIu(;F*pLa`vH)7v;uzJLv$)7(DgFRv3{R7%(<(Gw4d@FPL*5q-6+nqfU*;& zADW}my~enx1Ka8yOw)|vv%*>;8@ErUh=V)WAhUX1_D;FJ0!ku7=qd)H$0>RAOvFmW z?9sEaFI~pOZ+`;Jhc8qC9(w%umryysRp%G`;;$9G&jHUuKgSJfj(#!6aRJi*m1y8E z;2-EO9K_HE|NS8RK8~l@X8v>YPAn#CryR4=j76-Qxd^<>o>VY&G246|t)97eT9ES+ z(_3qS%UfYdsZ`E%xiNc?-IF-2!DLClJBF2dvKd;!Vq?G#$D#wmpXH$jU1hE_XW(K9bsPM@o>{6oOPI2p7D0(dY;ZU@s1J~yk*q`@;1CL zp^cEM5p@9ECAe8xIR2`EZNT}2DftG3=67Q{q3Lk$xcK0@#3>kE2X!}S-J@xpD71x9 znF*hHCBsO8>=NX|?48&1`uw9jmc5)sD{7++b#lK$!ys|dbHrvgu)t1}wN6k2vD^U~ za<9wvwTQNUCBfcVPi;AuwUn)-p7m_O+iX3H`LIkpLRMp^DEVGQYY{);6Udai_kVnP z97O-prq%^V2ApTuan$TCx`AI%>Va2^_c08_@|uQ;+xT`lu<<~(LwX#B3fk2nHJbVD zx$AfY#%V=J%{#m%-nSys*br;0i?^hrEp?%)(pX1hw7PG&Zd7zoQ>11-2%Wqtz>mEFTajg5(}@64My z-Gw>2ovlX|ui)BuGTI*CEwPPkIVSGg?0XX@uS$8D2gk_NOf+35Lx2MgZ7732q2oaY zU&4;yd@Olg8B6-mel+kclDi*MFtwY_feU&$f{o<@4m~OzfK8ecLz6yWJH;+IDlWI;(s;0!r80A59Cp&*754A+38j2Z4cZfi=kzJ?c zd_SE)4Wao8#iA=g=5HYD2UFg{SE7H?1M*ssq&Kq%K(nLcCq06e^0|}!)YU+0D`MaR zo1o)glb7R?*6^nBOIfW-0LA+?@+$vetrUT#(;LMq^S z8F`AU$c{QkBxvL@KuSW}fqddTnYVn4e?-TQ>NJg%{S8vZ}&2Yg&%HnuUrl zW#Q6O;{9jG>SsoK%94L5I5wk?<94K3Jhg#Jm_d~|MMOr`1T0r9mxc{=mB3C*jVh&_ zq7ox9g*O)oE5vzONk@yDjx8)$n>|h`%s?dIqvhLJu)HDKxK8kIM1?oT-~Y z<#(}g#VQu4dKb1S5kD#!8@?Wjjp9klm3_(Fkq2mM<|RO* zQKEh;dy~d*5LKp`tA%T{(CGxWzQWuMUg)I?GM3Tn#UkOUYNu2bCJp8Wte8?q%qdC& zN|r>i>1N4mf?H_nY?=f0{82u}5W~()xrIIPRvympW8uDwS@`d$HHh{55SDZ%c+-y% zN_`GcqxOwpuUvtU#OQt@!eEVkO&|qoLB6E%H1j%T;v+%VX|VM=7%*eF@e}U;54V=G z56H7zy1Ylg$R?)6mI1kcm#xUN&ilxnnE-d=Ts{?}Trz+^Zr0oaS*|F0ZVM1oaaLkX zrL&*vu!bX(=Y(-|8{N?23Hk&=oKa6ZUS#)~RIQb~{+T*8UXe2&Qs!bmGKjk(Z)20h{1mKsl|kvg?E_y3n7j>ELeIe zIo?w)=qsG^(;&GoigPy;k}fA;a)9&|Nnh8OJoi~lsnnDS#ZkWl(Z9YSKNKq zm_1p+&-?Ww*o!vt7~~2Ly`kNZfsyQehi_S`^EsBTowA93e~(S{-`?dPhCbwfeYe@O zoR6@L(1TmdT(>i9xMw?iU)B2yueQ~Hd4h%zW{Iy2*L!GfsDJqT>OGam@As80IyD^l z9y5nM#60zltNDTsS47G*U@=oAz7)Zl*FbzSICkR~8JxjywbykMckE`ln!^QBuzSrn z7&TvtM|;1%6f~LtBCZt9BNjW60@ulmd8=o|dv51RYf4+_MutBijKMCyhJ^|XZfG8K8;dtwiWq(!i?;NQ zP6Yks4VlJ-*4I|l6~VxlL;nqF4NAc1JAm?ONv^12k1bVQ!D2U3*qld@s>0KG2%ACH z-cYLQS7s$%dM_LZuh?1<<|Lt{rC8ynb~IBQg_b$opKoaCI!#9773rHo0g3isaF zUhv&$+1~=iu;0z8$L()Wpki+*R!#abr~Of}y8ZWC{zB1BnS99S!%w{TcPQYCS-!aC z3q*VopD*U~C49c9<%|0CUHruTzA!>p%NNGuKHSznc)9i4UHxG1tMFR=lHS(_Mu$uP zCFu^LL%%;nPFFNJHRH25kFBrw1~#yP-$c+$#@UhNI6vIQvt{01F0!6E8Xj`!^f8Wz1H$pel_Lc^B<=RQ`OydvA1_C^=&&EY zn=i-@3OCe-8wSL?s-sm6@s`SP-|}cfTfC)ztga#2KO3wljaR2rldbI2ESz45@b6k` zw-CnDV-7wwN#n=213>OrYnqtQ?)?50v)MVLsDl zkmoSk!0PSfJ-jNI*+SvIHIaU2UJtLVF>zx5Gj8Md(f9CV{!J07S;Pu-7uDa%uB93u z0ucg!EOo%vqZvNfmJ+KED5keK^dhlxgEx>_vcDv%x zQ3M&X+l6E+s)$V!@PQ0?`5~-~FB21hlU>ckF>or~uEAakK%mEKh|`wJ&Ez^?1^V}a zx%Lcmg}5t_MDsUb6M}aZrrZ*DhN)Lm&dJBxAKc4}S#4p%Ed%ps2CLSBr+5pC_U#E} zXU5L1Nlw=pgHXsDOOr-}euUdEeN^L@0rZ+=I(_==p}{jM4z34((6X)0^Eem!!(Gy)3;5LB~+_iz+AkH$oMMgvHA zLwwcII~-iJolw_Nw+rg;6T8_Ch;hgfg14Bt`fZ5#WB^8#*9TguW)PnZUkRz;EA1Iu zd3Am-^T)rW=+PCi!)`OdHye#3Ki>;aQ3Ku0X@{(x5;5bDUiX3xvk76yuaNU@wah$< zA}<+^!#pG&#WvafA=6>k0~8jc@zIq?7I}*JzeI9IJNaR`vBZvo1v$*1$X_@umIC+k z)Q1jtr&04faJ|;q^5c}VR0<PEFFL)G4$~It()_2XIXgnoKVl0$%Xz6vSACj%a{sXQ( ziMYN8TfeAI)yzqyyT@inCbEa6vt!D#9hKS9$!vFHc68tDs7cwe_1Tf>Y)@IXr#o}} zBBy4yV%TP`HKF61NyvTX?*cO4qilS?<1>@4hi@VfT)+^9ImDa17zhZWlM`mdE$t`& z%v*d_!tmly80ZQVHBgy-T)m2(AviDT>Z_s{QL9)^jgM?iww)Cpw3Wr1=SM4BRos0# z49PDn1JmIk?2`D>=Y%Ous65y30)lxBX{-=xeBwlx^j4WgR8p3j-{$dFVXKUlaGu$~ z2F|lrY(u_#9SXzNkrf}A7~KZ4F|Od#4BH5UP`;5RbFADf{;VtLT;M_#@mv#-O|?&& zm!VC!lb`Bf+srgArL;6C>+8`pu>&)}{3Zv6|!7|n99n0?~ zU1q5l!;ymG`7|zf+H@Kx_5wkAyAb>gJ`}TNn%R6L2F6Ei{bv@DYb4B?_dZG;{yatd zE*FcTxJ7gfwt}xs<6~2(#~>?P#eMb+Xc)_z*A6Kf%%$v}UFpn_bCX zW|{Lhspb!vyX{tn`X9%~!qJ2f_F{%o^UJV?^aCF<2?FuQg0NQq+Yi*a@UxJsOHJca zQx`)%&a!Z&(P4%D44F97ZMaaED|jGcxnQ}IG=}mNz+LbGu)cvA$WHtbH!W^T2yV*WNUq)i z2#aDcfG#s)aLhDUD3wWaOjRzuW(;AtSJjx9l(pXR($4i)-9vl)$@7D`d@y}RFujWT zqRHf#Tzoj<6Z{+|e}G$wSqTO#OcA8uH2e-&8lVWA6#@j{a0Tr<`l}1#I5v+V#i>mv z!a~4i0OAyoB4H0{QqyyY&Ts*N$pdr3&WQ!7uP5>qJOHm1SJr-_Nu4{RDpFIO96vD8 zw<=Oy9`9_5R9A;fI}>enq3W{4*v4>iNhnj2IKoPQ%fhKYgM`0}ZZP>jOr!?-#F0_b zAqqYifLTb{r7>{GlmkA8JqW<%5cbv0YH2!ps!ppy9!*g_UWrNXLn0la8r%}$w_66N zA=bB?O7uE(8)-TMhXigsK%F_GJw2^Fy-$<*jY#p^^0f4a@H@89@#%}E#IIzf#Sg32 z^nF;vRd1s&J>LWe9DKD<~*gFfTT*wkjkad%OAdS|8w zkctLf(UDk*i7T*M^Y<)y?Gl!1 z5K{>I1^^4UhwLGPRGCV{+0~zD)*uywf)R!pv+Qby&k+Z=dR}72x#@ecVP{%;-~KjK zq$A=Xd{!ed@DvzZs=)6}UGAiOR8F2}R5j4h5c2BnIK-kcn{~H-#Hj)oA`4vy! zg>%A*;h3B9`p7tbF9W6bP3|B!&h&t~jkG`k4mrkIbhMo8_`i=tIMO1H=e*7)8-Hcm zg5fPvw~>K^9J;?rzZgQhOx!G>39v}K37*(0MvwEY>;_YQYOp>+qq=;QoB94wzm3`TPx6vMZ?JI9b{45y!op4C{Kbozc#n%FjktsDg$sHUhm0O% z%MNnbcBqu`o(xtzueC3GlE*zrqSmy{)*SQsyu!ZsNj^G$7Yi0&MZw%+fI!*g#7tsd z=r=L9_ghu+cQLoMZAka_YPmI4P4}kH)XXkl_Ap=e!ryeY-R&1>B`H?qJg6-G!R?NqxuwPR9b;IP=Z_DE$% zq-sd0bbPq^=y?11_$j{Rb1WL4?N9%R{wgRF7smTQaMv+FDkoNdXrk%0NAhM^BAS5*|@_1r}D zDju!g3Wr;~tWH3Q^g?dFA_fh$+@aH_AMUzFOhw893GAUm2Tl-MS#jVIh6{#ogZf6A zL}hIgDq^zV^23c6ITDw7iD6&M+$ZtF-GAl-Lg}J%^GnwMPZWTYCd1x$B+{tYP%WGs z^Jwg~Za%7uQ1K3fSdZY$>lDv$qY;jL0~KQ?d?sRbc*(Ogy~uA03nil?!5xbuzzgsp z*rZaat*jaw!D14XJTxXu;0Fa#BYCON*fYhhOnRy8AT=dqe~EO|;(b^`+u z!rV(oe8BDnwz=KG(IVwB$q#WB_p!GPOwkhqRZxclS@aVFQAQoYewV8+j}*%9FR6+s zuk!N>RQ`Jd_EtlzKKQaFYxEijF$Bz$7CZd z>&+T0i}8bvE#_jzU+7gPn6#cP;ZW^;iTFRk*LPT;jQi*mn66VmVZ6?vnxB;g&Ykcb zd5s0&7$L}d5QCqWlz2eiVxD*_<9i%^M603UCciOM79j!Qr$YAw!Lo8*2QC;)6+&WQ zvqJRaNArHJAtsh9;$novn6h?uJ5LYY!O~-Iq|D^gQnPL#btMZfM(0eXJx4m77BRfb zUyzPf_k(YwJN9_CYk8HI&4GI0jv-IaE!=K=#=PEc&`xZ+OEufaJvmt@+D5boSpx@ea{O#l>b_UOTk2~DA5sI zO(jo!WWv$=j2SS$8@0Tv2f^d%E=t`FqKLw;o~`r@!|Z~)ei*NZRGZu|ady^} zfqm_9FY&U;55On_#A=!yEWH)EpgHPHgwns26zo(Fu}S+K80Ej4&^jWJqSiXZS-xX1 zCU-M|`0zgMj6jvPNIYiffbu71{VMbcG!~Hr&JQ|k(uUaQTzlOJz_O_HKK?Qpw4WXU z+QO$LWU=+p1Z>O$}Ts`weGf`DeQx8hqXe){WvRs8h#jr%L1`w99- zz&|#C8t?#u;W=J-Z$ywAi4CW#IU>HUL@MEe7loWZDJ1tA=5zS{Wx!*TBu2 zf*iNju!qYE!dma)Q%Uon^;SRO$i zvvA`*EH+>RON_tXafN9V&{s)bi|*i8pejhL6IYsCue;AtqGNr@lT~UjkL4?^$v8iUz7fyQoUTNZsu~UPB%V87HVB~K>hc^*hg?Z9XB$h z^+G}IJq8ha@<^*nQ*0KJrJwWE$@*%+73~XtiWB2PCFw4^;{T3k_yPd@+4@=Dor=LLO*dy$F@cMp$ z(CX~7X%~N!%@R4ej_qN6u>SsxS|d@6dTu?&_y%SSt9XM0vgP>o>m7B2L+Sf?9KI_) z?DN8?oqM@+y?HB^Ep&BAy+*Wvhr4w0&b^y?GFDRKbI>W$2FGpwO(c%K6)cm_;3q&H zo#>2uAm5imzN3`Sb(J9su;O$cm6X`aUgO;Z3Ot;>56d@`7@1AXzDRtph1kC1kCJN# zLp@j@a2BlG%UFecC?$ZBT!REM)vc&QIrmC%%xW4>?j8e}`A;07zeXk3_=b7qEL# zSoDbzrhOp(!dpjt(2f~ok@F4)Isqp;Fiz!$|5M{nBPet>-W3n3Ryjfnd11N^5xu7r z&VT^kn94uPa?_VGbmxIGG&C-d*q|Z!Jni@g+$;G8PmjG--`2-ku914J_XF!R7HZe& zPDmR8VA$vw2XDr3U>(1KuHk?dZZus^SDK26gD_E+%56lER%0a4|AT`2>0Exh2vrP> z4p@f-BG&j=Dp7lkB^;m~q0K?T=*@5%s&?ddb z?1N`I<2XnIU4peN%ki%_-$nS8Cn4ZMN=V?mNt7UlfLBSVt}guP=`cV>Fi7!-I-Kx? z!p^5d?CQd&PuI6y$5OLzWr_C7D05oh)U9j-&Spv-GV@{HZbpleVU&Pte5T3uEvq|j zTyUV_taA^8+|_VLVf-_x$bO#v6J3+h^7aan^FnS>1q{=O!*gKu0PFkqm6RP zf}^P-t5_D!1Gmmyi_4^Ga?RiB>%19NwwjAq!h4{dIVu1l9DE)#QY)}Q@%e{iv2J1W zIP3_NK2Lk(s^>C;ZxPY*o?!9bUiIaI3O$Yt|5z~{*5Vv!Eb*{0GYh*>q+)7(F=Z#~ z0XSTXb^y-<@3nC3bCI$g6dQFZB`#yi#93!#72Ljv_ZBv0D|4Wi&ao=BoH+{DKUdQH z1%izqSh!)ArsoXC9@P9Eba%zPJs2i0PpH}ekWvJ44&m~?4YV`!7e;T}i{1fHxn0C7 z_21yXeJ#Oo=mq^ibih^8d4Jx819raM)6olMUyJ4zEl-^?Y6;^JKO>M=A0blSApfMNH zm>zkac3Z&KQruxUBGo9fG#p;MFodMS)yRL{$fAR9rO1dInCm%oNx|1(6jMGa-q)mv z161QGC+iE78r$sE??TzLvFBJd6CF@WJX2DfpIWGVK8X}H2ySHMjt#Y-~nR?%B9s*Y;)}eW|t>o=SHG!ZLPfNHUUO1URMKJ_A zvIxBl!KFYJ0<#%o5BuVWOY$IvD(D# zsNfI7w`}IO7TAtsC(VvjZ)5(%Gb~hpVrFn6*_}vFe@oJx#!XBhKZzOqG+oaQl8wS} zxMT3R;cX#4P&Hlkyu(L1mwE$PnIhPH`8w4P3sO(v-W`DxuApG)$H>WSVweie7T?Lr z4zPho%qXjmW8XFZB|>Pt!agK*H#65WWN*Z=WCUD@iC>1pvd}Ca9Lc?#`I|_jW+26j;Ly&*?;|pE($iMROu*(Jai!uAYzw!!Q zlLdDL+fZTZi-p2hFUFX&pkA77AN+tv^9g_7RD68EUkc%!ibz{5)|?7Ago6Dd{!)LW zAsp%(@RtNa4dGx_Hr^PC)<(k(=}>bb+>r8@R3}IK0pnVkO;7<_#|}6antUj?{-uC{ ze1Kx+0%{8Phy;8!7eE@1`q`nwsxg-7naTIl642R-YK7Mu$63R~am3@W$~)A4T*>Z6 zlnx+%v$)Mt=O;QA6SRtDq2=WYd*6rL9P>8h`L3W?vu%!~a>UkqkUiqPT7=hgEpfhv zZ9&y9c7t62g+CV=1T4lbRkfKx>L{Xg+A2*QsDSsA&+gm}Ud1g8U|uU(X2n2-y$bB2 zP7p~nSuPH3DUp>S2i(6?qfIZOe&be*CdQM*XWFkK@g>MH_Yu9WcCi_#n?w~q=Fc1Y zNrRLF8FPudI6<7wS&(SnPD26ThefW%M<0q<`BpxQkJ-UG?lNSpE{BlY#RDQ>HP(87 z%0>r3^7C^UISDgwwDvg@T%v}*cV#*#>_8(`d<1+30KK?@@=z+Qdu4=9RKu~ zBqt&t7odI)BjGIk$15EY)5oI-KQZ@k2w6wTX!%BlSarjScbPU5U1y=X12d2(tzb80w!GYSc_q`X1AMOB;{JHdDoxI8#9_+re2mlqZZP@@77o+#EQOqprL zbUY$@R0kA%ua=L%CWz%*ph)o>EK)wlpDT|ITTV- zS4*nRa_uads$6*8sFfl<{xkU1yRPylK04i+6TC^n!pHXxSlS&kgz__A5Nn$9o5z(INv1q|2-p_%my zpqIfIIiRN2^E{kFB>#!IPzc0%efkD2FDJvCrG1u`N$ED4SGqgJ>av1#Iv zKjI48xliFjDS5Kp{wXgWd?kxCKgA*~t68M}m~gf=)`IfvKMOw2WXttt*&4#0z4_J*2_~-=*2Y z-R~HMYu@?99ywF_?O8LGSyAQ7qF4fT4y7o5fDFZc$9~5m^HgpwcfwcewaK6liNfRW z#_bdLaldOGR8ILT`Z`=(`03rWeG@c38VB@C^k2qP$D>IV}2 z4?60{A-9bZ1nCM(pHzkM?{yVvny+5`2@twtnZo+_Dv*@GEC7n;EbM%5sD1sHyeMCH zbh2eawCRLU#nfo^*idOlY(!=H3Wmz#k~+TMd;p(hB;9QoW5vtj&%*HmWO(jEx(`yL z4znfjg#qaK5wuy^z-xfKU`n~q=(qvBS!QWgdX62q8-o}D6GyIibC zze{K+IIU*~u&0&fi6Ix_4OklRIbyO}XyP?mE&;mzxae7YgirvTycmBBA}8!dfNl1S zuTXZgU8Jf5Ygmn`#{9^3K?3vwufl{vzytO=(rYF_7(c@FmxMq4xOj+7yNm5$V>YAt zi&}`D2;y#2`izSeHhBTMMqoXAQ+z-*pg+|_rnHKLgKBvr0!?)<#cl!9l{si3W;r74 zFg!Q@eBLlVha3kAD>T~3QAPa+jW7NJ_y=42o%|rjjaxyQVbGvB=m=md!@7h0uSFsj zHRc^JqE7gG$WxUaps$eU`w)tQw=!L@cPle475ppR*yFFJ4q<)jXVY8pIXk!Wa`OBM z3axFx0P|ocZ8hBxweWh^(c9WPjw9T-+z6WeC6?*qj;lH5#|z9TLa6%!$v8@tF_?^pU!Lem=-EApIyhyW1n8E=Z0(SZVil~2>LK7*P%>hvE+u<$ry zq%R~rZOnL;Do!^d62!okOUvj(*DNC`X&aHH4QN zg%3Z9(EIBX^HKq=tRJa9Oq;|p0<&Du+wx7g^cvAFg1LT_y=3s4 zIlT#CfhG=%;M6GI32-m`m}^)XG7X=LB+LM&)qZe(dT9_duuHql1wX54UUQlJtBH!w znX8OLdb&_ai#fR$byFl`6+zzSsYs)&5=jBT&Y0P20g9XkuF^c@>AeHDQYii-kWsPro~MpkMVY~WrPRm(G~Badc1O<*fE>Yv zpMqenNtDW5!i91GA6y^Q?}~7ps-sLlBL|5YC^cBTckcyoBL~6Y2^xg`-tQQoBSd)^ z*(ymrXQ|l=w2oaO=DPx zevl3W_Fz48jY@P@tQ3jC@%sZ0_f55co-D%h84) zATPHM{=l=PF#9Eq(Ux6OYm6LUaRn0yGQI0oUYFm}PiGLnj+ywxJ? zAurZ~7aU}S9N*57{5zt#Io4bZN}?*pi@WN`o9m3A9I(GKp^NH8HHJP|D29=2;k9Mn z3k!Gu?WmrG6ewMW>6v(Qb-b%CYRi8!6ucTP*`z+E5@9tq{Xeb#yktu>Y zZ#hM|yt%oZKQlh9FyymT9&&<)`2!EcE{qL^0#u-YdXGy{HU>B&<+9*)qc+he-Zh1I zS^HBCREcDe<9XDqK~EProZHwzs1T+~;km%JU@o&d6-QTF&5jn0t~IjfI&O?hr4e12i81`y zLom`NSzVNon3Aq6oyY zTp>hrvPid0cHvP;C;*Q2rUcTiA&k>A4kEHsV5#&S9$%9X62@L{EM*PZ6qSgo%D z=>usTe(u@UkY1j%0uTaGRwMPJRqDfjn^N>C^odI5}XCNLcAZY^-7grmgQWmyV zyedT1UKRu4_e&0961G}FV<8N3sl59U1ts(YybNKl`>;x z*f8)_Ywtlolz#&l+JbO)z90C?-xXQ&+a3{*h*r8?GbhmB79+e|JVbd1$RP;3FN82v z5MddYGqi`4|Z zIq$0!%B`hD{V(!WE>_Fk=GnA~|IA&FfMs9^TuY*pv73;Nfw9BIV1@Iw#=?Fez;S zKavb_^d(NyB*20n32N)cY)~)^a}fXXxRkp@uv8Oruui^H2)5n^ABd*(w|1k`Db;Ua z-I2t^@ogh%9DJOdw`&BgxkF^kzj1%Gz#;>foqGv+{Dwv96`jYQqJMo_xaPb2?V49q zQDMwKyoC=R^xD<0D0c+rDpBu?_w^;}e5n!W#R&-{>dM&1FHylj#Pm+foNM8up(jDa zI*dx1AtNBFg3o}A_Br#RSxLCEGE~3U=z}J%zx<<4)8!9+!RX_X;clVx`&o9C6f;m6 zx$9yTvA?`nRRH3f_`?Hs=6I2{zgnv7e4x|{R>i|r@kB$&UxtKaE>!DFw?(7P(NJZ; zUuA`>f}x6Fs5TfV4Mb4N4p0+x*8WTYdW^pk8nNkg2ysZRVnG;B7+{z*ui|v_en`_| zkKONpQVfvy5_EGaYlYctqK*;RL6GUit6Uwu25czJt)1=REh!$+oTnn;a(VFtVR3#3 zMJkt404A)wqgaFc>p?Azp$CjOQfBJHjK)xE;H450Pma9nNfuHJ`+V<{p z)y?d?Tp|gS$Akm&Cn;#nA`&wFq4dBfg@o6mXIMgsq!pPmQ3 zQ3Y6{$oAC2W)+dWz$=FOqNTu}Q74X34a!7F*gL&qSm^($r;X^$uJVaNJ*P*mVBLYb ziJ_LZ#0GY1Y%v=eoRf_mWKa|-i>*dC<-J<4)fAwVjR4^oan^6Q)|<%e^y3-G6?^U5 zeWHSAVu#y{R;iF5Fsy@@^_m_{z(7P`|H~(acfoH+&yAMd1>1NvYQPeS$;sqd`?&Qq zZIFxDeCmSXQS_yA`WsuvYRdz?ZcU`0Us42uu>m?e6iW2wVlht}Y|Xh|k|rN`rt z9*5!YoCw<=h)L|}Ev_nEb;g_5Y+&)(zX^|@ZxvgkKYDpXr zuQ7>8@c^)D<7pnIT+4n3Bmi6i(=xp!TcB>Gzn7Vs$-(ChHC<_#rEF8>6q(!*Ia(iS<=KYN-0=Vg_h%x>AB~>&<~v*H?)HUh)j z-K$!`MjwGanV(&kNSonuDDLaL8p({K#X&bz|d02S?k+ z#CpcZ$Fzhh#zpJ1u{_YTO3*0u4A7z@NK>CV?%0p*QvGc^|&{V6rlcC*?fu5$&zvthedS?;8lzFGl+=Qf^;59%3 zp$6Am$F;#&Z+7q1{lDL52N(!C-r5%I+5-VS!wTL^xZs^mvlI&Gu?mLh>|cUFT9IlD zh%-K{)D5hKpW^Ok_~Z{-Yevwtc9fMS6f4g^&XXhVWXb!%0+qu^LSp(g-P`;rj>v2` zn>dKxWN!&bCw(e@7CZ4u*djR4tFSWQbGRDuh@6Z^S234gZV`zJ)V;^44>A?Ev7%}L zeLMw4&bapu=3mQ-yiG93{vu~veE3fy_Zs`o8~}6(4MG=cZyT^*1EvL*Zo=tEy52)f z=t`|Ouax@JtVKg7<~RakZ4frN+CF%#3Py&xDkt6*UJDC0j-&~;NT8~Dm8GWjQ%hl5Ngo-KOCm*B0c&|Q(4d= zM0Xqm!At~T1iT6`q1-x~5O}+i0gEe_-w4u&vyx+}B?3~GJ2jd73 zsNf@ll@o)doxa$_K*hXp&EQaCV5oFxq`fM2lC7Q*^s#VG@a@A4IFupMpF`(}>?=(c zwX+EkDJmtU(?sKumm|8^e#K-ZGn8=L#FB#=(oIWv`VMr-B3|11=j*Fte`veOh)eBT7;d5bBbj8M`7VuXBynI93TujA!0_{g8Is3?*B z+&+$u2oONhFwl)mA`n7f!x122x5?ozg#X?%fZ93 zG9j0zz-ETPmx2-0g~r&gJ>Ii{q%2`>9zt+%zNgymx)G%-D<}|pk|Gt`%|&MJJNTrp zG4ZfY&$-2nAT~?jZRo{-C>;*6)5pIS$qs&r0PDtcuBS~PQi<^LW zIo~l3{ST!1Gb7cGxE2q|-ruy?M0UW5AKX}M^25=K1pndAQg$VYbEhJ+!!3x`ba{`+ z%;Gf%klf1r9SDyHpu%n zvcsQn7jkyJvUO0OgDM@g?C={8;#Jj_mb`-y%a}mw#87e;ltwrozk=T)?qwO2)5oHD zq$Y3`HL_g0i2=^v0m0b`WCR1K>!QE_r?7U3YxR*rpBOm}1kx7(xgkV0sC~ z)DT+05C;eyLI@!QxZkrT{C@X;Klk&wcV$akW@l$-&Uw#Up7(h^LyvEb{;OiGFCK@+ zU~oVvI>TylCwGT&hiyIBBDu)mA5KojHD)z;P`PBLl5k}%PQg8O>B6PDrnC(q`XR=xA^;y<5 zV|qcZwXUO@lB}U}8| z4^q2j*DlNHX6eQXl(NgKIdG-K#ub@zUvzKhp#q5hZ)vvs4Bgw~l25JLvA~+}+Z183`=!2VB zh&W;xDk`WcT6R?X$*~(x*QObz+=y3>@U^$ALC^04K23ev+$PABAF}Ao0C{L;zna3l zrG+_#()3})eYy*a=^<__4Ta(OQE@OU@MwrY{~)Q*g~zHr&rtCif40=X`zb2!wl5U4 z#&GXNQXF`4mYa9z*u)mpa-C_k<dV1KAnSmX-rMzDUW+qco z)lx<#TLSmm9NpE9F`D9E#7J{_sfG_RELMK+*(O~pTD&j#Gy6`FoP(awq+_##>3GLK+14x1$WR#RX=VMMF4vX|IU>Xp|AIyh6r!%c>>)n6S?{TX0 zs^08uwPbPIVfjdx$5F4Q{1HbwucH6f1Am?~%knT8Zq) zmol%KVd1%(JjU~sY2Ffdu+sY_+IkQ(Q|ot%@bG~$cLu28(tEubY;Z+Iqm!H3I?pZw zs+=4fq7DUxSqT&^)lauh`%+||r{0-bLtK|xCB_$jk9yX#HgV%RxD@}WoYnXu{5hKx zu%g^KRgGsx7~tr7J7^_WM%?dZ^?SlvCt45iHs0nW?U!_{CVjkjdq15BJtYF84l>%i zTGmgr#(S^O8r=Sp%nbjMa^8T<;x+Q`!UkT%86-VSs`YOo;E841U0O9m1sMmMkI%Sx zn^O#RCagLD0kF~Y*e&mY+Nd^;6e{UhtvRXW4 z)qd~2xXsD+`;67*J``2)bjsmC5~4Ny)XU81Gq;2(cB1Pl&+|TM(Z#;!RI&9sk#B`! zVPDcIF}t>Nl{mU*iL5;xPC4aHr{36v;1AB}jb(hW^PY6DpsQsuGMR}LTt`tHM`yEJ zyiTa6w5R;a6t6HTe3fXGW!i&WpY<)xCFC`})Uyq6rzy~p=g~W&R*u*r$}eIIm{*c8|tO|_Bt9Y{X{ zGsbUm7$yHcxiKxduDV>7`qNw`)on%~@_lBvRlfHT3b&hW;Ej2Fb^Q^Snr>g-V=T)$ zu}2obcC2Gnaf}t%=q3@5o+bg1yf2);XwvlvY+1;TTqG>yi!OA58C8HuIx0?W^;&fz zJE3i=s%>ThyI~3^uh?OKn-y@=K!Dws#r5{fQSiTq?cpH5Ubyr^lE2;W{#K){HRX7-kY2kb%p12YA{qT zJ&PtjVrD->DJJ9433s*}A=NhTy8*hXbB9V4?-YsI9}?DCU;y5r?TMhwRGygMU6G5$ zYW$&4GyUkHQxdYV*B#}3l1H!T&xoAC3|5D~S8W=L7$vlnQA;)b-O6h!h-PXYhQ5nJ zMBZCe5cP};yif0+ZF<@A@hoMjZge-APD_lM7por?ACSylD$?oUk=z<_j*IvPUMBu(tZsh-GG|&puXpaOWCBrp7HP3mUGYB@R{yc9-yDs#- zt21rDo3^{3SoS}a{3EF$j2+J3^u9{BrSU*0f(z;$GxnN8Cv^k9p`Ol+y-p{Fo#X2D znw@`WJ+6L1@Jm|Zb$z)-BR@n+%FTDrsiX<2oD%0s11y#DPC50|3Z0)JeQEb7LMN;5 z7uKn^O$BBY??JP|%#1xZzRO3*c$A;Tw3{bQ+KT7Cqc&rhnl@I6E|~7&zClgS`jl3FbOqoTZQ49DHp~# znC#C7!#-5`U@r5aCVbg%olJqfekAm58My?Hy4g2De8o zI2{5}7M0pye~K&7Mw*uc5vM|DOhW*vw}9bf3_#5lp#LiGjTxk8^$n{kcE;P6BwA*r zTS3LtEs8ZyO!P!kv#N8yd`beLJI9jz`<0gCl260iftDXyx6Ed&IG-PcQVMcq4vP!~ zrA40QYEvNRuSw#Y8ygrtAC8^JrV4|rgkxY1-}1s;`oa)2Rsr*x0p9XPZ(Em!YL@%{ z@(zOD!@q+h)b@&l^=J$)@u2n&9*m=7dFKz-YgQB?BFqk{Nezyrr#GhC>rw*>=~1ou zsm08g>g=#mW@;%rHIuB(XO|Di^dvGJHED!(Cx?rdQMpB(yLhDx7vGfcfx}oWKDMrv zE8n;1A;dg8IeaRa=G%dr)H>pNr*-RTc_^ZYW`m&s1eP?*atgRM9KOYs33?xP>-HdB z75Hs{8Z9?a^csig$xRbu4Lzxjk%>{`lg&e;4UMtF*u=nT@unHk#@YhB$cIee+YaZe zopztoP(>(fv&fsAiMdseSnB<8h%WX0P83=^S?qVUNDbH}j@=2I=z9>C6gmTot-txK z%`TVeW&N?Umd4-c8gZ#8erXTKGzDN)+^L67?k`nackgu7cePq27LKNzv;*n1crcX5 z+>kFeUe6}I)v9+Q>TQV#>qP5(lbo2oXuRs(*sX#zOJ-;$ZwWbFf#6;4Nu=SQRGY*h zzb+#o3H6~v#Tkx#q2u)c?qu*Y0mk^Yp}P8zUAk}#Cig4BQ-5~kmty5jKL4TWKk%Xm z-xc&b&7bT%z2CE5n z;Wgmbs@jkTOjPqvTBr`c#&Y*jc@FV)>sQJ*$zaNX)8v>N6+2ws@{U%wYyV2;=xyR* zxO1<9JEcC9b}e%0uRzG>xo-=3D-Jc}Op@x`ZAw-*aEk9R_K)1)9b8;2Fe@b4aYbF5 z@W*vMvKj+}aUjaFg)<08VAPw{qdO~E;>m@#-C(<9qLq^?)gAnTkwoH)N?MV)+47GDsN+m?eplw=x=Y|_w#!3V8D1mUS2JJL zBdX1N4f@O&S?T`wy?p)hdx?x6kj?-Afuk-Lj!owQQPnE^lCAPbXV@dsBFA^Xl=s@l zz!j;<{@b8&XUVI5d*K*yP~4cYiqe(iIE_4EdJ>?`@m7q`UCre04aCVJ&q*HNP}zo5 zobUlFXY7{?BL?OxuL9oFBlJip(E}s(Vf*Bx)q`TmnbA~NEYq(lIy9Q@h-AjZ5)HA` zsPy2@crKQimQU~hsq?*im;ETcGMq#cI|khp2jc`k0GqW_j5=W1NntsvB>>yPAq1MI zx>LOuN9tI`Jt|fQGkOieTbsNuN9s)FXS8j8?c2+tlh1A)=^gcmQ{TU$0um&dZ`XC4 zwXx25g4UcWI>Q!Vvg;sVa{8xP;sM}jtJyoPMP$6UA90+%+?!&f$Zdcxg6iko%+c>6 z?xLTj$f9dl#P5^VZ-s$dRzFSi-x&&hP2*vmp{m|R6zpkY5aR$RtQt=3&)e4ip}cLl zydk-0-nZvX@*DRXm+bd%MY5*y53=cHF{{rRi|#7SEqhml!M#GD|1j4=|I7?!hR?a8 z%1#5dG6VNO+vltofnIus3$mp;OUa02uaJ>oJ(sT8mXo>4HL6J><|;Ft2#z&vf)bBl z$g#1^HN5If;H#e+&{a*|L;Xd{c3OwvPk3+l7n8m07+uk~ckUwb zfha6_N5IzCk-tS2N?(a5q!b(l?LSEO|f8* zXtJ=ZCU@{I@r}`WrpKqu*oI8a_<#9OD}`CRPDV}W82BE+8Z|(*)d1auIow;-CX%Td z40V+rXw&rqjeQt9)>)m9ZA-m7+eAm-Q?NS_?hbfIq&oViI?r?=WjE;AF7+0!$6jih z`au}qg$d0U!-pv*)KTgJZOs7W-yTkxr21G&M(g3PxJFtxIDk#ey-F;N_}FQ*uJ?W6 z(lqd~V<-fkChJQdBHLd`ru%iv*N-!|UY(>_HZU6a+fLlDNVJ&23$rD@MGBi~tZmFY zW1Q|^87%XiWVLLiZL`%o>S<>%-^#G6TPlvL0h++7@WLIUuHPQA&#CE_d9lpWs@#fL zeNVc1Ub1FPG&?9WlA086U`IhW>&+Uk2l{h*svkZ$3;mu8$Lq9;s-k!FQ_d_ZjQnsI zN5!fqMzedz>Nbi*!x>ckJF+WEskzY{f}TT)WrhR*3g0|Wu;O414$!Eeh+r1kns{Hk?sBv2ct$;q7(2s)=^Sp?fS zBjj)&L>mKId%GKl%Vu&0ztqX5O>{My$Xl{LGhc1rV217u*kL-Rks}Z~L7&7E-u}-x zN$XBkz2G0-I}>z2uT7FBXTT3Lzcv~`*C*y)$qPprKhwIzBt~ZGIVWMTTv_j($=ben z$=_2KzXQ6C#bTE47;x4`HWx6bJtb zZ^>X$*LQu$-#{iOZ;`?CM8x`qx)33^QjJm_ z?t`kZ;!Ly5OZC&AW2l?i&e%YeZ{OO-$|N}{7K3y!Kf|Ke-de3rwXI*OBcSY+lh0JR za8)=P^z9vjCv?5Qk(2Us$qRfJ{%{4%AD)!@7}}w6)`rOA@M~m0-$%&I$sCsg>@VFF zeEyAYYaj(}&I7-A1HwnKU&hl!DW$1!lA8|E(Z*qr9wZ6ctb4^0-!%Ibk)3|QT7`yLqy65-KRS&| zt`lVr*%xYi|xS?i}uPav-G zBF+<7?;m^)ld?(GuJS*ww%L1e1p>pxiQekr)E}=LF78MDD&XxuTc7V8gU{ssNFB`k zc7*8KQ^q{zRj2(PN|3|Q%z71Vp$F3>EoWu%pnkkS1-)4ZA@)(4B3B8}bNELvc`ZDPQ+0gTJ#Xq(F$kD$S>SJVvKX#t&FZERxK{B1n=J5;g zLE1znzh@5l5(Er$tUVi!lv5C-h>Q_6-hlZuyHy5AbRgyKq!}AvYgm{dvN3kR^=8l4 z1smQraPQu&Z#dKUzfxqUo+q+v#eSLb8;s95EW4~RbL{z2KVs2J!p!6@0nRCx;3Zmj zYD^wx78WNSJz=K66R2`=k6#<$(@>jzn|(b@6HC=P)!sXQc2fAdrfW;8eiCX#r#jul zsyc%#aMz*`Y7wp)m0=!u`!CSL$DUjT?lE5fiip+iotjvio^!qZDfy1?p!*%8MoY>R z6|%2QjjIgH;w<{;2dZ(lrV)kg2P?FjvTyfRz3KFyaGy+e(# zG9qQ3i!(waKE&zUT_gf&0>LBxAO8Ix#TMav(07l0xz^7)G!0fET8wn}bJNWqNml>= zAmkVE#`N4ua>lf_QD`N317Jig47xGAo1ui1)zK_beHClzLZxc>?kiQX)7vyo4E7${ zn?M8d?1slgtn`LR3@&D-=JLPXO;3Ru+Pd&BrbFW%u^T0gOMQW>>E#30goR`jxYhte zprh-P4fw(pvNsT#BOCa1;}A?Ew{rA>45{jVK0g-GxC{9hRGJkQq(%`&GV6m%!X}xj ze_^rABRP}eDTXK;|Bnch&!j=EiFD5p3R6rw7i`^IqW&2He><9Qfj3cmGisO*ve0OG zK(RPZKPA-AgYtn@)C}tVvNI65!u#TFCzJU=#Yz{6SQA*$y~%zwKtT&l0bU_Ui1A{u zzlO7uv!XbIUdIH{7$&dj)|iC@$HK`F8*bX=Ebp5WZ9GGyx`wB^J&_x^INmloH87kz zpitPaD)&n&F&3CkLqJD=Te1cj(Ldr!+OuSQZg;>CStP#^mb+M05qCRv(yB0MN#vEK zJV&NF-j<23-zn<~eXYH+Ab(}nimTntFVO(q^rK_}$~iLpI&Pr}l33CII_&o!z)kV6OL_Takev5x3g9Iw>Lqw=ztJrp zxI5*O))QDHs;-=iwImSB)An#aXN%9gZHqE}h32Ha?zUQY2^e=a&U2t+buMR_78vgIVKA^Fx8PH@8)nYkb1&Yl}jrYy+ zd+2Vbq5U5a4j~Ryb8K=*eWJe#IJFFuUZas3lj-`#Kqy-$<5cm-xILeWs5;ksaJMsj z(wQ<=^91%jn;2A`9dns$jqq8!UB=!gmV6hI0^8u;Babk6F4g07i&A65KKY!ho_D{p zzPA|D_X{|SNogm8Vu`kBv>}!l z9E&zq#ha=!{j=$gXmW6pj?&bibfSME-5tqwy`1!=56<%$2KefzH`HXx_<^F5m zPFey0&&>h1eKX5RD=+P2t9KM=pPx7T%3AO48wS~)7zH~ba>?YY*bG^6FrV)pM9jS0fc@}tcn<^ai}B_2Fc-Gkb*T(zyc9K5}HcclE(KA?m${=7`d)+f}?4 z#+TX=$syasnBP09(RGn7`8g1=2MmxA>K_)%j+0b2-@Bg`O-F)} zWJo#fxNcFVkkjln9->Q4?~1DYcOsHMK3YA2*>a7UGWc{L+!X3n^qE^Eqyu38jyXi{ zok>>U1)9uuFw8H~+7JO*$_=3r`raYBONDihS2$G9?Hd+Owj^tMQq9$={);mMha?+j zMoSapxmlU6OyP){)IRr!`915!jaXT|9RnD)`V-K*j!Cy*s8?C(?ycfZv0Y?P)4CcU zaX#p|C(F+TG010zA@KH~i>(NY^bSQeJJx&{*CkXYI zl)9PRK-6^Eb(cGszVprefGG!%*e`1>R{iG8XT+D)0vIeZ`(`dYf{Nw;`Q=ZR5O z-^zH+Ya-iM$R7Hg+^2bb+j?);VLI3HzK#}m+7C&D*KkdG+Rv^m))QPZHpWxHL}6R_iFz}>a?bBdr3P1(=EU=@Ng&m6 z1YWa?=_yR+Cq)V~aJ3Wp$UByTR>jC&7!O%X3+g;?!+hM1G8RuUp=$0IvFdwJZ>K^38~LNv z5_o}g580yp)VfsdE33aI;kaye_Z+glKB&mv7vN;*E{dD(n*ly8L!nkYYG52(jqP;K z?8Xy`ju}EwPn9nlS6!j~RXTcjsAp*_#KY=yVGxqu;G=adDjrqUzm~D4*7UHa70?>1 zAm3yvZC6ly1ufv4A=Dj-gNQAO=84nQH#*S>&y#vwCF4_|h@HbA33KVRTJ)v>RwDBY zD%{9?KWyyt%0r<>wacs%jMHHEgG|4ZoYu%);uVBqmH^3g1tyG(zw3^SYQEN zK$HT>C`-E-Z1KKbAWD5pI3qS}hk&KTDh@J)qk~6cG^iVRW!c zF;4!WQ%%4R+k`SE*_@`do%YD?*}U!3bkfyW{via`PSLs{rPwEw#I6>~vAG&vmgWB#Ba~I&uw?yKzmAjHJvJd?ha9|{ZOz|spH2q&a zgmiMMv);E+%>9qHw(2YN^!p4bMpmQ&My zqDuE*^o6X(z|_Y@D>33jBAok;iWO-67~{S`SQ72w+!(>}>|hO4c)2|eo5Q!_=4+Sx zTDkDY@=6g#G@fXNEi0uOHIQE3!+&scb~3J#-9B&K4=iNkypEG~PaU*i?eI`Q{hI7N zDB0eU>3!W*wA)0lc1Lv0ze~KRKNsG{lXYFw%R12_^$>hSpDyv=?YdPqcSa8WY1;1) z*kCTVsLX53Fw{;>I*{7>^B9`8E;AuH5(3SV@KLCBRGi9W3m5g>kjJ87@ zzljK_l9atOm^HM)V8gnz^$F`bgNiz7#AQoFZq9W&+delj?0V&#E8i8?W|G?&0|?B{ z#kiv-oX*~?L-Cu0UXNb}l2Rk^lG8z`!zGzMn{f9ksDj}h>bHOO&AxU1^l{$NOGMh8 zB;)Bd;(+;Yc^ml{h@zvVH7ZrV)848Gv>2QJwoC;5gRp)O;qSN$-0cSuDc}1+M9p9Q zgRskw_iTEjTYH1DK2g@~u9~2?2)#dm_^_(c``RYF^(o}=7%ObZ*4TUesLM~+Exh>H>H31cY-b|X8BdLfW{-`hCq#?Kryyp{j!NbU z3zt-->eJb|iA--Iy&#d>JC^E-7iPut!=kxKsYG=wzY?*HSf(eI?yAZzNaaUovNK}E z2k=#XggS2rzRKA&OB!#*{C}&QL(Hqm*j#R0l|VD>#4rIe4ozjf5`+>uCT%cDRp=c$ zKk^F6RD~C{wjWdr1#m(vVxkZ3H^=P3FcFg!tLxJzL0VWoLv+otA}H_HKApD8=hb_r zPd9o0=+mQem|M&X&N`>5yvi8xEu|I1HR8=VL!a8$mh7rejcJWHHl+s*OroIFlu5Ot zncS3W?o9TyCL0pj)@@rl! zKU@#=wUXTnp0{~s&kp$g4#4u*Dx zJR+nk(uQswiRTL>@-oTpP;HCl zG*7b{Byj!CU{2mFL*2n)s=rA$+d63g8DY4&C{O%RL|XnKQv=a`yWDazzNa8`GCe5& z7PM#t9&%Z#C#qqlchG?tVIh&H>N-KTLE%f>JRJEl3I=)0nQjyKo~hz>-yl4FuO6rN zGhn-z+p!-+PmCVF{K5q~n;a|$kcRodt^WYTI;R50jZ@c^rzhXWxUy^HMO@@@&JL_* z)#D^=I#ss%uyeqS3)va0cZ0_=<9@+en%x~=cv*$7ZrTSjR(Mau`wdBqG1@QNA+&U- zf9EqlE6;`CWV$*1dw#C-X&&=098|=ghWVP>5*oi?#>^^dd&e9snu9e=kWhq`43}xJ zw{f*@@TdGHMNEtl_8wlXyZh#3W*wJ-k~cekvnbBlw|JLm%DpajIHa{FU_=J08dxq5 zBv>d(^2}ABd;0Nl4t>mOBorolTYeoqjxuk)-%ha;H_TT6B zJleDSzMuCG=Ij4;_lN&c=9r2* z_Z4EIHMi$j$lxLYjM4@OfRFMIqeyc6zG?`$emO?{o7^vgNy)2)nC1l!1-o;G&U79h zZ@k%hRL$)&{V^BQtVAYNT7Jw7zKrd_>YTNFD7F{!Hn5}WN?*}ie6H@Sz%RCBj~&8p zguTt@>S~ejuBr4b5HYXyFtM*UE97(g#$-<&pT9;NS$I>lmEI9Gg=O{m3&n8$&&{7c zAUnQ)Zj-1k{zf35%9^7u^ucFvi8)MQJwCPF$m0A-x!)Kvf!7RVd9Bb7KA7}nu}ZhmUJfj(RZuR|Izs=JFT78M)wBPOVs1~ zZR!e^-L+YqM{Sa5M^dDZzmH7c-xTVfn)OA$#!xj!CVdg}Ig9o2UVGS=Z3ycam2eto z=}YqYRCS6ap@H#cNZN~9*5Tx=7h}9@SAe+qm&g*{WhZ@0qw0t1Gm~SGMgp}``az5T zUD=yN9c*gfF4q z;~@mD6$SeT*SeI^vB!C^?CHVCLd;+^bDVhf9by__qRP{!& zw1EVT>Z-#^we6BOHc)Edth96Bl~id~*lj6rdVb1kK3IiKcr}DrVX*i5;i9_VSk58d z1~Kly@&bFMaBC#68giRq>P?8BQ3ck1e~t9QYjvjY56E)7Evjd46U7CmTxdJz`}Ha7 z?Q@-T9p=jo6av6Ancrx1z~#S|L)`@e8=0=#T$LmD`y`HEIsHeuqBbnMEywSB*v-eI zQ`MrI1s>&4)7e%Z7zl0nNXkf!lRGGS7!)A!Ibf%o*XnfN88Q-in}om4i0Qp#z!Gmu!-?{e1|hM^e~*2Kg6R1{N1+fP8qqE zoVRM7t^wD1-8wy>@37REO(Hwy3XvUpu88&T%^$u-uhCDD-#nRvFn?)+O0E;%%3$Mc z^KgxZsHB7%@ar%E%~6+&3e2#3yQs2m5s|CJ(1b%Yz)b^WsQ_8gD*H2p;LFve7GD=5 z=^;8+L(a};< zYRJoOAskA61ud`!wn$1VG&FKpbNoCXbF7Mj`WiiV(KfY9JTCguj{5J~^EGX#$Io)I zhwUqCRcEp>+16H9Sk6dEtKNO)dZ%yDHIa{Gbn;tBg$zSh*y#9WygN4NV%1jcn2IO zlKXt2v-{knF}7htC-^7XjPLwsscGkYgVqleO>YuD0K0F|r181!u2p*`o@cmSLB#L5 z-6MZ1)jV~Rk`0WFbvi^E?hx@!_E<)S+wCYGxdF)u_T+`UnEo$aWuQ;nqXtFrzZy@p1_D0>LiDdN9t z)4mc~w5$|-Jby{18UvsMCL+X{qYG$P+E*ZL{X^RKB7a`U_)6ZF8DA^K!D80uRqR0^ zo6WHrD^`jciibyDqEGBA#u5Wk$zjRV)Oem?Z%{HbCY$OP%k<_`?cwB*L~*}(c3vzy zDUs?(CK{8ek@-YjO=ea;Jt&tRmrk}NlZ}NO)L;*ZeDP|cpC`rZ)@uJ*qGuzMn!#@l zvOZw7s0gC4vna7=WXlOkosL|t%4>v5ZB&zhu@y@5c7ky)h>O%m^$$y*a5p}G7#{Rj^h@wwC=v@a?jS?(w$I*$fK%WfzTmxX_1bbCl#eY( z$Lp^ea@M%9n=yB;YxKy@4Ro@m_a`$TJ!^5v5u zKhXhm-@M!1?zUX*1}b%%!jZ2pkphhF6fJ>t$O(n4zY8vNam-pVoJ|eEtraNJWwED( zVc_J1e(dsUS(Uw0Cg3J`P-GwD)2XvFKq_^SH5UhZ?hU>^bJn26Q@yY7x&DC3mh-Lr zquqZQ(1Dg0>Cm3ocQon?S86|N>7J+A1FTIv7%l&$H6=s7I@=$GWgIR4!f~0efnghM zUxzx0RKxZA(k{{cbP`$Gp~3xl832j5`ec!ezMyl{Y(0ox(LfF56OM6(x53ltSVH4h zbx^|s6ww@_5gk;t_x8!6aWKvD1J}tM`irUQ9qDPOKWH$EM#tfD7vd}~a7#vQ;WMl) zrdRHtgicl!!}_73uOIZJ=0;bFcg!hbws+0tdJ^YzkG9~1y+M)xuH;L4(|;lQyj!o( zhxVnzrNmDHgN1Ool#J9Q%MXpZAQFP*-`uGR7plVfY`7SW)Ug52?|CDnX}SN|rik9) z$L=4bd`j}macgaQCfqpY*P%HP?N{^lD-8uUchFg&;PKm2#h4gOZp4EGZt(y@(}rT4 zmYKk5Vic%lGta$Qr-9@0gI82)YOHo(qS%qBpO70kJvnwsYO~vvTQ)aUw@iRH|UD}_q2hr9CTc$0K^_j*|;UW*+mWxDveu3x}&5iqRF$4k@&0`4MUgcAgf8z8WH6} zYU>9|m)#N7n34HmPIXI_Y$L^Ni|JKSYs3zb>^nAeqt~%n$NF}WTvlg^wp)x8 z@ra{Oc?%HN^y+q5WOhdb%$&d{I#Cmy-XIrRXVGCJhgQh0??k9|GDW!qfgzab252^9 z@vW=?a8^31%p5-tj@HBDEuP!hlD|jXqD=eQ55{G3I}GF|kl*BdFDCXG8o5ENyU@B^ zi{YeY?nbflfcHe;LlGIVUQAOn&z8<<);xwHRT#!j_{S&zw4>SV=YQ|ByuUpg@tc6 ze!JWtE}sCDaw}@c*osDXGA+e3-I*g^M&e1WoY_liYf&B(w`!rR_w6xpd(=};CoA@| zajW+Jy2?7nn}4P?uMeyAzl2kZsc@-Swo{m`Jw`1aE*as}NNY`5Ru#$AOt|!uaB75Y zid9%WWi(Wx!AM#Ks)O&fWHYM~$y*^C*qgy=`pFdWp}vkmW`6HSAjvEWjK*(2n1px%SnlhH zG~F#rlYSz(kVa;jpZhY*e1x>1H)gfClb}y~NB8$7aK|do z5jj!iwVWeXCQK^cjBf)Z;9kZ&q8z(w0E88HT(3v;W%6Su6(^NUQFTh8(A`m(m@bYl z6~;7`rq$&~PtT9idh9haIgtJ)$_(A8wzv=jEez ztE#8Hnl5>m20s%DlcXzIIx`sE4fuA4<_@#(4V;mQ5pvdh#c)>FRUX!VgJo8J;U!JIOFlSre1 z=KGDNe{+-bTWvq64=1UtPLSKw?-;v~B0_`et1c57o#khZQr2Z88hwAq=FxMB1OhIjdfvi;7+lB6h_;$d2eP#$3=@NG>T5BONQ7$V;=4-N4er1~2h~ zBt>whRu8yK8C|CFkqR4PWEQ`P^?s-QtkMWW7|ISTc)Pk?_-A+Iz?9!-R1%MbhM4n# zo0PRK(&-`Of6)zYSIfvrB&;zi#HO_0;5iJSQ)K4NIt>DUKD#dahBYFqxu4Lud5EF zoWa4I<61np#3lu;CfEV8Vhm)sW&+-aH|s(z5er0rEugOKz@i||uxbp0lSo)G3vdaQ zmImpy+@f=lBNMG#S==uZv9==6~TWaOGPU~u#gafzg_3rO= z1g2q>H#MbZ6%^oP(%J{~%(MctfO3Xd&XXorYpMeD?m;@?TLlLjPPi*a#qbWz%|^)p zPsMCzNPl^;%wKBWWr{t_6mw2o@0e}64>AA@7lwwY@7rw{m*MFni}^(p^4E&`!a>7w zbDK+l74^lrjhV>}xoNG1Q)21UYYVeG6T`;j`lxRIN`yXU0o-k4T`SlP!`O|Ray=Kr zhMSyzOj(QblCY+kUdF%>>tLs#{vmUd9@6$6hh2eGfs6QTfwDkP-|t1Bc+ew1v2HTU z9)OcR`-IQQI9H<55&GJuoY5O;#Zn>WQno_-ALvNsr-A&l)D7uF(G;70bSj@BQ+!q{uvzxCe_BKX}AmYc5 znA(`*L}ldAG5Nfzj@0&JDD^JfD!g?YL~(DjMVLhkrp4;}Wvl_}`Pap2piT=Pb{0l# z=SIGegz_CF?d2ejjbNa56 znbZF&vLhxI&r=z$#bX*QNB(vf?o-#Qv!ahc-X?j{R`+wwjSpzbp%r?k}{ir$Scg3Ti=VPiGfVleoo*`3y`y*xLNmDHJ{_+_2% zY0L~>dX4F5G6+J1o2TjM4zhIDyS%$*||QuE;bT)7DhpnA@P&{}S`e__1|mh)TR z_(`(sb>B+kbNx<|a|MI{p?e>C$BeK0E#IQ^l)P3v1FN4WXS#V>5WdsF>qR`D-RRD4 zcWPimRM_Uxq-Uf}7VHLTfZC4`FJJ8veY?+yd&P(HE^)QH(`Q#qq8OIERE(*fWD!HC zChVaq4ka7WQc$OXYd~bM(!!|+R+!CEVDnU}>nT$C2aqIAcB%?r{$BXbCtu~t&t3Dg z(fy0GCeWpen?K3P(kXX`&?i`_SbLwYwCcF@1o!Spd50rk6TXAXp5?v9RW)Dt=R16F zo`R{zho?@<^qvN4Nm%y*>w>bTV2}(T(J$Mk&QZ6)B^Klg4uqCjy`qx?_99OHH<5h zZ*iO|(2NLmeuzQ)F)iE*#8PhXPp`LGxex(g#ewPqvWH zuXY2YO0w%|9fTf4upTw<&4O78K?Y7*t%+CmsXo|wTC2O{HzL>{J&=J`{%Nh>F)>KF zKbI2ZnSSUh`jj)Ga#?xCyn>S8Rvfpl1!WYx4p_UOmvOt>2~2SM&7_KekdBqf(=XET z!G^6GlxSG~k$*bLXSI$E3b1n7a?nv|n z3{0DrFEZ0#mPor>RKo@kYurYjM4N^e?mTNzu`#}gHtAlUZzP!f?d~pz4c-vyWOs1r zNb%P3!I+5@^k$p`?06KqbVZx!R=#;cL1k2uV=oIr~k zL$lDmSV!}uluW2D%VTMtg@7Fnr$=vGblD(`*cATXgu3Eupv|fo*GSS)_9%paO7+=H8GeNFi3kT_#M3(}Uh=}qu zdil;)EHlOfq2~=3gP{ZwkF!NV%0)D=%ehj^_ci(QKTAotG35UD*CpNEYZ^T&N`2#8)D;%oOHW|MvpxU_k(ig*};|=_94FZ~! zf;PS#Zol{KSl=PgVmZEu?Rtmz`m&Z)Ma9uu+v}U%*RQZjbQO;uS2{6TI3icvDmwEk z2N#Yjmd+7Fi^p~qFBDycQ=5y&WT|Wvif_n#@!vQR^a?*|x2w0vC>_j4PEj8zIRy#G zuiQ6%=I8(Ul4G9Uj7ln`GpohLw0S=W$KmcHWY>D@)G>j*=x+L&MH2EcTdlyei@Yeh zxnA*!!$2uno!0dC#LAgb6$osC{qGFF->kM@x)26p$$|UGv!v79{a#tk+%M-r<7fp> zhm^{>NPxc!jyE0E?|Iwr)BRd@=tOC7df3j(9V24A>VtW3%2H;Z>g z*A7vvKC;?dJl>az$BJEJE+Bb?D!8gIMnfnp0G;Z%Uk@O(Wvw7R`p$S?&bwfuj(IOk z@LAqf_k$b!@ib}(S5NS@dm;1OD-(Q6y+?QG2JfRCaLC5PsZ2N(3#Y=7Y&IOLiXcZu zVlb5mXOJ+filnPhHVenuED}ye&6dds`el)5B%J1cf@dOyXcZf05|Lyq93L2OdDN|5 z=Q?byz>+H^eZPGe|S2dqQd8Qit1Z-#$5lz7a{Z89+oNr>U=-LsUl zTQ>&Z6Q3TEI&xW{RzUi) zQ(jD3#{As))Bj85y}nDK_*36H;Gop6TzQsKXQ@8*wgXF#K9XxKk38}m#cQT@u>6ND zxOa?oj5r25$6bNJz_q)gj5^u(@ z5!BX@uYXUg@5OfP4Cqqv3YSx8UZ$W-&dv5dpA6}u0R$QgV|jnORvgGYCa5rRlQPW$ zW?x?0!}^H6rtE&%^ohf=zsRP?*Jp>OvlEe1#bF!XFF&&Wc{xtJMSn`+G^o2s%a zQt{3~YPa))Qg^U(`GusM!}(4Tn*zicEx#~UGW{CHaS-Jb`4=s(aV5$D{KF|T70)+d z2j-UyqM&=07=KVv73WUvCA_lsXC1P-58tY*zzNSH(m)XvV$qd{JP)wsL!mnJo`9>0 zR4-%PWi)X*Si?h>^#U}u&q}#LnsUocmOM|=d$vlivg5TX+sUl(-k$2q`bMFN3FO=H zMvhZiajaLE=Iib|JXAQSs$o0YHz$hMGC{?0wJ`WAzjpdx&zJlH+jSw@5Hr{vU|&lOIx`S9NPZv0>> zT?Bl#DFm>}vU~3rkLvu`Z&kFoB1;#~O~3^3f4>x4lx>_>E}%(!mT$w=AI>ev#aVR{K|1d->~e-X9k+T>fZ|)NEsWYQ}ENc#6+ltf-Pl*9!MUIW#6C z&G9hx8)>dS{#eglKztlB!#B%hNfY#OocO9WlvWG!m+C6RQfFKX%LOa@cczs2Iz%G_ z2t&sq9UIT7etbrSu5!J}GkmS_oQ*&&yH7;RH8{q8#DNAL5i!xY#X9g6CaFy&a}^=VdiU_{zE3ROb+5Gw4>W}NC~IV| z5t9s;o`N*ZWG7I>)8p_U!#>J*CkF?EZ>N5GqTqv*eQvq%p-QzTnfB-T8ZF%Yy?z`k7wmaK=e{=PXBKo*E)^LKtMoXFs^jkQ;%D>y8rpPGrajsaf z%}E@BzYoC4`|1fjKACV#ZW81x2?I7ncn?&mmG)*nsRv58)jRu1edweK*^cS)ehcDt zL$W=CVm13EJEo?Zrz8hQ^P5B}zu%|ujD0QCCsN*Rg1ktz&~oNC)>FbdSkmDlJ4y^p zt%G}cOShz>-qb(n;Yp6^f8EN)hl{7Z{caKk&)Q~1ybEp;hkC{FZp@qYls>|{?Z9bVo7y*=VsQGw=-7Etafx{|8&z{|7Y}l zed)SzEE~?$R;5a@Y-cQ0jHGI!(L^FyfZ#utZHQzVrD`JS#z>+j94}TS3Xx2|NVd5u(=VDwFAmoKC6VH^aHcz4yZ|kj=*@CB zKQtCZLgka)mWN!8f`|<$(V~wjUKdf#*_rT$SAtR^pIn`dpRy9`Zgr1{wm64+vu_j8 zjEDPnhm7XG^Hu3FbfKw0G`icFA4n#>Uy`S)%N7IUne~*|5Iu_Yy2)Vee2Q-LSwX`| z-G&54&TCuf8`^htwDEcorSG7s`aJ&TGW#~9$M1IEwKnPhum8Vuzx!$X|GwkDk2mS> z+?$x}26JjOFTwt7P?3=oMTgiG*|4p{-Y>Ta-@ajd(BX2SGcg+F&{Ue(3Q@fA70y}_ zTE_yR#^b+-`pW|uLDkWEz68lfTB`IJGS>Jf6p=pB4neGdYJ`-HfglplOob}%Gzi?ObK=)u@thvhHz{74mKZWVR{P6T&++L2 z2c~Q5=>|_ylBxI$ic##eC8>t4Gs$+~k{S`Yk8AM=X~!kH)W8$vX9jlo6r~Zb_jzeyNXHDzH(nbFlZ*LwSReApX_ukH#lgW@wX3u1n>>Ei4Ap{5zLXbs3L{y51 zR;??=rS7(NL`77@joMR1s)&eGky1-hsam9HskPQxT?SDO?{Uw~Y)>!^S9F@ZYRFBcvY zSXQ_wnw?vonh?ocoXVUNtvVwXZ>p&Jb~t-}I8!LkErpGAZX~@>#M386^FO6Z9ND2i zW@()fPaTJ3idEeql2vC{RGt&hO^j9@8qUE*S9NMEO?kg$|vQ>Ral4O(Bor%__s#*Ee*p}4f;i=JW z$wn$%bSIF=d(qlHmC+m=X!#Gw7VQiTtku;l<*?|h>QGsk9n_!eX!F-x=M3`($wH+@ zq8Cpff^DkFpbjA{Af1c3e%}d!L~WU?Jc4cMBo_xFQ=JQ=8{>%rDO2l7Ew|Ih|MM@w z5dY?cKlW@V;Ms-^1KS_cv zpodXwn6))5W*Ey{Z#hDg=$QY)3;H{WDjO?fjir^X0vHZh?WeTFpYfuu1Vwh*i+TVG zM$`?z?^j}U;h@ae_S{oq7Ww~^^GCPj9}pdxxknHJJ2qFCn!i-+a>@xPjU_5EK6$w; z8Lmg6PakD-bY8$V`}(Vr;#b4ymL*~=NIf9d4+%ukGvacoKNo+O`rG=q4#^ZdsB~Mp zOlQ8{GWcp?>n2<+Y;{j5>#xVOWd@Fu=OoKkiKVh^6t|12`GKySf=vFKt|6b*mJTVe zpd*;4w5Rc({+oto|0ll|G2!}Gy`&rQf^dTyU((-CmzJ;_RMZH2gb97c7z1mCB20zY zUyBp{wJ+JX$8Z`zOAt&!-JveO1>NQk50)M5HQ>niI)nY&r61G+dPqN2@AQ>5AHD zxS}c?OGPRpkz8XenFz-t<J&#ud z#=f`7^aj@=l&tuGj0Itran1BtnrpN+6aiPRKggi9w?-N{OcDOQ-wPa`kD|a)gVt`h z8Z0+y!8;^GSyvs)zMoqVm>Nd^hF07*1KH>JWXk%AwRx`LFmCu|KOCJ@_E`oXPW1ad;xlsreEb)3MSlOY$_&eU0`mFT< zKpVqJzzE~fRRLhvuHU&!4=c?Q%+tYu3fXFSX8~^zJ^pnMiNSp~r*l$e=j=Ec;FW`y ziPX5-#EgA`5!CJ_t=j-t+AeQYy7M0988n}^Bj@&VlA~#h8^rDYmk)_d6NJimG*klk zL~878HMHyuY6O#wbEp#vZ4+u{2H;@3oPV@G_H~__d54M(dx2`<=i>TkU63HW+#+L7 z;RrAXbtk6TcKf}K)qv_RRv5fS1fTL=R%8rdqud1j|2Le%JEUquhz*4Ob(=+HEuH1n zsj{@Hg+U-U2H-hLnF$43Rei?^)Io|nxDz&u0l)1H9V{%P*z@%wT5F#-iP%6YIXRV` zM*&+D+~!=`t&ZW8KbAgLwf$Zy*D*k*8;RIzg$PZSfWlZ7Lf#~=!%et7z!}zv^7w5c zoFqJ#epxxht|iQaaQzYvC6X-xbna9?5tfTS5gJQb0|$9%i3MuhOsyK!8Sukr1#;mE zWCL=9{HsbVADHZZ^025bkJ{N_0iIdwOc|{F!Efq=dZ?{B|H91pMIw9TkJ7_4nX5!D zd-_ve99h4@axOeD}DN(BY`*6V(Ajp1IXHFpa(+(1Tm~;r9*m)*0o{S|%w|ARN54TY6GE%0bKgb0=Jl@l99e3!Cd zU+Ci+QAA8Qv?D@V$0q8Bi6*EvN!&|_y z58WaxcS--dx=rX!XS}PwD^Q|#J_gliWGj#%#~-p)bd=h-10$TSm1@&>-q*7PJ%k6# zt}lEQU;*MAzvIHdIF|V{FAPlfkJ%>16h1`FxsfNupHD5%UR05zUh^OLd^u9+hs9FR zKjYICJShWxVL4nD`9*wKP@eO7!L7xHD@oWr*|Im3=k3PhZ3XBsRiAUGm*+1k&o5=$ zLU!TPh2^Ex>7ipy%<@yH|Jkr|;ESwB)6{54E9BTLx&TodE|vxfj<)sej3Ku>rG~01D)D zim6(Lv4bw|kNl9FHSN#+Q0GW?{lSO&j>6x_J6^=|Z(QeQo=*r{#G*X^8@5rnJGYwm zPxJhW=Nmk?^1O%Vr#zqIxr^ufJP8rxU*`$eN`42=7kTdCY1`zNJni>?<@pTH-8}8@ zo)qQZDW2@SaDF?VX{Y=hG~OkIyf2Y&8}p922?)dyUlmunvNB2%Mb;u}l^;4-rZ$n51M zq~kmyz1}Mf{6E<%3<;$2ETp7VAF2kq*c7)rtDTo*$3D+}-6fle`6`c~e&1!{9oaSM zK2~L}qs6I)n#wU{AK6N=y_`e+ zQ61QUop=n|Nb-d&{&B2Mc~+wp$5#lZT9BNyOkFJY zh?8(>ji3P81V}|JgIy=^F*&9tK%52h!yB*y=1-~$2R*LmlkvKS%2B(?vD&Gq zvlvOk3hT7BQkrO8a0qvX}nrOma)5pY6juF3o1?hyxba?2_e7vgP4Gs%+(-oY`~6`Cm8v? zVQ?X!sX4$v576=_Y8=-b(zQzEkH5!yVqNGPxd$~EdQsvGFw7o2M4O5rQg{Dit4c5i zVZbT6XW&<2AlMOJ^kiTivXoF0`eWT0tkVV&j46VS_q&gw=sGz)`_SC!b8@G4S52(X z?hq$sjyf}QVx)3fI(eJ8$4pXVjKbeyTzou3HzY2ux#cM@4>PzWzIk4F2?eM0HEJ9&#Yefpr+q|;r_Zt0YC0{bjRVMXgBfnI0iYp`)E#(jy`_K!Ytj-5B z6D!e+!~{EnPM0IYKHXN^mViCLjt%mDxnBR)XP}t_fc765t%dl1)E_i}nJbl3rK&ug z3yqii0;5f6kgRe4fDmAHZ*Y<&zZd#7bawf7sfKXEkKi|1SYjcQgG`Ns<@bGNR63%X z$j%9rms+Lk=ORQDK6VrEgOU&hC5AXX=Uer_T4&m_hf@TwtRgWMPAyLd!2KMKPyWRF zObLN)10ZiCEb$dV)-bH*_p~nKdtV<0kn=^Z2V&#diIb zF&oXVOqvh`P}g4>h$YoS*z)R3w2%t9-QDg+o(fz_I+@xZ#k!q@3yW8J%8R`LXv2J^ z07Aj!`-R8h$+2Y+P?U)SoJZ$W`a_=;6;&4?7&>%dP>lEoUlIL3d9bWeUPlTb_jjHZ zJ+s24F&%gSJ^prCb<7V^r)Dc35O;aN*xwQA{FFUO-y{RFq>D2>r^DG-y!OC(&GN8# z^G}qXJ*XjW&MV}xQKo(08Pw9xlG!uf4_y_g9r`bo{jDzK_b8uG^p)CNYiiMe^0+pt zs1vuGh{qVtqrJMyT1{)Z_Vb@>qxo-CF`>U8a++r(G ztx4HVwG4?jeJ?rq8c{WDdZJ}~Y9L)TBb`}9qS$rXCN(5pBrsr=)eAs~f1&G3t4boYVeOR|h(ygm(-Cx{hHlE*3uEqw!}xkbddmx1uko%R z=^6*^nA>gQx1)zJOv7}vStsr^`f0!mWVt+rwe+y+y-xlWR^>0{J7Oa?s3GJ}eu-;B z?)~0wXC0`?k;C<6C2!$EdEO*We%~{@z30U?)c&sUT~Ljy-LyC8lL-X7h6Rtr4r$n-DHZeXn(ntr1_?Oo4B+ON0Ci)8}yR;h2D$iZWRCp-zt= zXJ9KD^ZcoY%H~BS??5Dssd1E?-HR=g`YxA$DL;^9tyF}Sr^%V`s8k~n>?JbzkRf$z z#u|7E$E*=gL-6@qA$wmE>QnJ=37}3>_#Ts6^;M~>DFErIcdR?kKt&++R)+SAV!9QY z8~vmHqca7Z>FpnRNWAGYb~|fiTlGh3p|eUY!{5AB?GV3`Fw3s8LdcuT$oaiRp9P0H zcPjY^5|}?Mz}vK0BpS#LBT6_nPzG!eXj4wA5i%Bz;J#Pt3TvqKz~+U8I9Ybqx&d{X z>{1vA)GMbnXXBYZxl6IO%Vm7<2Vip4N{1Y7w_~h14Y_z~_-qJxBZJ6pU=*|+G?%5) zWIFwWz5=DYO2%sMk+If>SeN^;(v$H>Jmq&@8%Pw)4xJjkADL+z(kcj#+1dj(!pi6f zM@?Qv5fE&1_UY=W4%kkv)#5UzR6lJI96i@~P6ZW})kuXU*y+x%LXfhmdYxwwo6xFG z9+gbGV?8|PrLt9Gb-teFzqKo{Jc( zz8{F{3y3V1LY>xn)&!>#x9JcyZxEQpQU^N%Z)z&;9B#^E<$>j@s_$iRVMg7E{Y3um z$wiCuE0KOsz^0a9Jq#&u-MD8f;Wm3h$ExoV1^IKMpAzTj!|+AC=l$JQ?)1(LKu`H^ zfmbF~;n;PC(K+@!)zd&NYFmWn5W6d;A_{EjZ)-Q;=G~% zV_w*g34qmAFVgQH9CUoKy)o0KiP}S@p2-%AUepyjqfoLuJrl5RKX4 za&g(J6TCGX<_QuUM&tM(U_7L>N(Z0QiNZ|&v&AT?3T)X3CFfqiBj2!(!Ib>rX4>{gRTn+mmv z!lrA)bZ{j9!3BbvZ_PgX7)D16^+v|Bm_s^OcweX57K&pBLuLCFVcrSyWa!=hA=ExR zY>9kCJ+9PaifR<42*uxPYz=JS=C=)mHP;4!p8QZ9N<%Mme!TvpdD5iWTN#f9cC&aQP0M9=+GO&1+qS=-nv(>2H5o)Q|sw zi8ia#?Jj&J>OT~!&3q~dFS!R%O>jG0QfT%a<0MeOV~E1jlh*fbl{XumN~$}hOuXn1 zc|~L!as5%&s{Kzg(YVEI2C{%A=s_M!cnBfUq-vzfmbhj9Ol@k)EJDzRfZR+oy14f5 zdPU$5@E?CgwD^Ane@6~Xa`=Un!>$mChMz)THZpVZa~9!tY}X+n#!wVWil}tcrgtpO zfd+HL$u3J1Z+^@SvK*&LUC+Xza3W-;eH2*go&R^zW`ai|VD=X*&ZFP_+KLbRz@{kH zDi-t(+BQA!U+}7^C~VQyZOio{0N0S6JScAGp4**evaEKr29O#I;EAh;%v(}!HQ9S9 zRcV!i4yH&FgoZ>l?+dR`C3Pyj+^U_mOT7LkynTV*?e4GP0JqkYae>C-uBAq_3atRX z^q7#3iVZj+f}}ILvsggNx(QRI>yLOq=iPaDzGJg9FvC64%?3qw?Yir7w3;bhuiovJaYS@1i;hF`B;r0mjSl%YR zgTpP=$8OWD-V!fT->B~QCP-44D2+3;w8o4m*{UDVCSqDF#Z9TV*vtHdVy{M4XPU6W zwinZZPi75WBf7s7J-x@R5m)+ua!hOI!#b8}k2QQ0c-ZUTVrH#%%;%!|DNp@Q14em9 z9=lXNXWZwEV&I-<-qdoPKm9c^_>fXGe2QQ_t1rCo6@M*UfaY9qnsVWnPmqqpv-kJX+IWw!~*62<@><1#F9#!#{7fcu?$$O=9)S&wN zAr9`w^b!l|d(tZ16H2l2yd=!j!{o`-2I#>uT!xqSb38w!^E4G6)zm^y^eptINA)g< zH7lZUJ@m%u#5oN%RI5i>a5I!4dN9+c3DeO1E~8}{I-Daf!!@jREOau3i%eP6 zG~@KD(&i0OIqV*p9y&@-z$sS2WDD33&v;aqdr+!uB!k?q9y?NJ9;H_3e8>OTQ~p2q z{O^u!)`pfJO@O~XjF6Cn0KE@NzQSPU_ z?iG0VK3Eax%wqZ=M`&hVFgqcYEn1(p3z+Qwd+&(j{KhhKJe}gNdl!|u=C(kS|8$wz z;4dsUDLh$Q-V-%bYZH;WY^*7kYD-1yqTyUc)reT6As%my##^FQJ@Hs$B+(v=HAQ$6 zYfi;lV&Up&lpR{q@z!vBa5P%ao{?xBEjHwRF$_BUpugqzzz<_Y7Y;lQyy3<5KYw3T z3eP`%W#F8X5cX`d;*vKoHhl8~`@6F8hVt@kv^-0OX@VS5n>U){O>KD|&;wT zvt*c7+HW&;<>a5*o!OK8Q}XAl%5ysne!mZQi*cJMHP#Gg#~$%}|B^ccvt>neS^qy{ zg;GLjk5Oz%hb;ll2G{<*N4&v0u}T1n&aFTbueMj$wnX$V6BnPHDqic?pZ>S60Eo67 z*f~@v?)<-f-3o~U_hnSaR{6O=SqQXxg#(**6Wy_=woi7*GuTf-4gV|oD;HWfyJb#N z2c^vvH?cw|8^!=T87o)H*5}m{;Enx;Ti7KB)I_CL%89Hz{r3yEk=M=WT-#9a0Fk_? zrb@G&rM+{siun-GJ*r+Z1#%>NaY0ub7|eTy%kGQ`C1rYkqcIJ#LC$LqJp;+Qa;MoS zzj|K4V-rq!papG<;J{IRwoOp70MQ(4)a-LqaFGR{U#JE?7BUn@dksFNUaIEZ#Mw@VL{W{| z0qgo(kehDeWPjI@hVyZOIc4W!+AIv5OX_LhHF9&5AzA)3`JUya*$Yp;h=s6P&FxKEBFsX_pQmp`wIVDhS6bKP6(W$d5iDG!siS1i8Pup* zz@T0sdUI+GKp8AD(v(Tc{g+I%a@$H_Rb4NFohH0gp)eX>>@6nh*oCN_zVT@rxXIwG%`vREkf461F2lwe8it_K;CUy>RatFDcx z2!4VD$obWjs$!kw5QOU}iR#wR-M0S&SdBjwth1_t-O8!JmPo;eVJ!>w7P5Pj{x{XK!$E&h>mi?hw({UUwre4K?u$#;v3ETU&h=6;o%lG%sFgu>~l#XzVFG1Y<= zaKdcD{!+E}goD-Ycsch7L*`PdzT<6~Xn#(aXJyw`3!ZseXlJ>e&Na5 z?wGPo%vZ^1ZG|@|b{%bWio#54Mkpq3)`{FpT;VQ&py~Pf;JZq3EV6$A>voyKa7!9O zB=^9ehbp204xi4i$9)1Uw5rdP&CfxH9nJq-MytK>ehF}3^#4Gq6MrhhaqkuJG^RSm zx`O-vzAxnSP6X?Q;%i%_uL*$e6)%YcQhw4`4d#N2iS#`K+c})B0}xS97bp7CcQ$8k_@7$kquD1qwXoUP;h@v=Zxe`#X86C zdhVo;NoI>4KVS#7lpC19MnTNX{yRWxP2V9-k=`Sc0i-ryQ_JFa%%S3!TcM<;L@T=l z zZgB$dtRk<}LfO4ZxCQ3+Nb)PpQt_6GWM7g{JOL5#@FPO^)Q6tDQ2znT++AEURsDnr zN*hDaHH-C^;zTtSfD{A)FqGUZ_HxP-$aA6U=X(%tT5;VZ)n@6w#(k&{n5nL98Is~G z7}~gBsmo-?^u28UfQ#XR46Z-kW5e?GC+Pl{=`SU%hrQ46v;wa9lc@@zQ6zKL{~=f} zV~^sqz#Dhu+3Q7%dY;6dW%5E2kmh&K2saV1MqR^cwo9hURwLlZ-R6dZi}fu^B9W*6 zgfn+&J(UJkcu=QG`QL?RhwLN`0uiuSuTt0J&0non+bdP?*uQ)5Z}Az{3RNH{&`Oto z3Kc$MDivBonHxm)eM06U4wW+S3sOHlk^c%8Ma(lDIP&CinSuEY^wu=4%safeE?p&G z5fznoz}f}oz}mY>We~dW>D+DVQS~TpAxCbuwQ(qIB!A8|V@;VK7c_aMcB$dsUKi@W zQ(*qh%Ffm&t!kc|CZA%?OtrmDCe&8)jUQH6WiP7Wi}Z!TMWCLLWBG+3Uclkwl}DR-;p(m!cyYA_(3D>++*Te z=yFzzWEQKik25mX@Vc-h4O1(bHVra3FZPK&QyE!j|5Wllz#HzP!k$i9@vhV}qHA7k zC$bLb6>RTDeQ3y%*bH1&GnFob`jN7GtR)Ozld1<1Qy`L_TPGT<-&LZ<+l3=IOhK$C zu`e8Te%XyOmA(?zdpy5(B%TfN6E8r1RsU+(dVWBHg;p#bB{GC>*Ka9^)6{iH0cVBgbaLG{03N0b^^EqBP(dKH{P&O8{I{~}FSxb;i5j-~Kx z`MpGRmswq9nru~_-Oq@5Mcuc*Y%>%mk?hx!x~REXIlW$+UukRoKA_>pe@F*jVfD4z za`zGMi7nPk8muq4_}>S?QlJS{$_+t=fIo04Dy{h%JC8!b73lqbaK<(`g#tLOoK!q5oz z)}Q~9ILX2lya6|{R>o`AiF=h?h3I=;u#kq=Xq(Eh57xgm0cbJs57YK0MILhiF%4`$+)LGn#L8DnqT(caaA%YuEs_M&`HMZ;1ykA6&iBIW&;?Ud2 zQ60I~&gdT$=kq!UzRVuAi?xA7cZZxq7)WFFourt)tkfOIc!>vN|64Rd-doSP4Kp{d zBTP@V;=S{clrNo)kB-2z~vIuiYEaS9jw>mtuXL7|5*%E)`qsIQX)R#|*SAhYkh2nXY*l88R zJ|FMa?_}vl@s%a4S!G=#?vpI7PxAT#OUjjk$lgoTBJ%Ys_SLR*H|d>bm;K<{_iq$8 zyEo~#c;l*@^*jIF?>%im~Q>tu;6|^G&haFWN81*ICszsEB&Q zlcK?|_s=;}O)8O4qS7#gWYcK%-CIx*l5UGMFUfe*zhGJwl4R^fQvDl;)>`=~9kLeo zHSktOQ8>zKX!ByR#LPifiC4Y#?m{_o%2zU$`_lHB3n$Mzatp9*1h4A&5J@&~IgSi< z?5xH@{rr)O9P`h(s;vwF1!h2fBxdv-IN0-oxQ~?UIp$>rvB5m)JTJ&Be}Hp7XtyDO zw>aieAc`~+3a-0TjhSvo^@k|96tDVN$D1i8%`)>iUcL2Bl(yR;r~KYwpUdDM_)t{O zS|lo=e7#1=ryaN>)}eIuSAst0GSYwH9MAIe;t(lZD|E~%NE^*sB;P{)qG3e*2EP+S z>oz#8_Lm>zCLR`VIg1#DoR*1IFf~BNj5%1Iuj*8&5{-rUt5Ws-b`NP0{}c^pUtsJm zGz^pV$0Cw`M5HngtG)YA&FI{q3J`~1iq`K!6V!c`s4Zm$qjS=2_4x8=TGQWdW{$jo zB{^FCp=0(rc>X_iK6NlIzY-r}Gnh~5rcWKM_HUpwtW22&*Vun(PjfmV$PIT`P87(8 zSY{4l%6}vx(+z1Xjf>qvUl}Htx0ep%Rm`h&wG>+VRndjSk8_n z!L+d2Es<6m3N9|_buJVma;3_`VTP~$BFP56H|D~(B*O6$E5^yQmK_^iv)K;MW4OFQ zrG=&XQ|s-WWFB@mxSP#lx!Ej|j{$3S)nbBCYsGqf6Y&|B2~yOxQ$;JVsBLE;YVy=S z0lIb3M)MW-X5rHhQYwrqU&Oz^vB1}#y9|oZwOBG9BJT-)GRwiJ*&!G*9QYk^ z5Tz&7i33FEl`kJ>e*Oft&rUm^7eHhvM>ps<+`Z1M9|QhCmBXZ1CRU1-MBJWLg_D1& zoIS1;?C)y18tCPVVx2jWk^F{OfliKDxRCpW{^VH+sl!sypSC*iO$cwx>JYE{+${U{s?C62c7w9lU!)j=79bGNI>@O7S92@ zLPJwa#n!+x1i92Y#uaJ;=EDul=35Q(a|PFDo(g>P&BJ_gV5f)0aZAM0c&$i`fZ z%XO^99%dG+rP_rz?n`5#j>NU(=pi|Np-|C zZIR5#DD@(fZ4rEvm7TG8bw#Qb$7DP`GJ@-|a&WYwCKheX@Y`H(ICorm<{6Ol$KkZ! z=pnaXHFB^O*TJxLM^^ho966(f72e+2fj`9;1O*+;|8KUkbdVTXXfwyAZP#PjD%D*4 zb|Oi@RS}zlo~`yjYcrLk5MKXqz(VBM5p$Qs-dsDjS^8?(rMun+ZPE$=dF1er>_jC{WMWl_Jf-}0s1 z8A)M%y*E+*gG4v`1#8vUU)YZ>J6`53_ZF(<-n$^|IR0xGUuOTm3e!IndV|;6O$LF! zKTj0Ag)_=8=`dNSDVsaYh{ARfS?>|K+0TjUtHt2l!{U9*Mcj9iK|}o+WJo4kYO%#2 zen0{I(If20pT3h+QvL!jKf6Hh;slZqH57Lu#AJ8UfArLy#X#Y&$d+~*I0BpFC}xlp z9bhnf+I!l&vmhYNQAG~7TU-zo@0)}yec#Au)hhgxX-7c?bf>ap^8h?1J;I39F!sU9 z{XdWNCyz3yaj+ zus&#wcaK*=p1ym(7=xX;AIa0I4uRyME0O`84hMx}ey>yY%P5wy$=OCjX){4KRH?PP zD||iq-LtiPNnD14*t?p@|3JA(uds`*@7ffzjuJVc!q(v_<7rs8E#yePj`a-#a7K1BKe1?i1bqu zkA6X|(%8Jz8%pBy?ru{(Xb`y>4kEJ?GCwuM zuN-bV#6thz;ik86TGfJwM0(;;WXb}PJ}RHtB36q(YiE<5x!^GsEGb=t-S1w8sII_< zz%g5#&u4e5GfwOeFTnXr-NLQR-pyW+w5u&%=y3~K4DJg|38NZsC$?2#+>KtP+U8-L z(HjRIc8bCY=696K+F}^^>o1VNes2#XfYQJIi9j_kEhEfOf8Gf5Y{5pqtOfp!!20@) zwXmc-IhXCM%C_dKT9f&X&dR26v@Vfs%H=vL@^D3te1vdz@jX6Rn<-{-1YduRD2VtQMwwIm&#qA=1>_B06N|Ge z%3?IffSjL6w@%BprZa=Hxi;#iH)Y$Z(k(-C?Sr#}XJ^{lGHq2=t@WvW4fhHOP720!Hjx(t&k?_fo>2NYe&@ z2ePh#LX;K$2T?gGn`OH-0RDSF;E;;?BHRkhD^L+25cS)wO1tiPGy1ZEcPSZim|oAf|0AE>MKdrH?li` z&Oo*`?+Q;Y_q4xvv`ICCTA|j4!i7_8RfFUyc0Xd93XdpScy5jLWB8q8%q0n%mxrea z##`G9G&PC{tGWOCF{X~5(Ef*G%(-HOf67>M@hQ#e{+7)7wdteVQ{(fM2REe#lF9M; z^x>&gcTIYFy7JUS<>dCN!-vE>XH*>$$?wC?xM+9)5Mb5{R)~N5a#6(NPqnviD?Y2QW6k&*# zI=~Ffw~7ii7i4WP5H)Z2nHm1=C)x!|miuGJnYYlIwSQ=(tOfc%t>3g!mGz>2^E-cg zy_fgDGv0I*!ui3`d`ES@JC+|F&$s9E?XCGC*?bop^ZCwHzB7?;Pv<&v`Hrgm(8hdM zWqxQbKdd7^xG6hio!1r%tpiWa+I+PYNW~7}T9Wc=#|FjOU@0sxIeBnf`#;#-?6-Eu zBP5#4jgGmd_))6;yV@NFC3W|0`gplnJSc0Mr;L+$DeS7-tROp-cLD|1fobk8J?j<< z(pd_L!AusGTfiQp{P14`P5E#Q$0@_tmtj7rqj0;}>j*c@naCsGDQYrIE5Z)58m)FK}f@-bO5=4~0==D_|nV?HNu zG>4TO4uy=FjcflMF<_ag674UE-)LurBZ|v=IptyiBNRsuw@oxYy_MpE-$z1VHInSs zVQbArfw$bPQgxrpuCK(K0IA7bkj>k)xXod?{!+D`!~tkSI#ryD>hz69#roYttm`pF zG~xTi16Ij1TAwF&@VU6gMi;Wc3_K!2|JKPG(VcFPf20|BTzqc*c&vsJ`oTWbaQQ>s z^CNQTQXSv21&8b(y|4rY{%4N!B8cLF_AH?>a4YR)2amsld`wLaUHu*TqZ-og`|tlslUMsg@?#s5N(W_ z)zu5tV>Eimf;@qlyxoLdF;y5LS@Mpz6e!X?0(hl&BA<-jE#3_kpUS_?WvQ|TY` zLLi&Zxm7N_v~gFR!%2A1PD%8REafFtCe-2I`a&R6xQtllt)g-|ic`lf! zX)Aa^M+5MyG1ud2ax*8v)qTb?o91SkLQM#(LGm+QHR)Nwt&6EhxW!^K;ZLGZb7x06 z$4RCVSEQo&tt2!&KvJgLRz{MC=atCkCEBG-jQFq6)Ja3&^aWc0j(PbD6SNWdg$`*= z&x-Uq0L6|kYGo=G;8uXdS!J4PhgJmOI`KdKTOemqLoWr6Wuf@tOM#Z~Al6-*QQ{U^ zb1i4UgD(Z@N>EGeIN-nk-b;Z2w7RyJ15-%WcKnN84m8YdsDy93uQJ^|I5Q@jXm3o7 z%x5RmXD3#r+A^sjiOSLSsm@&0h^oxk`rO36)UdJ1Hc%hLC*32agx#_+CNnaV8!%J} zb|YnDTpJI7Gl|B9GH_(QY$&J-eIFztSIR_Pd$Qy6z`=a^I|PUo5Q;F=3VFhh8K>Hd zYp+)Y;4h3ksna#AShH%Z7^(I`?E%#ljs^QtX{u-y!d};4ek*0YI+Y4 zi8F4@nP#$6BkvG0{5favTN`Bk!P|6t>@fIiVbWWG<9@SRa85BX(LvSE%d^N7d&4cJ zckKc}%A`;uPm?&P=5`Iz!4z)G2`V&*AgWg9`^y_-WjR^XPI5W4AWu`r?^|5r_0!E6 zeorIyI;J&P| z^JByLzKZSe3{sv8E>6~YkGUh9T8>6i2?3fhb)ZnoZ)VxKckh7)C}GB4=eiUcT;v%odFsgkg!rY`;tmiA0~ZOXw$&FIA?%es|TN2p9J7Ru@nb$vmj;Dn7Pmy_1ruKuiW zUy#uFh@DsuFpAv=AmYX;U|vMQC5Efc$6{>*+|3$k)q1FQhP27aHIO>kumD3d2-FZMkM)~(1ZpL)hMFx*eHx5+ROo%5(M-p|BSVz2W zR=kPwv!f&FsziHLVis=Rpi0-*SY|8ZR~});M}UY+)D?oV1hf%E308`;jv$v|xb>;| z@3+gt4w@Ame0cJV!4?xlIW<3f3A%!UK4O))O(D}{X zNjbl}w_I|09o?tN$b%v_$(-#^Khg}H`~WqPm&;^VbGq--z(;{hD)pilUWq?>qx?#3 z)_ZhyHQ5yJkPafr(!9rOWmzwk!9*AbFor+jX5)_Ln_u$YNAdnM5LoY zq|r{nxJ*PUwbx3@JD&Amn_oWLjDzN^0#d$s-R&Yi^hc4}hRVaLs*b+STcIbwF!zl3 zwo22YlhK>r-{VJ++e(2jKXVqXt zRLEb@DUZyZ6CVcS&EP5Vrc+`~3u5)7(j!u-iIwSrcf3ym%&Z9% z(k|IKB^PeYC(_|aJeR1ejK`}I`B*#~iKQ~pcvZZzDwe5>C34YZO`~xDza1tAk6TX)^2L$5%*y5L&h zc~E3l2wIC4NMBD(Hal*Os9Gp4)#f4T{Lk`n zQkTg%=`A?4!b8D(AS^=rbk*Fu|3@*oE~u}3FWeY*4VvrhdKSXW<&Jz^>H4h>sS=MD z>ql<)mWoraLa+XBnwWB0t={*n+HB6Xc~qc0t8wj_Qr=%Lpm9j)^3x%1YuEifoj>w- z&oh;#w_Hzf{E}l#ZQ)j#B1y8cumJL}zgVkvku~Kkv+3^`&gK#9Z(6}dC5c+vaMv$L ztg-<~9k_`!KX1k+cO5xL@QxA>Rgd?=g#g532zwj`k;Up$#I}|!X zo|=}nEGR=5RuN4R!g$M%Rr;La(3don*cwmq>e0j@ODlD06{eIk*(MCiI;X{d`504K zm?%#TQx7@zrAS>XKNZ!B<(K9$?O>1+avQE+lj^(91oebC%2Yuj^QC-Ndox(H9C@0& z1#)(Apg7SJ&fUs=+;P^bt7RYpEs-8*y;JDJD=IZIUG?>KH9X|@kE|^%onm#u0M>>x zM3!X=)AQ2nA}3Y3p{rGLpZk_bjQEd|&xs0nMftxxpynhhl67dZM1y+~aX zf^fUtI|YbS?-65r=;C)>4fXxoHaK^$1In zrL)yn=!yC3Ra<^`JiiY9fhBHb^?QMH*JE_%2BS8N0{5UhycbmUf>{tSfGh9nxRQllR&KOZ(S8mx!VK zvh!dW+9}RjEqhw$5Q6;rX6()F;rD9;(~I|6Y%5x!bGhVBI_!;1u(wfg%j{ibrjv!9 zXjy605jHUj@@_vcJ^H)4qWkGoLKMK#eV;F(tKUxz|xrU z(CSAT=c!n8_ZJLLTpj~dtt?!nq79q5I(yO{@LX3)Za-wNnKOMR9M~R0)9(p`-6#%wo}9*ezopE3#5TeR~7b7YWph{oj595`f^iaNi`J^og1tI?$}&?7)xJ z#YdUKP&qdkmF*U8UlU^jooKKNmYdR9xd2pM>t6 z-gf$XyL+QDP^;Q^I~3*KK9QezJ8j*!P5NP)jhdnRceCBL-6B2ffRn!m&($JvW395k z*hIbO|L>_a>;Gz2W&Eed$iYmlFUH8q15;~wy16IQ)tejHoa-K!9lS-Y>i^agLFgkpq=o$6RPzo_CR@ynSNUY)ppJC>o@=Yr*5#QI;5)iR@uP~*` zt|(R${Fh?~M8OU|yMN5?zC;`t2I|~7DmJe;1TywKq0e=)Z8H<)zyP~V|H9U=cis|o z`ywjm(b)Ujuh`Jb%%tJ+NZOIcJJ5FFa{?nR-5%5rWS+Lgo!HzaGLH&stWI?+!UXc5 zvyLaPA0;|AWQXFu9~L76^6Z<%RuD!r0&*u)mAq~^1MKB)rXTlup6x69@eARcUFVLM z=dLmAw#~Uw;WQ**AAV0P7vpU;wp7oYzlhQcblWH1DsRl{fSvoR123uG{|0Do@497%_ zkn#qOYYTpqLDcAYo`ei=Kru>l$0rz=}N3Us~B>F_Lex|tMZ+QLEqPvc}`2z!N9 zw+tqXvNXio{n92frTgVnfA49g^q_Mib%(~9&yVD;BBXd)w7Rx(a!uvrqK6qb)gp2$ z0_N=gP^`=MC>8&No~#xVDgo{w)np3{sI~LBbTrbe!=s8U(|3OsW2jwUtkoc@?a}LwvQ! zX$LQkDk)Dd)Ky22E91y0>G3<{Wc_;@F9f0HTJP&DWA5*!K=4`*yENEGL6E-yJ%9t; z@Bbdv5J%=6FsWI8{a1lXZM~oV(_aO0h5KZt>qC+IPDQ#6=h)mc2~?{*wD;1G$5{z? zbW~lV0=bt3*z2d9KUpH5Q%_(N6d!BF9Ge8{QhnDBjgj9Zbj=y&-mEIJB*^8~%3rxa zs&*0@I`#&+#0zE86uDMGFJe{H!W7^8higX3Oqv>{)Xwx=<@R)_`f#MbEEe;y-y_Dw zzsrxjL{O!2q)vNN61lRuk$Ll>7~an?wOE9!|L6dk`7{9T_DTha{XT&qcB?Q$^$oIy z(i=m|Q9>w)6eTEsd%&48&LPt26r2v!j$y3TV867ipJXm>_ol&oLa@1IGUO2GX+vbz z%eYqn_7VnaCZZ~EmTPBlNxn47aPscf*>8W~*|So~?3A+GaZNeHWtEw%#u4Irsc)$RR`lkB54+A|&xx!bPC8CJB>fxD!l&`J&7 zok8*=%T2Ko`HcTa?7rw2~4XsA5**G_|JRSlPhe&%jgI&p(yk zG^jmSJ8QgG1;NG9GW56(o(CvRM*kg<CAGt&Um9?6^fHU7qPO|GyB{q$jxKC4_d&Zxy*ct)nf9XXUTMWF>_ zfjNA{v1{Zx#OlCA!z)4j49*=Kl+;I)ft9kNYMZR=xiKIYk|cJMNVz>L0rNdCQX55Q zf^<71jJeb#vrD}inW}!+TTd?2{Flt_cDS~)5cG^}^jI^3%`?Yqs^@^}@s0&%gEa~7 zc9Thrz@VtBz)?lH0_qqxmQ&b|%=n0Z{ds1fKuPZQPel62^J5K7>Dkp)XJ1JrEBhZp zMRjEf%7uHxViHpDs|JZmtFn+H_)hhu*Qq`HC?I4r&LOHK6*~4L&J?&qI5pIA2(C15 zN;Ly40325LD!Y_d2DXrUNnU%bGU~{?Y&jb_7SHB5S?Q471o)Oat@6?zQj6sd0W-@n zhyV;5Kr3qMQTX7P)VNpUFimnk;^(^Czu|m5%o|i@?BgQ4Sp3%x{FkNs((2oeXGxpN zm_q}0ExFrM$ot>B5?GZ2E(C~UiwGV8Iv`-E43`LKGYE;Nf=TCXooe?zYt~D^!P0Eg zuWLe2;kH@5hsnM@=v?#vBV{UB?f7>cA}dCGpc8dt`eWNLsb>Z^TOcle;@iAEZuqzm zcnL+}vJKv9{jX{TFx7Dw~q# z`ruuEQTV^Qz~l=L>x#_SPYp2BC<=|=Qq>l9YKjI-Fh=EZ(^kk?*VDa*2JU~y}&9DS2*t4ByllOa^eYlRmj zmB7{`Dw}fg{9fRl`_yVi-SqkDyYk|jzFbJ)2u^x9 z@~zEbLzL8Zu3hhSG`{CXsvy8qRV=HOLB%Ju*K1oT?MgiZ#qn4E9B0_(8G0N4+NkM4wOxyH1lgh!Hwsx{kzy45j{& zru%3)Z=4Kv4APgX#BjSS#+n@nQq^(r{b-&jQFjYVvYBF~;2V!QOtwb%H3RqGg=402R5{RyC$rKiRSQgv=vyd}OQfL89W9%1@=`Dh2nBB%mC8D9 z<_D3HVHHk^ju(`KeG?yV?0sX*Syj3S#3SCc#2gtG!b)ZyOFiPpFs7|D|djJPsAtWB!?rrz3 z($9!%QTD|R`c45angh)LS4Q70g0DD#R&tXq*8-Q-oyJM8qZ_t+XIkZ^PDaiixk0$M zA>oPWw1rYCWh6!k@BV?rTA>}e=+#uc(&7<{F;X|6j{gL%F+S)cI^o6b*T=tly%%d5kyp)>0 zC1`Z4EG`1^U&@`2?xtRq=ydK*XDQWpq&&NY;2p0Hx;=jMM&8;%gVe>dVvZ;!tC*m06NkW>0K+_;LQSe|M|!Hk4L;oCq1kaHOXX8P3quf z-hTh)>;qD9rLqYhKb7SlW3EUdg6d#O+5Zc3l0^Kl))Uk{+8k{41EpayV^R1CLuY&- zvmRQ6QoIaNphS40PX^84FTBJ=y||1au&%>a%FmWfBUw6;3ZLQg-wqtW}X$yVPSLv_xzZ43AgcNyHsLu--mfz!gChPuFbW5PTsGBo8 z$n|rkGk9)c5rIh93MG|6MN_dFBoUQj-kBq7f~+knk;;MW(0=kLSsw~j$Q+KzqGHzO zPd`ew7miCb9h+>vSHwC_tQ>k?WnWwR_)R)wQ>3p`;W(j)ava&i)Nxo>2zJ6Ls|6w) z*u;3g0gqZ|&qoK^M1FM2+*Y{>3DyqnSHH$Lb(H+R?ql?zw<88k75N(w1Eh|I{7;{* zTigQDg3br^fz&UTZ~@Nwi%g9@6SYS!rg8wP({XoN9CoW0D{C|7=;ti2b*f#LHOMI1 z{Ly-$cuWA#?N8kYpP>l9EQ+}EM@0Er)`3fr5)AAT%tt%Oc+gT7Hi&5TpfdqB0PG@> zR$(xJvc|uDuI$Kyd0^Qwdr2+v2=(!Ny6!wka1TVk=2Jjvbc(3_bN|nVt-h zZt^pvZBKm6n~rliGn7mG4JEAMh|?Wq-FY=-t!R)vQ&osrtOM}LPV-Jh{WIy3DV3BMr>b1{XIv^u~CvOZC;bTamp_S4JvHP zA2*NaQZVOVG*334IzK*Qkw_1%tL&K?8+=fFMo+xs{79w_HeT2ssNNQ=Vr|{4f2!rv zUM&11?UZ;{tQVs_YOCpw%#-rl=mdjoh$H-wM>w9*A>9Ui><)!wb=D^2%0W&IC2E!~ zHW$`s`Nonf0)HY>KuQt26FLF}Gsu>|1Z(NYq<`Nr@z6W0ni^%Kv7fzz^V+fr`l zn3^KKXqt@FVR7FnD-L09{z_2QPdh8AkDDHIK;ndogN5VLhqg??cjQt2^;u|4h~OW0 zH73MAvtHf*V((4BqpH%iQP;HhUR9~oJXfWv5|WUKB!mzkh7bZW3n3!2h^VNDfU~Vw zMhu7%0VD3FF-Am0q!AHm8WEAEG14?5O(Sv;5ox4pM5K|XG1A<36>8h(KleZ9-231E zdG7Q4nNziE*B;jT);GN0`(@5%x@o7deT;OT%r@LDG}!wcP6fLwc=@z2qK&e)HbwqHufVh$4l zQ1%(kd+87zQ@tIH_tRqp`vUEBj4nP6zXctu{@ApNh^6Ph^%v=My-lz#@bCOpaAE zUw=}R?V6nd1TsVnl(3htD0!c<@~aTQLOEWTUnXQB%8D3RACPpc(FS!qqJY8?-J)rh z5JsxX4*Cj!y^~<5y>>25JVF{ZxH|u2*oAR|^O^dA@HoY<`#uuw9mGa-CH#k*SzCVG zPPgS0>T1KkE8nSI`#av!fGPY3nlWHV)Q9Dg){Ly+Y57~!!OX2UQcsA}HzWg!4ZM`T zlr(aSR#_vuia|rn(>KzvzZlVPFPg{#-VzO%w_2k<(61sV`g72n2EHZ!t4@+Yw_E%@ zP_=^&j;gliH`mOglsoI%#saeubVNSxY;Y6d(BP@gacsY4{kVwd zMuz9$@ulXCj))r-#sKqxHyw|dSKmr+G;^AP;|yP09loJ|plm|4ffPi>mPdxg!=;7M zhlhnn6o>n`Gu~&O$a`q-n9c6T!9A}GD{5ou)V+r{sl@^HvaI>?dCm})-vAE{QY8#k zQECHuZxD_7X@*62|DA_x{tm-zdl8C%7(W2;KTcowDc#=u)*7Cprky3F^R{-XF;n@{&b+K^n zO41xktAFCbj`v{jp$L8+`7ks|9*5b1&wB>lsa};nD6%WnUM#<{Y=}H^WRowmrxuSz zr$f8pb{E)|C&}9ss@!}slTR>9Q9eL=EVv2Ppqe`@8mfo+y%@F?g`RnwJH=!l|{(e=$ieIdNRc!=pCd{e@KaTA%d1d z&Vw^Omrth$lB633=q&QE>;Zz1?$*O(Gmf&4|86&6+HWIO=b`m4qVf3@`qA&Pc4IM- zKzCSa7yCy{e2iCi#R_ne+@gbju?stcCYQNvkv0)zkDqg3b-#ue2Q-Kb3&5?=AfxryeC;mQ9-1#RBJe|1g$FzBhz;mQ^Le*Za z^g-mWnEOuSHacxsn6G2o>Bufx3o(Jt@MDk2k-}RF@J~#~vm%^qG+w8(+<;vq^86ajbt4GQVk}Xc z&AfJReK&JNp{&h^NLTa`;s}AK3jIrg-mzeHD;mspY5qSEL+$&B zO|h^{;Orwb&{J^K3{u_~iZo0Xa%a>HtZ>080oT+kNB>!I-yoiD~8klfNUz4 z1s_^3(T9Ep3Q%P*aARI1As3>{{(?gcFM7*--UJ4m**aI|U$x7l1c9w4XmN} z8z|FzqZ3QZs@=zk$P?D0?x^%Q!@;>E4i{^J-8-EY#TSv;)SNku7Mj-;O9P|U6VGtQp%U9BZTac%Np8yr+cd!2JESdf z&S3MPqK$lkb-t9R^$ zOcjzkoGu>bR+Z&7N^~vQ#xrNEq4V@UEI9~CBK+ zW8esjJ_x{iEiIjY3EI%705b&!=3~L1mZxO||D0YCb2}2BHaKqphF^agAz?S-imBBLsJj2Z`chlYg z(R}y3cp^C)0v}4qV?MqgR-&5_K)Ec>fu6|NeU6N0@r2@eT#0YR@~FNQ&EqnBE7277 zyrOwjJ5juj>Tks$`6j;ab;NIT#1!M?0(`4yeu3}j@I4pbFXOx87)R`Gml9REFC2Xa zLL(cR7TH?xh`*tB5Q2 zmn1T36$#y%8yq*%KeCV=a QRv`&Nwo$`gQdiR9Jj`5sL=~8yKv|V zvGAz#!bci=QsbR~?)Zpj45=^uJ}t}=gKX#J%hH-C3H(_qZ)_G2u!p#{D;7p2ob$`2 zqE`p>4rA%Z8i#$Mn-^qDa9&gYtICObRB$tLKMfGMq4-7g*5d8VArBz2dFL|GbHf|U zL^{Dru3myAN$tkG?n{ZK2IEs9Pw#x3?nawj$8dX3mZ1#-;o~t>5D%Uj4QdE>7Mwlp7_Jw z_)Xpz_(?HHV(;SNS20jtM^S2to~O|YJ92M;6cv~HXl<>`?<^OQtF!E)2j-e_nqDs~ z#z3ZKXL>q+n)^m?A-|&(bMsRouHf#$)a3}9A5_VFTLAUnw79QNB&`E9ahhHh2}^oP z6I8i~<~tA3?%*^G|3-l_|BQPR9C2gxzLHowZ2DFM%pA6NxbX+z*3xc^8}eQ`TgJZ- z^njdhM6|2mcXfkAvYrkWSciyfF1`iLPXV!$6e4i>lE;Ra`Y({`)X)n~=@M}J{P6WJ z4po?}E8}(m0*#94#zpB4kP>*;?Lwc&{Kfhl8tu2!DKfdTcyx&jn3&zpE z`}cQB&-yh^Hy~ed82$R`XedS{&zVk5Y>do0jdkSST!nl^HMbO8?jlaF=jEtY^?^ro zJ=4vzU@3_DC92h9uWb}{X=D(u@L%Nk;JS5A(4YPEW2xq%RreRfx zh71U>DKMlrue(j)idA>PgIE?+I>~&Xf!07z!(a9e3HAOt36%Bn^~jD4-Oewu@%3P! zL-ODeG^(IFcLx5T#%B`?h`ubs21%*BENB=04jE7EO%-C$Re@vdg7TWp0S>|sc}8y= zV(dNOLpmh99vZb}f`^#>T1O&YRrt_I+@FSQmSHYx{RBdqcroV)H&uTzlrQXk&`HYS zadu^pMW;O=He*2x6U_K59`7;F@(r_ofEpBzx$;)4?iSw4fM#;UlWGe=NhBX9QGJJZcgusXufidaG1f5^o-`u=JMv(=L++o zM!FywfV!pM;g7fiF>fI5_Jy6^klX3<1;BJ%;t6$d2Qxk4Y*#P=sc=`QgHi?eMclrK z)9rP60xqY^i3fcVM=;av2{=6gw>JdHf)_I5Kr=*ukSKA6@*L4ZXRK3cBMoNnCOf#a z#{dJTb`+(P;o~Xd(jVkx66rKiAlL#3z%XmOkU$pDx!`AmpVUoZVE%-ja~-Rw5}eT= zrF4@1A+z}ds@LT*3_!KZ`4RgusH=8ah(uj~-qpAaz~)?g8j?l~fn0nU=oEcO1@}^| zM-^3Ht0@5bC}`xVOpyjYJAa`z5WE}6>e59JtprXUQBpea;=ov9_t;$3cDXrZ4(%{{ zNC1IB&<7z-RU;QYxaL%8X(?VN;qsLvm@_HT^(7Ljzgr7Gtr8it)g4Yve?0P(W;~}; zAU4T7)%S^Ntr&*GiBm{7o4e)!p6(Orh=)>FUs=wcSVA^Ml!<}ZGPgnCT( zbs8M5dIoboJ3Js99{if5LkA49)13FXdDRbo;A|tsE?$dmf zOdhd7O^D&rHUOWC5N*UY{7#y;1LURpFg+8=KkHo`OFIq`NIt?)!AS&PhdXhQ_)7A8)o^*31$-MSEe5hJ zOmNf;pn!oT8GJCf|2Pahf(`JYm@!h-2B-O#b>a@IuKXztxiVdv)q|y1w<^=XoaVT} zG6TN#LxW{uEKThIHqff>G1>vJL*QxBnHPZ_oPYD{H^oC0nZB|P{+#k~Nmigd;fZ$) zmgo4ock;w5eVy||-Aldkg3y4>j6cCOex7oSkS6GG}Nv0tTfcA_i_+HzJ8)|?1g+`kcy2fD!4{CEC{~m|Bi4A>lQEY% zqBV|;eJC${f-R20>069v?{!8$!N#+JxVQk~70}0Lo-!OA-*dVXQ=SrzyeHg1F}%aj zwSdePRPopsYNg?jfZa!d(flLf>H*wFkQt(G|1f`sM}ir+kD2f_lW|yW$0-(wdDK^@Pw7(F=WH(%o3Vybe=DXKOzd5XlCX(R9$yd#52)6e|*#i4FLfI5Ln zw$MzVpwP*xb_f;O5#t5?W{Sawa_~5Wbh*@)@Y9xjNuZ^FE+3 z^>exu60xY3BTQ#m|yGd_6h`%f^R>SNihG0@bC#iXOqz-l5vw{-Q)=h9h>4 zc%wJF;-4$3g>^`zogs~S?Vwv%g9Xl{CwX>PqZHXd&hlEZ7=o_RA<$7@8`s%+F?KcC zskPCOGmGj>3vfKj>@YRKV0Vx@#U?Z2m07v^8ij4dQ=&~!i*DI7Cs>X@>P-980t<=0U zRu+1&0mjwk4?L?b9W{si7Oj}$#$nlE8=A(+GGcBXkL=fx@v;il8l0=zjRx|M>ku?h z^X=>8(=Nc#@Tu6Pu`;TKk(yK6L~pELueXV(li@2J-U3Ic!V&81h}1j6T^x~-4u8JG zpXCVGIwHLs;gODTr6b(O5v+7X20AiEIf6xw(3Os0wIk5M5h`*-Iy=HwJAxe@VPJJ9 zIRX`q$Ph;`%aPH;5$f&;k8=2<4!lcHrOCE3N5;F%5nGQO+vnmpx&}&QSO!FlvvpMA z)4@Z(Q1&f8PFA7G`xzWF%mn4XCiHWif37n$>%1V<&-Zmh6Q~^p12j0s_$@;wllJg@ zOcJU|N95D!2P)$SJM$ICT8d?T(jGv&K@`=F!7@bm@W|km zvS^O96}xklQxd)kFQ7bxrS1Tc9gvN`iXo@XqC->|MzcM-J9>iTehPaJn#(PGt==ZP zii`4Y`YgDjR2`0`110pW4g!p!_QDj%yTF!-+KJiccfw&ENYUdEf;upZm=k^{e8g>5 zE~Ev?N8r_*C;kE~Sb5j@%D&>bhV$f3ICTV6aP(774N5Ip3rjncM30m{e zVQ>|CJ;-31j9^A#gFfipOr64w@PfX?`S`Jns4Vv`I$A%@#6e~6l|_Io8h|^M;5ps~ zuENg^tx{>$SuOyT@eVOypzyVXr}|cQ(v<{|Er1$&K?f~O!7xxVD%L<;sBZW`3Q>0R z%cp6ExKaSPXWE--ahk>fnt^wK6XWLKW;)XR^!LIFs}(346YjB&MEZ{nmF7f7#G_Y7 zLsv$Fk5CY~{#LEJ)SmiFSp@zpW$H0p>O*8J=rm9*>#zL=%N6HWu^d(FWSywDRSq&` zPb$;s4zLg01E{xBH$lbafqr#ST>9=7ZJ@|tPY|9g$12DZ0pW(s%z#2v0nxTD<9t2! zbOOGyaxqzgae^px4wOw7qhK>fVt${N3sbhR54*rm$d#Z$;|Fk+hg4lJM%U(}P~Z~} zi*oCo-sxHzin{)iM$5C3H9?xV-*QkD9h8Sy%_1m=yh4)J#mw1cSw>c)iwS1r5GJC# zL8d6T_1Og0Lv&)#OTJ5BO5kQg#NrUSfo543QZX}ZodJ|9PB_T9^CR#TEl)|lK2F(9 z7}xl+1A?RyJFwQN3yJMq_$LY~d1i@f&_*;%7SYO(Ka4wut1ANnF@u`s)DU)D{5YmZAg>p!VYOOZ>Ek6%|Aa76EgF} zv+62>U%+l&e3sUCfTRd`kre(5c0u(R;MM9?*hWR@K!ZpIiDWU=Qjq!|ab?gvY0~^; z&>jpsqS;CWN@++{IbtP_Xr3dI<<5>eGd-@T*AY%QqN--*iX&Ol(-F@1WzJU$LS>Vm7t}ArJIX>P7@(` z|LR#?M-z~NHO9?w5mUs1rsEIjMe-uGVp9speuG|u=Aim z;kCY^?(VF-;Oit3Lp30>4Qo@-3hOg%GkcSQI6y0rAH!qTbce&GmpCkrdmds}^57&m zS~d@hcA#F{)fN{ogpsL(^&A}s4%v!Qm#B}ZcIz~bTnW5T55OU|s1%=3U)d>0O+e3m zhF~YDZ4{Qagbw|w$IYwvih$z-?#sG}dPxTFWe;%&GwtBC9 z2N*j&BL#Zzk)tVrh~(mG0WXzoeEygj9lWh;)u zA!gM+z|Q9|Z{`-_t10z$ISPb^Uhbb`uo0+kI}>27M#Iir{S>K2I#}sCNMS!OMy{q) z#B-8E((yKa3$7viE4MUS;9e_QpIu1Rq$5ps0G+kvOOdeqGh#t&1yd>2)A9t2H7fot zEE)?mxD_<1EdbM}K}W;y!4Lr0CJxky0=+y<=nI6Y?o8XeK&w!6tn4Ejki&ZuZmr79 zK|W)PQGVI}&1Er+$2rL4J)w9qMXACMx`h~YEsSgVSu%1r0Tq@rmX9b2x$VE90uGlJ z(-{C8biqJGNCmQC5Pq;YU{pRDMd0q{nmrRK2WuuBFkB=&0E4!CBsyYdVL?OWmCINW zGC|JgX_fiOG%0)4hlkFl!OqPjR5>hM69_*?;-LlP4@}&QoYy$FJ9$xO&S5lsR_tOA zf~9^)Y6L1F*3OvDC@zoPFY>J^DOSKzpgd~sejc3)Gt4v3Lr(qc{lbzQ>rC9??Ks($ zGtHBIy}NLzE6eLG^?C9dak(pA)r7OFI7-vTIzqSNn&A%c7iTgqL&8(rC_Jwi`KWMxNj-~^)34ZvT>Ey`K!zUVpG$2X8M2Hl;-gWr#h9xH4}DfSnyu0th0N^s z0*&&X_PPr5yBRV_x|_Z`WijS=Xx!JtTlOmw>Q@rzv5!X!z`$qoTfI}lC>r~%!7x@U zn++{uu>DFY$ID{R7eY>DjDLkO0 z){e*{@+pXzNry1Q_sjdkS5O^;UU#EKC`Ho?_fsI)S6zdbCb75mj1t{9@g>J430 zOdEy8#43dRB`Vo=fs&+(#PE$jbaT>YA~QqRxZj5@v3lScX$`4kMQRZl7#+rP`DY@I z>cD%SiF^C!dvkgPx_0%KcM5gR3zg;ttFr=Ka{XN^17*X)J@b9Jnc;dz{5=v1&2+{u z5gn5t1c%sr9eo`36&Z2(zqA8VTw@=Q8OcAubJbC?wqT0k5K}!yA$FKX3eJ*v#S;E+ z9Gv%aB)F#StkhpZMF*P5q1|dTp z6Z%n#7;Fh|BRwr}y1<^uGHDy#qYd&+sh1AXfY#4MNaar=%}gD$$f#IXd)RC zZpf&sjlB=Vp2mH`!8*|X7Ssq>VZZ{N(L%V+x_!L5W0duv(9jasqmGBAoL#TGFeQ;j zhtW&pr%8DD5oo0x5lvkET$1_;PyJg-)&I-o$m8O;XqQJsyj{*W9=C9OMOzX61N!4P?&hJR=-&O8_YwtY(L;O9X%ZQ{ihn}sENwX%(VptAQTsfCJ^%3ghn-`; zJ9Jp+7SJi~heU;gzDw9({6L1j5qWf=thV4Ne|VYNLA%8E>P74msDG(v)MGC){*8`f z#1||+OYPD?dJW>(iHOCv6~z*31{=lDpAtp(mi(EsmngjvNim=`E|Cn&hZG1ib|c(L zph0jicrG;8db8UM#2`GALJyuY1a<+W!gMS8bS|>k;C_gJ%b`W}{V$*c+K7mX30b3Y zWDh2=>Ky_uDhv$JubC_KnM9E8M=_CE9UQF9YTl^<%DR}<$3$*f7etF8us%Y^%!)jg z9rS4+p=3x`uCs4iIfmSf_oR4yZU*Rv*;L-u&X+Q)zc;Veq; z5Osz$v|@5B!JocHuk?T%Nw`lFg}U_!lwa@5t_+X6Fzq5G;zOw1Pa6D%C4+DW_p zplmkYBJ6>EfXvZNOk`zQFdx@`&s}gD;H1l1?g-{JoCod+)O*RpL;C1J_c zWUPlmtqgTqq^DMb8tI>>qr|+xi;jMOKdZ`y8N(ui)|{_7nBc%hHfcWr@U_hOGFDjm z7fIb9!8*#OzQ(|m(ZJ4u&jhF;J0i^a(%Ub(PMkmuSA8A_P;@QDaolccPa4PNJ+lqg zncg$UXg9!!&`uBQUr?OqdER2|XW#0|en2S(bqdv^wh7no->Hdf$p0VVzaCX{W8^P{i3?^@cZ)_jwPo6VaDei@$luJC>=d#u!pcrErCKE>P`zNUo35l6o3Sdtw62w~UYjgeTSz2QSEU?Lg=7)(9Nq)+j9^%?pZqmRL6Xml&QP|=kNhFm5LKQ4GVP+Y>9dd}vZ>Zb zRteiYa^eIm4z`(lNQDi>Co2&1UNA7j-vg!;g%n_1TB$qx57d`)2dzLulnI128+*>! zjUKFJ1aMYEc+vTb*>*%eZHOht65|(u<{~SjR*3{U{No6Q%oFQqc2+bZBebk1CeF2Z z4q$X%+ONXL!Z^${mZ382Aku#mIkR=Agfl1UFPcjNJuZcnQ|&T84&|{#1b42-c6K z#1+_MI0EZt^1cCrp$X0Cy$$EE?%6|<70&9YSPxR=W@7F>D9>=-(XjWnI#z_F-jcd*Rve_`R?$mF1{^zTHas?n*(A%M!>5Fp2Y zO!-aM(nkP#)vgtPA@l}}T4g>Tp%niCo@t?l*exD`eN(ip%GuH|yR=3g@A{gce^5w( z$8_z0oB?-x%2)`AVL66Z&CHeG2#4h;l03m^CHzS9=bLD5G!ykDJDz8Nk!C}4-dfLC z0cTSrD$HT?&?Z`0ibWdEAiu|z398OaKqG$*Ej)K*i;HJXP%QF%LjP7D}(iz|4WCu^oBHr|&# z&J*q#Dv5{3gd$Ip$|kacxko^ijU`yEbVDa;7rGMtqqp+z8n_SA=~TZpjpz9@xYY^C zL~k}i8sUd;4AG?o(z=E@W-~34l^U!an)?gPg_}W66g5|Erh^OWT#;d(%-ek(HxX}# zyFAfAcw8)a6)Ucu)J)3TNFo~*2h|hNiGFI88~Y^%7OO2oex9@ z@*YyFaug?!qj;Yxmf_^hGu1)hk}aIbc=R=pV7{G4_VR-ZaFo42ETy{tB(y z1Mwc*gMJ5?srSL&0a@KbI&&x4L)|}pY$ZWSC{<2f3;s=|{fsU}dkGscomoee*+ysI zOP87hpOF*tP^0YVjgL!2YhIC{tzU^?Y#me!U`gmryQK2d(ZD$13Rs>Go{@D$n9nNZ zsXh>Oazv>(Z1fpmkpO;MIZEo_aRczhH(dR#u;C&Z=7eWup84dnvL|{683&pdua_J4 zqhd>3mj{B1Sn;r`@iFsjQfJL9KN z%mdyfz8$~87bUtuXBT&|60OHqA$x}952ifr^H-t>mz3vo9L*%h~Bm3y&O(9>Yi)gg;)9QV(By;UlOqae?^G-^$S5^MwiHKW(jWpqA#`E zsLN-P{j^JePsH)l52w@N@;UGmA5Qo8&p2J`L3hOA3aOv&09y9vb8xgERR|^C^L)rD zVt)3V^jF)?a9;rdmB)B%?NsZvG_OEpU4wXBEl4gnP&W%)24u#NJ4P-I=>rG*8_1Q~ zi7&6wf}?k|$Xr830xCalE_{K{#MDx)s~+>JQE(}md$Va~1JfFAh&bX=N8IIzcS!va zaKvMdxaV>MYw8a#8e7qp>WF1J;&?Xfh=)=?!GYurmbt>6+_7$^tg|1M&1}8qPc+HV zrnJ@+oJ6{+%6W*cG-tj?{mE0@mpI9m7z)TSPt^F+6u;48x zeN&!r`S^Kc87tGnK26X6sjecLmFd=1tWRNL0kYn(7YL?>~cLM~+z;H8^ z8t~nhTX~}Bq{5-n^h^$v4b~+XlXT_eX#t5$gd$hfH5=;XHjQik zlmZU`Qii!&XhVEysojf1mfiTiAoiRThnil5yxT|Kdrqwy~Re*!{*JuaCEa^UG zKCNk^le0-q2H*`DPqMmIB_Ai4*!1Wp^LzEE#esw`iqTmliWi5ofopmH9tAve>vQB?E4c@$8icma80a5 zQ*Vm{b`Gh*yCw3|7cg9+5)cvpiSS=wz#;>Jo!o?iEw*Zrw>~fUqa2X}e$V3P;nk~e z)in855|Wch<4@Yl-;wkbRQYVP2&h-|XBd5t+v=N$SV5|Gqp?t9eK490ew};7pgMLjp=Z)uhEAy_B>@{3Y267V%iAJ zWFA!Lm>=k!S$vB;3sIR8R&i8TzF%8LQX#L^-8(Ih>+ouLC zo=8`Jh2Y(q7c5#Adv8o`g0nV^q~HYjEM~I8hw=X3;&$l6Wu{7 zGF~M)@%1QxVKUzs$3#Z)pfGR-h`Hj_OxDuT2#ZO4N?e}8YTiE1(e<>LPJyppl!IBP zK9?flt*Bbm6SraJ!P*vn{}hI!Xi3U9x%e~J)ua;`$KclAMPJnA?+tJyV{zT3LH9+G z?cXzH&~~QJMM#RgkJYQAHy2mP!a(99zUH2ejii=s6&Hv#t4gURur26}-OZhqD->6M zp<^jvyqQ!yVu4bQb`)lmTt~}1ke%-H0df`{kiCvonQyO%?NA%jRZTt zPJ(?$c&nC~j#tp{Jql@HE2fiXV;&#q@X+iFd^k!2xSXdypxOERX~zA#NTiXB%V76)0o=)F65_P1*Aqb)WLg#s1pMEj|}#E%s`aiMFahsq=6%-3mc9jR(p7ivq!OR zB2|tLRz(rBDSsL(<4Z*JMlu=!9X|d-*bVUR)hoF5=LFu?D28#R{Ha@eq>deY_vVM` zS{RVcc;Cl3ReM!iW6z)A>=e(P*aVg+F^A~8kuG9i14bc-^R9Mb#_XCeIT@D0Pnj|f zgI&rl^oLmhwFIofJkkND6Ox@kXQfO+_$~4z4c~ydc@>=m(AM1yE&%*HN`GglFWlc7 z5vi+mvX8%xzJ1)0)CJ+zpHZ2vea$nv&E?Apt|Kl(j;b^;!X_*)}@7T2oP7G(p z5ojV}Q7)#{Vs>(90Z1F7pKqW;>u+SL8*U7g<}VytZL)vpIZ_h;6X_E^Pshclc7+0F zN$g|NC)!M}iQd~Q*2=RpHe>o`A^VpX87fu>$%qOtheH<9bbW2&BoXedIHgH>L+_hNmq{sLj!MS0m4 zXew_POUYvWC#%>ee!B0Gom7@Awev(FUBrUD)XvrCkNd-t zGWq*GCe>p8{Vu;0^axlNo+6(@Ko0Ge+I_KHw58gj?h= z4BW1EZocEvBFWL1(*cnq?EWG+)`5V7-hdIRW*Hx)MwbnXSJdcTj4_HLS>zP?nD`$j zXBFn)BbBBFRqp~RkL$;Q9zYsn4BH~#k?g44g3qUj4e%Q^8nJ-=gRML{@fgUQu!BELnEas4VYZQB{2& zFuEGncR;^Eo8^$9br+0!Nal_dBSudcKk=qXlW(26#F)}xnKq-{xa*$#9(ZtO@}dDL zG;&F`Va^40b`x0%<%ktBQL4`;3zKBAT!LKFA`l}iCaqZOTQJ6!VL=78QB<-#7G}^7 zTMp1HUIL>vSFQq%Y7Ov`>&SYtfwar*k}Z;bFB!8`zHhy(-$*u*&1AQ}g={6;$abIt zcaS!;XzfD85BipQaxd9OE*J~tegHZvCWa4SkxsB95CxxQ*&^oxpnHhylt+j-OpYSF zK0!{BQ)HDCr%5|GL(Yq2Yz14%Rza_O4LdH@f(3e(T*t(ENL6iQo56x} z)|jxBZDZS68xnQ9*I{=JSPo5jXi_B&u6Lc)1j5>g9YHfWs@nNx7QO zm20?I%kie``38PKZUmjhA-)NvpRIg57aKXM@!NPCKM7jD23fO{sFWbHzL{Un~^OVv#V#O3}y{izT8(w2Gx-xmYGvh*e^>SR>bo zOKgo;E7pq*P?_2&HVqP+#a6LJY!mC`cF`twh_eRUDRzn7VvpD>_KE#afI2P28KVZJ zKfAOa6obJbgZ1CK@cZg?h8T2(SgV1E?VrHvNQb(U<6puvfDeW$)l->o;x zJ^EgKpT1u|pkFlVSmLmLP(P#}0j%(tzC>CZEyp2FvKV$vpJQRC^wZb_9uA+?&*&jpW3JI;n8rK<(By?iv$4onj4VKl(P}I;_XMA4Z}wVh!p=kbbt-?k9G8 zy(8%`(E{&gS*)3t?SxsJkBXcV!c)w7hI>$lIV#aj-awK^pu^agiK4B9vAT&H<$4iS znAT}?fycrdo#Jybt=Wr|mTzR$+r>p*V`VLr<)X~NiVv_8Vjmj{(;>Wa7ClD~v)ZM` zVQmRdwi`1P`_Md1F%O*-P=&xUOJ>oU>cf05j=UNKSZhg{F6M!g9mmlsQ*X3}oJA6| zY7MAe@_?FDlfa#NtNk#&(BT{1K=KkSPm1@6!~QyRJ5qaFNDiW$w-@{=Y$;D1f=x^6 zeft$j@WC=?;u6WV&ScY85UdMu|KLO-PZeZ1YNvg(Sfm^aaNtpTM#m9eerGpZ0S^Z6 zREpl&qu};DBX`QB1{RFTUkw;E@!rC=tHF_WG)v= zVMN=|JUDYLxn~cVFICcb4_>=XE|S%Y$zBvI4+Cenj*iB{w3FAgVKM6)q2YNPxLv%( z1$D{(hXYz9hc46i;^@b>Vr^T_R!O|=Mg?K#TMS!Su)4BtFGc9zQ$Wq-t_q3jUo zxtAL7kq(G6@_;x>*(KC)Q+E=88Ep+2On*$GA7FEnYSf5!nmc6^vMpF<72jDHxJ>AB zsX2{ecrKs~RW=)(LS$uj;!ZK}*9%b&J+xHvJ<7`J(1PHwFThB?#o<`4Es{Tu%DfG9 zEiWkZ!ux{HLi~&9S)(dC4@Y)Jh6P)ZBn1b^gSC@#ts~|T%z_7k1y;A3GXG#M`*yry zj@-)@^HyTYllo5vDtNEF^2u{V<; z;5xSd8t1!EZjT_OE>F2N+`SbL4{&VC`+lSNKPT)I^@b1Mx+hSl0Hp$BsiGAo+pdf8`vK?fsbw9h0t>AMJ5+9^> zst&P*?GtPvDPM;h*Gx~!rP^lnL0r<+#A;<#em#hVwKi|&h_gWFl5+$g*A241ejNkJ z)Lt?ZW)5akNI%lOGK;yTxh6vkSb+UQOR%-bo@egK&^!q9tNu*Ol9hIQGjTX>a5(1S z7l^DJ$g2Asj{0MK8|&Ns#}VIx;CVG$F4Qz`XW>R=CvtaSw6lq&D`*z(e;9TBwPZg= zAI`FYucp>E4MXK1rox2z(%Gi%(AYNG251IF50mo0(V zj7heaqCmQkTp&#lOoA*kyJrBaPKIw%>rsVFc$wF5&fy2rJ$~7Ev*g&BR=*u(FsG#UfhH67zZLMxX$O;g*`R%IdAh zG48;`8FbeXB_hR>2T8x9@~l1_H8b`aMgINre7wlZ=aUA?qD8G>S-dxVtq4R+iFb!`7urz%$6yL^RPujEAoV|q zqmutS0;&H=92NOb1F2#ECye_4HjMgd5cRJi)P?`$fz!XnO;!IVaQc59I9(2xlK-W6 z>3?yw^pjvI^S>G`{rBUf&cF_JqWL_NPaXritf(=Tk&c>A>kQ`GYw^DU>X#m@yq|~V zxnmu~6D(R#?ViT!r`YYiXk9GZ#Zln3(CqtAA?-znAOKJRT`YV#s2qR?0^KLKLt?z2 zs`-6@(CH=O53bf_tL{g2*xHHqy%I@~E0~8CxTAf{cXG9`&27tuJPvmQ7A-917r7`L zbOZx{qoWp1zD2yDMI@9r7kT>o!<~-O)d*xS8s*!x#ZWq)WkD;>TGWBx0N7gcEWT(ojdG7gAd8JSRFp=_TU<1ij1f zc?E;qR)K|QlLh8V9ER;GRux1h9_0bluFbt2wY=dT^s|E`0gq`mJDR>wLqUZYsNA=} zK+{4Z#YsQNal_p4v>Ul>uB8D7;+-S?-XW&cuV>#WZJ!G`swo#FI_J$#?$t7Z zh*l0T9DXMDA%78cIMlgZKA{$^`Xn-Xh(4@#l!+7v6Ie+>H4)px{jPO#zP3_zL`=30 zc$csyI*^`#JNMG+zihlQUTb8)^?P zC)xcUZ%0WQSV5|nEQ|@uS9DMAa*Wl&qUeLj(Q`~ z7-2NYcv^|avxm6cw|l+YK>NoQ(`@fNXfG?B4|am1f+=9_Bww zsoJ#zQ8pmTs;904W4LwfLQ>tYIyY=Jd7)O7{0scR$xfHo?eY2iON>=yv+R3Jzev`} zsfXzcXi_G&z6T}Rjl6DTo91gL!3x}l%pRsy{Y4bJBJ_7ioBxbfKR8s?#B#e*A1fO& z4E@c4&?VA-nRFRx3kh)vG-ze(eeH=k$PtgCL&Jv%BPYzQg{U5FN3f-^X~@I-Ynn*E zCak;21$HMgxnblnq<5bTGI5wbuoe0BV1%p8d0rvi1V-f-8FH0lz1h-U zRlJ;30GZOg+`141(b9W>{u&`vyD_O4_1mG+A7hiCZ{du9&i9@owgll{B2TYGn+S*I zC!6H8)v&}rh|Bd9bvX};#Yh7Qw>38`JE3;Egdbq@#a$N!lD$>%eqV%iB#I()#0nk+ z@8oxc>ZA9Q)Nm60!9`Y9g%dA9asMK+zKh8MMz@P4z#A?F$trpfn&cfcc?TpY++h4@ z2AS-9;{8q$bo9hT0s+)G2552WM{y0b5<}E0t3a!)WW6G|;!&uypku;a5obeC?ql%T zp{(akaFn?g3%C{aCdto*=$>KS@RlG##IbuD zPV@~)K~aFJoQL^RO*=kwZ6~cX*&T9tEE5N)Dy5*2({pG|2y+#r_z*?F!&rknSWMD^ z@A1cOG6XtN_>em?iqPs;w3=iTUBeaJFI~Zas8aHDX~1rG!-T>PML^YFGU;vD&1BGK zfR_iweA<;(Jx62ZQ~wIEtNQW(ZWn3~JH>pWzE7hP@PuS#s}Ns%ml5|u)%l#p(E#Z6 zBmXAOaj&}ztU08cvFujGsQGEJ7D#5@6)a=JIrH|RqqA`}QuTY`bn4Lp%Jks-B$(d> zF6y@xQJTySq6`GvxK3U`R^BV+l}M~9+uf=!qJx?x%%pQ4`5UEq=smMX(cH$SwHj`a zp4aY1zkW}Irw5tdgnU6!?OAAkltq(Xkh(Qk&KqhytjK*qXU`BoLhrJ0MZaCJSpfEf^bu@`cB-?@H^$G-?u%F(jUodx2gLsyb}{{;%Y5W8GL;;h9$aCk_fvrxe$X+B719wpa zN{>gF&wmXYy@%}5tG|VCGf7KmiuUpUjNBUP^m5ZJB=4DlgBioTnN;&h=;aw5iOg{ z*0Q7Kna-L!091$jkX%Wox^D_*4Jj`wV)v7udE!UvS03AH=nhaP@YwWKOW5%7v-Tc1$>4Upv z)pptMG|CkEI;;pN3@$}W?n7)AhXB)U6g(j;Med$LLm+#EL39-bya;YBeByMVuEN>x z!%JdI0M!@^ak_}QF|=yxVxX#FuUb&GKx+a6uMc1e6t&BdLBE?#DF!^G1Mq(>`8`Qw)*e0UMgfIz`deHPmAJ;GKENJ9 zMPHBb1WXceg5O|T{#;F197P(vulpffcuJ=-kp(-B$q1dZgJK)GjX@g^z4L4{m0(q- z#kxTE4=@A(^tF-)pTH5PF=@XKFgC`vp)`7HQ6q0dQTZF4CVwa_ACw}oP?jg19%ziR z2jR~`8;j72iL6pbBC!e1Tw*PCxmw5$Y0W(eA2c_}%C^gOGEQf)b+UGCG@P(XA{RqS0lTLB%o**+$ld1|NTI zBalMnG8W9mTd!rlz|id5*>)l~qELw9=^=WAoWfBK#%*lFJUfFE0Y^Cx;J#Y8?XGYb z9l*y)61bv_)NO}!5!GY%QcZu8hodhMV+A?FR%m;ue-mBKW+=MNf}s=iC>v^JsQ=XX zN2a0?!79%n>Fsh>DOJJhMFiOPUNrbJgfs!2(@WtGP6da|Fj@{kA)F53wNhS<#tpb7 z8R*qGRH0dtiN3)xG%F7{=BNy3XIU%Dp+}tU><1o1Ujt;uR>-ZCI_TS(C^Zzr$WagZG_G9g}*IsMw^>~$pe)eK}=eL#jedV8LaeA>s zSq#3NEs^G)lvVjX9C{FMswe+HF4W=Jc}>e;P0sLrDw}8}WNmtYN$oPFX|a#M(*Jos zE$N}OUWm2Ge0wiJY+7?9KtJi&w(eMgOnQ#4s&35mXb7=cu4ZDhKZi#x z)nRYKMIe}1r0Ltd^DV)nI*CZJjG#-K+$w9{vE)*2OlKE(-fAmmIM+2Y@r_GaSFg*u z^g+jdAjOf;{4vyD;bhHoEh#Sxu9j=$&KsaQ`*dr!Y3s6=n;FGs$a;O($MtaQ)jy+5 z6ERV*wZS>M)0S0;dB>XpIgRx=FHy4%%k5v0B!YuqnB1WLYeo+{tb%H9z?JYkEF8k0 z6bEnH($vciLfYgcK;EF^tSp%WM}Ru6DYy z5U0RAuZL_?e--xfUZVWU$H>vSOT5eiRlQQxU2Uq{@Yp9NeqeEc@j<{ck6lTEaUAocT9WJ+iM1uAZ4$0 zF9!s11&128vj{VxIhU9(nPPlwo>6uR%t!9#EikMDu^MLcVl{jFTo>_CZWS5*6iiRI z&Ij&@8eNxbUJubPF_n0OVo}fE=luC}O6joTP{^yQ_(j618nb|SnmhE69x-s9xx(M0 zPU-Eoi?N!<6W}?C0xZBc7n#&#iK$m*b#6d$9E+~%hWN)(o{*viA-qJpSt4;X1*VxP zF@bk!V&b_Xbn}6?Vg->=jM=0zs1tq1?dSpY#TN=c^JxL*aD?y|DNEi8W!RWG{w6DECoL%lx@(f7VAN*N6D7c7p&;^{@W0r){sPKoqpdo zFIK{EVe1Th$93ZLJ<#9}-U1~aPIk;h4rgW4RN>`nh{=T;7jZc1t_QNsh*@~z7>EDK z5C}Fi4F_gzF}y$9eqs=|1UKFEJaXbX^bRvpseJG-hS7;4j})y)U3)NUo03Rm@~(Q& zpF@cBB|*)Hx{yvCEW-hKlY5CXsaG`_g84@@+BN2uamy8lIoB+tvuYEPs{ueu)XkaQ zibHM?j$ts>qh!Hks+a3jcEFEJHnYP$5bE2#m>x}Zm?ds<<6&=l&8<6i-ka}Iso_<{ z?~@(o-#Kq$B%HDp$BcKb@uof&UOBaC9$fG)H)~}$xj)8Xi#b+%6D`9x#lvd!kD2}r zW|4XVv!`n|;0OW>Ht9Pq*yvJc>teSDiF^&xL`7Yl$r1%vfK&q-Hn`#<>>mfOmsvzCu4J2leOTi^I?)o<{yI!mWe2IbNx@ltG>SXXxe zmYp{|r@ZUNOy|7OZ6zDsDR(Grm{{E7Y8IkJdxBj#{!aMkfTYvr)>fQ&KKR#S+{}yh zHRk4)vtUj?g>-d>tzrsoq+f;O$z*rximE>-hlnK>f^R9TgOMoXImjErY`a5s^39Og zB6>*NZMB{3s>TrevF=zfBuXeX*Xz)?kG$qNCMHueW4XS>$4@QYU#IeRy%!&y8Wzvh zwOM_`r*U4}M(~4l6~O^n<6?3_!XuAurN@?*98oOIo&GrNU{_-bGz9Mw;cfLMJ^8Ky z*TS%VV6dp(Q<(jHo!qq{f@PO$Xn9K6)Gqe3`Fg4P8y?&mnP{G#ufMA8LPXb8J2?3* zJlXLJ%agfwInh2=5Ou=aZC1(2_8PrU(%22OKhzesXdc8k`$ji*!^TWPg-8jhXpn9VgdKF(IwfH7&O;(D7vc>T!O* z-1l@UxlWgrZ}MLNMT;HboQPKU1gX%#eHk8G;$R6Mmdc<*8_afMI#hqTP}BJ3{K;|1;RjW={I9yY z{|?QjvfPXRN_+Uf{VF2vk<5tis`iMf692U}zX8&bovS4X7On$(^^oBN2ppZRN~Fia z5nY!c0(P+*TR#JN-Sg@zs>Y5fPGzr3q=H6lvRs<|@;+p-rkz zrTfH(;8l&Kr85)z=%C#8gEXfr2&-Mk0Z}U3TCST1vPK4t!6GBSdpu`0*i|_y`8 zJcTF2xwtKWYeLp}TQkSMQ(QiYT^CvLY8(ZRiB>JEMP>>-plSC1js0wzdjZJ&TnHo-6d#n6n9_hR^kw0LJBSs&B&@q9%!2 z1s%lOMvHawA?%Z1bNWX)gKiHSBllK7ATW6$|9#)<{r*i46#?5w;m-H0ea)I@12j)a~ke?KPC46{&`GF!bLr zU;)#y*d-5oQ!fslaHb}U$+W0Sck1jZpw&#Q8!sMYvvFKD&11f4@J2?eCSk@F+4zv> zImLj^)FnvOaEu5ztL;t|M0$;QamAo?yygN@@z#G8-uJM&ecov!Z1Ju>7T%WIp*w;^ zk9{9ot0#~dN1{;4n6~r{RDM;h`4Vs@p=EP@kVV~dcF;h4u!l`qrVF}+TjVBOg6sj+ z<%r>Y2)PIeUW@eEM8*zChkQ+IBft)_0T7N&T!x}^=VsKjSK5R#mDKtXl|zlF#KHz z2KTfqS2v42=VN*g`rnQEj=Ri&D~T~Q2FbDN+8KjV)s53zM_-}6Z6=lKhSi>zb2s(4 z=99!>nL^;VZZW1w3moA;hmW*yQl|F0<=rE+qRqe!7|9xd#mvGhX z>M{JJ;z7nkj;q@f?sstCYt#vUfgas3Xa`)mw>jGLZd#&-bSZ}!zG_;*ROSnTMa<2kLCZ6PgE6%AYSdW{Jtb};#Fo8u+isPC! z;|b4#&DR~benz*#%NXwp&YzxxR*p+NMP}@lE%s!XcQf9^#C#uiO9x$EH!spx+0K2gg0ygIXYd(){NyX8Rvr zZa!f-F@ad@)_v<&soGI<)IRa>`ZT;9JoO!**hj8-(S?0@EPeQTH?$kW+d5S@0mt(0 zcgFnA*k3rk&`r;Pta=@O2y^Xr(mb@AE)Qk+1%^%U3q&%sr8#{*w2H*@N~5`{C+`7j z@VoV_Z`isEIs^4_qV@DQ=Xm0QMwdzmEKB-OLqJ~7pu6~#7qjW_n(6`np9>yFGrU_J z(6@~MF*m3uIV06bzKc~$2E9N$sV_v$qjimMF37K#?4Ri}&2Vw?xYsxTo5>u!UTz2b zUXu7p6v8jN$POveb#JR|-&Dnb@2S$tpK}Z&E*l7+uNb?}yhinJnm-x+mXWi#B0J_m zrH_yeRUgBBDL8KaY6!li|7JK>z+hHBIlz0**uO!bab~#XerKCM;cW~bh9N;BU5h}y z0~6^kw??gC#>UJ;zZ$|u!%fN2RdF1GHpkAf^8!fr^QvVT@kqZNa>zcP)iCL1HnK4{ zY{TpUE5Z}#QQr%L!S=HR=<}8b%XI4+(uAi#vm@*^=0yUXW9+SvBQTUea{37;?TK;l zraN4w;ssZeSfJ+y4G1DVs=jsfQnphSZ~D0T3{2cy`(4K#xI^71j)wZU|GbYv={E-N zmb_QpSgLRRAMsSY1m%hB@sUCc>%y;zjGQ)(D8CKa6Q;8KC74z{?M0UP$eqM7%@Nm8 z2P+Bj-89CGFzL|_^+aMZPo1MpLr`VzMPI$y5(VJ5XwsM?;+j}ZIPP!Y7;S^47Nz*; z7uA0CXKp>F$8lB>>e+hSYo~Wq3{=c_E%CPX0|>@ew>^xnXt2tNoE(hTXUvdQR7PNu zCGgeeA!{BaNR76*xU@K8r1@y^68ZRL99kA=Y4M}hT)biq~7C=h6 z8&o?nJu=icr^_d%(^E?`50b)lp2}9er!?<}tv3TrKv*$#zGHkYg$M_OvB>zQh3>ssoj?ea~&n)sS{*O1u9_biNkevX)RsXK~c=HyqPUEfn`Z^?02mekE?qLV5dH-#Y`Z z%ukq7JCKvwPZET$X6W4#Zk!R`$gyErPJ2T&x}eC5)O-S#^%qv&?e_1A(cC{R*5z6- z2R`m~>ZATL`rmkxQ-(v1AW)0-3e@%z@8*O(g!Zl7O$;iE-^VRf+FokhM!Odo;%cu# z1p0&nXs`|2LXThsTm9LlIv#k))xsGdqrGEGGmBkQMbPOMt5a&)9uWWMBA?tt)asU> zO0KtVN5a^-v2Nl8^kX*teCg$w+z?V3`X~d&BOA~4D`~8c43}#IL8&KIzs3WquI1;} zZek9r;(bjca}=asbcsnV9w?C+dq>6ON$2Wxmqe>*ocI!_5c83MFGtmn@WmF4GSxtq z%A?tb^l&Qd0+4DtT+*7$6+S!s&?t;9M@73Em0!36`$GA_(2r zI~-jHF5ZOhiSxiGpkSFfgqJUNo7M2TtT`FdF>fgf zhvGV7;*06@PnG_m(Yx?w8_tCl;XknzxgobljZL4_H*D0`Mmo26KLVH$J)9WBC41fN zbJS*35^&#W(OXc;^kw7DwD!fc3U8@Z?g37(iaF|-omv759s&S6Q~CIEvRsqI{X@mAWmd4`ZKVc9^eLDf6Mb+#V8Y8uJVKtX{GNRor-mpDrdr zG4vXSoj{2;|GO*v(d7+E){<}f!m~pbWi6ppV}kQd)BFqiTo6sR==-qp@$z>~L*|=O zJ@A&=^De0#bXoP#8U4&_tN(e4b>7g^>s_)r2iEe_7P2(w|R&=b?Dg)ltq1&Q!;la!Ivtg zwifA$W677Rj}R2&E$ii7VmN1sOZ3>|cAYA2+d;lY(QM|C_BU#Dc9U12`ZSMv{$V=@ z&#Q^VzplwtIYQZ0)u)S1MUWbsFvS&P+L|xXjh_J+K?TX;D@Ku~E#aGLOsrh$n<|$~ zK8jhG=pA3Qix@?Zsw2w6COn3kSEyO&-&VqHcw??EevYG>XHm|X`RWlv97U5y&bVp@ zeKE_u?HtvNZFz_(Uu3G^LHD`c{RQ@Vfkx5UrDlCi+g+?qujS7gwp#}=fDZ}m*eI0vCQaqc2YlM?7xaKkahZZ zKNh=5eZf(p?Hc4GU;+)R7ae(=)tiKHe*Q}T)3rjs2sFlhtt*J1FXjt4K|t`>6bY7* zfAva#j8}}xGM;a^%5TlJq)SJZSJq`RXJjg_DepJ1w7jOYa$H%>q_T=3<&_tepLr;J zMiPsBLBmyPj$kj-73P}MaZ{6cUy)g!?5L%t;anfYoi!dZHE9;vPl`FSsB0T@X+LuV zSv=$SVd1chePg}4-c+>0n!FDw=wYAPf_vBW^$K13MJBODRpK~8GV@fb4)v5f!a;r3 zRHX;h)YUCgUj5j*8uCgZY!pwr*(IRd)80qg9RO689h(Iv8^%NI z$K~c*A;%_5X!}>P-1#RYP>VT&=&YtTp`>IQWK+IVxFF(P9L<6y4x zf~rYcHzu8%+<^V#q_e_L81s;>to{-1apG6}fEO+&!0JlxAx}Su0~^l8haiUQy?4TA zo#vQ7XTGJNkt2}rn*W>&ZFQ}=4B+(_8`dkyxr^X(F2_CR>WwZ@ze`_LZl8s1;NMb} zdRbexs2_VU;lfOlKZH{nZDwI|`LNPISGw5}Hf4nQMRZVCT*@wRak$p&<9}ThpQSI! z1pjJ2Wj}-N zTwU+S7r8InH`VPk>PEkz%}Nd-HKxuraYT~IFPf{`CEpC|sg6XdoyZ^?%>u7#o!;-a zkR6*bcpNuW)b=hHt<(dlUl7Jhj?i=-?c&`c4bmkl5jw3h~;0#b*N^ zU6E`49=>5aR5@o=yVPBAH@Xj#QLg_C_m-_M!#a>Wl6I%#&}gQwYl3#2UWqM?tpPNR z9#x`LcTFQqe>m76aiN`cHWcLwd~dy=dO(^OkaxqXW?)9D$8FYSRlo8KnQz_+w_&&3 zxLfb`7P_%JU}4@5TaU0TPN>Zn?}JAVh?%9O`U0~vn$lF znYa8WX7YFImYZMl!b3Rnn#&CesP9;kh+L9`1@JY>zY%sk>$rqC){jGtf>Nxp&w$v< z`4KdQlk495gh=^kx21dM>Z4{Otcd)ZquQanl724EnI`rZvf4;+K-$IRN4?~4{G+G; z}y5>)vonEp}W}H&>ePiUdiS(9xK#!{z!5_bU93$SdDm#UN?Mfrnyp7 zLnE+=>dzW7^*3&JO7LIlY|F z0C?xB7u5s4Wv%|eHxK%Hwg0eBoRe2*UGg>REvDs;g$8qSCZ@{_=SbVVZ}_vg`aeG{Q&8r>dS%HyhKq)L@sf&3}UI6yGrDZ+;IY_Abx^*5ftW7Sm0~?S*FK$2E~{?`$p8 zspr&umAh^Uwl;XhB83%0MdCfEB?%Qca=xoL1q)iivG0K9O+>%IVCn@mX#oK$Mn4h! z%(p-D{bRukZUru<@2HA<({J=48DB0d!o z0TrUCE>zB(t!v6`q6KG<6*^r;Y`MOxgMA9+xP{IkKcYgcsKB`-XLg_~%${R2Bd^dE zoFT`}fQtU88xo$IIWaZ0xYTkoRX?WE4ynjs>?Kxa*BoWRyo!#YBfJBvm+V|UwI$uH zPI7*D4<)=o4NceU)>bnFg3-7{4X>C`e@mjOl|vL$vD%cDD9H@Mn=^cq|KXu9Q47?f zy_ZkeG5I0?dcj44ru?Am{cqG0OJBoAGFAr6QpY)g0GtM69x2N#VMzDt^?r_sfwDb| z>?Ir?(@#y{fXD1;-OxXotjT0E>2!UjDx1lW;yP2_ud*cFHW-kj36$p#syo zl$n6q&U_Y0*JC2ZOdYVIyDP6P1oBwwwxHBE*ra()e>M8O&?o$GNI1xApY>6M4nWr* z-vuXZ25?m2ljKN=2Y3`p?dN!4wHdyC`fT(-7 z+;p3(f;F33wOrlafFfh&r7k`tu?nIwWCx)PCXnoHl;|?IlNby~pO_vps7r9+K0_pb zYj#1ZKF{7^%@2(EwNKEKP3~+HM-OoRlg^IJehqU|gYQlTR(Fv-j$zhN`$~w=fibbGMNE~*K2bO)_Zy?`VGSN^{f&as{h{C+;Fovn4@4EAg<~FbC z-*A@6bL31OR#suT#m*>G`c-S9H|uu50O3iWhbI1)uhHUsLVtg&hD(+q zBnZNVWofBSEpdZ_L2mSZFa87~Lx*Q>=U52} zQu9lvhe6=Uj$ud)NFJ=+?nT1H9CVqf8_e(ygvm_0YMJ@7^X6fSlXmsFnr!?f-yApH z{vl|=2KO&m2RYQAd*L`)&x_F!-_cl?Sqkd_2X)X+GDNZBys9Q!G2}+=J*O5abgO9- zPnCe9Sf~8KX46F3f!zs;SL((S@ahZfW{<)4_&dd9?3qB1p5x-x4_mv>&+YR?BYpco zksJk;Yaw+1<~>UGAh8$Q?_&vgOl<)Isg!pPE)bsQP*)vi){di_oNy8x#UL1NdVE98wK#dhm$a$Oa$Qw4PAr-(UWr)c=5W7O?J5EiBS~Fyno{!iB-{gC8W;Z%f z({zsJaCBfm-fEU29uivLuS?Tk!-#Y!JR9A3LNA7;IboZZa)5KnJruBq&bDuBTXBv~ zps?1Yy?$Ej*L+bvz2>91DlQKC>TJ_Q3=vS{L{xH|t2Eb=2BjDY8ZNm%7W8z8q-puC3?K;uM4lK-vqzplzhKN?h1gqt!hg><@B27UhVk`8 z{~Cd5N~YA@g%Ut`q9x9M+<;=DxpN4gW}i3{ zd*DBP!LKf@)|}>139d?|A_ww+M84t{zfSeZkGjPlnY%SpzFC#^yQ#AJ&dP>QlvXyB z_iuMAEJDunn5H~v^h)oTF%9XUX^m;yK=QP9=uGhe&wR_6yNS1U$IP7ph7ZTX;ud6z zz_~fG6NG(u!-s=s0iRH};m(k4B@o%iEE;+k!WGDL99c~}6_)y8j+}o-@HN>SevIwt zO}&yxK$}RqQI4j6^2e|fwg>feu@knpy`!!@86LEEzQI8<5>4I>PYgh9HGCUtU(QjM z=)~*RY*yDTioM~_55{n+^9k66`J4?OAT6s$h7Ajc=Ki9B>$#7HT8z1KN5elmU5NUG zHT;0v(VXqY*DX8Tq=NJo=UU!#@l9^>9*zLu_uCzjp&rFn!-_3LL>AT>cj=6K>Sne~ z*hLh+3YW?5wdvIT*6_aW+eSnWU+7!VjGX~202}#rV@UP!5_31}z!bk3ChePn{#M|9 zJJ6F3tHJOV6k3Co`!O50NU`UdidpEiF~{?k;WyA!jfFdgpArU}E;P8B47pueyuNr7 z)#oSN3JBfg7WwezCY?fa zK_mD~{v_~!iZz?XGR}Z zceUG!PJ*OQ$U?7)&$L;`&%*w8&}y`H$HJM1-EAYs)X(Ky7rphQIr>(PUf6>hvtAu` zJ)D$F@G{Vz_j^`99oX%`vw=Mj{4&tL3dD(JrT6Oqk5H`Mf0L6hkVLcI)wwF-h`9Og zcB@ah&DeJARgD=6opLV(BN2R1%l%sE$)D6S;zWEIfKU7={Ue&&6CC#rsHvFFoW)kN zmL2g$Vx*ByD>Sc#m@F{=H=A428&vU7bLmcH;SZOoYJiDkn;VDlB1cjrl1L;PeX^l) z4%0_h{SjMAjM8fU5E#)6W5)li$5#KlC`j*H7C#6q9uj*=&wJ~yvG4*idr)MWSA48l z4g|D|g7~CIbRNd$Rl|Fyy?7mI+>@rN)g#IcHgywQ8@$iQGc^rq*U*4_f+==4S4|=D zyP14bBC#Kj;@8=~Uk@;!#k9)khcKvf8@$JzuHWqXVLW^RXJ+-xGTyRCFD^57c*dLH zB|eY8Rw8|Yo<4|}&n_6AX}vZ-WfuG5Q+RePK&Ac@98I@t!lUZ5A+hPJYO*K7$ra7d z>5uDVaLW-j{7bg_I`m?nM7x|O0z3P9zy_Zw?+Yo{;7gr;5nD@s$GF3-^Juz$iFiF9t6 z13~Mw?W)lYOSvhDGO_B-2ALpHVX6|1b)do%DixoMo(=TK|L)6vW$qCikdNWCdsQY& zjJ;G%)tp!}oBhNUWJjO6TTM#`gB}RIr4eq=ca3#vZ;$)B^2+6SRNu&ckZ1o>VZQkC}G~t_WzyyME_2F%o|~X&(%Y7AH8AzU0=Gg z_s$&b?^f%Z3EF-DLuqcm8OnY>z#D`w z`#$wJY1UC+DYW*+obWd4YX;TT7jsf{JY42}kIx1DYAr?EbRlri=1ctT3%ha#%Q&xm zu3fJ08jqh~zvkAnD1hQ<6b5_gYy!n|{)@9g=<0aQnfe}>zyAJke6D3d<5iQ?6A~@y zcyIyQh)tmSr?XZ61>dsDyh$j{eP%8}1#rcOS;7cou955%_h6?O%s1w{&aMw5CSktb z2i=i$TL;}ANre#T=v0m*?U=iNOur4liuBO0LiRXDt-hXp;wQ3M@Uh13G1#FIh@FIT z$ZMw%!X~kZvB$>+3b|@z8<8+MA*y{Z&{KAYwYt9M74c((WgEnxBW=L@!M&lD@Qhy# z^}?_deLx~!0VL}Yd7&rMRw-N+$}ohRM{Er=N?uKnEyby-B-uKvIN|FtH^HFSj7{ok z#e;~xILOp}233rQZA5yeNlgrL#Z}gfB}@h}+Dd+}QiQ6w?R^dx(V`E?W~yp}K}k$% z6G>ek#4~jRQnS4DU9G89=IVRU6_1&aZA`->n&$1$sK4lBvd7jn95#)vzW8KV7q1{u z4qOajJUHoKK*E}Pi{RS6fx~L3Ig0o;G596U{p)=B!0=XLXr@KQ8cXh=wk>s<#C!4~A_R>N0Ylcw2=-+@>1S{WX(< zHBMUlP2zmGU0o9K#HOEpK%}}vW|GTKzJmyv!`WKTz!QWmq%Z6EBHZJDq$}%xtg@9Q z`ZZyrktyEQej$&;|I#)2Ut&JI6%^7VoWAvyz&;T^qx1sH6<nz9KS~q?;5*T^&Qs%vt&#|;O7$u= z>3UWGTbw6chd;>XUrU>unfnUH#RtFV}lbJ{kTf<+3IA(7Te-)C8u@L!lPArQ3 znTvvdz7*=7@DHKHBxmnKW&UTaUzcTFh#dY+j#MCIrTV5z;P$|s{-Wr~%)kTqT#+5= zKSaQst1C_YbukR4D@hgTa|}wt;|Kr(gwt1^io#7tP(%nCAUV@_vr#dG!yKr1k$;`S zC*U;n&>1-Wv5)sza+y8TeJ91H>4gImOYXIq{M0-B{_5*X9=HFRfBjB>S)B_nBx#t2 zhuBt+RgI{Q0-)5-_*e1+lf8V>nlg3PlJ~vZqN&Dy&u7m>E%WG-CjWX^OCy2JfmpuF zn)?z7jI0MEC%57?1NWML>n?w=O6RNZ_V3P}EUNB*I9q*YPgz<2?X?a4p0MThuhgZ_ zd~HqHbNHqW)C2Z|xDUtpB?5%7(YorS%(K zS^vlTRMag9%4!ez)&2H+sfOpOYUb@6R z$#C8tMt9o7-(!F)U6b05I;nkSc$7A~sqhd*rN2YjBg9>`jdRIeL?4zrQohhEXUkHE zKS#0f$Vu75bnd7lN$2YDWvkZ%&O&7jP#?h6Gis4L?O`6zW@?oRN_bvIy;B@1df_&NK)32jMex;Jd#PfS42cHVSclkgg8YE9kGcu<# zE{TrMB>|{BPbZFYiVI*VzfyWD1MD(<*>5|f@->7Q6?h3WWzf>IsLrVNL&0IMgGmFL z1qkM(RvJ>&z{SHHQfe7|RC58ajG20<`gye#297)O41=b8JBSt)l_vA%G;U$wUu3?C z!7cj?$o1jn2=BR9xH8J@&zbR5A}<6$>TZ9gN-8!80KQhb+xFjy_P6&1)E;E^}X&MyCGE<(lj5OgS1f7J2y zC!Q2NjfDc@cFCv29cdYPYO9L|pU0w1W{8Twh1q%) zkM@tcRfPGlwBK!er>Cu3pf2UtD5-FjPxomnnk|3 zRJVLAj785x-63SJR87wXG)LhgamtOBhZV%@GBRZ9${WD;JFk2bqo#Z>n)5B11V)gH z1~1PPrkf55>hmZ#9?fB4av??CQXy~J>h}0Mo1wT?foiv%9ij6sFrGfPTBETrDHX*C83Vn?F z)4TqF4Q1pl#)9GI zETgXQafXSeHAu7WJd!ikwJp|g(V(JC}?UGJ)K4qi9 zeOm%?MIVL!FzG8Hw6X~lP@tWjOYf;l)=JxH`VsY!ZWbEa@8<*-GDQ?De0@>21=$RQ z`T`B+rIVqxLtYAV!@`L64;qsG6lO*cW-H@hxea9x*d^5N^sI4e1iBVR2~x>e@`gUh zjOW5_5qYNrDk7`&7P4_rcDV?OLK}Jqy~~GoNHq|3-m{}YEFiV8*5mc;qIrUi?MMny z<nh-#%7(+Zm?J&+|P-I1@pl#)uo7>Iz%y{MRF;4O4l zV2{$wVXzul|uWY>8Ffz1~iM137GK!Hy`jLz~NnX8gMTvsX<=H z2qV-D8zg;NC3LPpTie=JgWL-kPzlTy?el0($}pq|{1L#ThPkrKUkTOVVXiKS9btg8 zsV8r^QUZjd2k4DF&+I8#dz9=UK*wP?#lnJiac~Qy2@u*@~ zG~p4qKnJLyN3jG13Fb#Qm@9O*6B;Eg=FKV$U8EjL%REXA(zj?br3Jpo?~>>a-7P?$ z4(^gEi*_C<#G)!N%Ir}xe)GjqRP zbeVZF@3nE8H{FjALqVt;`QM57gmbkgq1u!q(nuCBoE9Sm?{=#^Q( zG?6m=BA+XTckd-#gmE?Mnuts6{fL;xh<%L2k^-~1%I{IkCqSdy+X4D3#IV6gHZ?096JW!M}jLy#tC6LZT%_ z(@>zVQ@~r{HUvOJqkX3XG!gDk7(5;X4LT$#3Nv~zl6SaJsDdvtQ)~dF)#Gu3W%4s0 z;Vr*&Dq1|-sj9vcLSA78_d{Kxov8qZ0X0)5!HWA8vIHT=h4mfbXut+;)DAGxAiHqDKm!PDdl-DkwTA_~MA0sKYIcM+ zQkvF;K=e+Htm#!gRpt$25RmOlq)qKs7)SAv-ct zv`-5%ogM`gBA%i>d=4uc zzOSN8o7<&JNiS zcM6V|$krUq2n(<^!lw4{cU}?ocgwQi?@D0}_p<0@CAWt(B=fP$-v(Wcz>2A)Z1vpO z* zum+_bBx&$JT1y@NBH_xUMn);5wU@C~{A`mQIi2QSga!NA@fayL3e(I~6$m)+5?aTN zIi~(UV&jQwQ+%Voq46aro8A5hR7~w<0=fhI?qnRf2w*H9NH5PuBv%@z!H8ljU^^dX zBih|%+Ng}6Gua!phy-S5pG8N22BCULd($tfGkUqg1)LpEdVQrMo?_)5dikc;1nG= z5G@rNSQ)lPY}o!BP>5*7N*a*<$;5)ofQ43Aj56j`0#;eWGICKcP=nw}K}#e1Qq)XA zJXz)c&ikB%x>P4MEm8M z0>S0Ub~Rg|zaSPZ>)FxRqREkkEw8S^OuX%t{LVAwWxZpP4n;%jQJ`pBn?PLJVgIKu z@?5kf1E>Pxb+PV*SrwpA09ebO(9VIGFs1Bpg7Mtw;1?4ZEfl&XeFho1!8rIL)s;YV zq!&>;J!*aoOX`S6Xoalj1RA_qva&!TIf#NQ3)=@b)&ll5bn6skjfM_;1el?~QMVtm zFI>X>SfPfYQVnlL2_UJfgQ;z2-NTy^H7%;Nlf6wC4Veux0n#bp--Q=qhu_MhLMz`y zf)W{UKkY@mk;U5{t`_=0)v{3v*^{C|QXnW@;3Ty(U;!eO1-w9FMcdRtMw$aqsg+E9 zG~GNT3nP*qB0jgE|D;~R0g6UX;I&5997Bz8Vzq!xHe6YtQyw?=QyKwA(X3S6DcVAc zLY?yl8cA6Ym;Iip=s@SpZ@$s*?}EV0TFnLD?Pxa za8ERPq-fcWdUqR7O4}IEcB|Jkbx|ZD2EWkXsQ9;W#=~eWououGF zNEfL(qV9AsRH}tzXOTKDzUratJ@{~0~XC7b| zj)u?v4V_sK6WQmhFG-1v(+@QJ!5>h;d;zkEkvMyNO`f z&LJ&dc}rJ>KjPAScrzvj8s9GQSQ*n2Tixw}D^sFLh?XTF;VI@Js_6$2JEcUM5*7Jw z&IxcxFjS~rsuKQzUyyN|n&C3c3(-e~x-dySYDzD?Ll_sF zrT`)ztpgJo-TWAE=Q`U4j2R=4VN2PZ#d_*$Seg++h+rrj}-oyMt zl-Gq8auKZ%3M;BgVVpVynR-Wz&>u|`(Zg<+^2jRRu~d7n+ttaa?dw_67jJn@S3EBBvN^L$ZeMkFgVgrIB``tt~<# zkv}O8MdM@*zIVH6rSCfm0HBfx5CWc|(K_QMjm(zn`PSk8(LoMG0VqOfM6=u3Hm7fu^?zc==)Dsl`5wJzxrCCHA z1yz>i->x=utkxqqL`AZecF8OPfe5@kO6YwLxVoKL0@};%4nBqF&QVfoXal$A$5uss z-cLc{CmM;(xL!56GPF`232 zn^4whNC(mIl3Cc_s*r!U!MiXHo(Eus5dk)+bspMmMEviiazb92foSm+xaLUxCt@m7 zD6~)XEcyk=nm*#dx&J1m(I$F5Z?r< zAO*BAM?bj8V~k0}=jEK0C|QDBMKI@+TDFU>Big)yX?GwG3%dRIqidHZ<5g)vo9$|8Z>NY3*{C!Btn~8^Yrc&;rZV+8WwB&NYlS11Wc{F4J z-jw&%X4@l7dPFhkn-I9dzzZ|X6S55Hp%mHR$URiRSpj6b>gAl-3kqvrq8FXtTG=Ut;!K*w1JphDrf4y#!Fj zj)-g_=u=lj8G67C;SdFJdXxeYyUZV*=H0r1l&Tc#T_~M72+>yL@Pg_<=8T(d>=d2o z5n8*jS-0;742d3yI$T{N!EpZjP#xZ3uB|=4b+z#~D zqMhn8u*B&9TBTYcG6ishepJAlA~G$|FAIwm4UVgAZM%H7u4PWBQI{zosFZD!y$R?^ zrwVw(MZT;#J^QCLOVVhPKx zPfy_ox@5m+3gn954m+I;N)|^OG*vJIjHVbDA)}N;Mv%6d6~RVYjO4#w-j&LZc_6b? zFONhAVUYqqQpKadXB`W62zhOrBK-qyB7r?1ec@)Ooz1T$1QtGVRy;3;iyjUiZz)?D4#&ku>%TaBI2Q9Ffd8WokN!2h7P}uh?5$5( zqLnOD$4M8qpR{EM-9DGWYq@?KiFHp`WNLmTW%h+pZGQ+c_$N>SiN@yTVh=k#?iowg zkz?Kl)9DSygk(G4=}}0J=BW?6LkgsQ#0LMcj?>k9QvHXQrPyLRD5=a!_4KW-TXMNA zB>^^u_C)EsLT^-0Tm76F^svhjuRsQa%(sjOwqxwS*e&BV5)#oDXQP8EeO}REBapkQ zuN}$5myYPuuHqStExq^|rYdQ1@5;_KL}s zl1S>l=UE)ai_C~B(7kvB!RAI(fjn=LdNwc4jzK*rPUs@{(LdXXuZAZ}XdVpp z2k&_?4qijNjShPc8O$xcnjbnly2HJz$;bT|9)Wa>E1$%q_|M8sya#iW|i@7k(K zuMkFw*H>Z&V=6d$!jO3*&mc^#`+Q8tMq*WOs_I@NtiQQ{-$9xFUt2kSssDl*p>6nm zf=q*&Ni(c(apR5lEN!s%7JqXfH`a{zB$itd?nyXLxxTTlnW}NQ*RfFl7c<5!^4+z6 zG@i+%+=P@wO8-n;B#~B53Gdp%Lp|mJjmZPGn8re-y9iu)$Q-oamiP<3 z?+!9JKCfhSwdQYPAYW>(2#EE|xGFv}G?p!cyGVu>_6<60zftsu_cNIGo^9?|2HW4+ z#E1W2Ko5wc!|Q~>r9*}OthK~hmqA{p8|iJKOND_^(Psn3B^4dhvrVe(G-UpY9l4C) zg9l_(q%yilpRRU0xxO#>a6Am`+78Fe_Ql#}?u|_ED<-}I^!y3g3qZ5W_0!fq?1fAH z!fP#_x=&m4u;)%+=`mmT%_}AZRaWRX_=Zo<8{o`A7JfIc18$iWvaO#&2j@N(D_YXg z`f-)WpFNb2Jg@!G@2g^Ywa#x=*)1*W{Oi?{pA4%=-++HnsUAkanV7vqH}mrHgU&P6 zs&t7uzd3O=y9@bq^cnbh6zSF_W6xiuit|mw%#TVjBv0uXVo^_t3QAZa(j6IQu27}< z?nnK(xf_%HpYf8lYjm>qZIe9X#cWysIbO2<8JDix$?1s+Mkg zx_R~olzG)8>pH0G2Rhk5w=^uN*`rhSyItS9Kg3dJJTdf?olv}Az2j!PMP^L5PVZJN z!)LoOH9PhD7>*qyvROV@sn65BKeNQ@rrVF8`zq ztuTy2M;{R8jqOfEI)hEPNOJKfekOcUZ}~>dmpaeTo|3(pIbI!lQgrgm)zK zb_*2RRhk043(vN-r8_t*;zlI%^WaBd6&Ve|7Dk<>$V7u%=Q6cR&6@Bh;;s^byi-&Z zQ6JmdL=>|*l9PJJy>z=;ZspwUfJXuTwzZLP21y$3>vU}!9JhcDchm6Zc4a|?S|^=( z%8Fu)F7}Rpfv8VU2ISBq5HZkz!4x}3xK)a!X?KAz=7>qT2T%_RjCmIEMe5!v5LpsF zV3SXJ{?pU5^sDw2TUJ%glZ%h;HcXB_0a0CtHCwj*Zph%tozk&gl!gig!p^kQyEmCjwlf! zfg)aU!8vxR`)|MKrz#115Pb=sR`$WrKCR5_&X2AH4~E`<`}U{Gz3vE0v()9@^7TVu zl4y1MaTPp-6HoYXsCo1CBX9db8UG`<`vi|GFDfPXc^Z{;kGtG9CvjRlqon%sAoQ*q zuZxmpl^6}0%Zh9L3D=aAG+#DV!qr|}j zesymQx7cqwBU*BKU3<5guSb~)55Ti6)3YY`H51#MhsF^p2|Bw7zq^hrO zt)HVZfw?E%I^0VTfk3XNf2mXb4ysh`B8wN%4RTTbO_Gn%ID1~*S_3QFPQ*!~I}eYO zd%&D&TIFufVI zRwZjIqtC%yC+1Dnz;w;|D~R9QMpqUak8qV^5^L3**ebP;JOW2Z;_-b)$hS9f-#dLN zV!mStIujnRGXIF5++p~3<&ZU@Jr3gSC0&u za}r+mmPEgsO3v7zlC`swwbP};HFWrS0<^{F#n!@AtaT!21aIhIt9{N93jzN@;rj3M z^_`<9_eukEV~gE{`3Qv7J;EX@S@TEyS3yV89V)ZZASoSnmEZR4S4wv>zWtk)z1{MC_F-bZ!}8IyIaZDmf_H2mj92U&bZuDO-1T0md}8Uaco$ z{dU#uwaeDSdol6sTLvS45*JV-rILgQ>7XKWS_XZYaGgk@)~22|#FitBZaDL!66AC4 zx!ea*>E8*|Yn+r@VAmi=(nciVKBD#2P1c^S{4Mo&LMprF2U6;3$^S#SeVd!O+>zIf zJ*wN8C8T+n=Yu&L!oh3FB)$dK=R-;M2{(YrUFGVQM$+0ru@&1Ik)VbO>jotAqb8d3 zh?Qkai-;5gu_+^jZY)gJv6+=5Av6=sP*du@od4xS)0q20`Rw~u^>Q`6-)c3j>h`Pp zZPU4`e?J~R=Z>;L5zzF)swKe(68PT@ukr)cg#hD&(R~zxYgh^Mz?wDgVQp9I!QoML z`-4iK=_*DRM|I^+t5rVwRH3TjgzG)62-p|M{WS!E8?em{A&fHVv-G$MvrT zb$z_^lJWdgTm5o%QGV1U(=YcERXKio<&8g7Rf~y2+ING5J$*LpbCLhDvcCxYRqAWn zo8C@fgWDI<7OB0rxpC_WC^(Iv_bxgq zNhFj*R6-H=Y*@@^@5R@Z3I5^9E$(U7UgDzfDb4f*RSoY%N zq+r+x>-7sS@%xy>w6GzPdhnke-1lsJMbEOPrbm@Gd`p*4k{XZe`spOgc}(5Yl&H%P z*%4hy@n~c2ES{?}yHtFYY8sPB)WwJ2He-!SBofnV9JC5``fAmjU8Ux$8`_qck)67U z;7Vg}Y<>gMXByLWnQ=sDI|^J$zLp|FL$!w}lOS27BkG!Q^?ami0^*4m*H3Y{oqNRK z@Z=V;C&?Rc62#I?R5wyd1G}F$VZMsjrHd2I#tj397mQUp` z{od((nk2h|KCy2qyVkuK5KLG0t#{O2D_wm78?gMx%^<`Z8A@fD;nSE9MmW$rv#G-5 zE+I1Q|9xuz?{_2{(;T9=oB3+M9RARMx<1#VA{0v#ehI55~AE3lL zxp=0?6a#gl>Rw%T)|;*hY?+5}y~7c?C^zH?;X_G1Gh{9ay63vXXpVG47L=avhm3w5=)(3yfg_H;b6x9{fnLMCUic$b+(Ay^ zm@W@d>!Z?&tyil(XyiLezN}Xt{#{2H<6auIM7FsnT;paJUkaU`Kt`Jb#3k@LTmyro zfmMna&pXrwIF>I%Iaefc zC{aYBgeXy>M3Jc9Q+Gto`z7D||FhhgyL8{%-BqW~dCqg5b4(;EZ(zI(*&4N%^&PF2 zuz}ck#&x>DA8IC|Mp$8lCNGFs^&*zQ+I1_$`s&v*b%>p`f<-CO8;VYX=E_)A+eDfO zqg1fw{q)_# z5E;j7-pR8iG-38T>?R=2a`@~AxJ0`caCQMd0SsS-Z@ph^h&TEx$G(Ah|M=AlkR1GB z+b0nEbMO12=qNuR{?o7CbKB?K@xHJ+pGM2^|MWWjSgU+eLzuvJ7s>Bn{2NI8nF;g; znYK~_S$~Ip%ckiA*-x$b9N#cwTC3C;`})H7Z6sb-1>a5I{~m4Eceb<6m$c=7CYk_L znC4OGzBsMbu-xlu9b9~BO{_yhPs{nX@ncM$w*qKC#!ozL9^Bc>2at= zYxWI30zB=KmQ@TAaTmeY2gV=PMTm%>A)VTZ@_#9k13t`uhyMcpZRMrT)9Dti&nb+v zI95|fEjh3nX{=xAu6GbOqpSYPH0G}gnE$^hIS!Ngpw$X9csJH74T_up4^UhJ6nES$ zQaw6B@iQs^1DO4Pf#QqB3Fx{2ZhydkjE0NOJv{#-RQ*S2`1cU{_i*@g0?0Im(}`UI zPwzvy+d%dHH-x`c2ovg2({3cNzH|-)imF^S1j#fiaLkbMr7@xkF}z!&%n(S2W;j|x zok(a{I-hYbC7Nf3>k3H-e99Af2;lWFR>>29z5X<4t3>zlf!}8`*78X|`h3{7u#Yp% zn>cw!X*=X4Q*kKo`_L#I%Pz7SpNM$3A2J(D#AiTOzrav90MRYvN>=b`fzG@7p{Y6p zkehZFT70MK92||_^I!jP{5TOi*n7O5F=4wKb}-}%Qa{h@=Y<>6 zHb^As^uZ2>i=@*DJCN*Ii-=+e+h892E}!7i$u;~uWVNgX{BY3v4Imz#7>9mI5MvRR zODH!;>u6_nj%sU4Q5^y{&98`)AXV@1`=EGUU9`~woP5xy- zJ=M-UB?kj#)#WEX&zxWB$mwVC(X0H{Y^zWHJi~5D^>pYZu+X&44k`S%lkeoa@P>M4u#-!9U+iHGO5!yQ9pY4<;B8QKgvMUW`6&ks{WUb>w! ziy1+r&!bp{XQmxy?I z7vM#A>vZPmu3As^JWjj~=#W?Rzy^L;u9q1;>|c1Swu_$iyp$m0br3DcsC`OSd3y7} zGB}LTm%=g-dWtoUA>KHjZPyLfR}kK2Z|{jN4 z55U9#&9Q(OY1l zK~!T&+2Q=mWAA&zC~_4-I1E04H|zNJta0|EQ~3Z51s|EpgB=f^UBYC?t7k9mIP0A2 z^8VsvpfnY&^!sw9-b^Y|m5fzqe7UGE2M9PADA7OuT-2NKN6LyrW$|EXELfWK7soPS=5zO@4FZav$ByLW8<3sM3-vNS{^~bHREUy3j=pTKjPT%Z7x24Ti^Kl(X zAbLO@)Ym3rk4F#!@#SEk`&|R9EOie?sbkr+l&2W8uP{rjIFd%~9owgs8r{(N!^Jxe zO-tn8XQ?^Yv&3bmB_2l)nfS%qSw9zK6X6*lUR#0iZ6DC6!~w0*ydTjNf{hQXI4Rg9X|moPB~Y8V?Es>4gY+9+W*HM^C5HwAJi@HhhDhK}Xz9NPeNl$PZb_n*hRQ zw<2d>yHDU=VM_o2IxYozgO%cd0>0n&FhjIc%$@ z_|3#mIq@z(-py8~qahtn?L&-I2y~q93&(%k>50b?QD_3oiNh=eI5cfDG5#Tw$e%5NI_3Y5q}7RNek%D$*i$N`ivs16;T49t@-Jxs=z+-&!%dzW8^E(s?!XY3let1`Lcgt zzT8#5;vU}YA|!`iM>8>WVu{Rkp!l@ zI0oe|wLxx>_v;|{eE4gMhi9iRgK`VwTm~p*)CJexNRp{qHK4d64 zR1_fZ4oA@J=yg$v1O0Ymh$#-Z38uq+NwtACxhZTVpgYLOi+yy34PzgK)p#pW&wf_WX~V&S$hA2-Sn*;Bi2AY7c7kFf1NEz`EZwf0Up{vK~43AE)f`zwx67 zkxhrjHsxx>MA#T{p5X---7&gV`pq21l0(Q|rT~%6fsy>CNRNbc53r^D)v{E+&-m?H zZN3t*^M{t11RyN}_n~VTnp(SD8(2?s))F|H0nbc_D0eo$B4Yhsm;QacO;kB>|WU)p?^S$8mVdbzsXOkhK^r@2QY&;A1I-$wI`&UJ21e##(6 z4PwNk(<{>EC*aeVHBcr;qKO}{LeGOcmNx%M*>9NZ5Vm^*{i4y89m6c;3O+*TnSbeA zKo$e)^%im;F4%Fvg&WO>*l`otu;V6!j`-yDY#CDA8X^1uXv0#m7#z%lXxH&pUVZ^- z!VQ{GqYeBIDOL4J)7_*{Z>s|G~YSiu~6^az9AMt2_z&spFjvuxq|y;$;#iY@0Ec zi;uV(`zwIQASiL|_8ZReh2V1DrTl(K^ulR$!af3db3*&w=`hgozTgiU zAz=w8#JR~p$4*1XmbiBIsWbVtMHj+q3_xbfjop&6|2C7CY1+VL{N#LF`s!$MD@&&5 zvBuc+(#&rtn}PR~eUzm$D_Pg%Wi{#FvWocatT^*4%BAjRWyuXJomfD{nXh>=vzSuZ zEuhT84$Mc2bibUBaB7kGM1*8ZBJ_~lrRhrh5pZF)Zvo)-5Sp*W@X&D`%|Xi|uht+A zTLjURM;JQaX}EeBfV`%8j>GJ3a?CX(=FQdodeU83Mu0lRpXaGx3kc{NM+%O1XU1Q1 z0FW%$#ty-=TTa)kV4EP6Es~4mPWCDLui)i>9g-)W=-fwZCoG8}Nax6}Wbu_tty=_uYpkRK!q@ZNI`+$y_3<`!2zS>@nvgDaRz;W3>UVY(Nu#4`#bNMYf@H^@{7 z)pXFJxIOD9{Gv4E?hQ?n5vB@DXVixm>$cEfgbB-S*~fmuhcTBuXf{77-xfVLk@$H< zyw9M-HC2)B<=LlL|M(e`lION2&Z$ma(<8N&8j#ioFXA{X`cioW4&Y0;)^Et;<~c~R zYZs3nQeQyb@GS*K2u4ox2j+Hm1W2*C$sk~)r+hyuo@TtC>sA7P=w`ie1JcQlpr7j3 zEWn6)nR_2${rEjZA4uQZD!T;H<6>6w5w*DYVUb&cq_Hu~;0b8mUnk)VXCXZVJ@^Xr zuKcBi=?VM+ooy`b&~%_fo@|S#1=>sPf5MyB84L7Gv-l~j>-IjkakpRj(+%pWkVr)#BH(i-62^P7e*ZAQ%?KMV+V^ zIy{i&cjMNh@GwYr^RD10C&Lb)op75plL1UHZuy0dt346)v#>w8f{y@=w)ao@x%nZn zA%hY>?-%J-lN#48^EB(995FV2C+n5IiQ3Z-QdR0#tTeTR?N;lp7cKh6MB-)i7qE|$ zzSY`n`1uyt%|W(QiyOXXXk!3d`la&_SIacx2&Pi$nVKRJNZ1vQIo-K-Hf2QP%ZG5`bZ(l*oX)e(crh%cmC`m zK755S-@;|6|A&F8tk2wXdPPB3S)VoZD)Vc|k4hkDj2UF0u^4Q$U&NHd6*VG(j;1S9 zwGjpX4-Z=gcedaJnIp(iWEB~MsKRi$s90J)gU5NI$mMbsb^PMW()`p|<6IVQIVnCE zyAuWQ!Kc#SU(3MrINHuL@ifxeE_l&*S^|Eef{yY2j0j=nnT z#KChwB$yXL~SHphyuj@Nu@g!31OI^F-Q$ny0R4r4cqv~OhT zQ}?svDJU@t{2HB3HDtL>^F5Qg)o?%81Ip}7;ObNUq?ChS(g|D`06jJraeSTwIwHbhLnkt|pHSlwP}|^$0T)4H zyfY(wxz3bg5yOSP-a2t)`@}xc1;xs*^Wg|%Oh zL4buHVedZz$lAU2lB;+fvsYZr%k6VMGy1y#JAgcig`tQ%_NLE_g-qIaUc);An$4s! zHtlohHlH|o_WsX}O1!PLdx%(DpKI>;a2$o!e523m zB~`n`^hD!PmOOnqi#OgT%jT02>S5XH=cK=F_2d8az5nM+ChaivYyN$!ANFLcNt0}~ zn2iLj>hH)wv)t&#=)iH}|MlpDc9WuW@yFCn9twv6TpEW#&Du;MOf)8euH4<|JR;8! zN_O0RO(O3`q);h(i0Sd>rzz3>Hkth2595D*$^Ui~KYVZ?RX^N8_BHh?gq7t)BZv?G zF94eW1LOlbDT*?n6X)mu>)%3#c9)pvu+>BuY;vP6&Z54a}rw8tfz*~1n+wK z8!Wr}oLhe)x{(k*$)g-gvD^73>Ib`^N-PRzIcj?O_>RB*B9Si#{u_0bDj^1;5mc+x z?DSUA4PB6n5cY#30T)0ZkK0-#z)uIJrzZoNPJhCZL!M>X>36g2b!-h_?5+GohS`Wb z?Hc;lxE|6Th3^9M)5Ze#A{w#dkyX}Ka`trqgxJlqGTMx(ra^HYilT4P@Ys6z(#?zX zV}&nprz#>?r3YK*P(9CVW%scp&0c6{=ks{BNB#+kkF?F-tse95mEfZoH+m0Cx zpko!_WG*dFf7AZ-i`a15-PYTsu7;Zc%P(C%*cVMKp zcf5BfbuG)Jp8`SYGMq4h&XetE#mnztSV1v15t$cbf7N{KxjfhC(TEd;eLxZ@hYUQ-#Ui8I?)UHMQfI#CaL>1R6{yexT9eHc^ z7vc}3MUzwRI1d^@)Prr2KA`-F2g=^C8suVg9Pl0N)aeHi${FU^qfdS%!u0`u7W#aS zZdk}7*I_YXo}uy=+*5?^TIgkkI#`@+0|j!hp@q{f(4{I|+8pVzN}STLmrn+*%agwo zJI;+D_Yv!w{br~`EAcF|Ca+~zYA=*G+{e*@$5QA=BT%gu$m(^-MME32JO(VufwvDu zV5+IiGY5pZI&y;jRmqzJPqI_$Qx=*+@)DhJC?up@iq!8|xMVI5B$u&cYy&FKKo@On zqJ|==d}blc@8Exip&|DM`5XbsKMDy0m*Y;x*RmR88BLKT&cXP=9JR?5 zDfq`cR2kYRxAIsbfKE@%FX%2+qnEIGYz*8Qk3?@?;D{-Ak$6u;GH+S6=mUlxG$WDX zMXll>nmQki!_`XgKlyNHY9G{Y09!Ak<*Wl(XTZkc8#IX4%Foy;w1#hxNRX3TP5qW> z%o*&Lq4H<;%&(19evgPZZb03_Rs+q$ksjDZ%jh`L%2gZ0z*{Y&oUFiQNaA6Qc$Q47jbJi z2GbP1$UE5egCb7&w!)`X#nF7&$vr+GGLok{&bYpkS<7EjNw9wYuEyqvMyf_dh7OBY z4vIF754BwwZ5STynoSIjMo&tlq4;6#Wo?0^&OWcCgwGiiZnXa5SM;H>wN%0@su!@6 zYWeM;R*xrsVI_AyDniAxh?df4GDIb5hO5Si7ml=rE?>=ms4cJ?!xau(l=!Rh91 z2M^`~z#U)+v8;y_z~rhf(2gBP>L(qS-5AurTR$arJF_2~DYJGzp@JQ^yy?Q@HTFH{ zs$%=H`AA;R?Zd>@R;d!KCRDbwWp3j#jt|RRQmaU}h0OiiR|ui5_~Z*%+L(<;-19GwoMy;kxWSTGAFM zf7C+%trtLO?Bz^sMuKt11{PS$Y<453v7*As>vy_I)kUV8-ogf+T}vp&dnU{ zsg$n|j!-BEb-}0J*uk61k#;U*se}brNw1d$Zd_sAMiw3s5W4@Nll4hXmBWDTb{qea zDf<$aO4>KMRCgD;W8q3*A6Q`R-@DWdX4$Q7bve!~vKV->unYYPdxu-K;5;64tDEwH z*uYR~bR<1C5W6^>oD@h;PsHlNnRC5abS%zHkED9W6TSVZvtxjLRn;ncaY#IRs;kS}>gG%+NQ?jOk9$-S9ZP>;L=vDYdImBbe%AEt{!f5YfQ zG_a#5nU|Nu8pd#eN+dC|lII7z2%s}CqOKH{e#;A0wRkZyD(`_H2LAK#H(3vO&7Y&3 z0@wX0+mGI|9QvF@jY?YRw~bWCIGi$ryHmXkeyfNk76P>d{3BpbzqXF5B`Ts-8pct7 zgLcb=XAz5R7hygM^Y2B&GU*{c>lPyI5*=ZD1H6lo?k=>5`15jrMmb?{PHAiKpa!9O z;LtFVvsGwHswxJ{faMPI5j--V)eo@8uHfzY+rXB3fI?M?NJ}n0;0rVHhV?UwVKf9b zF?Bt-;`qMsK93!!>s!c0=+B(7412j(m6VnlA`O_;8PWZkRaxRBk0!2^aLZ~j zjRZXCB8u4Wdeuq!nUS)Ik>aH+RCxyrKf0BH1#=!; zVoXsCC_O-H=td^Keq5E?S)iZQt$9qA84a%MZ9a+PlnYmrjrd$~g)IE8(EvadDW zve}zhw=V@7hstuhPznlWz0X-rp(0(ignM&V(pv6WL?2nl%`mTaySe2Qj-^)nQVVCu z1jXn6LUIu~6@I?Lg=_+(ENCEf8;SsxOBKps3Zl&|2(LmtDSWByKDLqi;+0F8JSoTr z+S~mql;17F#rH9l;cl(DAMu5FWL7O7yPh>*)vA|gD3HdTje=q>j4ZXA{Hcd1P+X6t zdu(DM+%MEMfy!e;a0p!cKxC{__L{14+}W-k;gM+loCWL|bm&7B52Pi1-3Ym=D!3gm z4;q8vWTR`QKe}B+%6i8KAT6l|z=Qe+EEYnzN%z>-1XMi#hDi0RlSfSrQ^m#52^&~T z2gqcgZo+&!W6mX(tj&_scUWG_Xf;i7`d$DzV<`SV}IC6KWWMZ#4TB|Kr6cJQ{WKYETlgbZY%N=a z3H2tF89uXoY5|+iW=|-+*qOtws@R#)* z!IWA}%`*DzntsQ>ryf{UNqcgiaYop56Ma z*vhlSO1GhCxtrCF^Q6x?Y-%7?lEi@SL$yh|(9T6vFdrDmRoXGb^D@P1K48)A4eU-O zukh13)Gc&{f-}C9UoDm({nd?ppIiJsz7!3zVDY!e6`;LuU|SGCo{facQ~a>VP4`p( zZlpE?7U*E(G$>&4a$GMU0t;BJ?yGnL5I`|iq!=X;Nw`QTcM`&_@p_B~DWPlxKm~dL zUORFRKRc{|vvXby@&s7e$e=1W+zMgeat|LDRq(e08mGo&1`4E0==A6i_OW~TW%;UL zd2O`Eph(}cK)NK9YKwJm3spA+Q>~G14WZg@(VARhXdv@97D<7onf^V2LGKyvL}0ti z3aQL4n21}+bsgzi)#;0^s-bhayn(Ds0l8v&S#3+uiMV3YV)h8gORKGg;Po$sm+rZq zqa>#T8&CWTAq$|{geMcG_38XQ-g&c=O@2u{M81)#xh>WMj1L+sbG>OimkFLx7;P#@ zGT`ZsqZ)wZ9lBZThP!T;;fxL7XW9RXp;r1E7D%mNq0+}$q^T};R-L@635R|zxtB7I z=J81s@xYkXI{lQ3QZw=xIBBi0B3aQyr&MKmF?pSy!G5ZElA@I#u~>13xq)9wB_9*4 zJK&eS2%L|QyEbspjB*vL$3>A&r6wiLkIb&^bzYuACY6JUIT$t&45Pt#X9*}lJBKg^ zaDD?Dcp&jI3l_KHvtJL9MhrXPEhU<;5vV}FY?Sae7xB?0C^&qX;u!${z6}gek9#&2 z;CA;Ct2xG33DiIDl`DB zwZz-R=13nH>T04$VPIkQ*rzAd==^IeTyYBvRK10@H4#5G85^`3)gwD-@W(J4P!8q$ zL3FnwOL*q@MEm4Rd??D4wprcf5&&*U*epT*a*x%lxoyLr0_6M#t(T*ZnpF+${0;G% zIAgBEQFzrp<8xCSW;ZASplhX=CoZE4P=%231#3 z&j*wKDMAg}F+$5{4NXaBASAI^{!N6zW&9=2V^+QcGR@meB1uZyrRP1gan(5h+#_R< z@g?s5hyNC!4f}HGoQBhI7;(x%%#y^E*jq4XeIF-RW*pqUIeaoMN=XmC-KxG18gkK{ z=IYu|t~2;aZmo&6)Og7)f*+$JbmmE0^ON%5F*3(1~(EyI&gm%!|&i!k)g z2i^@&7``<1u={3|9P=2X%N;jSrvLLST{CIY)53EDA-iy!{QmD=b&1Gyg6F&0=u6-> z!U63~$PVD{TgHs>3Lf`&AHkltp2wi3(fNjUw+zgB;T=9@slLBu>DozvZ%(|&dio#l z@(+04`W=3Fw;7i>o?>euUwAEZKEMEJUhXJtRk*>{w))WvG&XdJ_`BhJTT$VM?^SQB zJZ|?YTlCfV_S?)F_#|`JH!S1Vv^yhGreP~AmH1c$tN#E>p26XX{EorV|5SU}_i%F` z%T=E&Kn^%)y$%_h8}Ml1>tg{U`L(!NI3@t9+HdWK1m*^|%!0%)&UzHlEIi$XAR?TM zRRD#DfH;sk>jITl1LFwmhfacbg?EpPUgsA^I!*fr2Pm?fZDBphnfOwqYlgQ^nd#*) zXYO44Qr7k?qs`1N&8f=Pg(8?cIWiPPt=DC`iTYoFH@cm8WG%ZJP(MfIAa4ju7w|{} zp;MY(5s7Y?2~4SuO?UV1@ZRmSKLwykWIoF|Rj-e}dkq*BkeHgJJz(-0Mwvy-}Yxf?Kb?#ZzIQ50B_g3b!Gj-q2Ur zL%8rtyi9LZ_`xHwm^aWrQjV|}C#S9mYj8Pq7?DY&gf4tRLuiD#MKWsGqe@l(V6h9d z5zZq>4{NtGgatcmuPIgaEN8z~s$vk?`KVM4%@2v5J0Ldkj95!+;#1X^YKtjaXnf6pLQPS@HC_fE>{q}N%`KGAWm+0E432RMeFHu>Zv zjUC$?xsUeSEo3grc3BwtZz+JKfPC}UVn~i`bVo8Ne6SdI&S^-rx#b+K%mH8tpB<$t zSk2z8P{|QrAgtZT!ZqcQ?r`iuo3C$K2tWkx9$tcG?~MrRkO}d9C4!ah5nh!W0Cyxm zk8w97CHYvMX#=1?hSsopJNX!|3T8G^xTZSNedbCA#40hZ@#1ydKJ77{L|hT6p2uux z%|1f)J30EFXGu2CT){6~Bc?(8oh{}&P*B51uYyYWdio5J4qBrJ+`i{|#R52j^F?z* z$U@7_-Busx8pvE3s)l+8Kw*=8ta}K7#~L>9b719kf%MITCdZuT89D^0=CI_xWvtgR zwvbmXf(_+-JTOQ27!h2_YtiXhhk#2+?O4Af`!06&>2F7j+g(Z8x z#FFg;Ff-m#LnNtw^tfhpmtzVOC=fIRbM0eTZj%q?Ylx4)V0=!)h=n+h>gZ3J>%JRG zQ|bXhjb5>jy#!&J5yX2<+KQ`*L5uWLeV~=9d-565_Yny9kTq3ad{R-IGb{wEFT-`9ij1pIT_0N|E0i<`_4LZCJ(!zYCCFpr}7AM&JV| zkt}i-@vlU3YH#wJh3S1N4AmHeBER8utrYrR7dqLM24dE-S_{_s@ws!Q2E4knu<%^Z zs3K4>0k1P zV!;9l0!IQcSKCD}dvr7fV0VA5iXfuCYYV?Lj5Q0VUO$0LKq9X1VHulOr>gU*^x#q1 zVTtURbarG}w!JbtBAFfBkR4Hz9ezr7RDE_>Iy>oM9s-^k;efOZ)msAuCG@)Z>KB>0);|UW}j8B68Vz;HQ;?XsJoaN>)9jTeRiz+F&1xH&Z3pAD(<=nHtcJbfz`5N z%@~|LkqI&=p;?DiiLBBxQAt_qiZ-{W3JYkgg!9ZA)-u~(vK7peRVdP2 zMZWm3#E3Q=GPTl9hSiS&aW%5oyWAk2z>*A3q9@k`d|iDcts4b`k-r-NagZ7QJz&Rq zAmT5EmZ#SdS%oNlu|y1a5>-4ee6;SYt`2Z}zQ>^BRII&)8YdpV*oWnpV^lYZo$&19b5Wyol9ZTEa zEn^!hDTF%vEHo(Xocp&b%xq+72ZE~b0hXlxYw303Bll2;qxnY0& zE8g41Hm*$^g>8n~Z zlg`L4WxH7B%Jr)GUFK@LpP@X@d|#MNz$2~$XlLArv!Wk(m&x0S-WLRO@IQWTu{eI_ za&?16H&`HzBjm~=nm|t^+KN=`GRws?m;}9?(DdRt8Gxcj-nNo75+93aP%t7#pWO;$ znwnlx-#!-tA`EsKw2&PXO1@*%?_)cZ6T8z%%bZLhD+xO+F>nLi>Eyfu{s9b3Up$F_ zecX}|%9Vu}xZdQUB8tH{JFSSpF$A5VR3^!}iH4ohVbk^{`qZ(SUPZ_O^~p3&94IhI?ZDs!;8h9xwq~^;9lb#NPmnQGRF5q&3%qa$ zwRKU3@Y}t5sD8drIhE)M>N3(a0lN&@OM0l8Q+ubUl&3$^^)^PN_)U3X`dzqD8|m!y zFDAurW~IfyR;}sBG1;#N{r*p=PI0ZJb-eU0)Paj}^foKH1Nnhlxmd>nKCpNCaQGL7 zm%4~XU_dD=YENxZ%~l$LGg9iJ$zIi>GLXv0f{7IonHoW76*e?wx$t6R9Tt0ynX$>u z2xuRn^qGA#Lm@(OoPl)pHG7c!@WfvdS40qME*BeU^c9iR((nFVN6=+m$M~E4e!XlT zvASUDTbNoXRt#bYIba^b~noy?-~0qki-ga@*ufzq{q}c(mEp8z>z?|UNbX&%RG z_OS8BpP4pmc#G6JGO&}*`|I__kjI8Zs30vV`v$0-w}1e}H?zAe`GLW@&?)&o0N}cE z3v$Imo(oJnw;54MTMdnEL=p`cE@BFIEaGW_iY4YNi$oVr{1 zlGifvHV51X@E;6MjF5Xc^fRGX_$}{L>^c9c-a1qF3HC8fRhXD-n7o#>zJS^QA6f&f zZFqN}Y0#{~Ec78in&GD+tL+5Qpt@~_u0XkhSJ=O3RfFPNK<&JZLM8KAq-SY-_=PL1 z&yl1bMUJY)&67uk$e%rikwt3uDMQeJkxZ6Dvs zGx^_w%FrC`p4G!yyCqbk{Sl*W5cR`l*L4;@$MTQ0`7L$_rRp|wX^UM7^KlG9HJX~n za8YIF&u8)r=5#j7L9l4Zrus#|R}}?5@F9<+&k=7xU|}w|UJ*S9_*|ij&OF(9hnS3{ z-gPWb0|vB=6PsCa;3)NmO0PlxIG?m)Sx?+jCmP92FjSR#51X7yO;}Y)i2C7i- zt-U0>s*kE3@&J!juVTsbnzCycXh^H&CLri1&q3t;%Uh{3C{~0!Z?6-5pNpE z225+i@()D`LpDJWpGWMKeN@tlgp{9GKsUsGrjLrUko{I4H8}qq3sqguLe&qmP|5g6 zV;OQjq@W%**4>Q5dxKpi8wR#r)s<#B5hVLS^+6t1XB;GVZiODkb1Yc?5 zjn=h{zg!SJIb}7Q&mj#C_v)W00y2FVFJ3wi#`Zk$qVF`-F}araPgFO*X>w!^c^iZu zBW}H`J;<+9VvD@bnsz@xWwVQDH8fi2@94cHRaVaHz%7Mc1ss8-fDqmJX}r6$p9R|j z-C798W02d~7kGN$ODsL=Zpw_mFm=gYq;6)xYtf#UX-Aqaf?J23|Axt~>X%?DN|g73 zwhrKOm(_BY1!=-JjSGj~$L)satd({*?bN6Ht0(k-G5eGL>YzOrwT|}Q0qT)5U+~_} zOx;7){YZ#He_tXOu$HTXTpotn7+=J${LFsrWgfcZ@8BvTn^#eyBWk^EFBnR#wwc==Cgm?p-Doeic$ce*g=xN2pyV zeUFMI>{2xo2+n8hP4M5>3P2nu%A0m8FocepxITZiAihTYGJd-$F7uv_QTHel&!O&F zdtDIAE)q{0I;#JY`My&g2K6e0q6fxu+{A#0!ebWnJ_|QI#$r9z zu*BGv=1mrGxCIWm!aAZkQTxRzfjqs=vmZjy*&1-dQ-?W6_!;vljAu}2G;D+wxtrb> z^228iS7|3inBg+IRV5i6+n&y{Ssm{_-IhPomz@!;e3S)BhWLx;F<)`aR~+)?y3iGu z@DHRX4Kj!zaOg*!pz?e`^>Tr_m&?u8y_}vTAM!`&ONV6o0>{;{_b^}0yRlNLP*D5J zL0m;1X;o>8U4nG}A)cD9-D<3>A+4$yZ8CTyg*X}%7KiAMv?AC@&&aKn zfX3v@?b63TfRe^*Y%TJUo+-EQ;YoY$DCNj+gG^y-Yyf(#@&_eWJ_BPnaLq9lz)6D- zhSQZ%puAX~c|gS=#|Io+r*RBVH}#VUOzgXyU&Q}Pu(s-5j%?Up;g_4p_f$S60hN4> z$_G?W9x%dS?ie_vJ{StUF)DrJc#wg`Zu>^7l0pB}*y0chU5@v})mE)?h!pbbbRD1) zcPV@p0r)wUf1c&eM0P=G1$+qkAVY>!wl)L!a@on(p)q{F{$KBF5yP<5qGm99qaf^` z?h6GsKssy9(bwVKOjwB5IV}Zd^MJ;O9e{})4vg7iIt-%cV)l289e%dk!C=W&Tqt?Nx#Cc6zR&7{S32U@Q#ZOEHbs`> zS0lL)kYsc&!dzq|1q>7O-2@%WL-=3mt|z2f$f9bF4~)Ut#fqYk2(Jc@Bg3gW=-5r-XO0 zY^>^vDro@AQ!dAQ>Z#c_a<=`-Sd|{Ng{3BRk9GfqQp1i}kkmJ=J23tsr|bfO{3Z?B zRVAsN&)~A;D06OL(l752k&=0=2uR#+23%@_v9weA^g35-@dAmWw!IdDY&EVoOavC{QUTZ&dGVy;r@vWx^janu+>swt#fD=!q7MV8s2);rNbI2PhHX1ab<>tr4Jt!8y!3DC$ z2p}YZRhAcOQ-tI)3dYSH2s2@)k5P3VzjzZn02_vE68P3w#ULXSb6bHAMYzNkw@8|D zSpJ%$@EeuaU1@k6-3n~J(ddd4X%?1t=JR<0rtV)g$sLh~ZKd|2UZ?#&oNaVtW@Vs* zSRmil==BkhFdYFw{Vhv2_k;U6X*}^(@(kXHWD`iD<0&y8)>dm@8u*w<=?SL;T$W#B z-GJNK2XV|$lwP5l0_G4Zc@o~ZAEDgj@yZ)(R#HuH3ZSYPPgg2|&Py2aLNmYLzHYoa zJ%3H4Y6J5pcCt{n>AALSqF*?3{vXjuj{O774*`(~6kR=J+`|Nz1DMo1X(juXY>0_K z5))As9A)I*)Q12o)G;RaQ2oH5X6^D&i_;zX7vaV22|>i}A&GRUID?FUbFPq&GGnd|2;l0| zF1Vd@4L~pAT`YbE0*`rE^M|JnS}DNTaFE`xk}%(g5h$Ww9iv0@<@E=K!G_cu78h>6 zGeN~pNWE#?lx#6kt+el+s8IihOVd&FyA;$z1adQYInq0?{?Ulr-%eCNv41iNvcg*V zt!paU*>nBr@dhacNV-%}jL-E$G$up0cb1goA`wDCRY9m(`QS!5bPRv>!`lF(y_U=>OYZ zHCkD3hX7{c2B8Z9PYgkaJ~!NV6k~BdEj2#XZ3_!1Egmk$FT7>mB49#0vwqqLUPA7A zFjc)knswQOR`v6vz{#|SO;#CpxqZQ8mCa8|R2^ffS~x!Svl7)`DPWZEASd5}vi#%1 z;{<|=io`t@Z#j-;_CzCnmV338YF=h}5QikmI-eh<`Sc8j8Y61L=nqq{bj z(A~j+bWqqtKXg5BFlvw!)#J$zKeJ=?D>e2LQ&bdm7vOq$sV0${r~m^S85u>6RI{Vw zn^$tS<8+mjn2&DN(SLWw9(g*dz6OQ5x5dZyina|5lr$s;j!5+B7ik|Dtm+x*noOP( zPfv=c@6;4Hbp)C<*6@jhrFNf;^hdBk8^pk4AnW;3iAaF&GN&Rt)b|ip`WqR_sv@z+ zz+Q;`gCV5jiI2fWfJ80~9PSZc&3usr_f_$HLXUj7CW|N_-BVG2ic$j5cYNAS&=v#P zdY5>aLh+j@T<)jYeGk$AIsntXiDdwSMN-K1z)L*_a^NC>nEWZ>H_@{Z*d~O?{$hen zc+^}1;pvAhs?BnytRbMPb_Gt%M-m^*?Gx1dAe_*%5LoEW zGgMoC59pTPvS{Cn!?o#Xx2}<<;Q%Yg@;0949}p_k>O=D}EmesB6Ts32UY&ZEXfF-l z2SKD>Aje{1Ls0=xXrRIsNa&5`^5TYp7g5`kCXM1mUSK__L|X@V9@S|8)I~^%`eTd0 z>R4^{4N`t=*(QCt^QqO4UV!#1^Yk?+a|HA5UB=?!N$Bh`n* z!a;T!ob*3xTCkeb3+VW|sj8wGvGTZuJU+BOb{fVBvYP^V>}a(n;bYqekk{&0j0*UN z(f>Hi%PkOdh;Hx5{~?)QLz%TG1k9ik*`*^WSlr;p45<^n?){5lK?r4eF_3Bs_~{tX zmZjDqv&qb1;jQE^5^8!5%Qx9#K$q(Q@(-6G>4Tat%|+ZO2x%>3<7%~GM;HT-0*=*; z9Y$^dsJ-u@WdEx5dCY@(@PH}?VhKd;AqLmYB9v-C1C3X4zK6es(KxjMYxHl8LhrDn z)}xkq5FBx}-|{W7a&0dlv1FF)Wdr+PK>g?Q$THZ0Hd&kIvOASDpN6{pAX>l) zaQ;I?O5Z_6EgfR~5Dd_aGm%0b*gvCEd?5Jis07)|%KC@ZBwPnrV3?-13pK?d2x@&S zfxHmlrhh^3c?Z<|Hi%)3PY6C5S2%IRO6<07HEA2L<_~Be7`W{Lf}^q=f>E3KI%Yg; zXnpYojz=Z^mh+?pl;VJak2xPgm0_2yul*A7vHjjbP|7bWV(|{|4c@Jn{gq$F?0z2b z_#Pt_#$#FgGHIFiOgDtC?^%RE5Vf23J?E*d_OSDn-@fF0&d znm-&h=UEqUYmwtd5MZZmlBG`I-Jn-M4yew#hrbNMBL;dMxjO|X<2c9lkmo=uAI=O& zw8FmGVo^Jr5DrhE;PcOc9zAdzex3cz`AB-+1D%;}vHBG}efm5sf9tIh(5|~c>Q5}> zmtfJAR|CJ9fSy<;(7F22fo;4&3`?&>@Q#b&4#^O7wECKmJ|?bvH(2N*XRo?I#kymC(Mv`m6>CTSTP9?M#zt`+ zIcNuH$mNzHloCMK7@H!B0kCTyx8r2dt1?>WEf(VAVpJ?^HWxL z*63i1;iz*Bgf{;m6PYT9&R1B5GKz{JV&K4(#!3t=bF^p3K8%T!ybcvEPk>2Dj~X<3 z3w>#bQGAzpLYVKMF#8dZUZ8TX@>Z|Feb(O$WK^F*m%lZ<+6f>YJq0fQ6QjsXT(gC8 zkysaIusC*Sj^`|`PC+{#7vSiX`%HzrKq2N=}5Um}25Y2c|vaGwMo;}gcKxfUMM za$Q=V%fnOK*`&aFtXy)i8x?&#k2OAvAyUIZ(0>{&CgBWYX#`%164r<&+Nu)NpR_z_ zE?|M>tlCl|zhJLHqP~NzzS*(Klq~TpIIs+ zjkXM7^|8qv`aE7XUr~#y-3PF+RR7gg-F3GL!}7UR*yfSTF(fc;QVc8^cJ{lWx{t-8 z&Sf%qC&diW7w$|4q~m+tGR)UPp|$cY#p;ovoVv`8xvduS^rOCOl%A%a6E-vDG7w|h zIb0{@jB?OSj(P@z9U`S-Pn8NhBl!G2s?CW&Uw~{`Y)ko0l_%Q6tO}ZXKBEfvi&f6A z;d+=Mei6xF`HwMpwDw2??B1{BjlwoPSh(q1MXVgIe}%TH;7M2fO%*0z;^(7r;Yu-@ zEqXxuvQ>gozh4(!x&Zs^f?9R=yLH~pr#sp5giZx~4uoVKqNwd%wMTWV8vfUj-3xO! zh?dN1aYP;fuku&NXHKrm-YB|qFN;3e%jI|KFHY)B*i?KdM5;35n;sNF{QO_G`k$NdT0D{O{JTwPe0JaCLPL`DB~I@>wVe(6t+HN3Kwy=tnsyGx*V;s& zIvFv>U@DS=16Q%?S3BFC6!0Jr&#H%ZX1n`k`%Nv}E{@0@HZ3=AV&>pev+bv4<{cp) zR90g`cAdFOzQNSC%_hv1?=y*?E_W(so%Ce?ot!HSA1o2_7?kz*{dO3tEz%>zQuKr(NL;+(5YCQMN~e| z86B*MN?+;qRLVbG_Axk7PkDr|!xtE?R=x9Hw)+;$(eIOm1%Gmx9ZKJJxeWGA>|s+v zZqi3F^jRR^vfg1mW7a8W65NdM*$cM%!sYlJWc61}D1KA2hRP>CiWntJmprlJ+jomKB+-Np?jR?DT6!-|y`Wwze zqAFWqIblM{qC8`r8b-LR)DdznOI_{pmP3Bn&#uBr5ksP%Q@%saE&~ z7|0D118>9vc#?mSspiXM<)lZ@I+ZF)QG{5KJqU$A6#K>G+B+B$k&6_t#X7gGp&utc zevi<$AqcJ&gSkeTQ`U*V*lcIr3Y~3z-Lelb#Mb!uxfjRR&U@XlfnnD5qN~ucPUPQ} zk>3cdOlJ)eVef+lPQ39+9q&0L)pihpj1#Gr=^0s-&l=N>b)q#=q1%S0TQdxclS09q zOn9|tp@PHkIK7p;^Mq9YWtgx<%m2t$LL88?8n{R%XDD{ajqF zB!)`;DXT6M5o0CbXSkMBlIA3Z9p+8oU!t~q-9z!_d&M#?eRJxr6uNF6Gxg2J*w;Fo zDgqUsp_HE)3R+H#*9?}o0&z0+SAxOjGVnKxx#xw> zD3{X<<$C%R4vzm^bWgi`eClu&x_}D*v(SFrYU4Kr)D>x|vC4+}${hw)PJN_P4R0Wg z>E`g8Wsy|*!0q>Nf`~nc;75{+8P}3eb!FX3gAaYCtxJrJoPs}CrJh!hW~SdK%pxvB ztFSSZ8~M;RE#&2_fXe;1PS@?n;Aw;v46Da%WHxI=)uGy4@D54aO5H<#z!Ri=NxtCi zJlkokd`suM9uetTi;nJ0s^E0j3ZVx!I}<-!HQw#@KF8@-vk#q`>0J^J=ZX~#V}7LI zSIYmGhDA^--q+W9-RC&7yPwmA=Bj*iqA+y!$)%6BsOwYFW(96yNtJ;(nnUQ)z4;3e zpC92}B6~cxH|N)#zg!H8tRle;HYnBT#Dk6-jN*n72BJi(OZ^jX)rGeUk|}E(g)_}C z2r`vKY{}ZmiL?f}{RrNMcU)9W#Qi=zeG2cn#QzP+ zZE#A}bA%you-=dWe!!P1UmK|+(0u~Ni#OsIP9nNjC+g_c0|1b%`MX4E;hg84_6w&L zaYVA%nj8akv}jadrFeq!2=()1lZh5B)54Klxra|Km(h!&z0tl01+q&Stz`AFj^-hCEh4yT-tKAuQ*YiP z=T~I}QlwA(=co6|&AzA?Jl6@J+R2{loX(H;PxGa`_2(kvkL1FUOgPTJUg1bO96>e} z3rDKL(NrXz3!|B;s0_z4;b_sQs$!{dloa8dM zgJ6??6KzHNp0gxdzaR~y9E1KTS@bhVgN*=Aw*(%e8^!zTl)~3O-fV}(w@YC>x^DI+ zw`{029uu=t+O)~)EelpY=y70&E_d&AtqI-MKHqJwZo`i1E>%@afn^AbG?zflG0Hhc zXIT0u{gM2z{BaE^^-o1z!JVMrM=85kKPI=?tDqQMERW8~gN?t{tf@CiyaDE1A^gXw z#k%WUW_2~d9|udaMrc))mri*+`MypMUgr*%k9PZ5SOR-#>-4!qf?-8T z?_VmGy~CKC>=O+wQOI5(wH2z+Qo&lQy+8iaNhJwzTRW{tOJD*gNezv6RS+cw+Pn{c z=?v(;0!`I6kwhgN>(M_ov@$hyFYT_i^|0kOz==8vPl`0GN2~_n0k=GJ;-a*N>QQo%mon-25nHjoGB&Jw{ zqJ5pCRY$Zg-5EHuYl8Qm^PRk#uBFVttrp-R5s?7pFUod&t#;YBOH!P#t>-D*#@oAE2nFNms>U%@y<~6{ zT{`$$@W84sKP#NMMOG9y!z=NSm+Yp_z7FR%E|yIsS?S$kw{x-RA@86tl3qL#_UYQN>(bD>k! z{kcx`d6n^tz=0ss$wr+t+LpA{EQeAA*@pc=sfOgSFK;kUTuwbR`W}Nt9ICB7V#H&l zLWR2ex8#WBVq*JQL<2)-qiIk*)g-wOBAKv=Y+NcOy}q+vR(hqi#2@UsQOJ|F$Sjq# z)4TO9!Or1}?6Y>d7yHkVo78?4ct|wZnvo_=SU2Fd zM_hU{jlpC-G*V(->8z)Eekb*60g38PAzQ#lj1Hw-2Wi1d%k7N)rOr1-&*-aewd{vw zV7TltH+V7F@6*O!`ehqMF_wQ1@$AKZVhrTMo8^02c8uaea9A(q0RYmD%X&q}dKgAG z^Uhv}gZUPOayg?lvQs`IWYc;vDw$m;Iu4N&i8QK0BSuT_fo`X=97%9yL9(AS_h||n z%e)V}o#D*q@j}mJ&n@sSrP$KE*cmLmFKyr*YAEf1~ z@BY!(h)WOLIE{>7eqGi1)#+ZnrDx-9@X94l();WZr;g@OlmB_2SD2%V-sejkuRGc! z606T7>NDBqcttH-uc~-sxUwUaYD>j?MJwtfiTYT)E*5W$MSDb(7%9+!-O>kk+f zc@i+KK)=Aqdx~L5Y6KL;a`%qZblc!}`_HywF61F1XX5s`U(=g}aP4a!RXOVXHN8=v zXJmglbd05-)$u}sp$2GkN6H1)qb;yi&A}Am)bC}o{!>wVg_PgO^VFccf=7I;1l!Sp z?)0C>``I2uieW$S(Q7B=E-T+19XnWzL&gd>S&qH=c`=nA5?Kh zzoBnh?>R%10WkHe*lW6h_s_7nhH>i4L^*g*6}UQr%IWSCy+Od@nUb*Yo}mM(QFSKaq*JsKQSU2?W;U+T;e7*-Ej z=JfSWTjornQwBqZFGrSbd1je&Bpuk;5kM9m4>DPh+^ib$pDNJp8Oxogx+jH;C=gC7 zsSoBy3MYq)7*QV^$xn|I(QRKCE-nZcPY4&dKd*FWr3e@1hYM`P)8>YYXNL>FMZRze z|Jml)aPimNTNo~$A1)pjE}l`kvz~{hm)>MlxHu?c{*8zfXRbkt(fxUe008#6jm5}( zna-2u>sh^3uf$f%+?Q~UM^Zj8r;MW_)o=rU!dD{lRyD{0%wsubw91A@Ty=KWTLkDz zjo2t*g!aRR1EChlxJ@Ix(ek`M!mUFFhvFfS3kE7>J(^gi!E)(c7}6udsUB26vCiT} zV^%h8h97Sx!X`hWj8q@i1IL`2yi$yc_MIFb)RA2;PEKDWM#kn9(?1C8 z7;DojMO}8c>GR=g)C8mDuaz41^SyO0RF8hDK$n}4_uH_pQ-$;tZ}HVmyuvZHpW4za zW@xf}Jn!FOeeejZz$+J|YVQ)s0oRC3b2d9Imzy7XLaw(Ki-n)6P44Wqa+AGA#A$22 zQ?A6h)}4wJ?=y#*Uxlns5A&8pbYWrx=|{dVLrD4t!d{$&2)B%{`Q)?!%00kIZKBtD zt;3WOgV6c`iulM+ip=m2M0U(mB7f*>Sk&Kxjf5_Btjf@_inXM3GRsLcZ6T%`6sRw; zINDaP7qRZD|K7CfyhwE4eCZ4jfj3#z#ribk+I&VIZ&2GFV=nZN`eKD zkTbUt6aRPYdNY)K^L3eP=(jrsQlM|dZZVe{5AA)ac~_-P5zWG3?u%}ntXF4`RJ+VH zW@fG7@(De_fX>?pquT2uYxJ0N%AS@poe)oqsBD1Jd6|y-{5PDQJq;0@m_?fWL`kRTiO4`n1E8Sv~ODJ3e?`CN?*~oJz5T|I}*XNA!+S}@}pEkrM$>g;CNAl$6RO?M8LL7|L-e(gg9$8oprr^Lz=R~V*8p)){n zbiIpDz{P0xF*jVVF87<3=aUG=rq|E5RDHym-F~m2A$W(vp!_oEG2>%8lm1vn;-C=C z6w=n&G{Lp?c*!x0*xnCPv{2;Z6dHOb0UMu~Vh=r_2$DE9mEHs;n(!F-{u-zM8K>rc zajD20HZk2fB74|sk()SyQqV>kD!SmyUkK8VXBBkC$3!Ty87|CLeVr>eg7oh!HRISQ zZlE*ST0Lr?Ud^oawkscVe@<~AT-ITsMOM6zDG0^TbZ`A?CtEcNlT0|7&Pa4fR3fYW zP#O&Yl%bZKbD#LH_e2Q8lgI;Ci0*HeKs9L~>mD*l_ot zz8-?pqsqL$T}w0?mNj0+bGo`GrVm>pQo|-?hRsZlJQDYkSY^NT#G1^nv6}feZUU5o zhXC*5stSw*dtUO1zJ>Iv&yfdPti%1RzM%=_x9O^Bmk9Zp1-;@SuHGx%vI-~qTP>#= zCS1)D{V2{*_Py={&KT=mh|pvAFd(*(UUZvgAh7x)A*-$aeX+{^j`tl($TS|KEn_Kf zsTPQK7d}sg3uDxiSv}sR+(ZHvqU-3N9atPYOoy8&xbUOC1kG*LZLYscVFA9$ojNGv zE+-o>ETLZn`$otq`{GUw3wxjal?%P@A#6VvyUEGR{ENl8>SM7>G~6LR6*;Ran%v{= z!%?EWok6`=T`od1HvyY!2pf9=~AB>)KHS$CP67QhGp)^Y=VG!*t96s%RFiZvT$|8N>zOP%vM2U*U`0)eC?hZv+z z4D_S%6_BTvvxZ=s6S^K2*A+T9Vp0Ao8rEA~(xOk(t5Wupk7G08cJ{XOi|P5ZlQwAb z4e_QXr`;?+)cc|9n$_&LrEVw%LbyPSxlX4slU+@NO}UwlxYU$0682Y4XM6`iw!BT0 z_ol?&?9k>S6Z)N~xK@;h`UCqp73Kc+%#d$&)eB;;`N#kNX=B8sNj>X(H-VfJ1iJ5n(-O9QHT&5E>>g{4y$9&A6 z4Z_7~M7e;$u4TQ2!|kVPC55=iG@{_I-B;9hY%`Ll)Tz)EC_%RRr_?vG&X}b@so_Wh z-ZAOi_ZnvB=X z`*4YaA@AuMoO*v1mYUHaoSG)@KQ}ln{swbMtK6`v@dmANdL1!3)@yRCYHFCsAW`2L zs~;K9PLJ2MB*!e*$3H7(4ks8_ElG=z#YjNtQ3a*KNH3K0CZ6`& z@AQD!0eZm1TE`Fs4ugat1eg^KN9WMP)ka(pgG z@NC#G`PtDwE9;5>%~HMFSgOAvPH|}0^9DM^&8~H&t7-wdX!0@$P%UACN=65TyHPjBxZdhsxFYLRTs=*PkaVp z;1M;*G%|VsRAm$#E%)fcudI!t(Db?UwaNc(^{Hqc+EdHS0KrY|(L+_hzEkJ#7QWh!C#n^&G2)A zp>u#VQ5L8;x#D@j-rk6tpp1ZD$6+bfJx#BOs=Wl(#9a>>{zjRe9V3A8%Ot%SZ8Njy z{bBWm&J9(UYWUy5MZpd&d(!hy{zIF7f*;wrA^K((G5_24fuGDl6)M*7xX29NC|>bJm%Fo?hFT6($D+4j zos%slf#_340|`c#w{Ux!LA+B9f``s~Xx44^?p)^_Ufe2@jhBd2(+ij)4$5}rGqW<4 zcZh>b2xM-`TR(*k1oN*b^PVf{j5ld6%%7Lfw0isxZqR$}me0E*DAHcDa?4lEyS%~+ zS8Mx^>z$(TuF-DHd!|!F%+o_&)8A`s@2Fdx3EtILD*u*0+~Q0VUU9zVc<-HMRhVsJ zu#b9qvu|~Vbk~$z+YdOw_lg!sF8Wp!>tdDlCE^jD?sbtO_wkA6UrR-?IZ{Lv!hN>H z+`X~%*S6BeY-t`W{lgNT`v62+s=lU;qPr&Lx9kyI;(2yhty-SML+)WLc(NW}3 zG;R{qQ@;ZJw_{PRh(jPgTx8`3rMI{Pv{JBo5*)WH_PKLmZW3pp1i^#IHE;e4Wo0Al)vkt|BtU^q4q{22nc z_RZ;`W8JsO#IPMAKl*bMCk~gbuCx>Q3-`rGu^$@bo>JA12@sBEd0PE15utPI$PSmf z78*`puz4-37@_ceC+wHWBfhdWK|kCmK6aM+qdTk(0y3fg-1^vA&HDKkaJaokgl-o@ z6o32lh#;WO4 zLYb`!l%GJOOt!=;VdLKo)e5C>r61*%--PUejBL6`ye~W3D&+H+jRYF;uQQHns`DY= zwQh>QcBK3mJlRs`Ef-70T+mtL-Pn{t<2yUPOSY}C3jt)sCCEGawQpjy$#W;OLkG)G zqzazVKBsH?dT(v5PIkYk<2BKVc!QDb#HU^$J8~>pepyeQp{JafT$FX7aE%%o=crX1 z3Nf$AG^)rp-4!y{<0%=f{TyrEnw@UadWa^IRRv3>+b%LQCZ`6znG7(sCL>e`slCnMfaIFrtJF5Li$nD6U)4Y6TIC2NPrnz}OWN5mWEBq4dS*c_HjNmT<~2^^7=Fh#dDGvvql zXK^jL{HdBfujKgoy%&1v8qwf=$qyJ}$tm<%K4d|5z*>{c)9@XiyZBx+5(X}uil+^EG65IMU z(K(k1j2Xjw=}sr#{Vxvbw<0;}BUinn^tF~o@e^idBN_`u-!+eIvenZvzgaasDY#QL4@!S1!pM-mNH~$1wL}5YkASqEdiRuok{X?@3RJ7 z=zdWZ8gE7Hf-&Hc;G!|RrggD6v*TD`EY7yV0$$ixTGT)sqc9qF10L&u{P5 z2s!i?iEE8TdoD@Yf*YElQp`^`J45Jd^WMDM8DD{Srz|7LHd91^2?@p6`Yc`_<2O6u z?jRLO5ETQvkVQ#(94A+yyhU_3Gt<$K895@=_k`T22Su)>K06DaH;K<%&EJ)NT-i-E z^C+Q}Vqn#x7K}d{j~A>!rJM`UQgf9~6nr2N-~+rhb0jGV$UX!}E+^)tU-FymmM6%| z)OE7h$8DY74m`;8N?N1{$&&FC5OB0q%QEX~ewQtQ6KM7vXUZzFWX7AY$dKwz(}njV zra`N8?-QZd+G-$I+tosUBJ4MDnBrZ`9K2i{=oV=^)&f-+VFgyY$!p!?oCy+&=10Q$ zKvPMi@w!Dj+TRH4V*ul;TnNc!5TNJ9U#IPy`UNj@3+B>Ihb34Z#1Fo(zX_kOjG+V4 zYR`R5Y_$LT|NYJd%vRo?fA0+FcvCi=d@0-`D7`p)9Pjef6NsFED8m z0ORs{*Wiy!eQKI>n=3!!EXX@V?d9HtdzrJKPBiR;AZ2ZKKeOyzuxnmt{4@8HN=)o7 zcN^-C!w9ody~ohC>O+g#t0lBDCKKe*?U%ZG1&A`bsI8b4jaPts+x2x8h0wLma`y&@ zC@|kXg)xsJ2;x2Jqw(hh(;Z&s&a;_De@S;K+x{MNC!CY%g$h>tLyf^8`E_Z}Blrl&z4j#sHa60htBool97E@FGOubTfwhc= zE2Mq3RKJnF8N@9V@%#l-s50YZnyi*R^q+YDKPY)9@A-r-9C9rU7x^0q!!Esy`O%Q7 zu0(Gh{_$n)%Z=@z^8>*AjIqC<$L)dFx#8@_TXZADv7kFUush03%AVMO9Dt$$yzehnF`p z#=nvQiuiQ4;aNKcT~#bhe6V5eppOL_!5J&vuE<9gSII7M8;>s0TQuabU?5nRAoqt0 zHCjdESzN#z0(n4OO#La25N^n{x8aXYLtPYAPLwsXCfI1JXdO#*wnAk9l>#8TP5=XI zoMM5a{_#g=*r0Kt%!FjyyhPovVl|6JtaevIDDA17hikb?N3FslJuz&c^)s zLS{r&c5pE>zL*`KN!H}EC-lv9Br+}4>H1uHY`AbOBpHaAg&SnJutRJ1x`4VJ7c~)xPh$>VZnEn8MPybPO)GcO-o2j0>`Mo+4Ao`WFek5|JS;l!`Jku&NBJ58(rq>=$K=2 zWEEOT??O?4=Q9 zIcAy-c3uARx;4-jvcGYG%J^tEQGxOTP310XIqyF0@t&GPa2H~ytlUnYfzQ(#~Y)jFPfoFyV-JQ zsyzF?-MUdZhrq06?s9S*9$xbimnXf4U{m`SI%nP`9;1!XO)!INL!D`ttL_cN<(`oT z-$AZ~8MB0#aHo=0JvsirH?uOa%kLR4EDRWtQgKrle2_cC@dEGb7mOQ=n+6UpzBy5E zQipCWhj>hVt(lLC;hpW>^(SX$_q1r$dCAuHMAcF8y3S}}5T`+bkO zqc*rFeeAOMp6Qn9W8`F0%_KtV>>)#)!5POGw=mfiVJVv9-S{Z6*S|!fd8bS?a)70x zPGyL?l9*r0`}xm1zHW#%&IITFl419~f`GnRp3KR7+otUyo0un=opFD95}&;EBp{hT z0R|x_=)6uiHj-Ijr^N(W8{`kp;}X{v`7re1&(&dX>7i8**z@ULp(!caD1j!)bvWTc z(Iqo?B7@ksXeh$;QqK_T7{F#uKXObJst?BT@Q5(>aG}Y$PSa41%@|cf;V^_|vLR*# zI5%O^L~3~IV4moL+nB{rIX04iBx@ib}mBur^Pbo8;Z#X zu|Dzs%uaQV(@ZyL74#C1IX$v&5R1u(<>slVne^50Ebx&-t{LzSf6S=|-n{5B=g=wR zqN!<-impg>TsYhjsW>2|NZ!|Ydxz;v`4>7~_qFdJ2VSn- zILw>(xKrDwtPJO4nQzuTI7K6!%SAxz3RJ*{Gc)(Vg4yYlW-`QkLtFLU1q~wO{q=Fj z>CWvCD@E>VJOPU9#njB1@6&5pKSzOBR};cKB&|ORqYSBfPWZ4ewh0?c|0>>>&y#gf z4_ENo_F9$@*DRX7rTqS?jJ?6y8Id0>$Pq%$r(DZ|XbPPy}m{;@8`9 zEN8J=;l-e?mYLSoFbvjUe7Mq#cxEoCgl?Hsp$jR2QT=fGok0LB6I#9WbVYXvh&mVFU3>z6K0?IGH=RO&S(y~ z_PU>RvPrI>e)3@ClKueBD7+T7V7k`v?s?J~+I>v!kdI~I&?`iKwdhrOLD(3NhK=(N#w3AXNd!QW-OOZv_%DItV(xmOZ1ms)l*JeH@*L|d!YRE&JNpc$O$Wuw2@pNCl|K-Z*W$)l76i=JAScPCq7mw z`$!uDEc?73PQ0G$Z;L&b)ozc~f{|0N2mytRnaeyeUa+hCo$+E*C-6tSQp2HZ8(=0GSIt(^#`d5>U)UGWZ{e&Mv-k55^A2h zQlnHmRyK!IrdBx;`oIe8H*dxh&w;FI?v=9$iBFw6YoqT=m(%g7V;m2kqfQ17_-#jvs^mYA_`OF7a9Upi~*Ri`wJN#U(GcD%-}%>kL9hJ5InQ&f6Ep zDEl~vNq|GsM9UV#26R%4Qgf-r2)9}K@PJZY*K`BR`X-c}!@zLzuNczNhVQ{k7v{a9gv6{A5=o>bB zi$=E6Vr?f-lJ+<5J{Q=TGRN#S+-r?*DU4KeyAdHF=oRp1BzpLdehJ*w*Pe|qnY*1fmf zJVu``R^7bkDq~{XV7?7JU~C(B(K(|VCC^Vcit$sIQea)p5v(6i|4M6#d`$&^$FPfA z7mHJl=UkU=%SC=>8_6K`{0jqZgRBrE)1U{@XJn-EW18hI2BZ4R|FAZ+t&!Fc_S&?H zU{=QYUKViDoi{)vsIhVIkCf-|F~Gw|bAm1?@7sHbCJ~QowMA4O`J61C_K~zl^WlH& zoYISg{y{1KZWK}PaV8l4(2gf?;)!F;1ZzS^&M~25(hL&w;P*;iEKT^x=rF_R3swkD zX_NWuzf5@e4PWMAh6#V-lKK~a3SI;}BmX0%ZH3>?Is_54@N=9__}Px;Soy zZ`!sA>#55+eYxu@&z46}~M@C5*p562!{%bNHu^UUy9LyaUSLTZKama0NnJ zw{4qhGuNRlPXL+G_He|a{Y#iF`;;7eiws_l0P~mXDiDrDu^J|b`>3is^&$o(UqAks z4-LU~Mg}T;N7g)vdRwX#V>KPjA8J`k)DPl}7nFLGl*NWLaE6p)FIGdyQC^qWjGROS zy-|<=NV!K|WROM44-U2Y!GluIhe$*qIq-N$wqWJGeV<5qy3BFVQ8d-u2eFX7SSi{z zxs8Do0OqL(jB6Sry?hC$w^6j|bHUtzg{tLaIyZWiJlFTWY$Qz6x0+a~cj-O8_KgFP z8nn|}-!7uv+f_B%E|o5GigF~Q{WX=HadpXmg+-L5xfB3w#wiYgzU1UyYjzqgy5BQt z6v@;$7I@o?f$PjT7)Olpq`{rcSTq~Ht>id@d#hPPm*=TKJ{@dh3Vw*s51k5~w}=X_>Z_8Y`SeCATB$>B1eOnnAK zWBi;k72rQv=_g772;Rac!VgEeL~+(I@+68NCR^g!z1XOu+flXfY^CD>gf&?Yh+};d z>^DSq>PG8Ppu&p;^b-6stiMS+0Jw}u0Zi3WM=9$N^`_1ZUn>4AK}fdQ9|O@|WXX-x zbw{eRxw>YM2ap6JB>R^_xY$-{gGnJK#0mA@VK%Hnp%#N^Mrrk9?}DSK$_;ksoXg z_j@Z}cj~%t6{RM3z~D@s91pSqaAfyQpFBhyk-}@XxIK0tSi~W1utp{exv+s~<73vXiYP@QC%Tbh4Hj17qe=Sv@ z^g&+BTTbh$=GS}wMBeau^M`>|{rPRD%)4QTco+gnz&m=fuJZ1C(>cYPPa_HM2O1-K z&2Kr)X4^7vzPZP*{gJx38E<|k4TyMtxfg!hdBOYrTl7_bG);kGQWggK4_A`18KQ_+ z9EXVf`>C{y9ktyV*WDMoNJX(RUTlgQ`bTrr+~>jOSfMYE#0-0+nZH(;znc5pDc$cA zDKJ{;>2si=y?dXyX{;Ral;%f9#NPaI>H`Ke>RUchDl zCQIWXb>R26rG3AY4{{0n5~RXYtd}JqlldAZ$I;0)GD1{)eW&9a!Po$op@g4iv^u>^ z5y(PH&UEE^lc(!SBzZ97{oWmap^@ngB0K(akzFQ^%8a^Nc~}-E$#F3D54MdpvL7&zHQr6xcYBL>IDLjcB$KUJ7mV$nn|lrNxHKFWNBki2 zXR)Mh^FVCS3GwBYE3XvG5IB z^i#4@p*R-Fa<{5H^ey**W6*eKYKJuf>3Z9ktd%af6XZRjwqg4DId9xMPG$FcRZ;np zi1$y=oj!4^zy;!Z6}U_cO79dafi+3SRqLl%3arFB?qm0JYnL+X)K>k2SU3Pbl-=?U z+ZkI2dPG2jzZ&2GHWPe#>>C!DBwAmZRpke9i|{?_+hTW6*s@fOQ{}QS)q}9Uq+ds&wLg(?1w{IQX{Rbp{3pE~?>bFgn?C_0?F-QF*n-ka^vP#*t-i)nSl1@KNq@y$b)`7-IL231Zw!bCRG5D9 zF}k;uS-3z)7}hLTDjB?1q-tN5xj{cyBG~q){`0>PK2wPJBkSWU`fFMHJXWW{V8C!V zVg0}ZSO+BtTEhzcD9ehLvkQfT^|K^3bMt}4eky*oe%Ts`T739#C0h4u zk!l-~YWGBL*fH^@;i-P%-0aHAqbhR0q7G}3lbWso_%kG{rPcB};jKMM#;3LijBR4_ z8)3P}s0y$jr-!u4f`I2GOZ!V@s^zaT(RRPGuGj1Bg_ZI~v!<T^OKY3%SgujFOq2bdHe2cCwyw5M(( zTewOW4qeIIAYX7uDEAo-)Hec_d_GM=p&~#L%f)x-y_TqWv}VjMcd7c6US9UIl3M0| z{X(}x%K&Q3YuzV6%Aa=3zkm2x%iwdF(8G!>2Kb?U&I<&1Ps`-wd&JaXdKNDoe^-=3 zYE=(2xB+H{%-^PCHKr~4Thgk1Lp02IM6AbOVk_ZC+2_Q4#CImxxx*b}v7$EFs%x~$ z#Z9;)&#a&)pb2MXdxhquicCf`V&1yk z&9_hk{*EXDPLd*p;vtCH`U%jd5(<2kxuRugv;-0GZ>Ki38wbJ1T(~f=f$iTb9)uWk zgxabfHW_$Pms1pcR)3=#cDvi;)7Dc=axgib#w%+Xp!hXI|hIMUY&2k?n4y zbuYbpOtrt`i}jP$%W2W1Tel!Of!kE#h~qS57!MK5$>PwC`O7Wt|V{`qH+7g|`Zo1O z9nj%YTP`*JI%pOMp^#bE9tZ{Xn+TF5jKHw&jlcPSN&7qd;!-z}ZL)1I{wY2N=1$ow zl5SFmm_ZpFo6f6K;BcTyjs<4I;jLoC8vx}PqJ%)9-kY<_X>9%{+0>UJTD>4Sur|?0 z1)Q4O5Y40{R1}%6tqX**J!HJ6bVs-yxNfVaE*a{x zcDam7h{o@$t6bZt}5(OJ{nUidG$@rFZP#oB>!!{&XwZDVnI-yW?-p>pux-Z}`wTAfQcnfBDea zY*e&^y{#WPE4vd7kz}7_qCTDOpGfwph*b56HHLF-sq~;kx}_r87>)OeC7Pnq9fHvDb9%$=3nmWl84&Z z_3}wZA%)O{e7gi{T;s~w7sD8y-Mzx9eZ*Z(TSXpX$bDwvN~PAawwbTeq5724j%jXh z)P_?i|KE#U?IUg@f7`}p?kxrbN&e_&m%!SM9yMUt~=NE)A2Vd zE9&9!cn_SQ&*^SR({-=#XI+!KMl}}ik;SU5sy2Ix%oV;7HI>(?eDQ7;`8BexdZW(M zt|wL4s(a=(&^LaYDiofv`(gA|QTdRLq#xJO%x&nsiA_Gy#mNIxzThEn>{GINxSdjN zgA5+$8&(#qE*m1#39DQV7{;!7_fHm~?rF}2z+V>S!)A?x7d1qLRxgNO%fj!)Urab} zye|GA>BXV1GAY-T)IeXg>{E8s5rciQh!HhSs_qt*EM8%KF)CZ1?kLl5>cY1?+Z2f} z@%yKw{-k{4SdGe7$kpqoj!T!R&ggt`x(u$t`Hf6 zkSy9!>IY2)&045sjnf{8!ccu(#i}+@JpNYG*a`hy!I>vj(?nH2ibDXYJ_(&TpjsBG zY`*I#E1Hf3Bgv4W=3==~E?1`>(J5`vyvCETPkLWetS!RgP6O)La@vpg)h zLfq-9#!v{(r`jOyLAsfd`=C4AE{w0rxpI#n>H0z}`pl?030Yha!=V;5PSJ`6=$5*>Q5W`w(~cQqKCyTBD}eF-$G~<;W{t zeU6Gu{#^98FBgCut+^p*ZUHepR)wmWI#GD;)Twicxsj8xB5ZM*UR7!z>;CP43sGYr z(5^B40Q)%@BG{Aa z6`<7iUB0$~)EOSJKNZPnr&2Y`-JwIb*?%_j<(2Tc%{usnD?^ym5t{CoGwaV@f$S)N zt_`rnRMEILWsQM4f-LFukFVO}CXuzgC0L#d9nm=_$g0i-kIFW${7WY}@I}md@riEV zj>hCIb(y{0{apW-Ift!5IQoTb(mN3UUa!jx4F zs>aP*|D}^Aoqgm>C(j(W<4fmMejI(8UeQKTfOAZiPf3#VYEdve@SFpMB7mK=0VpU1 znm=Nb&(_K-{|B-N+Z%hjo=;El2T#|hbmG#+=QIT=;sQ1Uk5Cm3cS?-M14SS|FJ-Z` z627uAmp^BQIhC)dcj#Bn72T=SfQsUjc)l@N`8yHM4NPT^!KopcKO|ClXtZ)_B0n}- zIWbjvUNk!^kvlG)Jv3f9C7zm>PWOlvP-$hxMspJ@bAuE45!u50WTq=zxtfNRf6^6& zx6r>|VHuB%o$eBstnCW{y;*-{&8POJ@XK88wyo}#kBWiPfwHh%oEE)Ij)_LlOF>o5 zu0>QD7`p*S@?~<&VN2y=`8ODEq7iqIAVw?O1r108i_V^^Ft&rsu(Gfdr4< znr&fupN@PZ|14y+<%|mL6wk}n$i>3BaO}`R@Mtnj>PTrPj=bM`N>_jotgv=)EZ5LP zG+(LJDR3v1r_PAZNjC(HnYWw{^4cEEhiuDwLPgU1T*t(_OXQ4+-wQ(@1=@Bx%tg(l z((RYu>SWJdHjK-!eP8+Vh1M*YAQAM8je_#br3%^_=PZmOcmu*zDzu-fTP!s_Y-h^8 zaOqQ}CooQ)cH`gp>hT}cd<-zlP*v24uM{hM+g;R5xL@&V)58i@$i=7jBs&uqIh_rIIW_1SfMy6T0ACQoE9t2$P~s@6c0}pXQYZV za>YY4#Y1}(=M;*g;*}F4#S0?EB}BAqDZs_|JL{NWYt&>W85r3lL4cV@F!rPxX?-hc zxeh`hqL0It6-Q9A;XL<{mAc`S-C_WjdkXN*_8#~*DmB`TjGvns|FA1-lXRwct0tNZ zWz>Rz+o=MWSgAEW=Wy9ZC}J{ex*5xadx!>E9L+JotUK-VHKSL3O6LcgYHVj((eJRQ zj0Pviv(@qpZ5^-3!~mI?@B6TOW#lrpJ7}wj4g)Kd-i-ZDb@vw{R=rFlhkYav{yFuB z!;h?Fho$W4qi@RP;Qn)PRbil`^~^i1TuIa8U1O}akm@NH8ddkrGTE|4R8)0b;pzsz zY(uCbRB}JmBLsEgEHi~8c-rrqQ`qn0xHZOe)B=-1C~a~qt+ZHHS6lyKSadnTOvc5! zQ`6IQa=f#`w^B^~kG3}8Yrjz}(c9J0*>ZUh-1|D4gE38w$1*-&ZnZbo!cGZBi_nxt zm8p&tbMuLEikW$36_@U)0kRc$`u@_&Qc1O997)G1vx0AnM3229(|e0ZjT|qn7nqtr z;n?A}7ZhAhs_CkzYe|KVXLyuuhwGlc_CJ&s4!J;e;84(QS*(Q>?lUUW4qi5UuW2RG z5&;5}M?leR{ZO2DGlhDEL07r!lwp9F%urXfNZOixOLg=O_cg30|71~1!aE@tjH0H( z)TJKL;P?yEW15VO+iS85YSO#p`CGBoJ|ht5v;vFO6gA!&@%ebsbyQh7Jw?lXKA%;< z5{lB@7dk!VDpxjvo?uwGNRel_^+^;@d)=Kl+cgeF9za8|U_bhSDdVB3c8gus7VpvT za2SQCRqDwC|mqO}U@eCf@SzS=$fxTF%uS-5a1zu>jGzDA_tU z+1!xn+HMNfv!d(V9d6rJ-Vm0i2{TccK!>DxjF~N8A>`-9L!o+$vEVqNry**!E_Q=e z^|cf!Nhy4~$bYx(4q4wCIq}Eo>k;AO-Xu_Ww86G^u@V00TwT%q3FY|3vM>gE?7i+w za)&)J;yh!kmF#`MN|tkC)p7DYx@pKKVKc}d42_R2(#x>XTeO(s#Jl2pxdibNWSu8O zhCs3>L{*TU%xcL9K1WH)`|I|RS$9_bdy@tG-Dr38;oU~_a6G(aiGp;>W zq`O174kT)p`8F!&GWou+)=KW}R@UdVntEL6SJ(q4M69eYa|4Bj*5&Tp6?DD{A%@Z` zh|(cRXu4hJbdb)15SUwHJhzUBU9@D!g1L2hqQkBY{_?h~^gg>F&> zqDXMj9ZT;ZFrNbR#~B-cM3<{5o?0}-sDV3GlRi5eqTfXuo?3L3cu3MXi{&H=K_?x= z>^zp;W^X`$q;63Ptbl9u-Nv&4l~B!;6Zs4Cy}1z{)RoB-TPo0pW;&v~ zeI!OhGdK=!5gU9<{p^i#L0Tz%U38YxF{Wz(KFZBH;0-)q_b>tI`Ff%^Q~GXfW_>mh zE1wJsag^18>4nXWfg`a9!KY=1N^i{cD^j)T z+!2Y)$VB?YL~dLx)f}&!6wgnI=9*K9x>)|qX#TKRW?(Gc6wMx)%n!|GCq@g`sBrNv zl7xo{F*oCiVS-Ha|1SA~ZT|ulr$OJha{-RsBLcJPReTeUTXIC1qRh_iQ8D&X1KpS& zKfe{peyR!M)cwBenV#=(d&Bm7MZBsi;eZl@0Y;KDvepsNxGHYj0h^52Je%g%%6rT5 zoz)u)pVC1BM&&0=GNyeJAoEu61Strb{GSs+`DT&rtA&1jlkMx5B9lUF>*ozje8SCf zvnICnKDB-4bY~)&mSjt9s$+1Xt`EAtRPWkkV@;~AF4?mq(cU*fkEUKt$;KYpdzpP+ zqoei>=Kp`EmoL?Sv9Ok8%0v<-H*i+7(_v%R^p|aQp+IdU5UHv=8`k^yMio3WPV(6n z$ztXUXNi4br>1!CIle)sYy&ItU{#%z>C+=U0zrrxRUbe8dJ#<)W>3EY3^eZY(hQPN zK4cCA`4j)Wmxyi~u;^m{e&2W2K{^~`ArEV2`x4ts`%8{4bo?}l35F7jeZEQY zWVoGmq#TZFf9$zTbSIrKSdo~>c&fih&*>hVojfdiM0xl$ zr?ghC0RehMZ0GF1?P~LbPC6Up3j77of6yKfZ+d%+an+e%*I|84V6Ci04$urdIR^j={@!r-M0LiKbC%7fuy6Hmlr&4^T>f0;QM>v zZKW6EEoqfvDXsuT(8f68h`1BUA-T}`fl8)4`qt%`UR)N2+dBFr-yV|+B9->4%ay}zOdd^ zPgN1vuQFXFBBo-I-0iLqpVL_SK5M5fB3-$%qUuVvx4^-#pJ0ve#7(>Vb{T394px0i zY!i+CHEdxMX3<8c-^()9cM}yA>Rl~=Lu+&9+ge>`IT_!xG*&d?)_)76nt?yNgitKd zcL}GF^00aw%x{RSs-v=(x15QAz-NF&gg*ao1Iq{W!Rjb^(}_5Wxhthq?i)WLX7JS-whX?3s_bhA}ut4_HTMU{}P z!CE)CfNS-a9Iwgk@fp{a`Fc#;En}4*(k*#lVuZ>3HVeG=+=(U#-S1m?8McBG&6zmx zg&_vN^DhjUF2@o^4nmVytI}m^WF@w}`6r6{U^SOY2u~D)kPh%xF3~;xDZi<~;H?w( z9$TW@yQgF(ot0@`C9drmTLd8XKPDK(dOGLQVy2%HF)4 zgR~t&z@hpG3wh&N&^q$Hx9MA?+R4D&fN9Q8W9h)p7qsGUKRtHfw*xQV{qyTX?EU|I z`O{vPxq9=Wmn(grg~8&&&lL7zp@p~G^`Ubxn-amtFbQK-UoI|;bOqdbxCKpbzg|2o z538F;46D?EB7D?zXeT%F>(^)VPdv4vpr16&_IcPj=<(I3hX0Ar0hJ=&Ar%kp{vh zcE+!a=>MlGSLIpJlfsWeJ)XOg!Gt&?ybf z&SfUQb&ja&HjI8i8InC!ui}dSOW{>ZPI~lf}BC@CRxMzbC3D zt{1suFT2ThZYa^0-E1#(7CKC*2Z*(Sax~9W6sES+Vy<=<$w1Fo3Kw%Fk(8IbBMv#e z2^jX01Dp~YdAQlj#G_-?)V0PA>}N9J>jJ&xGTImp>@lsx9ZjY*s*UA8XfEPvT+8pt z1f<=gU$o_eAc29y3DSg#ht4pe$W`J!S@N*3{%nv{@5v(fpaxDgujDcN*NT|opQQDg zyg*IHaRIegH7dH2y{`;Sw%048X5Yny5Z5(sIsTe2%*qFK462eFOI*?xy4~sNJxj8-wb?3%WAu)^@43LR5WL)FLMcY5U7>qzYnbneD%N zqaHtLQoQx7Sknd3?#IUJM?{;4CQs{34Nt|oMdL@l>6Pwqb~x}68KCTRu!UZ^ov_t; zp4D5IVViV}!r!Z_Y-beHjx;h5Q@Sd2z5lD2TVHrzRvZnp*|0@=k=}|!|57f&yq

5&P~!#lkeEeX zPYOK8vIk(DJ-;3QcyB;3`UUZoS(mI_7fHr)qOe4KCxZrPQS)0LVF`Q6UNU zR~b=e{*@^QihYhlkB2XLA$<=Gy#GgSX6FTL-bUxt9=pAskE7vwEx4Wq#M2 zb!FimndEloaJjxs$;;&}s*D?Q%Ji@3_}A>vGHd!GL3O}J0!2<2op{TdCxQ2?DDz>x z{>VQq;ntn;p-y!Fn`dV94lnD3zVs4bQHG~T{vVd1evz}EcY%CT|6qrUZM_>;&ZMd9 z)h_XZD5St1{j{ncgi7PWqn-5GC(0VtmS{+{wA5y2FnUvJ_z9Ezt8UTNk9S#yo?;-*H-M8qp$oN0pqN}R*3v$>`&vYz=8uHT2 zjBB+0q_obmy6S1qXvEdOg@4KgB7rw2eZqqp`4pCaBq}N!Eti^!nrz{}l0qpD) zePCEJwpKmV6|JlkwEPT~6I7=BY#O2R5wH z?bkZ0y&G`l0*X3Z7VAP3I9O={ncW8j(u0BoYnTN@#|EFEY6mL|b1HZ&?dUmU;8VfTc(WvoLd+bpfkMMOr-TXrMV2 zvgslPs+~l(%w%Jb_B&byS`B3fCcRyf*$dO=a?+XCd!Le@7EG#-455 zC4Zrml3uN&!bm?m+FeIn>j-&5AkYfTh}@5!88=_JmP70i$=)}J-SVahfA83Hwh2Z$tC3P--@+PkP_0p3hM;Z-dz zdg~EcMeoDS)^I5=(8ExH4d?(3uDBQjP`n@P_?W&-NU8<_Oks$Sk8lGc+rC8~a(7st zYfY@G*g^yi1D|*S^U)lDQXNgyn&_fi6jlrI@#!kMT{Hz!Atw|nRw1bATr38%XDMD3 zE07C1M6&s43?&FFIOYmjC`&&o%WL+L58-=+`4t>-91(GLv-hk>|JIQ$5jeRgPI>@L zoUsvRtKmC2JrslpTkfx9sQ0bGGHH3M4w-H;X#w9syHSE#aA>m`jO1#WFTT~9lh6q4 zKN|@=^ho&uzbO7phKAbrQ*u{=f&WQDa&GN0@CNl-A}d>O70K~eJ!{a~ z7E!G`DVqh_V8BY;0II1%-N)&y`wSJt*U};n_$v&_;4B#lsH%pPwa?o}lA!#9lw0w} z_`lD&-Eg~@KVp0Sd6$Wa{=Ihs$rzt^hcW^E={Hz0f7J0Z=0Bcy6aM(iMZsTpmpu^3=+!8Ckq1<)xW40`uNr!XMNG&_?6?^hSn3yZ6 zb$xiB9NW3BP>t<+9%b%r2eK)eigxef7~(135ICo;$r1@#QPi!z)oyzX5*P*q7>0NN z<-?Q=BUN->wL1XEf)N|JCV$ErKy*&eC-QR%iRiGh<+ zYrKJpqb8?n$kF3Ji`FoX@dz%Hm8NFID^SVo6E9gykz&iak`dM#J&6hNfG(YOC_$Tb zsg=y8aq=v;dYo)Z4Vf4`{kXu(#y%K7o{Q^6xV-UhFH*G~O15<()mqi$900`df)iTm zE%a2hE(Cyr8uX-H{)jYNAW!ASxpTj8m(^Ur3zW`A@~KGmV^FHj6Sd5NKbq0k?^GQ` z+fH;w@qKAhwxKM7pE#l#DrBa=Q`J-^TNFYgW8Cz%?B~>CL1&Z-q)X)qDolHx>8bYU zW&PsYs2BXXNVMZ$AVr$;7T&K!*~{7*>Qs~$9wJ3N52f<4x&-G!dAT9WU8{%xpg%U0 zEBo{(+|v%@-^I!5+^5~Pu>FA6Bm`pV{8>iKlGROOEBuEK^cAa$ImlpzvKuW@{Zq#p z=YyAHwy9t)IQ>!Z|8y_ZyT{AcX|iLl|3t0Zt@2};to>f3Iv)ajLq!)7Hwgng&DwZ= zXpP@`H(YyEcB+A~x8)&$c{OOxW$)re8DG^?<`6Z}0P{CM5&G&=>g7~lHuej)e=kCF zaY&vj9&&a%bg#@XhSmH8|Vr-PAd`gB)_i_b5Hq51juh1bhCKHS|~P&sd4fu zCtNF?E3L^Ej337h-zScHS1z_Uvy$mgDKzCC`ggOv)O#OLsPULw=SuRDEQMn4$r7@{ z_zRh-kK%_&i<((YL!veN74>f4WVtRyEGuB$>=uY=3o{g-spCIWpjx8|K++Y8!raCa zR9Wl$*AmO3s0 z1AII_AYS>g@x-n0B5hY%Sk)YT1|@;YL8tWQ9kB4(NKUMgF}>upa_e1{?GBJ~Hvt#N z`c#mu{+?F9*K*=g>j`J0M_Wg4}z&WL;v3gc}HdYbC5%T%) z2i_MocfxQM*r^%h>Ad4)oqI^0BA%AstFOX4`5z%#<$pNOI?tbSjWxM|;L98qow-an zhd|5~B_kpgiHRsgEXKpRSfshSC@$0Cd__3Vb1!y?uul%L3p3FapZv6iV!O3jr6*AR zE)su?6arRYZMeOtb2Y68F5jwB8JZ>Q8I#mGQYBV)I-^{w*4}1fo`eaFsHAjD7hcKpxnHFww!J9iT0h<7rl!105wT^?Mn$_C}by9)CO=)$}nPR9TB zYCWh>kr{SG?ufiWAsm^_cC=zP_NF)`q2i}=#J8RT2 zJXgi#)}W=(PVqZpJd!3feT~lf|L);7MZ$*X%adGu840koy#LG^ohmUym8hA7!+Q4` zeLQjC!4Fa!=baWeQaC<4YifS0=#jr&jLZK?bkENim0u(}cpQ^Id2;@j)ciAHs_*3+ z`fDlw?#Uap+;9B}*Q5OfMKsi_P?Po;y<}DVngkhFo zyb#7ON17wgksvx~`;lJmg>7_Cn9*<)ntDkWNHy4#JQkzuqk@CIHDk*Bgn{H5j5wN^ z-*cV5EJwn2aXB+hWh_S{u=pdois{hJ_5Zj|A600ooZOVXa3Em(=8Czkna-ZM&7wJd zN-lF`eZ_><$`exQBYI>{?p4vNGW#o0onKBU>1OCkp4E#=esrJJXgXi%SHvrzL7rD~ zQOO=K?quPrxeJ}<1z@}a>-5dulR6?mXvCNlPoTbv9!jRP3pCbHcd#1MLg)qwOkDIH zn$~vx&fe}kh=j2*JUJwWI&1!H{3+-@W;av+gfEFDvz=d=5FV4ww29}Rw_X<@4?^M~ z%g`0RTaWx2m^wF?nK~-7Qq*P7=wCUhG5?{c%S~#i7*k(4t~q;IEOk{)c4Aw3|IW$+ zV2=M1p?xf;du&#NQVzoe@ZtspLuc5OcQTNv8g!#_Yn(}l5A?NW!j13`S$V|owSCAG zfg?$%9qL*^O}PPuCq*E4#&d_c^_ic~Q1L7MqU%&Rf0Jr~^GhcrLkHct+?91Q-i3Fh zb+UR@Q^)9Jc@5TyL+L^1F7JJ1Uu$X$zQnr;W@X$~l!l_PS(!4m&7;8x@W!fOd|Erz&!W+8Ms8NpKdB4~lod#{ z`oFkOm%C}=xYe|*U)ABZ%%s9?=AvlLO)yO?#Kl%0@A;~u*Lq)y8x7~x9#OMGWirz{ z>MG? zt@5Aja4S#TN>)xsc?*SkKB1mW+cweN&_tG%XuFG*0Ow@t%EW*(rjL9D2JQDgbFKZ}bF6lp zNm}odd+GnBuiN9S*LCLjy7Yh-^cF^<+D(FTZ?3s&y=Xd-9TBup66E4xl7|`7zY*x5 z!^{kz%#Ylw(FAlZ9{CN631n3&y_G^5Af!KmcS)%y4^4{Vbv-BjS^eC`!VW-oJu3Ua zY86aOzt`l>8hrM9N{!Rer}5=};zd?d(zF*k5tL%{)YOF*?WiIV4$DmP;{QOWe^$Su zqX3DPK+AZ$tOMKN%vSsCgYInEv0U9N0E}FW73Pw~QzR?dWv$nuH<uAf_P5-*Mt^-=5*Q$FYp?edyi5$W-&yX| z>y=!|krxSHPVh2dtX7M7CQZ^>VW~H;@Z%snJD8~`S90AKhA(i#QL1PRnfIBBp;zZUu;D;evlyI8f1 zIGi}%VEJoDK0_irclm@-`~TM)?wd^zD^jY_!|Z`IO{aF34@10WS7X6 zvB#)iY1KQ}Nh9}yh{(Y6dfY;?xs3?>R?3ZxOst|yZLHu4Nu_$I6VYQYmUH4GYn_QD zau|UIvV58XQ~mfrx2^DiO0=!TzgCy-{L*t)hz|`J{UYlku7OEYX*5SnRRg55zr_Odc-Jb^2x@p$wVmzWx=IaKaa zoMoX@lj_ z>*$G*hylh<17(E7nwU0axNg<)#9BB=BD<;Osn**8bjANwXM0}BYPSrpRU%kIu{rAT z&KuC2Z=0Hg(8VHMm>S+!F_VMJw1^OY(!`caYa#ktq|r*6`%g(u+*?v?8OXU6gO;yx`8 zc;Co9dWi*gH{M=p4ce?0TY*88c8R`9FQFm7MsI!RS<3-nF7JeHsJ=>9ZWvg2H=(KfN_4Q*C%vo<&cwuU~XWm9924-0T4+xpXWCXar5Jz(OCkd zq3vW{P=;%r7zwj;wY+N3*)(sU$%7`w^Ooso29Ki&#z?-D6eUdZc0ZH%NEJQ3H?sFg z9uN9g{}!72M^(DtDE$Y~BCS=qJ~D_>xkXjse#TxxkMcqQ zKp2>4Vbu1l1PwR(l=SiPpDeU$0!-q#AAnQYOeJ8!P8mx2>pIcyqphT!xQqVRbR6NhnpLt>dX)<1gxT>nC0#%d#s`(mTuB z-_-J7T2=-s7--}_I`=6ES}{14;c++!%h$CEDW%~SP`exe)gNo3Hh7Kkr}6xRlT>X# z3lZ<=bd%MjETcObAqTH4*Q&TBLXW&fAw-mP(f*)e?hQSt@<<4)<-6YzxS2X6%OQ#o!Z0@fzllvzM8$1~=**(>}cnfE8 z$|FtW=SW%Me&xOGnt%V_uN<@aZuz5&@Hz+s!ZJuvo)v2g-fH(L5nwr6WdBSpmj_w6 z0~j7^7At7vHPJz*#YguiKevPIx49GIfxt_;Ji7^p;ngK22LP+B@V@lmre+NRJ16H$ zr?KNBp>Qvi$jPoM11kHNm@k6Ym|0j?p{;1pO2o@3d*Kqg{$>Wr7QvU)K@EgHl8!3e z(D2beDhxII=V;-?LKqHdyuK77TI(HDE3I?URQCgsr^4842J^gFw0GW!Ymnl`sxB7| zQMPYxQjT9Mc8m6>MXu`HD*xn>ZnAeQ2QmDGD@5xCMleL&p#DhX@RURJi#Eh%K`rE1 zZj0O2IB1Wz1r9H=EY^;6n+c_|0^+NGf28|_|KpX!!d8rOd-|bKuI29>shTO^!_nmrQ{%CASFk#LIl zT?y>p!I%g$pMEa`z2f15 zw^RaYr?oDyZ}w=H1?n2(o0Mvi+M}1@;#L2)fr>sQIvjMG^a63kQe|LJcYD)c6!wWI zlv-`XdjOvWtLiKWFt^KP_~^{PHHRO!%O~91A(U3%Ie-%t>4fu@;{SWFSmVk*mr*0n zJ@-1rcP3xH_`=t`JC7`?^W+Y3zpbFBS#865pT^e^zgJjga!85%NUI;j2IL(MHdl5OGZ0Dh`&SeG=%3+rRVt07q}hOx zAo@uIHNkw_KweERBPTIFDprb7Xo>#xm12A}2<*v|HKwtUkS;!0+dnYIO|c*w_1j3( zPgjc55DW~+;#lDv#bfy`oAu8NUDGF}Qy2G7U!G2ltV{PxrAK#9UoYyD1G{A=45&P& zEi)!pF{~!pT$$)vmY$W2xAj(goPV35z5M-6%HF2Qlj>>-DsJc@=8e>wNZ#HA`s4@N zFn&|`jsNJCCer^`YBusDgBxXPz8HB%PUR+z9gcx)O=BgrI?h?8%R-NOM`J6>Clw_6 zbI*JQG}vCD+A_WfnEN#Fevh$5bD&0qEbCPrtNx>uw@4Efe9)5DOR$Oa^gKIWqtb0m z0RO$QZrU9ZQmm7Wjz4&WN{jRT>^Qfha84+DMp^v^D#2bG@!~Uy*kZEVXqQDC8mX|CZ_$~;cPwqQ(i1-M9t4kr4*#XNPhrz) zqk+?h#uHxr8>s$bx)c#lGq44s%;L&)2wF|#)#UVsRW&d^vmd*VY*PY-Laz6VvTEp; zCMoAx>rpa{>nRjLk-p|=8Y-Jc?vqLz#p!ys3Xqh#i;aBRpn<^ zi>AU0B9?}3yAnTsL(k+hwLQL4*4f6P%X zNlCVATpp@CS_~yKF(S?=KTPFq(cN!;Ky)AdOHq0D&(p^Yt~~usky$5>uAKC|mhUS7 z!tPU^SORFssQLuzjXv`oG|(H|&n?~l1n7`&LnNfrdC&pzJ|2lmkwgS-m_V0Ci;3l+X6-n!ymhy?-7fq{#`#UQyy7lm z!;4BbIO|=k7DQ9-vX4}m-5JPz>go2eJ-~&n#$>zFK2f%wP)&ouWii8EBcd;e^P@E< z1$M}$N)1DSs?}$zqmh*%uhpuXsd82eS1hePs=OyDWRD2-qaF>!Nsiw`%ibVc)n6rE zQqZvB%w`jF0(*88Mcel{xDpuB#tDf!VmhracK|xl|LR3OGEoloFUN)Jkb6c*Lyrv` zaLS+X5|)D3>|gtmK5NFPbnEzdw`1eAebWPa$Er_Cw2nA{l3N`fbO!C)AHN(CAq0CGl=QkL1Rd z)sS--uQ;+Y0U5-xTb&(ZxD)&t0kmHqx0*QqG3;d_G>0DqWBaSdLg@Pl)y+p8P3V~;`d11pOI7tYi z(r-Bqgz=nc!)g(&T}95~^}JSAoLHY4xyRd$q4xj!_}=^e@cuvj;-}Bc_4nR`NGStu zr-}-ySlKNqGMJ)VeeKdTG}a)W*9&)27^QrmJkA*%jdE#>9EemZ<;YTJu?Q`}@=znu z^FrO_X{>Km(K>Ddr#R38eYK1=yiQf%&$Urq5LVrQTM*E|<2~$nx1rbZCRxQm*1fbt zOn;D+4G0k?Q5jY?DgZ)J85$pT1cKjS7;F7|j;B>li{~$l^}a?VTQ5#^y)@O-m>NF1 zv#5NIhM?yIc&6J!P0@^sG`E8os8^j@w+?n67V4_3B8$5fvp_~WLA9qHvTTAOEo&%; zB)5vP>iH_s_@5yB^IEMH2XLS$wM>tk((n9*Vm-B_3jvk+T$d%=Cw}jo2&;*GpHaxh zn_4P^etI<@)PT?ib&t~Pz;HUxV)2#9YGZPKf9UC1?>LhL{V1mES|r6*aZpjKZj;z9 z9(7?BpL04n+bhLpQLS1|*d|Bb>|Pk@LWPX}s(_aZeD|Ybts?E&+j4 zVak#W2^uI`Xq9J8LQOurgK@FZm=y#GJMRM5`GN$s_7$}y;8LNn2OEA_BgQPKP?OzW z)Dq9L7wM}4YrGC0X6<8jprvl3sWk-SW+akY;YC+i!*5pRZPG75m3N}Xg2duSJbNDl<>eTJEZYMrBA@nxB9cQu1Oi>fad&E5R z95H}uWJk%tn$)xza>5*}GRmug;sfXcjk`<`p~u!;Ul;m} zij*h2wIb}#JK0@UxIC7f8cvOfX0A$QE{avoiI;aRt2{oEy(E$;gmdu5R!)tk=ZW(4 z8L|AG6rG1x;Wo6E3FWEjkz{qe@;;HQys)g|qVn9RSmn`?+)`0qd3HSgi*Wu0vfZAx z%5vApaMefdd8~ctnTy27kb2T_J!BIRuY+ao+0jqDZJtW!)_UMmH%WjcJ9To%=Q`2t zCnzY9hyPOQJ~Nfywu1kZ>Yp;)CGvF(91=A!wwiV;J~2UJ(|&nLSLisqYAeez%pjv~&*XpV=#0C?tDi{hmV0ym?k|R_gkmLH$7#%8tQ9<F(I1k&|Xb823vTv zQaucx+qEK19^xP9zS*(Lt>UM;N=w}pz^FM_y)?y<`xzUj`E<9jCgdm&06;p)JO;F` z=E951@u{#mwhr1EuF&yceS~a{-<|H3j-FGNJ0X@owk$)Xsp^HmEvwQeS67@$Zq_0- zPR%58vW?kV6Vqv_|0E?9SIGfFZdB9u_)NIDqzP;LB{SS{iF)I+^<*mp)@bYz*C?f> zUHpk}=_E`0thaPm|KS;K%7R#sp*-X_BI$oP!>ufgu53Fg|CSh)zi3SUcjVPg9uN8d zto#KNa&vauVbz0`w@eO8UMoxb=>8Z&Cz>4CH?f_6`l_V(Rc}Q~u?6jTo5m~xSXMWmpgP>kq0mraI**Gcd&?i4)R1K9EB}1#k5_v>1 zxCou#m-0O0TdSLXy;5Ceys;Saea!kqjgWAthqCG;NsXt)Qgy6@GMLcQXe;%aE>B-1 z+Y&^YKBInQA|B? zEt4zym!+=}mE>T>(tj4P8(-ucDa%nx^oRiWU@#Y&;*SL4x_A$3=SUk8kbUk&dYJVA zr^T8yEjYB~TWzANJxr)}1yP$^TP?2KnQoq|!RVER-c+LM<`QJEAt^e7X348sd5yHH z!>2zZXv*$@etVL9lsn^b(`K*0NMrl(Ak4Q0fv$f|d_}2qHPP1ZdhfuRHesuCkn#zG zIx>;qeS$nqJVHJ)IYhf7UtfV86!`q9t%RS%y6vfA=|VO(9lMR-TBaGi8aoXhmhD ztSlUlMar|0Sh_5kE~_ewL@OilbXlSzR*{P(6Or;{IGPQYr^@2#a0CmsW|sULXE()q zjnfC_cXb~Tv`U8Gh3(U4LnE>1s%_if90Ix!y z2WSHa%f*o6L_PmkKX)hRV@9;2J+j@{T?|))i6qz8AOQ@vFL$mxHiF5j$*AD|SvT;J zhW+#2*E3tYCfi5Ea*fI6-sS0zL}P1tRku`K&+^8hsk*-L>h5K!eCDip`o!|=0tl49 z)~SE`k=bsv;x2FW5BmHKF5tJ0=xxNI(P&#rfidD+neBG3f!zi}y{NDfb}g5IV5W%D zXI{xZGSFM84u1(do^~&FzD`XyJugyCH;PoZ+QjIa(Z!~mD8F+1>d08-JtaoyKzp&i z=5ws|M90ps0NspSF1v4Rg*@v4FdCnMM2fI zCRNvRIwg(E@$hv!&mCV_CL&ZxjMbRO?IJ#?GBrApokm0uCsS5N`w3LibhI&-cB%vg3NM<8pQoZXe*{X;#n{drMw&SjZl3q1rR z;iZ|3DqY6(I2JPu&ev+)1ptHU<(yxmhKIWGzD4~)#xJ&_!&vQ^P2LKb9{!F@^t(os zF7Yl|gHx}c>Ks8?l+&wKDWf430ACR4Y#WG;L5Ah@`FC9C)(6nOvRA8A zx5d^1zx6^lKm2bx*@Tm7rAm11?TbrpC{gdiI{+`mervo5n3Kk4ym4ktFNHdvu%Vny z40|Y|{O9t75wgEr=eK;UTRXPMT#q|sx}mvBC$o5$T=Pg)F1bg#Dyo(rQ7bgm|u zad^?^v)cX{-d_I)t|HgdsOG4Ac{?yNYjssgMi|uCDHhqWJ)DR?^dfg?VXvs{|A?sQ zGq=3gQK_57q7oDHzr`yZ-{X*=f5)>7Yr(s03;a>4O@ygR5PD(R=Bk_+sE5fO7OwNp z6lqfDyhIKeU)k~gz!hb{`IpX~@UnnKhuqm{p}LBo1mkN;>Rk=_b%#+`MTvYcPLuld6&5h3SZ({rhZZWs&M}7 zaQ5=D+_~ZW%Y42TB8e-*c`S~5_;ekQ^TYYe!uditzkmaAiUz9HhPxHZVE=9y|cEV=!@)K%R7)Gu`o8i^~u)b|zs3Qyev z9)IOpAri^IBurJqaQ=5}`xCQcHSb^H@gt8tJht#y$KyL5uk+Z=<1-#a4f7xHfbTB9 zlgC>;_VY09@(2&}{a<*z#$z83^Sf;#TqvIG;z)igpJ}W7eKg?JGRos)P(;@4dWWsP zrwYj`wbT=fwe^ZxpkT^kxEXzLvcy#tgh_IiJb_|F=VuyPj-by8!i9o)8z>H|?Lk%1 z*F>&L)|ePXrwYze*H|vvc2_yyD(uIGY-&2?GF+<9s*AIXlVRZG3B@n@ME6@4B)bU_a&(w>(6ApNL)nyMGD++?~ zI%p4wkIol&sehm#%5E0v>LHvl_jmu_s1EO7&OolsCh`Ym@yRx3$oUPNn`KxAZihM9q0mxuB5*N^2*#(`AHEM_0;QIJ z%RCUfODKpwvvR1d-iJv@U-B{uG)}!SGgwzgV>y(l3*z9MaDkD96Nm)=pfktZVp-TH z1%{U54xF1b6uBC1t{vcq*=5@{kNe|FwcD}~q8 zu|YgWt<+OmTCoLLi{c>rCr;0W##++?69!?ZSRF{Ih-LMWbJmJ8!4*J{$jVFO`qc+@ zePN>vRjiQZwe=PK_ksM{rP^H9St>F`QO)+54D?$(E=-N7TP2PlON^f$>(-N`>@F8- zG>1D@R`tO{P1*S_WgaET4yshsp_IxUhTrdaS#NRmADZ$QcL>;gzn9kuK*-$roP{D% zAW<#|F_x4ypq__W2gMCa?s4{uMb095lcV19GPkvlZ=^t0hG>7(^&4Xrfml23Cq{+p&(yuTfQ_<_prB2wN5#fOZWxP$Z2w zp{eLoERYuc3?R!o6UuR*LdUdL-ANHf$0_|lQ`qpEC zQeT5KG9JvK{Ai&6`ZpAYzn`~Yf<_qx7v+mVZwYIhwMpc9+-ErtSS2rNHN#nLzo-z& z`RMDiQ z38T@d75zlV8+VC9{0A9Xp$cKukFxVyxWhHt058jAoO-Fxx~DQmqcG8U)|slHZWVeJ zRe4Eo*rp%UR;H3Vufea}fmU#vUMUvgq)|tq6{C1nJ1~2wFm&(@l zBB}6(9L;6Dsne}JagI#+1HeilFZ@*KPnB$)N1SRDKBl)kSoQblcx1jY==QNb{72#X zi^M!JK{m@eVUzV6D@|;aPWX)lxx0E2KbATV?W;^~b+$Uu?d~%4dIem6a!7kvcnDu}M7OArF>$NeRgBl9V~YkkJ-!yf)7Ax{hSu^?JA$ zH_Btm8}Cs1xGweO*2RUqa`m_i>@M9pQ4uDw->-ZI?Dg8Z$*M-{ z%hR5F0iRCVAeR$}9b^hgz=5R(IPL!QMK1j7G*)}Wv5p(VxTv7#iDERhs00-nmoLI9 zT7xoiZW)Cy#~(2Dk?^!wX6nhxk*&rEZ!xwjE^c5NJK~}EP)1FQ9KIA!N)q0 z7bfw-mbJ2J60Sp%0gvVIV?!YV*yLT*OKXJej-^3j%OTefTzvhpJF4-|$_r5iNt)82 zHOvsB&{RL4dGBx40BA`M-2sX=Oi$BEq#k6Pi3s?HQsfQ z$(ZoXy@uSz);(E|BMdWZy|~}fui(Qalk_X=>4F-tUEWNM?b1iRefD}11N!yR^GiO$ zRr!XMIP(Vzw7?W84;!}YNz-Oi-tE9OoJgC#Ax}0l;47sGPNL{DX{!V2t>91yQP8qFA()4gVSJT0O)a&RDjXcY0L^Df&CunuTI>cH}~eenh+AZ$JfW z9yt{i#mcn$C&RSr%bVOpa+QqNtdsGkuI0VRDCl&)R{98haohb?zAfz3se$uKt~TpJ z7go@CZ|F=9r5Tt`GWy$dCYFait73%rm{M#l2dG&EVEbvKRG2h^F;%Y=X)kZ|Y*Ohd zD4{U(Tb*+%fi2)$ZJk4GRdY8dCX;%wM@;Q3YDNn$XcstMwhKwokupkxej=iEU&xA6 zmy+*100!$NZ*cAj?da7w% z0L7Qun2At%q{{8dRyZDZm#fMl?*JRN6!E$3)(-K8K%)$*LIzYWT4dEaxzzbj!1XTb zU?!?qF&?t?c5#tD#tfgm-sc{~dd9ot9IzM4RGD#~C^coSE5CC(A`L1+?XkY9wP872 z_sq=$9-S3A27eczAA+G@K_r1Mz-iN^Z3`svRCOZJpQC zuEfuB`ZtzhhBho0^X*;2YM~dM$C%e730^C8X1%C+RD93k+r|PmoJJ-GM4r1|9AZ`Z z4|Z$LEpFCpq9_5iD*hueIf*VTXT7B_gt$)W6=qOqJmE1bWE zICe5pRUXN=|EFa$3xv8>!{b!*g8Gm_NG6_{vz>v!QZJ=NBkvVQ~zGXf>xZ$ixzTj5=QPbBhD z^`cVGDN{S=B`b|+{)5K6#KYbAu?6?vO)hA`D}mv3k<08~8|d|eqRU^TO^&A}*NU4w z^|lwh3nbqZ2WRI9&^n#?CSep&9V{y@?k6%<_!TQ+h5VbY=tZ)Y6Fj#ovb*z5nv;s5 z?4MK>F7RS_eAFp^<*jbl+9kTO<#gI&jrbHz$Qdg&gY7%GiZd12UE&%=6zOaKtXthG z=L22Q`+)s-|CU?b1nGe5SVI5qKYT0sD~Q^$J78iUKGZa+l~TYzin=ca0r2nO)$yE> zko{~e)@W@TD#3wMT?wun_pq|Ym{3W1zm$nj1RxzJkjOBvvncn`!2PnK>zgt$YzvwD za*-Ul7lbwA5p1oq9RO__{hz4e7;0X6!7>^A-mUXghqc-IO3m|{0Q*sOqqnNY1L`@U zD2X)oRd{X?8-@}G%_%PJL8Z2pG8y!4D^4y%h#wQi29Vaqk;^~7!j_Rbkf!UCwR^=GB{HPZx=I=fzGiM=N1!g271(02C1^6^-u;m zJ|T*u#&d(|HZ;*GXF9Cbyt$1jZwehGbsdYW!i|*~chJSPNa?QHW3A^r*^GSbi#AN* z5+1)bBG3FiZ;aWa<@Nsbmt?ZASywfG?ijwX<$8g2&~1N#@@M}Sh2tW%Qa1Fkm&s7g zKnSU+z8-9$geu6M=C#%<`W~+&_o~pBU8hQFReCvWV-I+Q4HpyFe#!gF9kA8;ErpYe zRgTIK$2G^27JL-S*1P47Q^a#PGQ>t4Vgb}7t~eBGC+?oEoAS8O!_Z9^8W?#r`YP3Y z`Fjn&;LB*ym~xNl9Tvr#JF4m;SE{NrYULEdbDf=PY#JFHtZHgXS=Ocg<+sCLvlBl5 zFGN{wzw%Cl(Hn9P?FxMwI~bCA(~6`9pv}*-QaICJE(V*u$MjB4wnU%uf^PB_d(pZE z%qpoKC3~52X}!FfgYJ!@|t+(jM0d}`k%Tjl#*OW>u^fEitQ&v@`v3CXQ z=2O;IZ*d8-RKZ%z%|KU%U+@?``Xs${yWv_|rZwY6r(qHXu{3R)BY(DbM+ZoS0Qpt97d% z@!e>@XH~p$v3k>rfa+T>PYl-G=vh+_x*fw)P_S(j?U?oA+`5Ts;!f(CT4RrqX9n6j zSQdPLn(rnHKx^yvsZCZ@+gCsdevqVQlG7mraZ>`Gu)k#mt#5UC<2-MCOz(zUzbppt z)_`*2TPM^*lz|a$2p5r1lUZnD@<=?&UDYV*%m}!cvBqgSUv!gN$Af25^41E)tVX=N zmD<`PDtfOwUZ#8X*CTKPml02LO=No*D&smdbQ7E;0p3iCi6^SNb-v|)>}ZU~|KA;( zjXU&<-Qwr|$sZK`yH|Z6+C;$L_<`8y4=%Bu#Oay-P_+0*eJGB?$gm$<`Jp&l_@9Tp< z;*qLYj2*hAskT+#Jr=8D&uFZc7VG&LBzplT;BUUyy)u3{*2*=R>pJw}_}_mfDun0H zUg=&mlSPTIP;dBeL6CKLze9V6!u8>BHWto8kdc4_!_Z#jcvBP31CfL&0~U;UI152W zh50s9Yv?n~&g=<&1`I=$;oL3@C-;~8#L&mWQL7Q=wEf}_{?+%p$H}tTvd+K93#A0b zpQA9Zju>LZjgEOn50}imlMHMSd@O$ewPKS2()aGHS787nii&fz-LPjq$0Vcz%sYa%) zF;3!cova^(VLMo^lud7_#cHVRw77-ca=03$SP4cUJPkguf!C*`(TNPVQ_EXwthBab zwX_aoF@(qXS@pI>y(xD9F_$Wfl1?3cWP8R6CT04Z2Ft3K^>SKc@HG~5<%~1nDD?*A zKtv>kPoUT$YLQSwOq)7IN9eqT7QXB+w2hZ8fu<97Y-2jebQl-1?|r)xtA&ra-)?dGH+4A={g~uPBjP( zV?C|Ov{4Nlu@F(KxxLYg1x~FEV*DnQNkZUcuCT^jCtNZ^O?)kwI#G7aSuLD%8Ps=+ z0Xek>;5Z3LWROEN@(*YjxNW5{W^WOJRx7eZ-GI&LivvYw0K*Po9$0VRSa*vTIXyn* zjl>}+bg;{K-<^3PS*nP{wd|HaprKJznNU1v;5FTX^8`tv`$2oJ5;~o6V>M>N~kjoKE>kD*C)= zkl`;OpNmg`x9t}!+^J+1UUCec_Y$>FT#g=SjmbQ!a$_=Ip_QO(+dxybD#TSc^o`Sx z1MDPKQ%59FuLx}~*W73 zLXR;3ClQa4dN_ix2p%(uD1-J~X@&&dZqRf=Qb*Z~gSW)=Dv@-wb^YOd?^}B_J zs?U2}$eKl1B~^=^1#}uxv^WMmylEWd@CU$NHwsV`XItlR0bpXL)YMYDVH4QXyC5kj zESHfR>2Sp!w}TZ>)^hQzm?d$fQV7b3J#Moo%Di*bT0yC%DK&NU6~Dg~U45tJeM3hX zzAFF=U~a$~m;>y_Od^FIsLBdHZK4UlAwQ;Wn?X&gHWS!V)J{oIPY}6TsAk?1+{BIo%Efh>+9tp>ob}cuG6r8OBA^fG zA;;|#rw ztn=BU_$ctk>387<(M`QUYU?t28G*!e+9yQ1g5yA4!)>`+rb4R`aInR2LxF`F{3;T8 z{2iQ`T#~UgsKW6+R?7cgXm-k0()JJm3-u~>3su}!tJUU8)hFh8KZqGVL%O93c+`w^ z`MXe&Ib$yY@03|8s&Mz`qBf-iK}{&A5%NF6)e!fr7F?-vdS>`J_4L*_uFRWUT$dKf zcSTu+8L(!7IlT5hrZNcKy*jr-J*%F@*=EC(PI*!)(8`CnW=uWnwt|*Gyjg0vw-1E+ z?R1C3X}0I6?lujuyB#6mmn**ox25-Y?peA zJ6Ajh2?KZ*)8#EQm0V>s9C*0kUt`b$`wR5;i9O|$nyEA&-f(K9vz9P?tyCT8vjX6e+;v&HG0mud6 z3+9KdE(zT#Q|ap|bA{XAjKm8e(&U9)4%N9DGQum!2gHqLzT2;ta@d!O#}X{v@f3nwyc+8?*(l2!{6K)U1L`#C@05*J#V_ zQ}&9@#yK6RD>!)ICo~Zt!AW*3sFRw!j9$V#BV0gbMQ$Y?aY%EpBLRj;=lCv8sis6fXOoUM zZP70?B6s7oW2&iFj1uyS_?~XxfHQJTf(`V8dV+2=Y)Dd`9;cT(T81y82lxp?BQT)u zlDEZ7gU|7XJBhWjyn4O(m6E_6YhL3*<%L_GwzpDn?$j-p{o;l3 z5e_^Lgo4cdLcXLd7_-&++=+!oV`v}3P$m-9+NP?mW!9LkPxF3(DTPJG!QZjgzv8I2 zTx(|Z6~+0y9>P>>zuL{((DD}3?`sXIeY~y};MP0J5DrL+0m?&f(Fl2O!WQ$b{jzZ- zH(y+nn2=y2wky=x?xK){IU zG-BkNjPs0%7PovehZ$?E(I^Cr8wk+@Z4@mfhgyLj@RNvx1TPwe#L)OA!3kuOv zPlyJip-qd&6BD}_C0-4vbLPo@V}6wJ+z+PL05*tE0_ z_u7gmEbUl)#GF&TH(4*@MBHG&o)#b33mAo*7VWNJRRfo_tRv+ms#a0Zc(fs>&wHVocB?7TG@z=-?wD z4~eFq5vk16>cF8>Gdee_0##@LmM8}%!uCa?rj!+o&Pg}d;W4CXt7@0C@6Gg&kPirc_CI_)aKt)AFMgbMmsAVHT1VlhRV?abjL`8JeK}AGSL`D%E#LOTj zhCvL24x`9;*Dla`@BO{s@4olXue!Usy6RN*341^L32UtfR#D0=7!hI*Ie_JCA}Fbu zHM)%|Z^*tN!`JJOGo!0n0uro%6JAa61YQ^7sxK&vC0}7g^xdruF2T*dHDJe3w+`170_f~he$@k z0FBewlup1nm_=X3{Jb4*pPF_SegQQJ=V%%K427$)w*nstR}LY?3bGm?Bg%KP%+xH30Zq3bzTfU0B9qRqH>&CRg@CirWk<;CMH9 z&N_zF%Va7X^%D=)8SD{bEj~-=YYd^Iva9dmKadQj{B*XF_6P=WFuq?fX!{}ZE|7-s z(AX04vhgM^Ks5BH#ClkHBv2-L*5{Oi}{Aqupm&!bb zD!t*VKs@b@xA?*}-cZ_$1ZAYgA4qw^<;YG3qAgzJA0uc(o9Fix$0Jp4v(25n&J_o* zH972iLwj1nc>h(<3T3nHZk3ZvS=AaHS%zg^9p1^i>@QdgTxER!_N<~%*sV-joE25q zAK@)yrP)^pLbxL4RjMh8l=V|uL`cHAWizA$vY(5X7h)8x$i)B-a#0U)`$e$b>Ft*J zDJF_L{rS-pcC*bJ-{4*d3PHL|1lDp&s0D^oa*dVr=vO9HDbN()ZH0SR^p?Hy|jA{_*;}0;^ z<^W~CK`&t7@&x9lhyT}4dQ(z-9}-#Q%kvr^hD6{R03C8b%0#9x2ONUUiu&2eBNSF9 zK(E$nX{~`U@oyO^?m&(aTRllGL$U;9S_U#L+P%c+O^mP~wimO{? zqy0Uqr=$}cn7zfuNdWM3bxNdJFV+pF-B!}11dSo2U&1mVhst#A3}-ZPOSYG z`OLGt=EL~w0l?o8y_y-X`5e>{{{a5w<7j>OA|9{BOkDza_AmJ?2v4MT;>X zDj}XEYAV>;d=Ni3Ve2K?ce>2yz}tPDyOIYu3N88KS!n=;vn{RS9s526aBYO|C3(grqTN{9O*q=SzU_sf{do21>T(U+v- zRmJGCA2GVzaF%zV+T{`Y(=x)gNrY>-8Ygecd4h7FRpp}jD8HVZ^>`9C*=lWqf-$vj z*>0rptE^enT9cZ^?u;sjshIpX>-Fmc6?0KKHJPZ1CCbfMdC07)iIli~1;J2BGFjy@ ztCNYeFIg2zR-rF_G+F63)1hQK8Z8gU)8TkUO|;zON@iDIH+xB~zoqP4AZ(&eWHrL} zr@_r*9y1pLd4J|PbMddhl;zg*Euxr*sGe&bY5_a<1aL>asKB~PH(%Y5l~uIa6Lg^L zGq^(3Ydz6RTwwjQnAtK4--ir|I&x)#;Y%8HdOTV_EKwefS0s|@!eCKJA{~pC)g~(| z5*6L?bUL1n#mWoACA%?W(40&T!j+$a_o^xZl4dF$fl`69hswvP+uSXo#-bkw`o$jM z&q*zutNmRm-K&SLNOrtnAE5t?vugllip35XR_d|7_R&F!1fEw>!G8`(k>S)Kq0?u` z8ttbeNyJ+1r-97>aTHgw3uEbip_0yMd3B_0U?M#xSyh>+s1Fy#14Sc&s134jNU(hx zR^6KHrR-o%|2kp^v^eEszff1~DX4z|VFbm?N%JMW3lvh7AHsQpM4QS-Kr$E$9K{Fe z@Hl`n!U%KY{Hj|H&O973NDSZ%U{LZhMd?{BtyZ87gI2!1vQ@<1Aj9cA1jTxlb z+P>4cG*jv?DT|y|7;0)AJrULn-Ux%300hR(S(0L2n4c=#y8vhOlFNMCEjF5~>N{^7dr=%{pbKzFcp zNVuXZ-e*F%*Vt%pSNzW;8kw>JD0fb4G}hH-?b~I9GYNGiQQtt4EJh0v))-!Oz5Aot z3dAG;kt;&&4ZW72QdkM0C3j%}xx{aYzp}$$j;N+%j>hJ~=-{a4X~^yY4?341BVQJ@CV*(NLtTkIAr!_9hkD`gi=qBHCq#!&3buvO6v~X?6w=00608mirx}#B}H3Unw9i z07FIW3?ziq$GeNh55!EYrv=s{ov_>wk#OZ1;o<8^qFeatj zI9a8^g*eX2&&LPgG~&9F*>LB6^YY+RG@%T)m7&ma2}%|B(;4OOp{#L?ELMe&1ON~c z#j1btP#$TB7ST6w9&o#Mc45B^QZW3)pRAEy!<()HM>bq_it4wi?s$(4vBf=__5m6c z|A}Y;wv8+&2Gsr|Xv1caiOTUQLI!X!TSLwh_h{@sY)gPcsiQ3YI0ep0U3uJa_ateA zvCx0Vf6o^3c;#O5IRPpLHx#J15a2?8bz8MO7~0^KNaOJ}EYar_%xxC8L#9Dp!KCWg zrUsMUX-$6DsDf0ff>R-*Z5ozBZ;*SjrSShs~!}t zuZnintT6ykgwpOx1-biLLsd!jphko|iZ3A9nk#Fa#oGMa2=Y$DZE)#!vOv-TOlY~J zKMRFv{sj0yz)Sb@kKhPaO+Zt+wsJNrvw<7{Wk^?LJL~;{!Z&RP>L)FMGQf?WXFTb4 zu3&d-Y)}qe2yuM2QvQZH`~baxTK=w1NK+1oQ%ga5zh4xd)kAKe4to!X;o}PdICWQ3 zyB#jz9=;XlRJj8juwK@vjlbKX>gP8HZTQP;YA_V8!nw5UrtcX?jg*PZ(Z~O;E1buuy~xm zbO~0icq=;i>;z>A5y26CBUvfCbpYg`cDoP^Q{+h3kiGD^U(@)XR3ULMM0}N|=;MU- zMt%Aydd?|isEg^Q^1_g(#Gd>~qp2dyjW!|f=j<2a81$gj(6XZvtIulyyk=0dKZ1-F z_Vj77iQg>f3S7ov*jW$D6F^++@$=D%WyT6cOBE%K5?Hic`V)^0+D#rKSuloLaH}R9 z3ufr{m%3V5E0pxF#8Ej>Y>FCI_~M>-&V#z^*JID@oyP zxU5TvZbxfE=u%K5QB3^83i(%5>{n=w*z?D!R#o^ET2Z4bP@xmvVU+nn@wR(73W|sL z1bNOh=vpiw6UOU9#jIqf8fUCjhFmK?P(F2$>rLVwHDMJLw zZ~6Q1epf%Iiy=b&bcR3xMsf-DTR#_q#t zf!WR27$!>n0NB~}Yv^5c50Xf%@C#67{C(`L5p)k}n<>CR&A*RO_c83YRq$6Mf7mu2 zX=;cqB;UxjWDeu`uW}{pg~I}xp@@Gi0S3ParH)PPqRX;w5r%Gk{a3?lH5F4IayBE1Y2(H*`wYOR9w|Y8mPbD^ zMp@ORw8px=7!d&8#H|-fz!pAKiqFWDVv}q38!ub!qeYQ*!KX$&{K}P|Ld&V%WwyG^ z-X62nm+b2`+udeAkJ;ig8$D)+&+KqP10jLOecj34Ub7D#c+`EnJJ|>Ca+|Fl+$UPy zW+U!BW}C}|o>3oc>`B(S@pkhx#ilk#y1|J~o;Da$sj9d)?b<}giDY-MMzjqtqdvQ$ zN|vljX{iboWLqPJ0tH}|q zFC5aaQ`*tgAh=SZ`{p7!^kGm7<)pi%(rwwz0n0(}#I_~!C!OvmknG}X2pE>%iNb}% zfxMcEk#W@EGAkayzj&~8nVe^PQbs?3g=8;-r++})fcLzh(_R9Jg#Z;hnD-;{4iYgx zsABeR(zOi3j6K5J7E|^xqw{E{hy6*juO~25pK#ZHa!{17k-KHXW?Afr-UcYC163dQ zD(OIfS(N8wRFnsUtDvw;e?j-2WFD<#Z!u)16m@RuDzcXpE+wVV4wJCHfIn=5t3~Mq z^bk=N=@|@l{Ta|u0hS71yB>?nVc@DVY#gg;2kcjTfFKN2eRjpz^7277tH`+Y#ne6o zEo$#4I$RGRi#4771(aTBwXtYn9%#IVwf76C)Ti)1xN}aYLu0buihgNSlP+t-m&U;G zRA2GA!L!c~HZLcU5oO`h3GvbC_|@|Fc5D5YMluSBehuun=tbQ%x*wnKGp5-a8Zown z_4hAfD<2^~(82;WuajW^`bZ1pS!-aZ{b16=9E@aPh^c`1a}KQ$Q=cX^qbPI}Cv~@$ z+Etre2q)T6@j=)I!4&|pe2JTwCxK4x_3U#3wLDTdbZ8nwTdpELR(=Ob_XBv~BNmJz zSjt7@q1&A~z%zqefishYqQgP{cl z{3}X_(diAXE;^}Uy7yV)A0)2DKXO2$w*t#91|aqilM&B+jAOco_==Xws%9#mM+%Rk zg0mXBi91Q=E;OP*G73JZ7eWNsJ&E?9hk3AMue^!!AB`U%`x*W~x;J4R{{^YSwKBDd zuNMcAM>_xl8U@|{5xEBn6mY0(Fmm9Fpl3Jc5F|OeP|Ymug>jBqfw*iss*y2T2c?_) z2#Rc-sE<3wuqiQkxWdtlrAmqKGI=ZY$3CQ?^z0vrSVIpmbV}ACEIPaw9fRl+W0wsT zvdzAMKATFht@Y&mismG@3PRrQZDA z1nm&+=ikv|96|VMslI+N=8>gxq=%xZNOU5%uj-ILN_P?~2T!31S+W%50m;G_V;bbU zdufQ*3aCA$oN_gAB-B}waTEOm`eOsV4iN2hmv!ggjoQ+U#8=)!{1tCOD|lF-KHpz4 z?%HcWzx3N@#5=-GDIIi`V9S8~sP)gk8)nIJ<_hfrSF)N-U{RRbTBeUKA07npAU&3) zPJ>#>=qMCJ{Z{)SBiwHt_yNm6$UY#C8V5nqYGl20s)pW;f*8=RqepvaDJ&V%(p}8{ zAZ#>22yKsh4jIvu!c4$^WQUuo{;Oe!n|cC+Ul&em?;+!^0^tAQ z3}I#{2oqky2f|{a+J(9$Hb&7+NbBCOj2ofQr?M&8QDZe8Hqx1-yEqjH`#s)NC_mu$ zCj&8GI2rIky44p6gdpac=L;kP@rpn&5KUNp}5C4JWz6y413fN(3xQ= zf0*^KwOY$cV}_2^L^x{cm#D*`a=RX3@MDB8A>kI#jer>V8=;f8(M(%2j%N*-M~><0 zX8~dJxW#tpd!au8x}zEbpg^Pd7qDyaB=rDw1h404^&}pn^iH9q9{NDS8V@to+%h^G1~|)r0Bs8KgkAK8BvdXs4&fS?yY&fmLF6{5b?F4*wqC5KVe96v4QD6D zzIm;;0IFVvU7oy&{^D)&S=kc35$lr7-=)V_5~c20g}I1x9Yg6t+s%?c8VJuu;Di^P z!E@@Z{a+g~do?^N&296RAo~%XC=%yY&{L&n7%$bB;plZ5zffrHF^@6pW}5s0Ze{Wb zvYVK@*jycz_lG$D8)pzfK+$o7rVzJ1+BYx-Tli<7c3%puP1dXrZ`w{|65XzFL8k{< z=hRNoY^|Os3VYwf0yWQ)z<}Snc%!UQidI{i8D=Az$3t}jb}Fc(xc{5R-W`oJNb;co52)V}$?<{|S@QZP1ti8Ri=sCTkr7~w+Us^u9&IOaBJ2tb>*HGi9 z?-I{D%oDXArQ=j6heRsZ+NYUxhz_ZJeBWiT@j>{jPBGvmc|^X1ObXaKaSRG{kVL8f zkd9M5pGZLOZXxp8zv+V^Wa3k0+C>teNKs|M0l^7>IOVlETzCG?Z`Y#i@lnk($p3nzyjD z*&Q&~L&#^59!VWEX0PYy1_f3t_JZc&N8>&$>_r%DlorFi;8uGZt+cLep(UmYD{V-J zAWGv5WdIm#DCj_!6;xzwZnIu&p~F$@%rSCAEpxKFNj(^YXrlvMUpP zzcG%JBXSQ!Es;QyKMVc1cnzsc=|{lzVzsoz&@Q3fohwOO z@(7%fqrh~`%aHc2C&~93q)ES&6vw_ZXnK%<%&Y4Czs?w*Js@_gS zKXkeB7Ec0iuHk14Pb9iJAtIew$b3bcuoG&pnt&C(k>c>NF|7!v>;%jw1C@Hr#RYwEngU z-psB&L!be{1iOz`(kA8);kf@qM1HH@mll8p7ZY`0$P33p7AVGb%U;=IWDn3wm=&wloS26NZV!7KGyj6$&hjF13Eu%IjDONz zOeyF5Z2R`_H8mhIYVfJ;{c7_?H1${SVL0y1q{X0@-a%dldT}JW3}UK6t^;eL+TBgKj^9YBu9f=pXQEwN zp!cJ**9vU5OTpeURKm`l&|M;imC_Avss_^ig@gY+GZfxxdC(j&ecg{UGi&l}g!e;VupoNNymq$|mp{BlJ4Vij52p(~Wp_1kA99|18*X@qxVGGW*g%czi=bx#0Rz z@Kb!E3IHTKz*<0tS|j_Si}D`$kVg<8O>(DB6xe9$+IyAVZ&6D=td+yttYpZLUO>{c z><6RnQ+yio{xy0$tix%yTW|KI#SS1Eux2`;%H)iq#Y_iP9LQ(~9cq1Zp~%V1_7;rt zmtNsbE(G@ALSHIBGB__Xc$M}I?YIkQb^ap~y6E4F$dcWlTk@DD>b9fFVX~5Tt%3)+ z3!L4hqy-TI$XSEw0u@+$(DY;ho{vsZi2+s!&?Isn!VnmO`S(fMAl*M|EUVkIGo$TN zxf3PMcqiAd=WGF_31&Da-A2yMUqP1O1gWxUkk#NU!gX=J!~LnNwR7x`A##IuBHJw8 zz(&u38S7R=jYagFoVH`E{4uDq#XEWfZ+#D`UM;uDm0-nuimDx>32l|^2S0p0`4o-6 zGSFI5=P&}+JZFOfy@ z3LUbVQRb9r;1EtC-y*w$N#_Lbr0K;<`A{i7LYpo1h6YUEj|OM~GwHpC*40-7u0qqQ z;F;88IS2HV(?TRlD&;T;PypFdHaG)$Ab4=qG$G^qe1J`ffDR(!0(9}=T7}Kb@$tb- zKExBJ-^l2#8oj`IFC-<9NRNrZtgm25P{K z>|`#z+8TPX2xng7=2X2B|N4C*p5fV79wN2?8)if2z}VMP!Z4sHqH>XaXc6vz0?teQ z{Rb+Cp)bc8ZLRz(u~VZrb-c>$mjg3Peg86O84ZU4RP)6@LrJG=z<}YXEVZ-N*HI-x z3WkmEWIBk9n1GIID$gB<#%eTWO#q$Ugs5BIze%9BI&{`Q4RH-W&VOS38e}^E2{H2< z=wWLfmG$9WJebG}lpZtE`^a`<9a)9ZZ*M;Z(dk=M&avK_A&iY@GsyC-n0ZqSKRK2; zQ|Q)v=p1FeHB0o{I8(?O#CjC&xpi2RBVlItUn(YNN?m5T%S^k_pv7$PsQVh1S>Z7& zvd^@;%vzU;9C=yxLAA?l%syY2-3%{Ps<$VxG2Vsu;!oV;`6ic%ZSY3ir`={{C^p0w zZu5qEFOehVlkz=^Z0R7!vgAlU$qfR^i0pxE$q50K@mMe7c-7S7W&d#y@eccI3_ zI!14R!ZJF6?O-s#xlXF>luwn&6PhUROCWVW)AkeSY$BU^Jr`(cgzpV>2Ozy`$Sc-< zLk2P^$>jg2(9%B`2MBu<6g+0X#5TbDnsV`91=M)3zL#v%yHrNcf$4aRo@>!-7gJie zS00ydlYgk=5DQdcJqL}8H7&%UVyCGVD=u0*G9MzEGvZZxOD#H;Ixgx1l-5y_M=wKt z9~2J>dx)YtL~6Oo(6E~ttEngUDvk77ZqNfdTSxUxZsTZ?!sS_TX(7vlB7z7uBaA8V z2pU)>Y0zkbj{fg(aU@h55{Jb)YM+JXRWRx|+Ti@?;}(F7NAN7LFwE%yY#psyKjpsY zcDV%%4AED62SFi25HJWkWk8%g4}I6{tHtMN$ubhjQ8Dcm%a?5_FI9kgjRO;3Q^vmG?c)j%0l<>(G(KY zC6Ii1g2kI(C5el7!|s7s_Xx(u7{qM2CN~rNm+IZwm=y)!5aPPi8FY{2L6zRpozRKy z#OlT#k_>CjYf4F#E$1N08KNT`G*qmFqqB$jT2zQt%7cO^L7@P+ULbF19~VL{B0iPrT6QpS`1z%uoRfE?iBDc0??ChxF@f*doxC2R}?#r7Db2987B(_ za|{5`U)MOa&I^!F!#6-lIC<=IM(+g_elNffNU`5QJ_6MQ44bROYQBp1Mx$?C$BHh> z-Akofm_gSP+FW4biBIK)ccdo3Q zvYI**Ya!iQ8R>nSI%zK`F)|1I<(rB0fs3UYnmW6#o!$z3{1LVWLvi?Yb{@UO8UB1X^*oQ*3^i#Hdod=t5nq;Yf@o{dyep1)(~N1lzXA?Z((VU|MP2g{W9J zbFZj74W$BTlbUGE&;*}!2egYf{`=^i>x!HtWi6vcfq&40p6PeTF<+GAi7bL4LHY*yFRV|?s z0Xu;aOFtv`!Dx;}v37}^rm&<8rP+XNFr1;>SZEzVMllCxuipJW$brqJ&BJ`7w46$3 zKlGf{Y)C@c0x(8G%gxJyT)2)-N}4Wn{nYg|i$8`qCAk$604<@G*I~)sPG_BcAbM?s zk3C2oLYVy6W5$XZOK5uh_udvaa|a#eR^6$zU*-wouii)k1H_+%@~~%F`1#9NS`HjqembwDi4uTCrm!jkFY{7Lrny{rUOhIrghuN zGvGdw0$}v8>?y@n9}k9iD9qGeV1pbxGz{Q1ES3td&wmd=fRakwP4wiP9g}-X#fxNZycIg;k$sXG` z{H&cwsV*Z!v5G?e^&tBHK1@TXN<54rGxWT+L3izA#z$ML$5C(Qdkz5YGV%o}?TtE! z1>G!lpe)*3MM}c)GXOMBEdCz}oDWKIH%C$kIu4{*_;i@$@0mUwt}FX1g-fgN)0RjD zM!mF*%~wl{hR_D}jbc1h!w4n`LyR|PmoD@-;k^rOdam{piRJ-N^geo#5^-3L19Yy* z+qw?0mOBWFGFMEtUiHdBGdA;JUMSR*7ap=go=6OLpR~KHfg@T6wzBJ=h~p><_-qJW zWP=RUQQ#NcocBkKT@1m9huPaF)iB3OZ^^qcqWT%}4UnzLfd}WKaH_C={YCPrKzUg` z*9)HvP(N(qQW~|)Zd%fcG8X3fPpHJ~p#H+Nzwj{lYW8Cg$a#deI_<5cY_u!~ISXPW%u%HVS%m5H-Yvu@N_uWpZ7pScHA6sY9{6~ zA;IHunULd&D@7hN`Kuz2H~Rp3J$~r*xYK#RiugpbQa*5Gy>8R%O5(js@a-itkP}xS*Kj#CBdTPA0IJ%tt0Ese( z(zjU3+yNAgT;P_>KKCGfnzTi*(1xENmHZrPV>$)G35e@bSq+K(M2zfI~MH`vIBX@qeM=J~QFd(FIES@HoVZA5h$yaWyEn_**aI@2XZF;Yy{3 z>qCR^iM$88FCbcUgdc-QF>!xPvQE?s#I=rrv_1zm2VR{G;kR1IaKm|3=x+wCKu1$e z13IK8?Ztzdx~>ZPR|6jHpBxm$Q=zP=DuBpXK#w$`YOQea7`Fv)psv8{)LXCzlDdFz zYZ7`_!0{S17-eptvuPf15$az-F^pPwO`rt{r7(#1yVO*GGYPL97h6-|F&;&%y%T6z zrcJUT0K(zs4FGuVO$GP`fxOEj)m`D{+DOwGvATJX1^iso=E4Nv2%blOUI?!8wG2X{ zFOhSXP^aP+I3@nA17%CQ!wtY1AlJwg!>+U}K`dfWz$Z28Z#$KB?IKOX(as`9-55JT zXQ{9^vv?^hpfA%#CijErI%^pSk2}#05ej>&WEB;KCQ`jVYk5T0`2dT@sR1rsHJB83 zfQIzm)`t<9M@p?!|78U0tRTYc zKsI-ReSpBa-5!Ih@(uq3r@LgE-~BpHcW^gQO}!#Md zq6n22Ev6ehp(G$^u9n9=*5^@qMPUN3aO6aR>PH*|5-T=G1O(hnE?2Y7g+D^pbuoEf zJOU424J@#5aOu@NR3k?{z_&%>vMzH@ygPwvTv=jdKXZ6lazIsb?4WqRW;EZZG{=@E zMn%oGj>wdKpr~$y%U=F>jYC%>pdj8jP@nG~Iv%oA`Rl4$xrI^p(7P~ScJc?ZN1;fv z9l0=sQ`~iHDZ50OWhy!^!;~9B!(a-~5wuEvgxU)}mLbOV40KYQtR=_^or>*PabS7blOs$JWmif9Hocmb*Jz+;7<8H`5yGX z#>mgw-JmBQ>ZyKjLC9Bt2Y9a=o8gUK=&Zv|o1a21g|XjY&W}p$@+c94{;mN+rDL&3 z#KDiy>^540U>`eK4FR7aw2a$Wv|7tgTRYF8(Q*4pxNSa3OgTV;mCqCL7s0XMp&E_*R01E zi@MVGN;p`+Td9&fH@qGw^u`qGF;~GB&SuKxbDjZbW`wouT$<>8CyAeZntAQbBo3kW z_%-t+GLgI4H`+?b#C%3xqpV?`2G8!8c0Zj6S~+wUs4)y)>(z}0>x+Po2l@cB_1i0jwG5dcz^>uIV-q!f{Q;zO^)Z<1jza65BH0keXCMd#3tZ36%$)2>*Nn$jVX-`O*uY5t!I4vYNOWvXbo`*$ zsV&hNlOlbqleXhy|R{2Npv&&x~=)?5{98Wpb_8%bXsDH$B@6^idC z!Ne6y_s8lz`SWZF?z&Ri>!4H(sVYd6TrmJ178UL)}S=fVMb-p@Vr{bq-f4ePNQCrojRAIL{{!$9)+Z!@G;&I9(?j>CnT9S<3#yS0c<45 zs?t?X@Dkh$2vAt?R|ZU7K!EsUmwL~V4m+Tk8f~+2IUo7Ax2P|#=0~_wEn+WvZRODF z48(how2=bYz=d#HXQG(hjOlbeHF^Q6*ka#DHe*-&2QTy92{{g=qJ4BBs7bA3?}G-( zVMxQwhS!i3DKNBa>YeX0@jl+&2xD`IT%bemxt@IocIiTPn>P7lsodd(@PaXZIsKl{ zGL})vE=4s(?iauw6!!CbhNFN4Ss!*>|&&O$V!_m6Ex z{{r0_Um@EI(Uv%VJ#nG4h6hCBP`_ljeHD_AJGJ2F1X;KNY%}j(U_DD+@q zA)$5_XYWG&hC*O&D9jjKEha0NJMIOMru;{wD~Gz>hs9D>+U^f8LaoZaUpg~UB=>*) zu6{>=`-F953|5e(;M;tmLHP@7OCRb)cr_RX<0ZL3KC2<22f{i$F@A9Z`)T0PRRR@5 zo5l{#;pmu>y=i?#f2jSJWDOs#)P2O~L7H-~;DMWIZ1Pe}+e>)aF8Ykn&e0b^(r&)a zm5IEJ&R!3VGJ4iAbZSP9`9{j>;9Bjqj;Cco=C4pM_imKwMm|%k0NaM%kJ;hI0#*+$ zP89@sz$Bp~jAuy*z%bZ;gEJFmUS~naTRhsH9i_1EUucWycknpj2%^a&!Ux#glaFEB zQ3371SuEc~$M!`6EsxHg>i>W&Gin}+DuBs@=;k^3+;;D6)IOck^6)~^LxPSn>$ytV z-h4CnCi;ikio%1}kONedwzh=fNmAZ}li~=+0h5NzkGYQ=WiSAc)*suplix<>Q|sCp zw8A>GN*bB%2r?3GGwe=nmyWXBS0#6pA$#o@s_&4F)DH$*LU-zHJEDI3QVDRQBd)CB zTwOm8=XAfU2L~I>C>P2c_RF|oE1=iekQ2wLX~a;zn?!rjJeAvUp_^lr1L2IpQmt#D z?L2j{3j;B8L`!g&*0g~x(fdQ;edT|+OsnW~h`s|zmm!ScdJi3iar6e>FKqfyw1n1j za`{(0)Os_h1%RWyFZkUUGx!X=XC4901XZ=J0P<51Oti7?6K{A)A=hB5UuUN%XFqLC zu9m~$4{xZJaqF#W89|G?!_~5yh>eLFc>#f&F|StESkKkU7+!j>R#rKpcq8&%YA{m1 z(O)M|CtlSHSAD@+;T1G?M%*x`UiKrx+EyVE;2OWB6W_6qA;5VkVxf(x9@pB7))N`uZdnLtp}kR5*(`f8~!nV|Cg+5k#%9C% zwF~$jAZq0BNgPq|^qT(kb)t9o*p}GP#k9s9w<_)xaqHVgbTl5u8WPqSm(zryi!!jt z;1Z>pWHGo8p5jMItosoXnN}R0I6gRauXNr@_#73z;gDEi$OvyxsrJVSuT-Q#j=V{h zpaP3Eew6ka@_P4^IVvv)d;=!wR}=*#)^+I+xCQNDVA>GD;ceg=LniD#Vm!)2wGXIB z5$z(s%22Jx)?))Ps@ir7XFsrNy~Fz-Z~)rKk8j8adL1quoZSZLC=}4o$E`rSfO_Xp zcfnffDbQF4HTnV#3Ln2hxrfR{L&BRa)_5f#U+?n7@Ub-~%PA~1)NxckDDA20(BDi+ z;Ut4~xtH4;;Q^p%g4BMA2AaNb1ZAtVE^L^u zAOlp$f{}m}Jt7n=-y2_Oks+M19P8a)veaU&viHUg^r<0McW;@G+4S`TqSSh@x4boT zR?3{|HSZu{^K74ay2rfMXHE#1SNY7DKJ#u8Fwgaxw-dj4k=MMyYhD#Lukf4WeCEXg z^UAP!rQ5vNXP)abFZ7#J{FpzGNKejmL)ZgcEuavqY67&gQfl^pE8fpdaO;2Sv)3 zs~W4pCk8h4g==UFB$lIF6(sy`xN_lf=f$t6P9DSJ^pXLgFvknr_zTO)$+^%pi07&~Qo*ZuJcd8%?nlzN&1*ySb zzyG%Ps|P!u`bxVh_Yd4Vvi)lb+2R zP$%vW=j?2Fpa00vq7nDeVD;A|P&OsnbsK6P>=|WsKVm}+Xn;*YjEk~Qj(An&ORobp zvVv+V64aptmJ4PK7D@awlzYttpNsZ0Z&+tNEc~S#$eqN-d~_N(keu2Y)!O7nITLH{ zEu=2_1xt4Kp-s8eZmoP6Q9>uuS9PP+{|&N9t&kxB_qL^io@Tv`S2J&b40Jb8e(w{1 z`7)3+deiM#4k+s$uu~oA52O(LYJevhtong%5Zh(^9dZ7@7++#Lg^kU3;iYf|10Sb5 zTtM@?QBVcxnK_zudl|%B6wsxI2%NP`@b9tWAh5-;B7Nd0$Fd3ljCHV|EX|-gQn7?a zdiM|aDi8PD#(!ax#%e5c2SAJ{4n$`Z=GQVdUXPcyT+~t67w9z)J|~`s=$$Pup(<#dmO!H9nu%pkHbe4)lF3%|~DJKdVGPWPOqL%TQnx zQO87P!r_9p@>@L7&w&)n+hnco_tCf`-!AWBZ-VLdjGo19EhZ=p45kqW8WY*y!s5u0 zgRfUT)SRDyj)JI^qxzbQf;lcAf1D?am)O2%_BR1(045KmfbW?=kaf8NmSMdOLIVCp zlG6uWVsV<5sk*=(aSGP($H#!ve|(G)v;t!dr}gurz{)Tyb}Cv7=ROANWdBo*3TxC{ zdcd052icw04Z>xG-_;W0;sGQEMQ+aK||J%JGV zIaK>11>SI;FIwmcgC$kui4=H(2@iNvftcIt_xM5{x5teq12I=P&+7}heIc(u0=Sbu zlyn0L6$84e+8rr%#Vg#&%9?q!&C;YZ7546g*6negKp6NP`nv#11cmlhzqL%Pq^WYj zZb7d@RST1VB+-RXqJ`twtWL`3V4do~l`NCvRa-@U4u~K6TP&v%R|;XSf(R*6y&thP zWN)KQ$Bct0m^%kEL<^0^CsYwaz*=06uAr<7p|W{D6r=;FS}eh4-%5mQZJ4e+n zLgP?Jl5)0xEOf+52TeK$>*XMp0wM28iVn`#1E?DhRbYpaLW@Ab+>_h@DBdWHvXs-X zHgw5ya2%bWi{$|46SThUl4Ydcau1PxGQSJf{DA~(ri9ARj5J?QLh0gQ?~#W|yojY! zGi7=hjaJFAUA43aKopTjy}FMva89_`0yFoLjF$djjBdZ)#=3^uk!YgRmXI5%D1_Uj z*Wg)PvL3Jy?qhV^sr(XJx&!j>`Y1gQ32FPKC2}(z6At#+4vQyQ%}NAGHFn`0`660& z)<_3CH-g4!a2*`zz{}}WtdTh1j_zD|qgR1t2_L|pD*(lM52=X-G}8L0fwV|_lfxRl zkjC8YsqRt_>qPsc{4|T^(G}Kp3u(!4ft)zZEBs$`EAgg2B7y4CKsy{S=o}%D0iPR+ zrI>7}V=(50BLOu%m4}2IsO*%wDKW8ZUC(X({Yi1L9VIjPaLCK*(rO#p-97E)Kd z!VL(KgFIoQc@SFU zni|^_>F05i1blUhp#$WHf}^`Vwjf94SK%tv$Vc8#`Wt4UZ0sq(bplzD`h%RVCdmYk zu*Eb|H#qUTN5mg>*E+G78iQC(8rLzN2L2-i7YnsqT_E9xY#wTEDVSVnd4|*FSbQh3 zacO(h;q+Q-$H`t5j}l)Yqz#L96L&l>)Ru~jMzgKXY3I;!vOEu63L>=2FOtzVbkGr2 z?rE~B_6Fp2MhEJP!+ll8uLo24K_&c|tv*n3rUt57^g4I|Lf}H_qKNvfnWsr#?i7$Z z3r*}ANCWLbD|d^iv|c<->d<(0=K)R>{|c=G3W60sN-TN*UH@LdUR0m4G5Q$WzlrlT zrj5y|@W|e5Sh3&c8W!fZT(Owbe-XgCwShQkkLxtY{Sf8PDG{%S;F!%Lt9SDk0@bW?f!rvEen;l%)7C?*)}n`a zVWUyAn(X7ObQO#|$_gMn8luxgr4vnc^&l=Y);+YO69TQFl|BtH%hr3{awO{gTt_D{ zi4mkMHHI(jr-Jxqt&vspq9}nl?Zv0dSO{SnmMScvN|l8}-r+?3ShJSCD6Y=*3iPTC z*G-CyX$_Rth1zSvO})Z3{UV+Hg6ULjmMi%K@yE~in4f~7H(@<_UE5B(uT77(Fn&bq zWSk1%ZzRJy#hgjZDXOU242l=;a=%%%O-yhhE(ndjBiIjy26M@pap0wCIa=>%fXC^u7bjpY zXQ4pgXu{-G=0_Q!so{?P*75PODEUv~E7(ASh0l>-2iOh~dhV0JXd&O0dW4L0K5L!5 zRaD!a1EQof)VhT~V_kEGtPZ@vJ@I^3@&+3+;@1vZL?*ED1Ez1YKG`Y?8+UVm5ehOl zu!Hg=qB`du7W;9`LjjjU;h!!fzpuuklPm%lOZVQS)+_->$BIt?pm7chH5?$((@oOP6&EIQeLF>M7Jrk}1fHsCK~$<EfdiEt#$;vtM zt=xMj~S?yTXjh>$gLB32`|anVFsN36}0 zKuF&|2{I2#Oa(*u;0;s9 zGXw$$`vD^aac8`Jqxy)bBMph%g?##ZY&r1fQ7{u`QGO4Pir)6lP zc00+r3N$K+!GLWOp>Olpuyt?_7f45yx0tizfMG@l;ysi{uws5dBqT9VWkzv<#fP`o zbZ`71DgG-~5@?8T;ZNw>WurJQFQd0J>Qr@JmJ6KUPr7Dd@>OIBD&>wmS{%c> zb*G<|(EO|5ox!vYpBQSl3?jA#9w-9p!REy^SMN# z7V=k4Ux)Wcl6z6D;9JB_9aXji=rjERx{VG1KJF28_#F@hlundK!Qa99@-EXqCfY0o zUr|N_`v9gj$j2opF+Sumf&K&3Zz^F$Bu1E0Y+_>#bT0<`TDl?r~EfTIka)IiYLNM;yncG(U3gSwvG=ku`8e1!uD zVuezbh0*UbFzqoC8G>JZbbKcruYj!|p};Pc;@@U8;ss#472PFXhBWl2hSoZUWyyAE z6#>>A`;kE|5)Xh}1raYx^?RMJgRtE2gA#SMvDK=DHdQ1wuT^~>3c4dO2ohGG^JKng zR1?Lz;5<2~@fi}U`5JhaYho?2?37c@ElXm z;rc8=IjSR`!!Bc&uAwWzO1Xr4X9FS_ubSNU1TrePyh@~Et2JYaL|+0P$%n!WL%DUZ z*owuM^MR}gPRe)uWt7q(7FJ39C=l+E(qUmf_;)~K=b!}FKy|M}0q&|nqvN>REjDe4 zNU)m-Z@|*aQz79+7s0LypsJc|8uXijQ6-z`AfcvzWb zS>xNE{m2i>bqwheETA7?Ux&AyO~-eZp)?fW*NF!ECH`yJQgFX>=~m2Ub`L{Yah~mV z$rjo6lQsM<@}2ldJ|)my*}lkjKUt436$WiD%!0Q^?$zcKp6#w8_G+K%BD0ru+(x!> zcO|<=@}1&SLk&IjE!#`xLCO$}X!|U;Lkxm92~n-|GWH~?#t{4!EPXdzX8s2PTr%qg z_YzYM-%daa5$&n)Eqj&15V*x3=>Cm-P+UX9a1M$Gi(+sGtX{X#nn*AT00%Cj3_-LP zD0TO;%ziPQxQy$ij12WojN_%**CF?4UP0YJME>x0{A5}lHqPV4yXKo0hqCYzIJPKS2Y3VbE;ql04uohMbf$8SW~ z)~(az`I++U-%PL3+3zFHaMTqC;Vzu*F51_Xtain*L<8L%bH#!#)d3*i6_2?R5m!9z zN-UK~o%}D}-UKeHE880HGv0gdt)dEwVz3yUMTwe3O=1!gGZ2%`U}6$8wHdlIr;~I# zuhX4QN<>6OL`1!!q9Q8Jv*L^s;)IHbii(ItQ4tYw9{=m2=}!8+e!utqzX9-qHQc(x zIs5Fr_S$P#s(}Wu0|^BV%p{H`Bz86pK{swFKF2Qgz%;Xu0_8s#HF(s)gB?gU;dRVP zA4}UbbK`G3u4yRV)UkMa>^kBm;c3gg2NjuKpj4KbMf+Nl_J~0LqoJMdY4&8_@XpT$ zML!&V?{i@tUJHqT(9@z__yQ6UjixRU8?oqyL*0^mxrQyFkd~31)B(g8Qgge5v`%ir z{q5h`!#w;0_MkJEMYg0~=L;%`cYulP{a^rlBL*cCCbFpFl}KiKpjCz!DRC5~>vbgL z<%i~@y5%NuI(Ve!-7BK1m=jQ0n+aI*1+D&8th$O6{^031T&KC}eGigk?|TJq z)j)%9{P}hCAFoT-({;Qe(0*AU&@@(QzcAUr#{Ti&`St59%mHL4m4MR9JY*SJqs`F( zWUlmSD0E6T>S0g$6I%fgKvcEOMi4Kq=<@GiFg?I8>ecvfgDOEWr9pcbq0QJQP>Ri$ zg`{a6vWri%A@;|<38Ab_`@W%AIeSw$|7~gs^FFGuJlLAm&s&d_iFkhs^ENLaA&++s zxxX5GqfGT&kxJ3ot6-W1#)4HD33iZHM|xmc0N9Ax;99RPi`VDU&%^}9(P{is{xPm3 zJI{?|1JQ@A99RteDgbC?IkLcAasZH?gi$oRp(t99tp|(=6+zc2)uip?mvF4890AFA zoxTCL50MwFQVbk=czGPo*kr=&>V4-raIq+ThLw?g)QB&Eb8qJ;(V4A4?{de;4#9IN zwDVBd715c~=sbpwfhfIvP)D89bFaaycWETA?;;>%2R?%}13tyI2e~(PtfFw^;ng5? zgmcTAFfbn!q*x62j3G1x>Wf2=pn_JoYL|aT&_@W3n+kmzXm~7IQ z>S_Ngz8444@Ov{!v+ghXAbdWK#55a0_Av1wu)w!HjiMOFE8%-IKYG4t5PJMKH5Lc~ zKd@g!mv5X}b4>sHp*S>+bkusG38uaoArl@$$)&_Bvx(>sJrdMe#6nvq<05yPB}HIY zQB7Hid?k3U>e&7cZjJPg?><emN;XzzF|>|Ph5%(no8fYvmhjzC18O;#~)F+rQ_6-0Ce>;el_r+xEnmzgB6Jy`0# z__uzyl(btxp2d4K7mRFRs0RY>kVeSiK_LxT^($pE$W<@&(wo=Dto&^dyxvLsm!ep95x>ZCdEfh!uQG;Jog z({P+lLeXuQ<9R2*m^AV%A58gXic19<=VJ6q7s1SKnJ%l;a5U0YZejVpQ{RbR&KMqI zjr~rwjz=30CphAf;ejTa#^G9n1`~p!A?*BKI2~R)(Ey4*T8&7E8lCx0^^AvRZ(sB5Nc?sqBD@y!+K=b zQbw^V8rcC&D7$Jk${CG1YV9p6=dUWVRV@CCS>*NMjKduaV-+i>>v2pd8=}4sa&X>9 zx?44WRj=Cp$|FAuiuo}(b`tTl>EvndZT4tvSXa%{3aZ~Cx{LMp-&B|fxjv`Me8e=v z+x#7r&-Q`71S{ol>ZAJ>f))2^P{cqQ)T}*R=BUTKk$p&)uP>8F0Fpx22n|$BbZts# z_Y_Mfy+o|5vu-v2UbXTUpeB0=z~6hrAG@fh!Mi+&7#}ra-@f=oUzpMe`T$UquW(1y zC$8>`c~}etmZO_95cScV+#~Ksl~`|-$;jxy7AVj$FucN{DP>0`u}t%r@IJIiWaLnK zMR_~ZuJtqDrT2Aj_acjiR3x{GzE_?6*~HTlRIiS&dSZ71-ESZER0<>`z(>ADP{j2B zB#6Ojhva6Uvtz7_bq?)BMN7oD4{Dwl-|;;W>9l+1J_s2VyL_hOQ?Vl2#ad}vNQ_=A7Jn@)g_K&aU1#qVV^Uuouqs>MNb=O5kdLSV5hWd zim-e&YIIAS|Xnd2IW~4!EMt5oPA+g?(NclbZgYtwTSb=HO?UD=_NYG`eieeoME23Jo_J0%E_lwAnp2A2-B~ks} zkLvwI^cHY*B@Yp9){;JBAV$WsTfPV8MR2tywU z7c2x0UQc{4R|)$&mD}6#O&z&Ww4>fH5@`W)lC!Cl{vPlEXim3Dl!0XLWMmiNtb;{` zd%@dmqqHacRFA?c+nlxsG|mvyhXD`OOq5^VWYJIg0gQA(>({%#zSDYfx*fnoRy%IjH#@iC6Ti;{i;#SwV7sMxkv`<2_hgobt6gzDqJG<&uIjj1nL z6@C>Tu@i27+n^RV82$D-icM?_i_vB$gV_C6+x{vBpWYI}43CE^pQKNPXkZ5!?4Z@J zKhpMFNJwn=Ff0jSonDOSS%j)oTLo#h29=c^kO9^c?2Co3DB7h6#a7D&l+kneA?7o` z4Al}~Rcll$@O}nS^~yK>+J&~yAo)a~YGpEW_&#E-88l!Y3`I-WHb7gxUkneyV?JYI zq@uJw3aFF+d6$>V+aSmB!0v(JUq^zKoU9dt+#8wyp9pGh7VI1un*%*I#9%w zflXNg5pJa>s`g$433x~XhYZ%;4qF>9%<+)5JyFFWO%x!ltBES=tuG?~grvvYAA@xG zJ;;rzB-cD<# z+|WV9y>eOK3{dyEK-Nah1oJt;Ly;bjwRC{$5a*-q)T1Y6xWC{MP;?SP=9*VBMq9IsmBw$~p@N7?6OkFckGz(*=;;nw+Ep z{Hs8HT}!+zi%GNlx;Og}LfSQIkf4W=9Z{J&G%EjE#>{lOiis924A_W;cNK!_!8E)h zW&~u(&c?!%VrC(EFbU|lL3>3A1UKEP&{BH<5&dnP5?Aaz6F*R!cl#9|LG?<0N%Nx` zU<8$yxcJmItLR94KVnBp&%wDE$Q9&9-3SJc{L1jiN zs+EQ+LZlw_TEOsA;C?ImBIJ>;NxjP=N=L)zeT{8|!akcz-U_DZUJNP&P*tFu{$HG& z-Q5>Gkx-2i${uM@u(WU(P|taegZ~hYFeKI3Pf&t&U*L3(7gEn81=Y%G_QgELo}m{- zBCk;=6!W1@@Vy9{$kLTJA#yPkm@}HbYd}I@NO3%$8`t$3_3a>?-An!7rs&sos1;qO zmD&l4)%r3R`TN;5yABW6ECbm)yFz*uE+ab#O)!W!*$JM>w&Pkts`w^ip!0Tsj0^{j zPddy%BVskaxL9smui`Px_E`iaKBI{Xx+6h2|7OlpJm!fsf|w;2 z_~9zDl5q1cUteJQF%Deh&KB9z2|9yBKT0}qVeI?Ivy?MSO;x}E+mEE8Ie*q3`y55G zzsDd)`zY3$_b03mJ{YJt?THA;E=xmU6%K|)(BV9$M}yBUT^b zIxr}!etZ#)h-@X{T?^muuxz?oo6TV{VnbaI2XvraqC1$@uv!u6zeIdJC!rv#fP}xb zQ*+~|T8aB{shKvO92NGT1Z*F)$)osR9W=?-Knd)Z@>u_1z}f;?U7(KD#C}a9o-H&m z>J-9IHGka_8YrwoE9iGGogwHjW7`VfY;p;LIlvI#W+?pY^#!{4-b71NbW~#l@xkWL z;NlvxMTaI}zf3#z(3(Bi>Un>+z#freDcY7~5^GnZh=^OmgJbUx?PxbMuHvRWcb8!W zQY*9sq}?{#ydlosdXv7yUbg}-!1;NF{gE|)@HF%F1bjD-AhT;HT2SE4=}yWP32Cr_ zwr}?u?T@fjz9vo+`aZ_1ZEE{divLOKH)sd!7LUN$v4#9?hfrc($z&eWb)KMmY+lPi z4WZK4h<-kM3%!LA9ohwB*31jSZB%n_^YBP?+;CfCSJ5_+&5<~D;dutebt@kh1kD4C&cC^bt$d%SsxEOmb|r6LJU8 za|aS(J-3>+Fg#B5X;-2J3$XsSnzqIQgewA?K@-GE+u=`;RVpuvUT=LI6#i*&iywlc z-wA2;cChc!W}RYuZ#Ih6s6_05pauD6-FkBkjaS_z3?2NR_EyFkhz>?tv)9nyw(lJj@ltT} z&qLa-!s_!)aAcV8?db5QS;rn9WRfmLB(@b2We|#oBXq>-JrY$xJ6UiPnjyA;QU1Pw ze_cRZb$le$g!AC0AZDRH38Bkb9u%F6bv%i*d+;ww;tNl`oP@~3(+<~D)j$=F{f4H2 zR*$ns^I$}jVwesyseU7eqnoXb&;U9CN@gSQl#SH!$ZzN<9aEC}(Igjdqo{kt7NaH; zEphQ)9gOT@c*c&C!Vw*6z*a=2J__+7)$oK2z#7HHRwbZV?fOR@@mv956H&Pn`qb1@ z#RJ0{^#L3OA)m8nA$?Ioo@f*{zH|zbPFpA{&-^eINM>t83A&{8v@IHr666GGz@w6= z*TMf`dp|^(L#~a%{__zW^YkXLmFDTSa)wQ{TdGgTYnq%f6w2Gf-hRgvoCa2DN%vyu zV{DPmmgr)c&agDoWzRz<1fRi!QAh<-xCPh_>x^jThwY?O+$ggeoPh52&=T{W1H{aR>0j^Iy0ooVY}~)o%>= z{lmtnM^T{-VFkQ|QkB0SWCRj)XCz=k+qcioO*8A9r8=X4ChDdb;SY}N6%_q=NX+vQ zk$ppAejgh1dT?~lu;`aUqTdXONeGO3J}CP4q0vu!Vm=Ixc|ItnrzhskW-;%1q8|#5 zc``Km^Wd1*f@7WujD7*H#~Y(#K>V*m5*qZam_q!9Orv;!rW4%5?$E4w8X-GYKE&a% zFvZSRt^DtpkAoHfah^z%#kY|(vfJD6Z(?w?yc)~KVxJ&t>>Q3`JZcjrIo2ka8FyFNiF(?sqN@CLqc z9L!q1j&`=LWvM{ReFlX__$z`~=O%{>D{{QrXm!G17=1>5N`pcyvY+1nY;c78mtTQ_ z?w}Aiw)hJ4+i}=Nl!rmjskf^V&GnYb(AZSe zf-BQ}ynQX;!$$%u=uGQ}&EVnI@sQYBHeR<0Pif+P1bf9QRAkXS0S^^Z*y;1QFq{QO zIby9wkm0(#lSXoB$2Qfhz4;q49K<`=7DL&q`kn8+_Ta}7dY(YN2S@^^FT;Alj~LAP zIgDyD#Ri^jAF?Zd79u;)IYrR&J6OyYK&aay>D`o;WjEfiBe#5V98SsO({P#(&`wwe z?OK0meBAlkWE-EC=wR!;A}GPF=dtm%Ho2PyG`A5oELboxc2g@V!xUf?TP$6ZPVhgR zsN4@l>k$|d1D$E-3i*79!!BpC7gZi7r4%|UbnJQSmeR-L;KErQrR*IThvS990p@8- zkdp&Km^D($H~fQ0>nQMfqK2{FQGad~y`8j+nn@muDkL2uR**NN|9(&O5*iybiD$CQ zdhZ8fp21n%E8|*9P~mji!8eyY)$7#-j0Xig1W0Ee_st^!3-VYI-A(ve&C#GH3i$Os zk@QP7QjH)R6~|Ws4uGQ-e0Q({VDSOYzXqaji10)M*>?WcydQ|R0dFM&nzCpgVl%S> zK;UwS{UkL08jXBvmZSxMCZKeL)5fW1Xvub)#1l4jrHMPi3REMKW?0Igq+$mFkG1_^HHyD%E_pRs2YipG(pQ z=r&o2$76!yBm!mAS=>1Z_3|&z!ErxtItQz_E`$9AB=p`47SZPy2mGtUUCi#Dhbv>_RcKWKUu=OP+{krL%Es?FrZk)#!F7 zOaE=#>M|3OSX>LhdW&0mg8N!-hmVb#dHY2DwjjAttWBjlU?Y^dY7m~KT^%BfcCgnZ zt&c9_kgrF?+Tot}%^TYY|q=l90iM6 z^fNf|@vSlI?C%_8BmnO~gvfvPC(L#p+&>`6TxSaJnX{)&XH0rxz z5|K>ajw(Xx=^Pbnb=l)I;qTKo;Y7VNi@@`k4Y7r;R-zMAeio0se}gW;lX884`)Aur zAgT;3sWKAzG3^Fl>|xwV5e#L_@aXC*|e@#eM&Dyl3nZE?e4wOM=yX?hY@ zPWCt4cb~RxsqIQ*tl{kEKt8^yEi*n2L!Lscf0$u+0DTww+Vp*UrY)hgE$|DDqlCIJ z#=N~E!S&&Dd2}aWolUR&2H@2!@WSi@S~yf_u!?{it1sCORsp4KN1HN6j1BWrhn^nv0W^VC32?Y-Ks#*U9-4B6_iXrZ}`L!(#Qr2ssg0}V&L z%)7dT744EC{*PcFLMgLt#BYOa^Y9F;0~B{)9MVWjoLVz=4}=$O%ivo{hEd=9n4(Y9 z55NHXGlM4p&yUh=y8VOO{CfoRHY6Ux7cll`+?b||!_B`@6(G;?s0XHjF9@@N%h1}+ zmM}e}bue=@$M{+6lKqgxK_4gtqKIg057acQd)&|z2GH)Xo^{J-^yc<`*Pm6^IJbPl z|4g$9q*KgK~4e-iw{r!V(1O5AjMKSwp~MIBQ4j#vbO)6lfjXG=FV53+aYRfNiO<2D?^~cf~+E z{dkbT@PaM}e7k3smZeQ5tWb2huYlx`LXktVv|lV@>E!N`o1xuZz_4hh-q|-GvS04| z^?PjmtZC=59q4El{+PXU`}-gJ!^-l}-97s4HT~``p#xn74VmGjSpj=fBzV(F(<4or zONul5-w=kF2|um5m5ktlNG47idCxu zd=Dp1(6sC^iPh{DWiQKzp!3`e3Y*XoGiz0&e$lTxS14EDW!)PqA~jFoDrI^-8GvCs zhKBnhqua-}Xw{}&e8b`8%y~~5$9_euz#L&l|c&b;zbI(I0wD(p06}3yf{^}cV z^?T>NKYZ}fCtr-$KT9;e{QA27&9{H~>-RtSZ|Z1cOm5p1(?duK(grhC8p%^ds>#G?~F|YZ5(a+zy=zkW`mwLAB5n= zWGS*O*Hxinqt#Ql^&}g4OfiWXZBMv`BYDpcL4gJdJ575W@B%|-$ zDIG!fe7cY>21hX;-HcbzHGp9Y=tf!yG4gT{{d3hTf!iUNzKfPXQ>F}rk8*m5f>Nj| z(Pp5U9)~_o4d&}9^u(#Rb|0WVe;P|=>0sYwveC?9S!_J&J14Ommdg?i=QNhbX0q9A zE;73FS&di->PV7W%$Blzv};`f^`ipTsP|jXHnKui1Uzq-+RC;wWRqAicvL0qx?al4 zSgNW*0^`cqUQoXBLJq*9tA^2HpVxs>PgaM-SA-0hlc@eMG zxAOfE;$5r~)q1s^NZbAS~^)Ii4>74hKMwgE;2->7%eO@ zQzWCBXuQZ4lSGb~CUQldm@Vdt`D(GajmqGKVyVdQEoSo-VwG4U){6qM5xq7GMUmJl z8g;f^6pLM=M3jm$u^*j6>xF30A7_!kyj_Pxg{Va4w^|%WX8Dw;g{$3Q^8{Iv728VM zN;7U3;(43$b5UFtH^prBV&GMAUECIlG8sAGB$*wnISXfXqhD~IUfDw zC&?U{E2qgkIaAJ-3*}rnUoMu(YN^bZtKKy6gz@{kl4L2Rv*RkB*v$m8;qG>^;6v{u&12H7Yt%FFV)yh+(r zc~joTVI^v5%G2vQ>_)wwq$O)9T7#ad4bg6@G%a0&4aE@6&@#2r8WLK7>|7S?`zbXZ z>La7oXL){max#J2rR8Y3+B7Xso2kv#=4$hiOWF#K@Iq~|wp7d4R%mOqRT?IuwqCog zHfn`hk+xOat`%#$v`kf^m1-CL#p}t)&(zoix`YydhFV)NR{rVxjT(8h8 z^(wtuKd#q69UEVlb?eh5>i*Cjxc!lCw-+M-L&m;FNaPY{e#2?35!SlZs;A}Nj||D( z*ZcqZ`ir^?oncH5=tjzAdbCD}O$B;Azc$hL{cN7^8s`^#0|EV|UH!sV*6Ul_P)$~JKo@Xqp- zZQrW@Vcq^=+x+}8zshZMcE_0gJ5x4S{X0`;8?uE8rcC@-cI-bJu_jV6aW)NC#`3S6 zru~T3uZ|d*T zr}SFb`vx7};{QprV>Y>hckE7n=S?aFz2vXb?>_vM4f?-of?j#>UwyX!|7It$dDGmP z4>$DRTA%z*o7CVtXPJMtk={Mw*#D7D3jf6=^4qT2|J*VA@6FU!{=aOb{C7RD|JOze zWSpk-%II<)zpR$NLakf7)pvf|FfCQK|YH~wg&IZ%3Q0$JN>U&p+-Hk_oT;R;mudJ+%fKVa#BNpo7*ne z|DJtna_Tz=al zY7-hNO0Rq;zg?AjK#-5}-#?*NhzB}E3WrlXC!8S>v9vQ{aSjfm?r>uay^QvMFFag6Cp z$vh%_;#DhSsHa=LY-S8qD2cFkYz=CUme7eJ@=Mm4#aUl$3;H~NdP}2Mb22&q+|x$y zdsyF?SyqnQ^HlzjZ;hMX;>ME?!&>TbrqI)=r#FEvIPxTvbSI=0A^aCVk6U}@8dJz< ztGdse)wZ7DV+Q5oC8_k;0&(kx|O`84cyMq;&AKBUJS7uVpF4Kw9kYQFjOJN#40A=c843O4apLYDgZNN+ z6$gA12fT?ZFL?hXTxHX@*9>hgH zO{Y6t#d@x}O!wCW&NZ)-!%#!sVa{}pb=*?7(vYQ3f_G#8ozH6)A@V5T|=Db z$bR!SIcjcqE#xXel{m6xjd|e#_TH6%HD-Srb{g*k^+X zJtx&T0vM^0j&L4>jOBWuP35?9j)s8SWIEN#*#!0IDiW6|mw;hysQAjuWmU8=!~N%^w-Pba8g%BR=K}VriDVO6MO338z2&^H zfsoL-NV}KPwRX}hjlXvUZCg@V+e$hjAj`26$%R2O4?}!5hWJR7E4({KU^AD6J}{J+ z3(*7*zb?|ygT%bb?d@@PN@VlU92r`M!CsER?(ffDTTccGY-aQMKuR`}&PKDt#yq{4 zEO4%MRH+8i@__Rwl#v%}!5t$zP9ci{>lLdEo-7X1wv&1HTiiR;wGcWhXHa^)fS)E? zMUsp=BM-YONrep9<{FI@_yMtxdS@8JT&426J&v151%(aL)nV?>;iu^){kKcFcPjM` zHG#1>jC?srss?&7;38kiN2{$=A4rcOXguWFK_UuF_h$OSHnPSnC!5Wy^Z;FG=75}< z!;Bd;1@C+=DS9Y>;gXRlhPY}S`yCTWscSIH(&Bp`b0*V>>1YqKhNp^g&VBks>Yv6= zAhsMw`fF8U0KG*w(;A0y7K7m+iFmYKUBDzV*WtbCoaWpEMeRaHme3h&y?KQ#a}5J{ z3h*iZwmQqY??mA_ z!n-#Hfb{`bG%8aIY}f3lT1N*nZv`2`yyKm#S#di*!&Y35z5&Qb4pI>Hff zhy>hr1l4#Z>-E}7XE_YT8X&dh00B?(wwGk+d^v(TZU@YxH|T7xjV9L^dOmY+Jqf!= zmhrYpj`%5BwAULL80htuiJj<&W|7%i{4h3#9S4_rIZ_Amsu)lBNZP%~u}Qr(k_9iI z?;Sz(nZ}GE<~R&8T!@Rb2E3Gr`E0slI8OEiVDAyy4(=UGp?954Q_$kVJ3`K)-PbtK ziRrRTsABSpfY9GOhd0}(C5~eVS*`JH%ohF?&P%j=j+o-uMcQpJLl4@O?4;8wQ7q@u z7tRN))Q`%9p?VTcq+z+_`6rLi6xUAa8f;XU2Z>_^TgMw@!Y*LUt7Oy~hmkEa*ff@^ zFN5lIP^DN*|D43e0*=2$9Lcy)qh$OXa)h3wCmcwz=aMVT|L32WV**X}9B>5B4;x4S zJl>J(*d$bcvl5o-wunFHNMYyAnZ{Z<%%Lx4jp#m=Ozke?-tpc){3*~I`Nw2(mW0iB z^>+qM_Dt97fC7x8rJ@qZzH7A!cru_8Yt>1yUe1vjwEKFw%dw8Oy`ToLde;5CUnWeU zgXl2Uwp1n@H7?ODj*|vp(1e>X#YUEBq%)NF9B8dIWGhVA3ATyu=2yVTzDbrK2j0Dc z8fDy@$d+*TWA0>%TY*`g!sb!XSKF4bG}l&U9HN6f5T1`4-o0F(-I|#+px1acS*auioT>DIQmK;WIZVWj}B8pA-7pblT z^hQ9PtB&k+?WgBuqiYfKSCe+*A>ggmXucv*DsPb&cGAt-OtK7DVmob+>CWlMrj`JL z{iNP;CSZ==&O$?$|-sx9-@d#TacCYiL>^ zw@71!1?9nRepFFZ(-b}ECwfL(%TF@z0d`zdv)Mq`L~@$!bEP@- zatbXoYGfX5I~v+>6X|prmB)MRhNWGlhPxWLtAGYn%Y-DBqwN6)>bSgZoRgWxMw-kv zbGSEM%cM7tyfU9&R5zuv?(yGdC9adOP@Na@S;$E|H$z5@V%yM~%eB=+ z7Z}6Xi&7k88&6}}JkKRERz5sbQ>obR4!&AO?Q~vYTUog{EH|^=q}@g{^v6rQ$4T=n zle3W(+bFJ&S9dKgPpkC&He2c)}HxJL#JqX&81W>+z3 zFbgrB7aMcc0r(3?Ws6dDwU{IKktfEp5-e@Q^&93CE&jNkEXPpS4Dwc2e+k=-{s*}M z$C#WKFr8l&Cv0zOFzs9kshU}AY{=@68_vsQ5?`rTIkwR>nW*n1l}5U1BzfjY&rIy2 z+%+F_A=RFGUdq6xBHeIGc!N%G-QY!?~K>S0h0x~>s<5|uHI zLHMN2Br&KA)h^@Ya&lGl-e~mRg!_WUmZ)-ZjZ7!=L*{sMLoRrC$QkH9c$Kd;Rv=+t zMJJjW?jgL#RG!Tq8mM0(ROvb;&x<3ta_dpbe3TT^RCYMvkenss z2k=6bLN1G;^2x!>D!Rvv_HPtwt6qt*bjUW888WKMoUSDYZ1S9?Kao?|Nv%91)ETfB z#^DxJ=+mU@yr>F1CKCp+btE8F9-%YMBH^wT&?iz?w7FE~(gAY1y|*c3goNNj4Ow6t ztudksDPH6%6Zse_8%ZNSL{|FgDt*4Q*10ois5Vo8*x;{*7UBVIyP=F&l02|P}#_#+-!A^@Lo+8Kc333KrI|r}LM3`nFOglv`%7m3H{5)~274~)uYbPd= z9m3uYVE4T%K96%-q z0YjyX*n;anTujpA8W8w+ZtyC0g6>4!@r#GZ4f#o2HqX>{I|?Cy^i#VQUtiNlqD7RW zfqR$Bp=3Jy;T#$5PG;xXR+>iF3D+RXK!?thjm+PtP%Mxe^x^KGNLbHSd$g9Rn0x1G zGOu%9c231>BA2oLWWMLH@Gtg)fg0-++=^XdXuI?Y0z zO%ATs5^_zrhM*&9nH=W<18kk?9wSf6!Mp)oekxp3fDAxNSmm7k8@59IBt*WNqBrX z?_)*X3yCF~#rrLc;YYVn2ghPIcS*GudRvriU_ z$*h9z(i)u`UE4v{SWk}2go=O(TD*U=ydhSz;-Dh)BH2!FkQ`5i-eaMx5yx@SC$iyi zzs72Vs2mLn+z_bo9TmCm^O{9@DBno1xh$Ss?7CQ_|+I}?}+x8$m}U1nesb8@!h+&sNtZ z_Q@FPJxYgp>dY$hEV(Yrv~eVl)$09a{B`qY(23T)TeLW*f&8*kY!}CM|Bq|zA$dub z2(&jiPExqzsAqyK;oI0&5-=52XSH-4UBly!pk{tGTTM}zBxq_Yvq00j;Kp~j=fUj=H0UXj3Pl!e72Pe@qSh~$y_e6&$hh4yVJTLdM$xVO zemWf${v+wUprz(=07-)!lSnFDF>Nq+WWZ+Jl7L8Nl1H!|NiJRA1T~Llp56I$Z zo0rE5Rorb?s^csvGnZAY*f3wXq!!rUCY&h2XN#yD0_JKTch`G*yKXHaGl^3A2 z9$#U&0Xcr#)okV;#(Nx-$Hi@V8PFk^8dH#D-$@sV>2i-f^yiRqFfuiKG0T;%H6)8) zaxI{aWw_e8_GKRwG>RNESAs;gi=N=*CcP=5Qqc_gttxtjeSL!#$pds44QSLhI_-$y zrsk`G_V`?O3y8>e&kC}?Ei(rM<GkJ!tCc3xVpE6z)5$m_z zfXf^psZ<*+S7SDhMKCf96MQ9=3*n>>(X^ZNN?;BdL)2pZveahL;o`bH51cP<8}S|> zE9BmQ)7nJ6Tsx}b4w)aMy9bI9Y?|?Te>6J|7)UZ@r5Mguk`^=RV0l?=K}kggX?t&% z+gkhv{_axP(XGngqfrjUOp7a^qzCbnr^yv^g3Tc(=^3~|!%4n5!+p*qPm#lVkGD<< z3@gnIrui`5r-FSnN!!Ur%BWQG>0YGP4*`ccE8JV?ZP2XG1q|iWL8aND9k%CQAt|Dx zc$wB?3t46El>t?*YLbi5TJI;Bx~~C)0T<<{)?*+}KLyJQ!i9Axv9;W5G1x7+gBH=n zt}T2$J4O1l?ZB}Xu(M*5EMV8kNts}|hq*soqHj>%>%x7BZ3I=#Mj6)YXW4xA;}t{A z1Q0R|VMw{Fg6sn}aujELflOk}$M{L-cgx6VXm7-?pz=i1VW{4R$!hN1#a%zqOLTyH z37^Z7_*$CC*7DcplOl1>Ji(R`Z9m#jPY^xkB0i`jKZ%KK4;fC!%7v~=Fq@x`)#jml zQ;&6II5{j<$wi_^qnL>W(zV9${RNYKi#Zr!%{}EAGU&q*d;>}g_>2Ue?vDE7QklEZi_o(@dzYrjEHD>TsUQILTCEd4<_pPH-$YD|^ zO3ezbWtEKEDOZbaC?VcP4pET&J^F5f&3SUt9Os@2JGd9~e~yS9Pp^q2a893o?wCk| zqQxw#<%197E7PWG@mJt@t^qwWg(k7Nro6;9!1KSYJ3n8i9iykT@y<5}qE%#Icf@d) z#FI&6u^1&ISAYwW5|2Ea;(x&R~O*Z9Z zHU-c}E-BFV>E5;WO<2Vac!mcZ;IAK}H;J~5%+YG3cR$@nxAK>!$kFi8j<~AGdOBHt z>Sz{rO19W7{@|~&W6%_+&)&ewSfmYwm$9Dr$PK!MxC$a(WQ)8g&WYWaj?1Z51j8^3 z5~edSh+v}a5_+IWkDaO))p;riI4oL;x-Zw>C=h{ln(N$~?dw(GHE)+eA zP~}vK#(o=u8cB|J7IMtMdA5>MhJseemznYmIgj;i2djk^Sr%NX?R*n^tCXz8GLeW2 za+Q>bdRammu_#Xfzx{_&sm&+D#XBjO5tB)_=rNC0diI&+_FdR5)L47iY_f;V8{0|5 z06LZJ)(Su=F5%JeU#}9L?3l#{O7~`7V0Vp~p|$fo;W;8eG>j{!aV6$Iw|hyMfhxZ^ zs2&VO57~uaXpRAu`HJ!$z_iTceQIUG1<~!8{t1|9yzfEYBaf$vQ#3zdC0!JBmRQQS zn|YJu`wN0HgQfsWKL?|d%6l|WfU-vKbmd3V?IZ@sC~Y5^;T%VnimiMDfQCSIQl7&i zaEmWjz9QsNyhWPhi?KmxWkLbE55%Q#vCiywmM_QM-Xx+*=x0|^b(TruJ~~J&gk&Iv zl0S++Qq>}w94?}7a8K=6|&~l#j z&q@2NzrT!_O$O3^+B2&Sb3ZB~5E*D8+sTVq1@H5>6ndErBn|St z^E_^Xtl`(mL2(VvZjy8#)_i9H5G`f3RafLrDUlzC$GjR(^ z1ORz1a35@0u}moEU|+-hoRd3bo~|yD9Wb!g$Y;$E|2#ZcgGEVI0$Fz-pu0ppM#UO> z6Z;*@mH~mUGP-7xQWm$wwUeH6E%WTdEkOREUM#`VG7uE@9vAs4kw(1*VlMJ?+G&z0 zT!+{vx8S^gxzt$?m+cC2xN~^mLIfE3ER(#rloo+hS0b-#Z=u0`2BFjVL?C>KyJjFR z7(wbm-JL^E>Y1du+DU3$r^tWYz!|0r?+O5RRdj6BumkYe`La1m!^^fY7q z3uwS#-G>Z7P%7O(2jSVNfaL;?1Iyj0yxHyz(0-dokFe7S-$si+9VP`t+YC@AU>dx= z`Pv2!ldDaIj%pHScby!lvD0!JLci5$!?}!RLh)p;O!(a}#>34%9C2lFJ@s$pGA;P9R_xIp_b%6 zOIPqkY(LEGb>$oB_OIqI9V6A^Hu3I4L%M}>5$ww}*+3=$qMFRTRoXLI+P&UD5Ay_i z5AkihDsZHhkAoe<;!25k8p&m2;AzAyFx!2n16W)(Nd=$gj2s2-!p;-ESR zG`&bp(xTtyQvp^rownexPaEI?|u+Xd0#vCQhMpuw$tslU&f_%4O#| zt?hNFdA**75mmudG1<-c;p2Wd7*x*sAU!t7oldp2WNOeUBu}(-{gBv+r>Btd?p)I` zh_*<^|2C6SlA};HpURJ$b4Y)_mzBB7NjZwTav%)L9n%^8gt;xIqV zKCw{jfPjJi{)0V4RCQcei(W6Hj=={_%VokG{U0x%foQC z&=R3i>$;MSfqMr3>7<{ zE^1x>TBD8B4-##Yjko3K=Ya6e5UwQ63QD9SYhdS`0H@*4>55BDEI&pcr)-k zsz3t%c!XDp8)T>~0`NN_XfFHs@7sAX*(c`%!|A;d*%RME;(NCoxwoyDm=P1$0eJz( zTIdWuDI?Og{kr!AD>v&AfSTpXmqO#_YI86&k4vr6JdVT7<#7Y~H(yWH{JZ!Ox*3_K z6wzasoUFEKgS7?ZFkS~&FhjcbvQapfTzwlal2y3Oqg9_hd>7DN?FDTiX%V9}U?fb? z)f9G5BiVu3v5LR883=J5AM37_=gCjFgKGg`v%q>X2A1K+QNndX3%V%BQtdc`bbpI- zJ#I4gv4m8qxFMuU6!K5@*+YDomL@j=KsrEfsjj7Bt}~+9GDP!{@$bV#)yp*f`?25*U}xA!c1vqH22|!XnDG&LYypn=^9@Gt95%$g66^8=gwq3|#njkj zk0v83YH>iuy+0F1V<-=-v@^f2talESajD2J$2=52U3eGa1ZIl*%~zm7ZayE% zt6f{jc8umCWb*g2OzX*K%|O?D{!$??;;+pmM|htD!ukqpu^cBx@>A3r`YcwXJ#dJ& zAzM@kusILL<0KZrS$re{b>%$+0HT!cu|IUY{*$(y48UD3g`(Lf->L~@uRV>^*{FD6 zSE<}Jh{v5r?6aIC;rw8T_!)T&XLOm)<3Ap;quENm&tj5`qOhOL&lWodIVO-pT9Cg~ zJ1h>XuIqS@AHjwn#aSuJ6uM$c@l`mgQg}|Q`Aw0k!C#}rIPEE93|%8H^G*D<_4LdB z>hp3#t&)X63JwDsz6QoY9abI`c7sxKRe5(KJ?KJHzB0nrvv*R+aW+=@uF&;(KHHpS zCPTQaROAQ%OF^gw1y9=_CiYe%wDD;b(eJ(8fzpc3zu_ z7pI|(K!dn$3`K12JtBTWt^F0f2bwXfAI}3`E(efy6xHxG>?|FM*`Ey)&2p7_Lu^6z zVJ7dBp-nYDx8^?&A=D$vYi)hrjPzHl&nxAzz&|WdecGxLqP5b}#5*_jPma;6EL~Hb zgVwQQ?ERapk?luxITtle22A`VR!MV^*~ew{7K3{A+F;DB5oCj%w8T(1Et35Yz&wX) zV_-aT)aPYP+p_w_ifgE$@-F!mW)aw9iC-(XLi z4e)j}2ua?CR&P2>C2wY;Z^WCkkdv8*c~@>bCfUgU;-F{Yt=9Gz&9<$I*jMjt7hk<| zo_>``E^%xQl4N-b)sERPUjum^Fp(Zs^OwxFt~&a)cM3^kaqH+~{Yiq=?DyF&ZF-+lLe?+wgkl96O) z&e>lF*bP&B5B9%Q!sdCF^Qi;o!dy@63X6bd1Nm}L}B-W zt>Ok8npAnDz1QU7`i@eL7swW+fU#JLBJ~E27U*S@in9sTIEgG$1r@}yeFH~ReFgRP z{hPFv`x-c|7*8SX>s{pRhK{P*O1x<#Mr1a0EJTn>j&9^wgr1_2=tqos0^&O>t+8V~ zbvD*qf$oNSPwFg$>L#0AUTWr8Zp~=!xB~Vc&}=HirB%wPZvEQQ(UO@zLp!pmxl)O-VENCqkUAOZIQFyyrYR(=zP`R*1sCy* z1)w%rw|P7(LGw3^iD=viD?!It3Ef71n`${a)onZrtr8NtuTxqRigqMyE1s=}yO<*a3s-I+%it!9~zR{aZ2f)Z1jNeG(SP+6SZV zL#&%mV7*&+w(;I5yi}=s)2NGHS=()ee^WaBt}alaXPY_p!haj3<`ZqAv4Vai`YE7` zl~V6f8@k(G_=VzLZcBJd6Y}h}R-5znJU#juAB!`;(ONz-RfnqsW{`PENnL~_lXvtJ z7E68@-dR^V8&bHM;%`NOycCc~m1ub=rzmYTZl=Qo%T(bx5*Jo(9J$itb8;$z{ zK7xCRQfde0B$hpo8}V|b(@cDp$8@=xwFeHtEXOj(Zs>AA+lkX|_jKjqS9oM0^h@vR zH;u5aqcz)6yKN%ffDH`}*`zAN9ynUTGHcKSBqYh`M~+rVHj1(#JG{I#_L0M;S~H$I zej(ly&`qx3WS^q^cf|^O<#?>B^AO-+()rHeCllT|&N=q6!T(BGP)OkQ-qBTsW7eS0 z7(QkE1$7+RjtXp38CC=I!^E5hgQ?sAtgmuZCkw3%!h%4I)mhYJ$607Q3frH_)_0Um z1{fvLSSJB(reu=Jaw6`!hvU@sH`LWXQr-|ma>)ih5f$in=}c{%W05^ykrPxFNbaa; zB*mJ-RcY5)4qTR%G*-IQG6Zsu;bX_5XY6M(L0HEA>>+fau?d%jzm#*3uV26q>vv>I zk5pE(b>tj2V3+kr;bQ-Lt zAC+lzeb#fb-hM(GhkVyV$_bfnV{w?hB%9k*+iGi`L%e-+Rbied$=NT)^7;sJcj5tc-^vu5-p6eFR+5E}_MP^mVYx zuuZmfutxU9O!?$crnrZwa=(LB*N>^b2MXpN0gPQxzNmu@`I51Q${>PTugaX&zzMLN z!P!vgFT({JYaJKp%gyjrs?49A&=*jDdB@528@IehxlidMFfZAQg~{_?>SC z4ope$4~UPC3y6shaQOxW_<1~@z@Pw6K%l(s$I^IOM0#XoWPC(YN>aHD8SKwG1f&;A z%PAh06IUoUF()M@^pbJKF%%0(grw&9v*s2FU}vFFk)l~KMYGEmDwJ9zCNnz?PpRoq zY4ODplhe|Q`1utnTr@d6JG)4dZ$e^xQla>yM9V9PHHWaGsqTd0NhyU2Wf%4LPb*p^ zJ0+r6v7*U-iAf2`=?Te6a*Bs_Cdktv!R&jwQ(q{%2eU{yBbdd=eZj1aav0HinHa)K zzz*3lgn87pD%+^bp&={;qUE9xR>W(c>hqiKb5%?f7~}GXwwqWFLs(6~)mG+&u`*~; zV+{^tStPLUMkJ2hqA%zIv@t07*q0!VagV;FJLHiF7NdND!HV@Vf^7uHtFKi+*w-p( zaTIHhe8~*-%EB5#I-=P;@~19WM6(QK8oHFq>(Q)%ajxLLSgXmb7`9JYO@}J-?-AwtyYE;IT7)OlCrJ60SnuOl3Iu#-bE)1~bJf*)VKMaFP|#0F(G*mL zS59C#*5m|yw7L~h6k=^mW=lyxr$Z z-+E9Qoux_?MN^VA^uR;kA`+-|#p37Rlb4}8{^vRx(HY?>UV5~{W^>iI;gOmvPO1@E z=NtCgYEXsYFtmJimY`G;n~3aMoz=0A0GxB{TQLvaI$50!wkbO)ePGpZ$d2nFv%xd6 z;HgbFtKeex|7w%}uH?(pWkbuSMa%-lrzW#wIZ|-Z+(*ZX#OVn-4u(-21CP*}?Ca%T zN)W_g8S+3&7Exj}@hfk7<0-=&h7$xW@c(^hKQ|^&IQ%qQluAq=1r6`|nTj_b1Xit9 z4C}L>th%jPyy8Cyf)X*#1Je%NXx&~cB9msiyouLPYgv1C+Noc*V+QFZ+}3)rNMu3T zR>52EVtLAUZO+^Gst5JX$BDFhu_C3Xsk8K<@WTWBn4_xC?c{CnOpFU%hzF%o2{m`W%yEhw$9&ZDwb-XughsJ}NEZ&D* z(Z=ikxa?zk1si~<<6LIQ<-g$CTW^DG)|b_dUx3D4EYD!)9PFgZE~`Dx(J_o2wXreq zo9nc36aT79+Ijm+BCq#lAvifVB5Fwj986W0$)V#1Lg2VnGw(K0>5#a0tJak0a+0beN{i zbBIZH@fW)99v{HM(RNxsAHdqeFDZxiFR%|r(WDlbA zkaF`BZY$z6PRhndpWk^M|JjpaXjCEnB15p zw!~lA8uwgPJ{ig;S`&vcFF>lETsWL1$}__mj(+8e5v;qu*m2FV#u09XjAYj!x8Eit z(*BBCt!2t`^lvHfj`@gFS924D#!50*8x20wLw)XOi7yabx7j>%p<{8Ir{G-NHW1fP znK_#ERt~y1sdDXT*3{=3fC+oFos<_Z3|fGH07jICk72=TD+mB|%^Aab!dQ7=3>zQ1 z-P`#IRKpgtM4hMZQ&Q1D6$v?|ma8uy(;^N(v5Io| zIJO+!cC5_tY&nQNt_)oE>S4K*;NxA|`ZR$JQlX1AKr#!Uo>gQz=DHi3=QFwDd3?S2({DxV-IFhI0(3f%IL$WOvIiRYd7c} zbreck+eoBh7L!#hmZoliwXz1qS=;C?6t%s>frkB0P^OV}x~9zw)wFl?GnH!=gnE!fH$;&??P5*T zSCFFl$dkKR8rsWEBg4FtiK5!L( z5B`<>pCnzh{bk#XqMJdA9Cd;ZmB$DOQpkptAZY zmM#aKVjamVkgra$BT!53IL)3K6P287yQzB1&1YCuF$)K{f@$+eM@Dx8&b#p76OL&E znjNQIqTLpV#AHZqA&4Uwq4XLaTdbnrXTq|$OJwrg;DG2s>i>Kr z``%*TJNK!N9mjo?)`|x+UJhdS^zIh>R<^y(3T1zRA!LnmQ`7%}*7{-kmMnst=d?_* z?A6MEzsY{rPZ*7QKq~(Ri50Z1U`F){||92N)SS2vd;oFkAl)E2PiG z@?kK|mt*g+^4XsV8bUjD)th-4_|!G0sw~N61+_7^1BlgB~ zjCfzbmSGg|W=LL6s%ScBWc$o}kcIR(Qsu(9TbGdB)md zi1sYlMwg@Y_cPWr;<`TBu}is3w$Obj2y2lK0cH3iBrV)T?%YQD3a83ezvt{UI99o5 zBk5tkaZVdAyH;|>%YiRhT-F2x*0XzFKv`4q%<0g25q=p-lcvHTEbzB@eY35A&*1gM z@nfw-dzr}WoZ2f<8@9^2_L7BR(cu1s!@lM0LDDwJV+#~zgeskXApT%a-i&mc?80EknM`1~(!qEFyLz`{7B_E*QmzxYjEHIaDd8Y2L)ARV=68mms1# zC8%Vly{(_#vEl^b#cA&K19=m8c=&d*Qbo}t(wyi#g<{gy zV03<@D>NLj(QTAor!tQ4B)BK*5njQKwc-LwbLnFRuVJ*!6`kT#XanKT$R>xi5Ia){ z&3DmW3v?6$)7s^?0xeIg;}n)oveSl(f$k#mq=L^^O@2~%mR~;5HncLu8-AvxP$CJD zk8ld(vd|hM15(%1#kPS;^X(eW`S-cp{qr3u!IP;w$M>$DuTM~Z`P079SmhY#+ikaP zs#12P+^X?rd@-q8r+usAv@CiqZ?BOYwI5y_XjwDNDL1vHykTh9}Y^y0%9n*hINJiDU*G8r2Q-?iCD7GIUrm6@WjN`7`J$Y;!-qR{|vS2uVcem zjWy;$c;a`Iu692Nouf`e?(+u~g zuPouqJt(0XVH8L0`x5i2!>FGO99>zHv_pH71Y!Wr$P{WpC3)AbLuYpca% zi1i|rKPU2^2p%OPBYC`%#Y|m(8_CaySH_s<;qc>XsPFkJaA58?`0Ys0e$v*0*1+>7 za8R!75XBRe!UYeQ8pZFbRq-AZWqvfjB3s4q-oD!ri9V+MA=Z-pFrNJ8z-3bVu9KXX zXZqFn2YM7B3#*NFa_5AFTfLHh+e#8SjJ2w?kd8FIQf^PEf zMiNwP_k03pWtnu|-ddi{HxZKUk}a}$0JM~Sv-r<6F*Qbh%HkK41@4Keyik~zhji&F zf;#ylHt8zL=a6Z-wXrA<2XaD@e`NCsP7A8=L=TDX7GP6H+p!w%Q;bK*6~%aT_#l+| z&_fz+xmSt2>#ZFH%}d3MY{MBx55cz}!tLLn z>kx8L*+XRe;=GCKK-9r0_ZH`^{k+9tHCR~G!4KF&-28+RDa0Jr*D6AC<0%Qx{{oY4Lag%T`3jq*)Zktu zWDU-y@kTE^KgXp8=g9?uQFuwh2?WUbqrytc@ilyH;E?lc@gQ(nJ8R*tr4~FOPads} zE1q{99u__I>+kc^zj~7wJRDD<$8aco05I5wVhTGU$7F*#e5NsoeEpU6<>xxw4;`X0 zHxC01H~~ZuupPu-t|{Oy`~Uk?G5B;CBKI{Ho%m=4Ug;Q-iETSx!O#YLJ@fy4VWb9u z@UOqG;O+%~-G~BL^0>aEz;O>8KUkgX@yb+gZOGf$b6j;u?PqGdZ!s&j5&s>c%Gk7H zlr*Y_%pp{)k~A&Dzl5(@+B@Kz5S4tR!+uKY$lxZtH~KRFumak@2>hqiEL;ORc3TA< zUIl(B^#y8&r){)1rbsoY;A1pX7Q0Hio~y;JBTe{k;8WJ7H7=xO`j_+-WeT3OrU7zk zGoF+%26}CPj_(48M#x39$ls0g zsl~{oe5CmLPKM%lsaqHYCdWR;9w^!S8d7y`DVASLz6D~hx|cd;+CS0{ z%_BipvF{4jw-+Frea|b9OPXB#JugW<3hVCo+zHMtWO>XKI*HcQJd7e@-`^H zOtz;!Kn?>na-NeSvTs-3)aNSLzu!X~{e4!$w?1>AQP5l}pLOM7nd<>%hghT9-H5^L z1J$z!`%wmkd*otheOm8#*be4S#~!%ghNSLV;YHBXOE&4oM`I*rmoibl=*7#a_mn>%9C3Y~hP{*gp*Md;)+@5r&pe0Ua_1w#d>@v9_mr1%&CfhD zWT5g?pXiv16r!7Ki)$lt^%fv!b%8npUAk_llJ?jdLlI<~>pm}Ok#3^k5{=B&FFoKd~?N53F_ryoISJcoRlUka*+Mfp%c~6#* zHVdKIN{ZG70TXIjyQ&s10c8O@gm9-WgQkr zdAwo9S=UuH?lQ?GmBVSoV^CM(E>OG>txxKPQ*Um*qc?TD`7>#O8Ks}#3@(Qu*7!ku z6SV!Q>=;7lL#x54sk1}RsraHskhY%HFdC4Z^z~vSM&ux9t(UWD?L9-mldcV?HuSY} zRkjy(*Y@_SvW8@T{hDrfePhpb*YS2&4aoZU%V6k7`^)9|e2&+0rF4~qie)3RYhof% znmyPfn+)Lr;)LrDb0I)lZWHc7!JvKBX~BtiD0DS z2%hYv?6ik*#XSP5XswO)xE;#uk$j(?>&wex*rFt(c(hW=RU7BPqj<1$wnCazEjY#< z0&+$pb!F30ybnB-7f10ZZKv`S)Ls^h=2HOu5#<=33K$F#qVd2VdTH{(SiWCzE1Rj@ zG>$K4v-CjavZ^b-NSv^`jpuQo$2nMlEg4Az6L=sR*~R)I@N#?t4~3uPlL>q!*9vF8 zGA`&39@|@exILRy-hcDCFWB6HPir1=C9<($$SB< zwdPFWRfv2hc}zg{6}AuhWt=n3BMXr?coKtCKKn?0m@W%VvR*jZyFyj z>rTf%?kCxAIuFQvMIR~W$zp?k6b1iB*z1&B3gi5>nNWc))9*v&O-Pfv4Sg@6{u4Dt z`Vw&dXq}plM*-w~l$ptUkS&U|X7ZL^H(c@lQ7D()jQNBTo+y9Iq**)^$r(b{n8nND zcv4Q8#RtH1>7LD7;G=uY=1nlys<=Egn|stNG;FydU(V)kX`jQxV53Z&!;}5u#~P_0 zsh3l-JpUfRKAs7GJ>o{qL8Xf>$Y2>I&YIT z>Ts=H;c0LL%{oFYC_fbD$QFzFA#y;GaZC7e$1d<&#Dn}cAPG#~Sc0qZ@7B8|9P?(7 zrZ1l^<-Kcdg%H^Fle5AZ>gZ& zbUgAzCZdH(Q?i08a70WSUB_fj2Tis_aSGL@`j8~EN<-DZdF8YQI)RrL)z0)bk zHwGaiKJbvzTDDrw4=9sS4Qa)%;446{`5KS}W4Erai0Xo_CRX>$wLHn)B8p02OVW zThBQ_g1o(fH^bw0$&EZi_Snd)sfEy_GQv8tk#_+z7!6ZH)JWC#^=q)Kuo-s~hxNl| zo(|N1CzVSrUKjHSf^Vrx0Fq*DTlhBj4=YfuVJ4fgZL6)bb(?^c{6WM^UfRNo!93~S zijeDUXs3qFRDOj-Ie#m!9DJJGXX2BpA!iK+8d|wl`yuY4dRB>=OiE6-v~BpOz+%~b zJ6}nDrB?V3j%>?eR?<#xQ2SivvJ$t`5m&;nO7G!2a6j9}{gIMvh3vxyMeKK-Fs|u? zQKNCjj)S(!`*~r4%!=-7;B{bL?kG9xATMmk_;m|D1&+v_Bu^gX3zXAD&6PcV@Kd~3u3x>ONoY|30R1p^BY z!*lgG8qX}S`OXL5F=T>rkI4E*c)ZLz!W+x$M|iga@>H#(Jkc=)!ad!5Y&|g9RgOB! z`$=|;ryzTrA{kc}JI2E!rhdJ?LAOy%5FrAhXOOH-M!+9f=r!w(y<$0C4nD>=!$eu^ zIN#RfKJmJ*=vS10&iC|FXsm%kLGn=@Z)=m46r2>gie)ZBZ~FPTYMl2yL6ZBXh+t_R&UY^;-haaaYU^hY8wT-X;VsApzw`d_@6j%4iq^oCwWutJVPH8MK(UgYpVBD^N}uBp5kZV ztsHQg`(b99oN*eDLM^SMr+H2Ax}n~|P}+ewS<44o=YF;<8Gn}FHnt(J{Zln0A9|hR znX<|`+}a18<4g57M7k<8swUIV^TkSuYfw+#JdbtnUQ(k(Mu`hh{0N;!Helw=KAPa2 zvfRH`)=t9>+bg^dJhZA_wwY{!#bhn={qqp@9E5s^WAMGKaf4TbN^W)j8r31= zGcs5 z+4nvVRT?3%E9c(FdBPr$V;=Cr&dH9CnzM4L?CuzCUG*#+m**ewX6k3^^!1YI4|!$h zWOu3$GHo`{gD@H6Bwx#M53ziBgXP2ehdiF#R^_#ad>m|*-#y|#!5{MWBiqe$0&TFVJ>3w&&TMl_|YK;JmGs{54*h18eX?`uM>1QcwN@KF5105lD~-8-)N(; z8Hb&AV>vNL%Fa)Dy3bkM1MeX!i`F&?e^Cz;`Kq<{DX&IxOZfbPPekX1@u&r{CcnfZ zkgZ8Ibr4JgZ>N0uioe!Obq3t^me2p<)n(1s{70=`1N9x2$R}U(Uu{hoiqQvR(65#E zhJONRYW4q{mjI=rTGY?l^$t;5wGw8M#mR^dyuN)1R8ZexG<}iNa?l4}Mqc{Bf5JsZ zwKtSCKk}*058y;B8-rd#9gFv$Tv1o3OUPJc9G)w$C(ca-!DO*gSL4{(dxAanMfO< zvs3NvRAruB+$q{Db{<029gg^{so3TP`P**~t36+RX?sKO+t-jP_xLNH(_+0JXFEY* z*@_f@kiX!HvXIGT4pAd$1NyAK*WRJ7ZaP($V|}>Z&`ihg#PIgWNG76eeAzhVx;YFoUWs#k+N6*%0(`Ebo*yKpqsG7_7}mw)YbI^rtj3 z=RJ&(sor9@eC;hBlC`?L;UkbD<`Odl|5VG4QYv*yY){Rg$Q&Y?r=`aDoQA3?rDUpG zEb`t-)rbfST3)A~`UA!)Wy-j%hi=h~ph=T1tNV*++E5{~ufHe_1LQ7$5sUnuX~>^^ z;1;gGc(g;seqz2OnP_d$q`?@~u*go!H1eH}?^ z%aLKCrQbT(1|4ssQ|nN)NWO!6_C)LwutinF#Tv3%mz%>yS?afwPK^)^Y%_EZ)_wll zsns?@EFid_=+UAf@an%SAJh`RlB3wfmzCee2oD+pi~i^|Jre1?v7)xu6&R+S)JM@` zFI4E|xut>Z94ksGf2h~+;2taff>v@#oal>N6=ArOF(jBGg&qfO}r|}V~L_at*lX5IZ4C>9tUj!osHI2T3M}$R#a)DHP?P= zp*7aNm1C1cBEc#8wj`0`H;QN#wNz~+jX|oCRvz_^yFh!1qxNKRAEwH8$>LeSPdM7s z+G&qL3sZ76`UcSWMw6g*k~CFBLMIuQDq^6qtdT0*=;CFyPZgC(R37?u-16!%Ro##3 z+||efxy=U|^UZ^(QE56ut=+8Z3$rv%VMITEM;%N;G2d9zwehNKkuGXb49Ao^@Cw|K zEJLKrvKeBWJfDGY!G{cyVjoG}=0PT0{}7p;DasV^gnDL*3t~I<-GWNJ31}j;8Ki8S zC29pNbXTlA63qt&D_6-wtiYC_cVzuKU6xWDw*HnSzK2CtR$(-&hAiuR5z!B{IqW0! ztsxs`izUc3`jU;WEl0)_6C?fh!UaAIG;dGELO#J2i@1X}&>?7KZ~b0OOeX$w>29&X z`#Q2#^Od7WpP8w=_5BinscS#yh*I{!=!kR=ozM0Xxi3dV<6)K(hSvKjN?^Fd(o2f2 zAP1HbE4?#~s{h`CF|S|mal@*RE1m!rlbK~iRa@U5XM%qY{brjSQ$}1d#5bS*3T zlV?P}EH6GmcloS>xQPy_@>E6Pc3~!|J`pZ!dwhP!%%hds0;H_Te=3SSYHLrsqr}=- zNrZvCQ(3gGp*O1T>%W;iv1`8mhtL{UZFc9*OW=f4t0puoE3AQh9IPzZo+ z$io_9t9=|+N4wCSW)4^zYKk#{y?N={VwLrxw%7nO|fdxXHh+SF|dGK)k=}2HAhNd!lH+D#NmAG`gIH_Yh=oA)ja1faCnljIntaesq_~a) z4KW6yb5|~{Is=Q)k_YK{nblrwl+W9XD5@=|GN6N~7-_@)VwBC+6H8??-x8%8OZWoL@nok^i2s`w4s3^7>WGGPnmTL!QG*;!@L~X|x#JhH6cMQAvO{0d!f&`X55;?<*F^7KVNhH~WfZP*RTUCsH#Srny5VqLu799Dh|`0O4mKr(<^dCWw!_fM#>u zyVO5NVrn&GOAAqCD{tkzrZRpvX*jYJ9qXp&;a@h6MSC`DLUB z`NSrs7V(MVJU&@A%@ZSWgnmCyr1)pK6I0?c+t-!~se7 z!iu-s<65a!vd80(iiFzlecdW0j1q5Pi~M_(7(~4g`W-MDOIg)Bjea50F;+aI9hM+m zH%>ewI6HVXL6pGbdg??mq=3A-d7`MNJfzt~`b`q0)!#sk6SCzb@g34(PE8U^WWUKG zh#GfrXP+#7B=234O~Dl z@V$$W3H5o2lWG;UNMR9JAB7XWW;AOh$Icfaa?5-Xj!m7fygFY* zOJjkE)Q6Ej(Wm22nX*7MLIub01tLPOULc0q$GN{K@3p~b!YNBF6yuG}m_z&!?Uv*p z3q@h+wMc|Oo|U!;4=VQS=rA?UaR@#C<)OuRJUIj{){&O7<`U7|oQzG^d2#^l1ZE>g z^|9Q!MD#<~ft3hy{wi9AT~lwN8QweGq(V>7YmhjUgg*aTkK(M4ilm9wu3z!*g3i)! znMm`wfg4Y+tB5}ThJwbp@5aD$EGn0YT50ova8yPPrs$f1%6^;DALR)b6q6$38I&hF zT5aJ-Xq7#hytztrLSiz0a8*`|D!#J;6;yfD=N1~SgtQDq4A6jf)8yvWqBYWQ z0@jGR>L;>{ERuWIh!g5RUmO2%YefUsB)7kxj~I$BSO<_Z{6JX-j=$vRwIUWrheF1$ z6Y1oZDx0knQ*bx?YaK48m*n^BMR%N+$y@7%+i$+H0j=BaARdWSG<46woMC2n3hA=} zSE#kJz3~II~@jI ze`sD8>|P&`2=4V3gJU)!p~Y@2BjyNMag)e|GqUd{;ZFvu*3?Z{_!>Q;XxXjc+f?4L z#9H(po9OU;Wmwa;h?-!ucG}*MYx+?cddP2~HGdm^@KDSO-7UT-UdDe)z(5C1M#T-K znrwvze6s8TFQ`x=omLdUGz-bj->+B>a>e zKur8e8>`e|v5>-vf?MHe!KEx26ya<2IWBHeLSF8{X`9L1`=XPv$UPpX z%#&5Q?!IW~8ikoW?F)A-TVxx=BC2~wKLS6?hzDW|CO*$5wd9QlVmOYWz$l~F*a5UU zdVV}Z;h!AwP~=PVk%$af581~Rz5W|aJz9j`x$!mQXVcqI59i(09*I!LJM|MPgfW$i zxsAk@8y)IVihvYhRO2J#3IEoYemV2&+u^lT$eu2 zaT&NNdp^gt&SZm)B<9?W&ry`~AzaaIIQ~Oe^?`1;JI_0;f1YE<3oEVom$(DV`maQB zPacHW*?KS?&OQNX-0M)hYJQ;9ODUR+5xOg1iTMPbZ40b<-iT=1ZkU6_)Acw*9QZ~A zxth)+1x(Dg=k%|*)L@801=Nl=q64zFquz>o*z)#yD`Ih#Tkux=2#(9@Gqqyxs1n8B zt1{x9C=|ZldBQf-Hiu@FDdsw7dkEVcpU{AMmd_)&>s*BNC_mZlok*5*@xCxYo_;4f zEAd>3mbvf6DuM#z=kG-TIflj}AF%Myrv~Jd$TG*u5+6l?@&dQ6j@z4B>2c;FCMIeGL)}hbXx zv#>Zzx-3w|co=P9Mgf%v?Pgo#Za8JU!z?a4ILzS)ZM|@q5z>d57mZoCE0Ss659AwW z4#WPlA2+9Xt$`n@j*)+ynzSt5KHf?b=1@SSVzX&x$tR{+8re+92BAartyT|z zvkv-vl<+a0BzE4ZokcFsE;vN2^8uzwY=fZoFh`$rq0QxAL1v0=V*$%%3$kovtjCP> z-bNk$)SuNAAVT+mvJKQ9WMhvx2O|a4{Zy4mR`jKdNstTTo7({M6GDJ#Usp2fRR?2NHYbT=yyt-4UovCs=h7IKE+xTWqu^e7jl%y#j$3F z@flmNrKHkz>o!7*K*oc79cT8#HucANvsmP7WR)vDaxN1T?I}z2rj0Y-D>>`n``(Cj zn=3KsVHG$d!PNH7!Sl?1a0X;jW~Cz`ebnH(ZC5lLo$eB0(H znU?^4(lI*#nqAgvqqBw_nqn4rFNZhqhjSi(PNh9{6dS)j&OfYLxo&Q6V#0dZnAqp@!8p-K+tDtKbjv(#{?s zve)$hqPQso$pzH=%!O|9T83GS_Moce$u!3h#8;OWHq)``x>nd+MLs*N(M8ZvR6M{O z!bv1d)UDg_2IR^y*=7!Iu*b5^IBl7GOMz7PeKx+?_Ur0x{q9%whRiH(Hi7}xgyQ&g z1whCC5@yMSk?uTY70S-WVqFs7C(7>SHHW;!`_JW{aXfjNPS(!R8IHZSr&JcoF~i7J zRo2NdzehRPz8td(@{UDGvnG1~??V>pSQOsiAc>3=YmFV*pUEs^HG*1K(Vg%g?Iazi zj8pb2*T^uGw_*q#%+l|mf!ijObFYwdOPaC#n(>4-UCZBNUpSx1^Cit+$UBFuUCJC( zX}9Yr+OAKa15Rrv?7I-Ieo6m9b3^p8K>5^2m>aZP8>wy5521jTu)(xa?iGf zoYaJ?x$4xL>?fz_m64~sAP60G>KFB>Kk*a@dWnJw`k8G$5t`> zNnX`#=r>y_xd|P%j^V*>IIii{wr%Y59Flkl8&+olM{!z_r-*B(X0!@(x`}Z7L z>k2v=;B2r1MhiDHp`NO8xb;6bFQirP5qLt5gVK}QyHNWSp!OF~S;wVQAn|0ElFG_5 zH4V+RvYvu9zPj0&lC_HbSj#LHal<_bZ6Wp`Ip|L$Nxee%?o}Lfv&an`RIhN%vEw1X zS#2{A?1e|s zoVsSG*mJHM#xwm0(jx9@cQ7dJ3yv*6qvO&EKx6a6$W5~+ols7y@?>3elC62UjcCVr zmyeY{)H9peTI5JYyNqj%yjaid18rsP`WT-w*`?35%bWGhk|~qP-}-IsGr5ka**e>0 z@W+_MVbEZe{ehotnw|&W?1Dmd7eQpTxR=nRk*wap+$N&Z$tHpmD{B8ri}z}1wvz)J z;__a=gP-2e3{eip59 z5s$9VaIwD+o2E85f3{D<;rHKPS&?#ZbF-$h#l2LO7n_?cJhuSH#=DIKl@a@XO&_bO zHEm%^#yA*F3d_1J%xrD`|Dx-Q70s_Z{{*|2f}x*Si0@fsFK6r>45=l}8YW1<8DN3n1_(8|f{z zKM`NwN~=?KDzQlK1!<`ST_~YMh!|WELatRrC%SB@y~6wPJ)5@PUY>|X-&0_AV<9)C8vYLv7AfB@{{ef z7FAavR&*qk-S0x8?s*xz^pEbpgd|M{4(JI_z>8lLw6{RX-}1^P62XFH?-oy@ zoVy>TS-uH*z%Odk!;y_<;Q4TNNT^q#%`?=i*D`*pm&O4CR4-0V)^(7B3p4E8JR|Dq2+kV<+zP!KIm`ek+oFYVamCZyo zNs`@55d+*+yIqih&Z~(L!J4dzf_LRmDb8&17L+m$3j}X1+wKU&HYjj3G8zoj?qd+~4C1MOX@2@<;#%kca2>^c7-F{{POyKs zzqFL7S71c;U7i98^%>B95?ukNEJ__l3XSV6ljkAF3GDJhwu3mCf$V+w#lN%}yyFn9 z3qLXvq?vjhB$^sJ3M-GL+4SG)r!?e=D2Zf{3Qj~OyozPagZB(xdO1#oc*3S}B zexWdQfz@>-slXQvgV|b!8^g4_?3M5niGx+|J~p$-rYK_xUol+U7xSn01_%WP>_HKG zh0@AhTq?R8FmVrqYKm4878QKhoP%mRTS&_VpXlR!-Uux)prW&D?aa5l3_~ko2f0eWy8k#&JbRL znj+{-%+k(c4Y52!x{IR6|zVYb#XsDz-(q=?C_zq4av z79-$NR76peharT$XQAe=kwG&dl95wgU5f(|hnJeGc~>>PUe*rOO;ci=skHP-IZR0#OXpXW?KQ;eVu2^Wv`HV{O@^MI$ni%>U=G%NRtgv4lG-| zM?`X5pY#mWbqj>Ib&sIfmaWF&b$|t|b{$trcmlwyChJk^9N_=dZ{LY8oUgS;EjV5P z(M}a!dV!WwBR#lM*%EEqcUS{aPX-Xxs3+Rj$2J|bx4FE=!<2R7isNx=ea)DMCD$#-2THE-3z;=3x z%6>xYp$XHuM5#haMQXJAb3DpH#p4sd;BR;i8QQUZdRnWrS?Ct3Ua2YHkqwijB_Fs@ z3x=2k7{3b_Y83_Wcp}D=h0a(cd@kYgVl574hUmAHc)9U%i?whPvjH337DG;n;`zKK zT4$8ReSu~Y8lEGIkvEBKq0`_Xj0=y9*ky9Wg(W9Pyuj7m zjqb~|CCHo_Rwyw%Ru7Jejo?0cS})~{W4?JRn3(d}d9d?``Q|*W5S}UUdwE*2vs~=6 zTr=b{uJ#hnxpjRxh|W(XJb#5&1|K8FyA|*n?y(9k_weLZ+D7dk%3tm-IKO14}Ra1d_C+pg1k@oVd}4)K#A zCspT?N%B+>%vk{zC~L?qu#U_G>G<;?=`aO4p&2W{_{vw&PWzJG6AF zY=qj(YJP5`wlRry&U4Xb09j98C9?}ytE*okCox-t-^*+Sw(Y?>7yw(W8ntMy2axMo zWSb|tUj?wvCN0Tl1X9~uY^#ySAhS7g90JK{Ajn|9X{Zk5bB4!eZ8gICFh9CQD-Ow= zY(Nbu($LD;ZvlYvq^a=+@qoBqS|YEb8KCkw($G?{VdlFH%}dM>-l`v=sIIvhUkt4X zh9vB{Tq))enQ3ZRcsA-)o~Lft25ZB?A8aMUY6LDj!)b_mYP;seUvAd|)nB%6Vh1j_ zwiM%TJG2Lu0s<_IWW&;KziA4W3$#L7pXPJXI*%hIkD7+G&jA{8xdJVo4=T`t;UHgF zpt<2E65mWDQ1t1Dd?dryzy?$m%K$5WAJV*1^FI@wQ&_HydKO2JE4<8?RwRlm1-{qk0g>g6e`~5 z_GlTQJEhPnBhV{cM(gKaBu4-q_BfOtZUs`Y?C$HX>n_IxFj3+|_G+cDRT4@9j+L6a$n7i}s$F;iJFBIrWfyPRLH~6_jk<;gdmM4_)8E)ps zPiU!HX{#)1F^%FZnh7MB?S}VB4OEsJ@Cv82C+0*+Eic<^ZN_pUPd=@6@D$TRyd7#l zWwj4oiUyisQkGZ&RWs18F?O8Rs=x#ui(}7#H&izvs?gu!4pO>zk@3Kc*aFDJvzn*S z`3~A>ls&7x63A|n$O~W6uAv^>c3EoyHT|xawIH`vwWZb#BcqxoCI{LqEqkO@O70bb z8#LhSE^D6foa2|ZJkwazBCJZys#WXrAy+g%`8(>9l2W+}&%2^kC$8r(|9nL&MKEP*+R-k|!Lw~;ersif`y9tFm z(=JpkGCe-IK^lL4OADcKV^EnssfqC%=FSaVbUY8Zt>xjFgde-Dg~DO{_O=#odqD!F zBxw!GLnSvtgi`2^*41yc{6NO__MymJQ$z4``hk-20i)h;A&Bt^=F5Vy^^R5v>2p!L z&}8u@2}p1mFAXP?#Ufn0r)3LEoblW0dyq8eyEjn zKVUztj74#I&>v59KZ@eA01I(meT|J;kF@t#ig6te&=Di;skR^C4bX6Zt~KP{o@-r% zA`U_h7z(O)^(H_; z*TWhr#%L5mzWCi}IY^MhPn;vsS9hsa-$e$kQ26;Q_H$k(Myb|`@RDe-=d1b^z9C;e z`>Qs96t~J;`v!|ic_a3l_7KW9zemU-nLvNrX`$mBrI)|7nX~89{Zaz-avou0Frr0~ z`OjVOiK-$gvTPi{bhrR;yEK_*U@4^zH>iBOAFbic z6V3j#ukcM2M)4{Bv>BEr@|XTJC;-9-^EzyKgQX+L)zdBkaV^39gBV~%t|l-E7RU1V z0P3U6MfLpVpq_{~3ZU`AI}oulrUlRf0T38FQ{5x7T;c$Ev4xv{eaOEJ(Sy+P*G6vM#U9lML zhK0g;bwVjJ7yW%!t+~Z{R&5?e>+@}4w3kBT$s&yPD!gzwz-c?pFn)wnA8eUI<_o{n z$Lf3&7=I(dZUUM<9S@2i`~gOAMXEXU5W&I8){yVrfi#8UG@!iTDWw zU`1#>{0plsTGiIlaI?wm*WfIyWVeyh81(fnqGyO?@xF1iJ!z4FjXQC)kPJDagPV%c z;%GB3UyK&zLyA#13^DGUVzjFLnEfKSy?~yhrX-X z>P+N17dcwmvq0-@o$V{lvP=TWxbn1zcm;y%R6e;pjTIjvu*TrK%G3V%lE9PGXk)%4 zjg|&8Wd0zH{*ZowLw$Mze^!A`&{v~2?nT6V#I=6(53o#{2)&ju72&xrWPYR~t?ks> z^R7fAP#2?8B?^eh!wUaa85F(ZtI&qxd<4;)F{28_NV(-$XWeP&ZRs=~ z^d9-EbXo$R5{;;;bS$dfS$+&X2J;!VT;y1bFT_ zG(%EEK_Y{7@z7m}Q|oZXOvA9KETcEZs!lgnUAjd8=OF<(tc`y=f!JBir|;-IJyw z89KSUAm4wBB=BdrgFjhiX{E9{Sq3IYrm`GJ_m`mSD@!loqjtjweTUyk+}ekFK-eGF zhZeD&gyrZdS!4Z3#w!yoymKE4BnLD9(ub~h*=9eWoR`NEdEjyBh`I?wbA<2iOa1u0 zzBJzAeBW!(Gm&J-?|u5ws;=W4zsMZ0;hO~ebPBS~`ny0E_5~l+kA~xGprPN7_CzbW zUw;~j&hqsBFvkFQJfc6fhs;%0LyiBMa0VX-Nrmmi>B7=(Iow%`5@(>hcsI0#SMXi^ zX)s<01g8G9HU0>IrUA59iJkT%%4K=TY3YRe1V05T)d_S6H(3j3(1myjumrXO`|&$^ zj@AngOk2nqAg}$^{uVTbT2yN5!M_ZkMKsM*_jC7fjg**2ggL~Iml_BMeGqRxkdA?G z_~Aer;~r@a2=Hyuna98$IVQhtd;#*Dzp{HJ=T3R^QB9$UGF~ zW2VdybA`pc<8ayur1JR1;k3SxWzSKK*by`jVW9V38A%JLWT2v2AjHL2#Vt^Eo(QO~ z4WRQf3c%D0gjDY(*iQqX-v?zX$~27t{Z!vQ;wxy}^*$$nN?-L+^q|)Vv{XDKwu#CF zMBzEGAKZt_b(;xHzeOmK$Bd?+h(>tF(ex?$YShV~ph{Q5=rV>fwl;ai6D?z z%Qs47rqVlb+EPHDbbo~-q19TA=TD$HQZZ-1I)OKwNGrz{w!+$EfKP0^mubGzQeOa> zQvv8s%mPefysK#m9uKU`*LVUh@6llnp2E*fq+@xLNz~7}hO9*sTwZ|rLT|t<&6q@s z@WYd6Wk-*hD4}*#0))K_=yF{BsTh?~XSxwFnZ83w-{I{FK(ee^dEkE1)QW8OWEpC>|R~jD94>3O(xhEDhuTjRN+#rqb>y29fK!H2k<4liWG&Ay5$Nv zSBm2OX3=_r&j#QfoSsEjJE^WiX44Sp_a{Oc~~YK-4Hg_%A^rwiwGG;CS462iYQM1LOFZ|r`<_g*~Z=GP(S=l=EdgF0N!j4 z^+MnHz&W%eU7|41#}VgPUy?7f{0>s*Idm~TX6D_p=pnb2_RY!x`6;M?D4hzVZEB|T z)HupD>@M;P22(pHGv(k2rGyZSIsaSU^Jo#yMsIEnIXg%-hZAuOndP_S(8c$xeQQ zrzne{^?wRHH8y}j)p|gHF2n}`%a;LmkhxG!n}+$D1@uVmeESaNnA~HZv|GK7?|_Zq z67&V^1~;I7t#^(U4P@w zO4<*}ARsOY;!vacYB~Wi8SY_`KzmCO6%Azm_>(oXuXq_$U~cf%YiUn@cP$->F7r0) z=w5dVbSa>BA%2jZZcv&a$DyDpxdPebqtv(YP`&c-OmP&U%T*lKn*t$j@UyYs50C7bkfW{=WE2LtY0?lh4xrMgndoDwsu5h-R2GiY@cj(C24FCC}cB>{zBpuhZ$Hv4Eh3>3}d2k7_;Z|(L`BybsW zT`vT!A+{-2Xm^;lVt_B39*REu$Q<)-({r**_I#pxueW$kvfF18Q$PE7;`vetx`?#h zg53~Z`I3XQGvL~6hiGlIl(#xWo8zuQeD@*hz~dEu=@5-W-?@C47S(c;$Y*4&^%XIV zP)zU5yxL)a5FI!3SBGIi8GnTOz*NjTLaUSeMB^Wh&=R(nqW4jtmiv4V0(XPoP})(N z1EtZYM`?1Q!C-dnfVOUbFn@HtZ}py$9GHu|&r5;JNZ=FVeGU&t+Fas28uJ>*s3-nz z=ADnxD16?`vyRagNvrJI7DYQKYrinv zOcP2x!~FUs`W8by{?ug}MO;r4{`E5Lh_Bgs+bgss@n0>d9lTQ3tT~)2`8~D8zlX-F1oLu~v3%;E^l2FI64;vHL;d zdY(8Yps>>*=7vHh@NL)WTXIGjWvsaY=S&GoICfJVe(n}+D}9EdYQCAL-lksACQnW{ zgB<+N+cd4sIC2Cah&l2?5i&CHh&AN-Sau>>4wHLI0ts*hn-QU04I%)EFP!M)D4Jwu zRs;rs7%PK``oJ1^(VIu9nL!+X`OG}Vc9sJdm%Fxy}Z9(o<;wLpeAQ&2%ftG+q=p<9w25U`O z0AS|ccWI^Yr|_3`8aik)Iw$-DOyFwN(`zpp)Ti4*m?~_tx(5}2OwCQ`vQ529>!OneUi@(^$DDbh$&cxhiN0CFr##m{)N#NR)li;HD}P^iZ_(CrO}N;LW@4;!))Kpsy3 zjyD#KAqP6Kv$7<=gtg>4 zsxXEGU#8=Kn-XS$-S!wjx#tra&8t132{=>W!=BK>eA5%!QrIUPlDO+rT3Z|{bZ~UweV@`o zs5oEzl&11KPw6hc=oy{Jlb^#Ru8_+c!nN-yB$`8odWtk30S_oS;uLOp#dHUV9AIX7 zO66J4=@8QWtjfJ!&>VYTlPOV3`-Dn@7hcoTaJ3z$Vqd~*$m4~1s6K@AZ|GVoE!1)ppclP< zOREt$8ycnlrvA{8<1OFOHCWlewfA(1AdW`veEoY`2m{mk#(Nsd)eo@L1DUAY2U^oh z*`|1zp5R`JR8v$JSQY6RQ9z|ik-@5L!v`9K$ZjRmxbl&f0(HN^|-Kj{*{bMO8M>nZStAN{0`kj&llHl8=Dz6FeNnyUztg2Y)QG1E?@xC9$N?#ITBS?(s2=O#wlPWkOy79X2V5 zWuo9hzP_P>el#r5tC&mKSZ# zU6qB}kJ~RP59K+;Wg@yMT~iNYmyeiFQ(0F)9T@;-Z!Ms4yp6^}UFJX_8MGL1DOJ4V zq86h1Pf2MbM`Hm<$iZK+afE{HCGVuOhQbcVDv=-3S!KWvGZ!{ZxeRz;H5U6C8(r9N zgffjH4mMsE?|=&ae!kC})x=#tak~!-3z`HSmbZACSbvD1jsZ!HC-9q%Pny6T7CadN zkB3uu7a!JwpY&k~sCK3=Yl{q{oiCdMdRREPJOAm&Dgjh5y~Ip(7VMKRpbl?=CF9Q; zwCNb+5KZ@lVUu93{~&yj ze~I}Zox{^&SwzZFfWhq%07!d5+=Gt@uf@6eCAuIikf+%93iH$n!V23ND0!X%p~cta zC18cVTYm~`@NLr-!B`v1mLfFYs29)rW0Yr{EDZHF0@muhPEppuDWbo#C=23`fI;dM z(RWE?m7N~4%@f%h^pMv`f@wdBzer*;aSeqJEye=yW0^08Yks5{9E*?m$6~CK$1Z$O z#7hWhFTOGlN4TQfcZ{#g81(WRC$oD_z5J5JnT~u%+i{ixRB`}v;xt@A0W58vfM=>e z`oSQV-!p~90Ro)oq_8N@(Fp$u(nLVR8;DEc@Iv26;8Os>xq&|5%M|vJ`=_!{SXe8k zvPwXmn3c+A0~R)-B&+Ls&%6cg6i4Id$|T%G+a=?+&0i5apIefB;hCja34WmztIYjN zvuH=9hW*E&R=PGH5IY-jlP)7co23J&Dzg_bi;dc4Sb6Nr<>bS*=ug4|FXq3M?oox!$JYQXU4_-gs|0RJXFd)ysL||^!GPSl z#bTX8v@e3oL6MhCXH7KQ9L&xmmWQm{6xXp9zB-*nI>-EKIxFQkZNH|hK?TxOR4fB8 z1cp9nl z#nR>`PMb*voJNC7Z9w;2H{c1v1XT7Q1lgtWAa^LkEpzb zit9v>^O=ny;+-n+uQiw#h(*37hFeXT3k*cu{ilI-#Av8ZxPe3JWL}~c+gG;MSae(_ z>oC~F<1#L?;(0)R3o!fAwk+t#EQF|eJVZCr2|SAom%^=}F_c4^h?cpi*<$cXFMgZ= zeXLS#n3?&!Uu_l#FzB<&C}QN-X5dY{#xk0ptjkX0Y!lC}$C?)JwgU3z!(Q7^>kN`@ zZjcAb_7YIXuQCcf7w3}8q{lQgPU*W6K*I~nl(~{Ux1+*2@uL z5}-a-SXKjzZ3DU}1HzYpp9?6U9BaTr%(s;sq4`;BrmzQWK^w6CfYI&KkaY~dXuqSp zmX84)=dttvENX^>C;Bh40mK=GLsoSZAWi0|)500ikQ=dL2;>ec@=}diX&`qDZwx1i z{Kl-Z`*2hy^b2WN*{f0Y%3f{z!*#mnVsu*Iu1(kv=+)Yr!g)5GS8K`|OSi=rvNVOS zYs!j*wO>M9PO-Wf*d3Tx-^m5cPP>;4w%$iM=3BNgsKY6`+f>wK=B~}y9rzdYqkJ;X=ROQFpW1?P&{Qkbl8v?97n|0+ zWomOCZ6j@q&ER`lve`<_CPf+-EdXY4t5)o@r$aj~dMjccR@rvKw2Sgo+|JwGc2)>9 zMz)5vg6P_0p7STGD`<{J-u%;_tRkG~O0|K7<+_U;rjf>Hwd7i(lx#YKN@>tjKA2hZz7~9Z6=}b|{CF z$CEr|oAZnj&_AI`jCtJiz_hNBCnC;n%jUaBYME~83HN|)Byk>6}f%fyka76+j zNnYNY&4MI3wGT_iq0{()KCD_&p{9OQQQ&ms-P~sda^HnRj#&MND}~+_gK~xE-?G;z z?7b8Dt`)!zG-M(wv`LB{NeUe$nSGfXWYX?^;S<61btIsDI!WST%@hrY{)-ol+3B@yiDskVHV*= z?`bTB03v1GOm_G;B4xmA7>VDAlyJ^QX#WS1;xPS&q-^CZjcapQ-v5E5?3lyO@Htt` zp8z0*@6LjN)QLU0m&I=U#-8k%&w_~Kzpy7L#yua10{}nCT*QLo|AR3>{~Kg-N?3`0 z!%Wb>aVE$KG-E=%P5b6FkRJjYKmhCGWZKsms8;=y^W8f2jmKO@R}=CP+zh>v&U z4?1tNoE7I=m$UMM1^CZgTEQv;7hxQkf)!0Rnyg^&5c-l=V--WPMIg|%9cnaK&5{tf zhe75ml(zw0UE)*Lz`+89=vQl4Ixn}D)q_PcYb~2z6fkZ;z=Q-@6ue}~`kNkYv$i*I zwtN%|vg)KrTa^;iQ5!>4%>prr0u*`Mu47vf6nTBuv!AHA%~|BN$Ol2Jk7`b4l37s2 zi&#-*cMH&yG^aaMmeP~!F5!~z5ZdrdbgZelJ% z%v?aGZzD^wyTxO@9w(Wmqy8?8d=NhnH;_^i!FE7|$lPf^0RL7Qqqj1^eplSi9s+?q zeh0H_N#Hgbl?B=FK4izZyHRTg`+~I@SOLchlNElk0_BscyI7vIOi-`lPsW#BkTof* zgaR_(^aUANdm!w|JF=G{(@FTK;M9(ly6|)RSO}oYKks8_Q4Bw}pREL%XTJk%oLg5A zSVlX@WCe}YwgY^A1cD1Lf%KV58&gw&tLasN{4pb6makZ4u6qDJ^uODT;#0nxzzm7s^`-bNoV~v2o#_@58 zpLO2+IE&y@jx%pqA6Fe`0h+sQ1GtWUx0r1YWj6rq-a5{DL-C{b2{to^&am4SDh$5l z3)ohd!8f~Dr6aI)547>k7Mo_aISwGlS!4x*{#EGCpJdT)Bao@R*}59J4^q_)aCQ_B zV6vVFM$?ll4dE%EL4Jx^khKg%y6uz7E+d+o+>-A)%|?J!Z0R#>k$*NwNbj?sRBnJG z*9GaU`V!ZS&Vk~@45d|CriW91LevX2@+a3>43xs$Zorb?nU}u7e571Kx&W=0wl^R=1k~c3oA53D$t}0opI}|U zd){IL#8X%-CG)4ZSbga(09v43((^X6^X|8qtMkIwW2t$Mkf~gQ%IQS%T7;HQHtBf= zy^}#?>NeZJo84j2eDWQZYMj2qfV_PP^SgIh1^fk;qI)ndK)D`zj}_rt?y)Jn;(Z9* z7W4M^S&A|niqNG>yg(ph!CK%SHpBXWbt2LvNbKP?Lmsnmd4S!06Six7?PKNMIuCvFQ#Vn92nmp*&UPWVn2PLV7Vxc)+i`y{R)vyfc? zX;v0vQrr`!+npz@I-V}(#XSYPoHO8Q@tg%GZc~bZJxxgfFC_c|g@I+jbb*S^a$v8H zAtQiY8ZC)2#6)%qVsWw`0}=U!cu1JXXFg|JT~A|iDjJT(9Vkr!x_mZivI_Dd-s%PO zFoSPHDHbZr6F{wF>gs+2aX~o-x((Ahb%eu!)vp6X6x3fgUF%0Sn)v$g_P6WVAV^V^L z5xq9)cp6&gM1KZIt`34;Lpb3m5cxhqkMO7gI&Ci;VPnO0f^gjqAi`M3PHf7xRpE-L z8(}^x(cWB9&^g<9c4l?Pbp>n`?oAj#qq{ywRz7x&h z$5p)qNO>t{y$_^tL(F!G9>^g(Q$HRKHG#R#iWv52#CVfX)}qN1=Y@uHfRY zl>Ne41m&~#07b<|Wt@ZXYyopGn;s~*%Ro#^wdq&5kER!ckgKt#w?~1-K27(+D2(4? z`VJ7t&(!rlIdakGh%xX2KVyjtXlVI(!fodpc)_nf{7V0I-;+;p)zgt;TyoVxabzHz zX}Y@W9%5;0bC^(5-Sw6D0yxln=<#-NUjn?w5OWU1w*X8ttp-hYKF&igX6kLv5W3Al zO_uXh9=d1T;CTS?3Mu35wicKNZ$ZvC8?~x=0X-$@@nZ3AO-oj-9p@1}SOJ}v0L9co zF&P1#`flvL4RtO12wg*M9+0I%T;(E(PAk${0nPYVZ#_gx_zlkBAwGI4JB51Pg5u>Y zAS-8~Y06s@AMB$yGVegBM&MHnriq35Z6BB^IR^ICttdRn$G5VF>q2ZAoJJvwM$rt_~&mE*u< z05y@@@Y{ZRsCgO^qDhkq0Y&Xr!_{90;KySm-$N;mLwsidOsEx5FALNM$d|C(BMCN+ z4%7quD=q=#&0)ZVO+mevg4odlbQz_!T8oB^LMd4YgaY;j>gBjONPprvS)7i9d_3qq zxQ!hktjNay2pGEt>%PJd@@!x`!cPL8mH}`w5`jZ5{ zC|IxOvH*J?Q34kLpr+OXA-&phY%a^KA-Ye|&GLGwPECKcTfGC|${HSD)XVxG&DLAO zSL-kF*Y9jAso`7X+S~JYWz6_9M2|&KaOAT>^&Zqs%kRQqx6PIyC%H@VADy{GI^F-${@zpXgvs0bb;TF(d!0`2j}kzsNP6? zPgyBWwQVuwtD}ow5__Km;a4Kg7u+jDFuB#z&T*K2}wKx~4Zo|0ga0Jwh_7k#N7Lvb@moG#hdiHUKcJP-6jbG=Yv^PQN1~UE>9KJ6M|3DFQ|C$yFi(Lj7O6=x5=;t#f`#)sh*wP2Ll85%rs|cT6H-!Nh42>yC1`!1{7h)H z6kUR@T4_CuO+)UJAsDy|#3zt6y^F4M-!l4H#}d@MY4Rx2{yUllYQ%R?Q0LZZ<+xl{ zPZ8UW#m)ZYmCNeI1Haprf_LHpRB|)|?dPXb%mA&M#*tQY1^IyLlxQ#;8F^*(9*BFE z*X!{f<@KT_j>0OjJW_0ov9`Pp5<2hs{WQJiu*B;qISC3AZ?%%R7!j~07FVobicuQs z^#ZO_@+pRounMLE^j5r!J*|T4T-?FiDmXa?bID^1xFJjKmZoBDVWuiR!0n_-c6gHe z53zFtslM_MFl9bg!Gq02;%o_g2Li3aZ*18JkP&+>2|ubLahzRRtcXVi5W})q+$~=b zyk5$Z#0w@VRon;gX`zy$tOmIgc%w`>jS9IKfC6G&;V_XNS%i~B7$2>c0?b-vsXv8C3gealiqqQ<3{-5qc~uoVx^=wGl{aC}knY`2OQ{ zFb2!ZG5H&q)*e={&gSbY>ScuKjuE2qxuPBpJ7W1^=E0TqO1v9148e2Ql~1UwFF@Wr ztcqSv*L@tHkrL?T?Ga;C1NpEjx(^EF3##a2z#AnvU5{~(u?2?(Lm z1l}g_L)G+>flnM00ZDZfB>G450&fA+wrim6ku7a9=c!`_9#viU#E(Q?sX81D zw|Q=LJr&*L531{B!dAnwa|&KN9YALz$Sm7-6O%-fQQ@zFv%l8?WnDL$wh(Z>z;*p zx!U>%>skxo#ZqvD8DL}z?^{Pt5|%q#9eeBOe;K9g>dlCpdJ|)tt1HiKpl{~Q8|qPj zf%I$f|U~A)Kgz!wCJUmN03d# z87q71wIL+63j9|e2*tV^seR#VgFLfQf7r`F{;a=VIbZ>Jj^Bs=hOO0fWGe%R)`wWa zg0jJ4mI09WR4K)$5A?S4P6PCc!b%t1 zR{@L-Wu7%wuMA|O2V?c7Xr)nZoPJ#7EoXZJ%VL(dw?W729|c})CQxnYB-ofSQxE3L zXX@Twf1p49{e%B~1DMnZHuJ|b^&vja$N$eG|J;D!-nkJY=*my^_NBkyLx2r`5ClSQ zi1(Q49bg4Tfj|Br&euY6z!y#R_T)ci>Au{1wjSmB2L@aXoFO6M5QKk!F0lP)>$zOY z)cs(!Ky6$*Z=bTMIDzV#;dw6B@x>Q^AhF@{L#OsC{~P} z(|y{3lJ0Du+ITTBrp@+gDbjh)>0`C1pcv!)0iD$Is)P5~_RodPm$z^!3rFygZR$i{ z&1U}hPi5r)zyBEvTDrt~n9rhrznAjA-V2zoBSxxrE9@~$TKJU^9L9@XT|D`oa5ao~ zAM8T;>&-r3#KL=Q@fnAx(POa7BX>98aLvc0fLJUlJ|-s+1G4$!XfGf7TJ_iC9B!_5 zH#hqdCqo&OGQrLT>KT6AlIfCa?fAmE^`C#0_}d$*5BEOjW5EvqhW1+Zi~Jui_7dTl zGR5vV6eDW{gfTwp;B&hS`2x`j8`aPI1Pd|!;dqgqf55+fz$33XIYa^)pGPhM$c$WC zS8WYfpzsGLWM-_o>{CB-*mCk29Tz{N3*-*^B;G-Hh0*d`asdLi3uv=&MVce*kPea; z=!y6O9S|N%dxZzmNFf6+lQO^!cQL*II&Mb*-11z^#AAh(K)9KKCrLB#72%t-NZ2o( z7FUSh&;^hhnT2-(K6SHowixnhn5?mGW{i6k08h0M7B+KE?Fd{7xBmT7PTK!jH5c=n_b<8g#pQTt1~{ zgN^WgluPd8bK*AfFhmT8%v7)#|k_gf3sf{k2=8{_5#y7@L{|x>{adnmujD!zD)F(hb<4~9JLnjA^1iNJ1Jg) zlE-MW9Xp1jYw8^s!MB!Ipe+7cn5SH_I4M#=nP-?Ip==w`|HmjflGcr=VCX5%e#YuRfG((D5BInW{XpU@qX+J3wdw9#Lhd70xbF3B6ro5Usd3G5@? zf^n9^kp;5N`EBNSS2+N_LP3#5Y%Fv7YnQo7fIqff#7bSp5z7>6TQ1g#3TvhHysVZL z7AAkty&~zpeJ*RYRXJ(9PU@66!|tfbS_X~Vr{02{MdvY|<9dbYRHTij%V>B3>GEzW z%l3@WoQ0Ojw$apfjlJY&M5mkV1iLG|$6c09VD@Zh#oA4lLqe0)GxXG+_s)RcRzG_7FXFxe_rR>>RPDk8?1$hU;$A-4~7Oy zZ09W*BG;vDWf{OR&X92yZ$#2~&lzpDTBdHG_mp#x*LM~<^$p-kY0G&sbSloMTWG6? z>Qehn8netYm!06P&WcW3=p4G9#T1H8)2tKOFnhqN?-HHzU@&K0r_5mwbz>F-un3}L zqgXb7K{vr8@B*1eZ&@DjR?n#=UBLq;E3US#B+N19P$252VDYPWdCXll&vThsGTBVe zBii#k|M?W$mSaw9``PGVTwjT?sOJ_p#(DBWR)_4RHm42VCr;Z4W)uM>Q=)H#uBl}M zy9?ivpLe+?dsZt;)UfMnDbDX1C5OAGtN5WZWCRwPM?cHa)edTlXSe;Z7(3}=_u`z-Y3^S+;hoxfUCJ7mX+F0a$5wn#^8L+^1^XdeJ0kkJoWO>MbAMKevN*Q(Baal_7`s-1nPZKvu(^_xrfRN5K&tW39D`1Klx1iYD za~aDgC1NZM-;F8R*qDZ0qDw_7+wy8llftr9wyJQ)Ck@jF)pO%Z)j|hDU zUU!aiPk2+{_c(;#R$pRszd`DhIsqqGrX^!S} zTR01O!hHe-rotpPn;cTZo>~?t^BfC7ki5x;5w3Rk`sE#2e zY(n|j`IolLdv)9;eA)?uDvyu>rlUR({k?a%Go5zIESBgmi1 z5UHA1e|s0buU3l5G4=itJpyU5bDem7o_2`s)4sgH?y5=I)R`~5g|zc@T)Wxe%RI9V zr`tkq(`mGKB`&6KcDP-%&&^hdu`B>y~(4@Qt%cLylGxdz9zm1Q!j3ilTXug%pEo&bO6l1&-C8nLxWv#f!`m6{fEj#2;C<- z;dB#69vbE+Y``xs zb=uhAt8YV$Dbe7d>kdyE7t^JA^e|hIRs)`oWP}sa0Llw8k==k`^FDP8i>x5dvr6!G zH@~5dWOu48=H=>1Y%!VUsVs|u}_hE zZbL0~0kza9dO>u$!Xh3MTdMj|@Y5q!N0~>as=?b8tVy>FQtg29>eFm6q?!~dxY@(r zj?G2$I(WO2jlv$c4MRQAx_ ztu)EA1e}F6Yy=KWK3O50i3HgEaCgi9AXpZ<5HpE~I+fP)+8uWTTKS(az|J2koaE zyMoJgD}KI_@-Fg}+Z+AmWHk7nv+w>mE}S_~Z@KK)ZhvTp?8Izw&ylY+239G!2|Xrb z)%&5tFc+A`kAz-B#4OeO?4&Q$5!w}gh#lai*a?8NI4?R~LmGHUgKY9P*9(4?9V2p( z$7?2)*dBQ@N$46ik1f347I1DkK7-)vz4t)Fv<> z5QYzuMPO-;6&E~9v~tSB_<4ex5$an@J$saq$ZN_xmBKp_yUAJ#EeL*9366yh*wi!X zPd$&4487TY*f$=bt2CInCTWe=X^ofSo5oi_I=hL`HQ!U{KFCjyO_s=jI^4aH=EGp_ zxw>DI0G=vm=oo!ETfhg-w?3g$f^mAZb{`4tCD>yO=U@~J0c|Be7%o-@Z-V&N@0N*K zJRi7%;cT25HG#51)L*OV5;4!ZK1o|?Th6kA58VPy&dZ`xsi+^Ei4~CvA(iZ7X-{{i z6MdvIlU{QcuQ)38w z;ht}wYM(==iN_Ea*v01SYefBk?WTKqOk#BOVogtaPR6O%lze?qPH+w8iPb7(F7zR2 z$Jq9IZo;YaIocKb)67llZDjsY?;TvS>jmpSg!@$Kn&CH5J&Zs5y3 zht%DUp^9}2UB@O^Vt2Y0LH?!Ec}yG3E|N!VjIzNq#j_HZ*j{Yq8_7Qs=ZYm_J9n-Z zaPX}g?u|)W&l84g&tadi82CeVC%B{&(a74R?i7LG`rk@6BC>2&4zgncvfWqs7T05H zJ0dQtqk_l&24DaSY^Ssxpm`is$Vj$IK>2YI?X?dQ8oy0t&#{dZQO8p4rF}Zsoa?m6 z6n2%BfuJ*-Z1n6W=`q}TCG<3PEPT~WC{@#J!*CU^R-@MNJ(_;WwJi8sHlQYwt_ajg zx5;)Yk_EJafV;ZQZX@CiW$IeQ(?TJ#*{RS?Kw;=N;ZH1<;Z>H4!8mrYkBM;-HlyR5 zS$c_nM=Z6(PPF$q;@YchWtT1eW&(EU7z_USb`*SnoTCT$crD=qUNK!ba)FR6!U|2J zt>d=-qz=X$~sz+3LACvhAS7OK0{ zBHda#0>R;vjdMFvo#d(y-==P3ThN_YNX~0>bz^q$pzmV4JP$%klx~@9B}L}9 zSIZFw%v9JC<%9b$M$Q!rTrbh2dZ7Mcs}ep(L|;;WOu7{;8yAQ)wgjPQik7OJXSaC5 z7JC?&G8yk;ps(U%%uB(z;<0CxLKyv7z_aV zbR<=IV!YCQsTwvn?6?`;e;<#XV;mM2*)uwDCyrs%4jMI9>0Xe;W0S3sOO(!I)hXIS zEZyT6swVSoK#v}WIYL7B;{?hCPsC}u+jE7kM>|9Ol}%1-+2q@Qeidvz8#C19bd-My zJ%SOyHj%D$KPpmO7g7A*Lj?JL6E(Id2`8Y#zXEPJi``=(2baMr6##Y5kTq64X$Svn zr#gl%qZdd}wc{9B?U_hZl!vV6HB=SHamXj3dvHe?C+>sNah&FnMF7;K3A8+?E8W)O zxNIbONEvD+!y1i_elicTZhwAfwRvCiAwhgO2R|F1VH|~jyY_Kdptd+N4{jn9JTL3&(qKX>}Hu5{jcK*+0g$!Z%I6v zq{ps9KX8^ZA02|ru;V?bi~<(^qzKUuK)Ozn^U5i?KrQFo{rJcs1q>P}Y=b7MRetC1Nlrd!m-v_dTv zsVWpivfxD+y3I2l(Dh9I`&g{0rR1a@FEjk!e-BlrX|U-ZdSVv$-Y)9Erbm)!w8!8KWnT!Us#Axoh- z*2rWK{LfG$S9MK9BJ_e8TTvzFKtk*Zy`o;y=AwhMN?-4K+5t6Qn(`Fe(sck6GTh~& zQ$F26p6Ic&^dfze0(Z)3$i)}J&;v!?0wpd5YVxbeV}609X^|6^gvmpoXw!nd{djv7Q=bS30#2ZAtjZ@4u@XDzOe~8mO{diYOrl$rZ}hR z>9`+|^-$e3lgil%v0vN}`b5Yox*pPejHZraMK8tco`C$~Gd|ZEKa~vOu@$ghSciU2 zhJeNUB{5R$1MWSIoz@d3DaVy!Y8+C_#ZC@Oh-Hd1h4)E?$Hy;+LY~5l>MXi`J9$Vs zNXh_)kk4nLxA=tIQP*gn=*bWc!%VLN=LJPnF?~R?$vEXCpTq)sCWI5tk>#$D^skxt z3%4sq89Ktl*nD-V7P$-g#;(wPKDv^JxXQ?$4JaT##@Yw zu1YW~OR%i+QG%^j{=7qO5K)QL21blqAuBmpxxsFW0-zI-G9rb$Egam5&6|pB2Bzu;LY1AKOu4%6V#!kKj zJ99Qq*hLD}xmt~%ZeYtk2rUYAEIM{qwNlq~_K2Tn8xU4ETOyAqp+@`QDVdDdH*T}z z=nfpfFDg<~=sNU}%D6E@>zJlBHbUIY9b!D=NBGXrxwurHkc%vK2re4b;=AZPHTFI~ z!}cOKdx(bA23WJIx8`+PLBVkd}3Q}vh$+6DGWD)^$sTpvmoU|MyU3@6*& zqj;CiG^*USi2^)3)_qiTO4m2)1?o!Np98DLLpIwM8hzze>+1-)Z{q@K+D!C^(~;KA zL_#!5i9N2KQbs6ZLQJdn(d+q^B;DAp&WQOeHabgvE0yg;EjNcf75hR9#TfAnuQZ3A zWRr!l5UMMCfbX+TLWJC?$;8X1P+(-HR6{dUaHd<8A$zkP6Pqq);@&zQIOw;1;GJx?9;;1ddF`lY) zpNouiDssPj?1flF&*0spz?pX#G(je_sapLfWUD?!Utqt@Y8@vjP+91+3_YOBPy;AZ z)3h=^=nA>0kCf%t-PMxvkQWalY+X?BL7Y+_@YOH{-a@X3u_BER8p=!gpmYGrMzDp5 zzgzUg>zbZx)vsdoU(PehO!^o_`6$GO(dq@UiH+vllmb^7?pdM5k0ulKE&6CG(t}O1 zGJS@A3k8sKn)Wg@n_g@#7LesF<&(0 z$`~v5;N=r1L0UHQ8HxP%CS>BSvPu$#-liDJSMj9|&ukHOM$FTV`z+Ib3Y{YiRU->1 z0$?S(!?T5$Y+r~sxtGUg@}CAg6!VqfcDhHMq$HdY_mXU9#W4YTfe;Ik^JS~fyEyW* z^$I;lnIejCc+crw7AZMm0~MVG(5QZK5G(75rr%`^#?nc+EHagDC6Il2#?QEhVUT(d z&%e%N&oW3%JjFu?%~qgH7MceC9p!>JnvHo9_kKE2lUBe zKK(KPhSqX^AE3}wsDTJsdeiMq8o?xX&!;S(t=DR-;nxxUE|I9!u#H1kXM{Cz8{6kv zifwl@%HDbG91@XWGkP<&pXf{x`{QP^hRo+7i-H5y&xSZN)!3=P<@#IJKLyP+{3W>% zxAB&%mHZ%lmOnT~hL!1+o5BBq!O1E7kOX-6BzHL3Pscu#B zc@~oux7_}u!xSkV6sPvHk#sIX#0uVnKC&0t_mV6vH0heys%Bf_pYViaf~8x+QKwbv@ki7XXcuGxTYd>e_*oQJv#`al zz)R=A@n)PTQ>H21is_(2z25?>o+fr9i7kL=@ig#Gw_tUJ}ToGmdFw^l6M(S*a^^|3M}#C zxOGO*{;u&>1?vA9T6{h?mMWcRvfCI(C8WZIaH}=4f<_&*Ua%zI)?BwV%fEXsAqUY2 z+zih0A$1K~Dc%`N()0~*N1d<5KP5A@8DMS2X6xJa0T=j581#%raloFbhZ_MYn*x=c zWMvuNHmd;j$SHCHjmWp)@1!C?yM;rFy>nm=8a zB@Mhk_c^5MsYI^gjEM_~i(_S!gAj&3ljK6ZsqgRgHr|#eqEa9Xeu9nQ&Q1T5 zPggc)!+63R{)oiIww`OBpe0V>#?IgswiO}2fb0?f-hrK7$P;niF#el5ipUpnUT>8J ze9$3CDhzd0*i)2ln}M3SPY>~aYj~_&e&21j0j8u)okip&n$dGPE90kLy|r25DYp)+ z2wn)cdBSGPRUWdG?}aM!7}E0$;J-bOV)*e~IVCe1d0W(c$bS5Kiu&W%Iqb(#WV?c! zTjVgr&eO3t*OQSLd!B^J?0^UE80TI3x3L?I?$}cL#zgYIT=Kvj5!n5}ol4vrMJh?F zGRs;dX_ew6pI4@ z1-#G~u_J(9=9(|mK;5VAdc>28p?L;*j+WF*o~#U3j^L=up3mIrbg&}-YVHkpp8zEB zkUoXnvt1y^#MejlvAWD_?)^*-eC}>$J<7pVC$#{k z{rG^4Ug!(=*VynPs!nIW$X{Q$PiWb+?W>2#k6yYzK;I^!>Q*jizl3!DRCQtp&m6G! z>gg=f4tf3`S6%f?Vj+Fhu$sQE8sw7P&7W%yi&akHp1eSJ#dCsKM-Zrz)(BHOx9Ai2 zL3qBjL2SQPHDRDRScg~vMU4&IbbC&OLM^_umPdEd4r<_VyeCG`57gCdJOk-hYY4X{ za#90|;g$%+5vqhj8qu!#II~o(O)37T1ezBBuCg{%ce%Yxz-3QW@hBib39y|2?>aeT z4I+Rk|KB)J13$Df-Qx^IzTxqbz&mex@ScA6s;Uc$s}MpB{MpXa1%^+9z5h}^MSQL< z-*4|(WB;?hdX2bNuyA z>+dneW4`(?1|`|f%s5$)*_VItFZ*CJHo?h z4HjsS?ftH{bdL43OWKUOa4GC#7m>k4xvDttD=XPB>uBqOV86P{Vsx%NE@3x#RpLS`&}R9_0~i88@ldFfmQX#PlLdrzzNAXG3oB6o7m~)ikg$7pn`@(|Tet zLf{iV*imMmiRK(8)J8c1>3LP(MGl1=44n{q$519}>qLO>v_C~i9dy%qh7{)pBc z6>cm-W}4zSY+uKhDeLvv9hQE#)Rkg1`A*%UTtVqDOy~g~dliib_3^8`q?nwtL>40N zdY0;mNb1!498V{WhdK7z57-+gTd-kehV8)QVLiXYZvh2*LDdseNbh1xzhuWAd#~pJ z+f1RxPI8eC8jBM>(>Ad81!c6Bhp*T0G(DA#1$cCpHFCV=psKIZB0>zi5fYI_jRQPk zH(xK_IR-q^Io@Y1hEaLEd7c`?C*85Wv|b@UtrFXaq{dOc=2erT5HeVe2Zqg{wxk`Z zKG}*P{1!4)K*MdbBB$;0en}tMR`2!>CNez3^QE?p)WEccy&bTXdYwwZyVu*71duvb zC1814UbTEIXZU}=2rS<3g;+(0>43o~XVF2n$*MCwVY1mw&jD+ueG%vcuRa34Y|rls znI6cR3yWrL9R0}J!kTCcd^X?n5fKQ9&|-ye*aFWWY@?8E2_!DWFNAEbt;P=PP4ee% z)MkrGAZ?LH5;QGj?L1E%`V8`Yd7d_HcAATn$$TG~4HQN$GTklo82~BIF5)`YSTf$#}?jE5&?);|w}(yU7)82OA1w_UW`t-dyad zX)V)Bc&}XNLq6Fqt1a>LrcZ5h3_jQ1ZxrbBv`n50eXXO%w*eiYYCSvmm%byk)JK|)DBY1UDv!VX{wN0mU(`o^SEra+%tgA zHRY1!9xsM}a?f&4(*~J*FuU$q?8t~77PSCqjrsPafIdIqc`DGkdc)CU*UO&l*r^2o_|^H+V}w*ziw<%<&QVKoyBl9{DpF!$d)TThxrcmswT5*Fxb1e^&vO?idgZ;nKdwvr$_gHpc{9n#vyc zyngw3jpr6z->$6nv}GyWF6*uH)Fx^2)P3)-fs%Ee8Z0RAmi*ZJ9ti$zH+kmQf1_rN z-=gZ&iK$Yrer$Nt8Z~M}HjHZ2qzVXV^&(?xN19c1_wzGkyp zwQAL`8P}-cyUk>$&7NKnuf@OiX4|@N)_tvR+?!3BRGX^Lv%P?lB*aBaHhaDZ#BK2$ zAdOysy+xhYZ92ZzwDIe8nzv~Z{D_ZfQZJ!lT+^nnM?}2ds&%92Hf>&S6kfkUy@s#V zYuF(0##T>v;&0tJyulld8pp>cw26#t+NO0vlbUVYwrNtOVO)bo%^Ea{lSSJ+{jf^q zmY3cip*gdN$OVO->T*w^Cq_Oh^nAsSU>YWSZuh)S_Q)CAJyFU<#Ri$z4coB-V&u{7 zo@ODB756mFJ=`-cly0<-0T49cEAk{lcmvHzUpoZH!1`iOOA2vfU;xl#nZbuBLzQ95 za5Pws!u)q8KZ#c4E>A6xs!HK;u*>73*5lahDTxiHIx?Ze(+7c|UE-_cK`toqETk_q znON#+%BAYENT=@mMBAkV9}G#?Ve!SthGoE;r@^JQ%yZRR zO4OLB1dosRr-3#$Un4@2CtMveNv zAM7(CY|I*=>NOPVbfaz5WjqPt9{W%d=%^b=<)#NZS&X_od@+e`&8jd56=BTo?_8@5 z>xhKJvn0^qUEd>@SZLM9s7o|C&u2s%_f&lkSrPI2R{neMt&T^^RBb>ulZSjpvvy_5 z9g#u)oTFvfxDdp!Lu;iTpT<4ndd>S>zs0l?U4Io0KwWE#BA4NlXyl{xfO`iF?dtMs4E_$0)O*69ppp zzu6eI$sfP+nQSL_$``ebYWU-2wHV`DuvJIJ7;RzEurtPZ^Q{$R-z&E245%<>vP+IJ z`jJ+%*(Uuu`t>6e=Q+Th(s(XE&z)<5?&5RdNqq&J(!-FnXUY5`A48obGO>pTp!lleGMwoj5Y@)GsiDC(@A zr#SQZd>Y7(HNGJrx!R?uXS9O(YgsQ}XF0Q;@gnRRxu}HO!h@mQ7JgK*L_Qam$fZOE z>KosJAtZebjAs61{@ArgXG$lg0C-nR9mQR)m{PfSa0XPth#v2*`7MHCHY^hnnW>}uK1vN(0OwzlR9u@r8O3$Tx zu%k3Je&zGb$EtkN)adGdL5NANX}h^S@pU4ie9@4D`tCKOs`3}90V-M6YsT+%4V5zn z_~!U3!=b{h=$5*W*%a56hB=&q+}!SrGMOfLqQ93F@x}_rUycN&>v3{dvv3Q_yQ$5L z4)SI*BM;My!1U(EV&WW2j1~xOpCJ!w=m~ox(7UCPu8=r_R<&*}(V#}9sE{5D`=?zY;pAJp)ylxvqZ)XfL>9kod@tL!H+qS=L`S3ym5bXO z`(?;btiqlMW79eq9|Uf7F!oxaMiRAs9*v;9D}t49{x@R1`a;S9X}*?KgYnAXolW6H z$ihwED4Rgc3cHJdby2?lkx{+IQR?{gRdkw!!s#NXp-m$kws6%Ftx@|f^3eoRXB?3m zKQg94B=}!ljBFP2y;U8+BN@U{D@={Jax7r|)EFz;|CBF^$sJw*62g-zC&&g&*anN~ zXxc4C)lrVB;|3~@3{)IXQIX6*MY0yEQpc4X;Oy_I>3oG+0_b6H*?p?7rF8Z%8Yv~D z{&O0rnCinxBVQR?s|>NvHof7&j~eG}Mab%oDK%`i{nq6~Uir%S&9~U}zq;2Jeu!6z zt1MrZw^)I0t&9^QB^m*)7QI1rv(mgo3-KoYWr>XC7?eT~%$ zV1#l)<>_9=htQ5In2mt>f(LH(HfB@OBjBI!>q6`=(Hx@$Mo80%nQu{VnKO5~^u2`?y>^z-ZsRoZ1?YX0KLCOL(&J|J>I!qDoB55==&H zRc*;AOB*ptZ#M6AGzpNxaF%6erliK!bGRloK+ z_F=c)@prYe$_Q1+I z+qiuEo3Vv%(&YNzjoR|U??ybEPCt@Se;5ft5uxsX7)@ohRldIH4@>cK{SmU!1QW^MRkP%11&xq%W2!E_ic5YYhlLoEVDYSXPk1MjZ&q$p(XsDN$2sHoZ>Q zkgAh~7)77hPuMII)b-$Mxmug@*kGdyg`MH!!N!-M=>)nDF}^0EjMtBULdFMn4K;M? zo&<^o!3;quC1JJx_?7VnvjbO$8_ftg9ay^6H-R{2iXt)*gTkTgk#9aiZK1D`d^pNz zYF_7AVu&(>Y&TZuQiGR**l(SHu|gqI@?(%|7arB4y2V(wQ^}y6*N{};Y@aJlr&0); z4IXVouqQT$jN9(>(sfi8jW+s|$8yVdyn62x%kgc1Sl~cbCGJW10RGPVHhs*vmG})cU@p_U!x&kC{su%*q}XI&J?@lG8qUfp+xhO6HMI?pr4IGouKkt`zJ{b$8hUrL9Zz_ok>{*DU}koJ(T{O848 z-}nxTD1*y%yr2^N8o$t3-MCOS8GMgJ>>CLr0iPt_~QhM44uPV6iEIq&3DW zBEP@yt3j6$`NcY;H}tZ1U@dNeZ^;ASpVcR6JFK_)LyFKZ=F$O~q}m4|MIb|^(0Oz^ ze+E8CVDSUr0TQw;dSt6v{xRlBH8%+F(bvg@v9JPiJ@(aU4(}|I0R3=2o3(2>pZs=( zwrjbBH`xnI^U*XV{HxhO#;pxcg@w|$an66#d%f+ya@jiV9u1t|Xw)R`yOIKLFQ~Wwp(s0oxW~zpVVx9I`H!rWUnwhJ62$H zG*{7L#K(w#?X9|xw17+}luo+lxMhp2#>YW5#Eh**oxp~z2Hb1MoAQG~qq=37J(-+q zatIfd{HxHYqHI&(1QM89Xe3f&P;_FM5_<}uW{nI?p>c_4V38x2QU6!uE7_~qXyE7= z-s(EB@8dRr3yzV%++q|CBt^P*A}%)FX|&OLWsn++SkI1-{xsSGnO;c0b_90rM37a{ zOB+l3%E!A9@|GI1+iqN7BX=8hDdZaiyNyopM+-p74jtV4(oqWCqYSyc6lGX<*q9sD z`3Uw@k^S}b&S2m#;Xf8md}CKV+(CEstigyV**CG;UxYi z9+pPV3RWywk5Bdz_96S6Jy6+bE9)H~>@bz@Rv7h3U-?Ic5g(pL*bnRjwt=vzgtcRJ z(`hXzaKkcYR|OLBMvvGEB=}zp6Kp*>VEA&#SzD8;n;1^TENz%5=7Y{S4qC@L*GFcM zdzMZ7-8u5jeFj7hY46X+knf(d_j(mVXsL(O-$b6@XB=T4S1**i_apd!DB}(o&1Ihh zMoXwg%sF5*YA_m8*3SERf7Kb^{o`N$_0c)94=cFcAHRS8efwYD2!|RxnQQ4Vj7B>< z@1gHV?V$0M?0?YsxK0H-WBb_YZ~lcd3xz1a`bVR7iFqPLdqUQ$&ANZ{W<=XT$z-?M zFL3ps(Sp&=17+Q#MqSY{N|Z2Xl>GRpkrH)-{H4@*9uoGNrN4;&ykS&Kw+>bH9{Q(W z*ZQ=oTxRkKlF zII0{1bfUHlt2C<0cPovzpo^PcX|xW@BsQ1DW3h(B+5C;-97>Ex&_Z{?c&8H8W4-m( zfO!f5RC7iz<>P7Jxq%j^jgI7v0q59xS3-kaauXP;#OZ+86{=q}UrQZYNW%=$H6|gl zw%77iF8|xompA!y@~ekkr{6{&CwN4n8#PVo86y%(UYE}p-#Opz*j)L#cB7%BgKY$f zel5`ZtnrNo)TOMrY7CLr>i9qKy=nRN7;tF4K3+zTK>l_=ze=lTVia|S%(PFUd*m0f z{z&pmU|_5tlG};KWclQ}5sjXj_l6PH;Eu6_&u1r_RFLJ$c6GeA-@WwhZ|Z;c7!a$r zT^=gkzes@zZm(b7zrb!Hua-Sy{8i~qMJC7iBgMe|q|Xaweqi1WBc8~UH;tWu7089R zjI$7=O}%aOViU9-frqz^?+CvI6u$iSuJM*!cGvia0t+%~l__!l9kS$}F}&$M@@?~K zlW2>jFp^Zie)9x_IPoXGcX+LM9`oaG>bD;ZChyxrL!o)Gi}rEHw0}V+Ac)*Irdl(} z&)&hb+CE^!WU~iGEc&EXo(Fn8Fh1pCxcSpq(9LAg6QgNRJia{M|B?LosZk9+X?N9c z_vokjPbM95=LjhdEcgf|AQ5q^sDcr$;^CfR7q&LgFk z;SSX(;mUHlQeR5D_ZVzHYwLLt{s6OlxA<6dy1!D*(;k3A7Lj7gx10NG0xcu^HTQ?p z!AvfHW<*)n0G}Px5tIF(ep_>YJPiBMb!tNL>!vzhmtowD zgKI-o`44VZRV&ncTC3x-KR0(lXEu{|9|l5UE*ZmQ^c((1vZZP+hHtMV_l3NvnjK^d zVII&Q0>C`*o3^Z$^lIko^raP^LS_e65VBg%)68DvAJUc@-^n^)3}|e7 z*j`Gf{fDCd;%&d5R&wcW?;jL4l5jUcMNG(71%$g$h`NI_fIz9mEF*!8j($!e0>&JD zw03}1O(SbWk@YGa!ScY`SwaKL-to7mvYyMVAzQxZufv&wntwYgG$oha-@d z_4MELrFH0r@8=PWzTwcWe(AsM8`nWj4KZVRi{Mjsg_swV?s&)&Ijgh(l$`1|2fEYk zw{0oP0rz=&66xGI>nie4x<2qnzQ2nEhyy90jtU?<&2w$tvjSf@^JH0t)xcFh}4q`Szk z`$)&NfPD6?Jq-QTrjcfUIG*Q3n(vWM<;_U*?bo{0?egwhzy0~=ZmiO|{igy^@OHI59vEUTz8OV6VTYq32qp!4O7nr82SR?GY+A?blHYMb2%Z5uAv$KX#KAP>iw zf3e0*0OGAzfk* z+4|Vts3wgaPJA}dQpz-WtB=1LsVQqUFl$!Jf`}cTEcn0kl?L}h^)jM|3YSl_7)`tW z@L}CX(BS&Hf!W%7m2d@S81=R&*4)0rhJHRqdf;h0;p#vT@GksM#+pO=0{3<>uX!7 zyxGKjL3b$fW>a$~Or{W{>IQ1Yo70Fkio}Dn@E#3Z{mK6+Jg$EAH%5olLggR7VrR&0 zX*wumao4sqKc@jrHvi54jWhAPCe^da?{{F;RR;L2T>P8A4yZ4IqrdqTLVvFzD}VRb z27^Ib{_s~*|InhUFC_A{Kl}sXBD4Gtf3kG7F>g5jtkHe~8%96)sK!eD(|^f^1O2tM zcB@cIzy=}kMuM5ZWuy1a$Ut&CbF>~v8145^Z!z#Dm>L-P_Yfh|fzP4;(LS$FX%#tZ zjK7T>_r8e|G|?V~sJSuGjxOJev3^wvK4+}dQ~htrhKZ)1td$=mnwYW$O#s-dS2`#s zrTV97dmx2}$M%pfKC*`;?FV`U0&of}2+=S^O9=O=Dv9bOR6OW^K58DoSO4p!8sJ+5 zaS9v+-mNNd>p@883cd*bD1>hM&tF16r?k$i-xr1-2VXKJIDV-c#0EKXsDn%h98F4y_HR zAhS{X<6;jhQ09P_wTupLxJ1b^CfJlTfG18`EA{Bn?1FL?bB$GiyB$-iL}imUW4Y;-JGboMllDZgB%(5SlE(~J;9*j#%tt&|~Ons37a0Kx9_FU{(aJ!g{eQiR=r}8Tg~W=^(Br zv?T5fD`8ctrMouqEpXlZ-t6fdN1I!k9#j>)`PSFiJJR-p+0`?YTE4$Qt?9(QoAh;W zAfH9TdO7I_vs(Nv67dA9^SmWu6y+C*5_JjuOdDx2nshuyEpdP4(F)pe7O>jEdz${D z#uwn6yXB1^%rsypK1}5wrqGEf1k3aMRl@gbk1ct&O6OK|_&a>{?PZldQ&!RUeUdEp z$2&d#u-ZO<)h5<3Z&O!&xUUXC@Q;HXu!9qb2?b8TxOt7Hu9QTm9QS z5LwMvJ;vs%UM-}U-3?|vzelj~s+t21d^dqEwI)BF6 zrw6+KZ1yH{*DvNUH4UTOA}YuHYPJWx3mWM|{%nW*ggfbDlC0 z&R#PKeD|{R{mp>}l*jXtWsFwkqkMlia$SDB%HN7ylx_bo-)*}b;K5R)hY&gg5A~uW zML*mshi%la0na%>IZKv{RK5s+oML4g?@2B#=jeT~vzJq@? z-+7l$w95}x`+uhoZF1LY|6g^=jg5MamJS4bg{ZX7Wi#=-biR$8AgNHYxe2bCtwHyT zN|ulV0{*S?^gy$^)c-Pfz&2vk4?CTMs{Y?*D|0n4_s_*%ew1$IbI@*i zU%gHfRhjg+8QFXRh+DlEk-jULdX5~&`8+`TKB5ol5Vg)CJ_3NeMa+^7pzaW2Qy>nz zO?k!&;c7r-i*^1c=oHHD*ZJ#F3=(Ip^Bdu_%zJ8q_5}9i^T=v*I*)p0EwjA4gUgb2 z{%E*p-3mTUfdXXQ0$fbgdW<4|lJP~R}`m$=>&N0!8 z-md$0O!UASf7h5tYV4P;4StU-OEUk6xX*8ZA2kUbwwp8s@2le&Wu9#fg`YvsWU~do zpnwFDlWhL0NvR>#7FTE|`e}7u{T7fSd=6>bjt``Ls`F5%a|~anwYUt9bpQRtyBYi2 zGU5xg9BdYnq!jYeddd!vev9c6!05&zKtsrh{!*h5X%jGjuWs^TL@$Xh-m_@G)yRgh zing6u$!m`Ak8H1--?}5dsHCl5eU5j8cd<1$d%459S84H|PnkHU=zT!U0TrwIM(yuh zaKFVd&|z|!6(y5~nkgYSdB+}2KKQ6sn=kno*2G>rT1E{st9Xiye0{PugX|Cot&>EumWAaGu-T9UO}IGIC#e8Jl{-Vi$X>?9&w;i z;gh4mCW7 zBwB_NZ5NUzBCVs%BJoyO$VcwTLGtiuvu2|X;e9ae^i_H50#&_X^^LEYfHSGl<0Nev z)uz7Y^X=ud_m{y<>@K161??%Dq?iNI$6lIZ)&v{o2~ko5M^g|Z=y^=QANU&(ApUBq zF7Ifl7OOJhk^eneCC&T|LJCkio|@Z!6sy<_~uD&87wVGx6bowE*!2(lg9<#5;$4y@U#>$RaW(<%4azK_D z5thgAVYX1Fu@{cu|Ap31+btqXqU7KE{8e}<37rzyo@M?`V5!z_iupTa9_0Ed=9jLO zMqE^F*J233A4E@Qwjvu%HT`T4cgcTFHQUi~pioT(UjLeWaAJf=-^g3ftfJ4I}9?olfhyDjlH&V@=acI(wLM<+_3A*rnpvvsyJaIMg>xBPFk{B<&i z{Z*UhbE(p5c@Ak*zr>QyUJ-tkPOy)oE}O@pbN&M|vL+WBU)SOrX*Q%`Q0ij>$5%Sa z;i~MG;HTT60VtS*h@Tyw=^-n4iX2+lkbB67n?M5dN&5m6PA{ZGHW8)UYLdg{lDka% zQ{IU_0|Sd3DzgBMq^B1-PGRG_h=ca49J`EHh!?02z(dJE=xW^dj_VaxI}o40LH=c+ z%38;eCZ9<4H6(O7ZIu|pEw?q@WWG*ciKp0%bD=AO?IZZESS#J$tJx2F3X zdxS2c6L5Hc0l9b8d{npBlPBF>+f%7V@9k#0y&_2K9QB~hI!9&Y9#dpK&i_VMvE#76 zM)o*PaRQfcd9Zz*<9GHMqci%L^^ToH==Li`1jM3O+Ti$v_^y8LDVq91;N0ub zdRz)uLc{cmJFqXe26KU22p7gl-@gaL($Y{QRKxG32-C{D9N!oxPW6IxM>A==7_yva z11@5=mG0OpPr~W(G2+aSV}|#?gH+os2$(IVevq}>k%11jvvxZs8TX(rPmK73y@u6@ zYmcLT(0w|~>|eqQE0FW`L=+kgdP>UN^P(l_J>~m~F!vKBDJ_o-4 zh5Et$j@pdDYxR)0(3DumsQZ5n-A7fu+bVl*q!(y4J3%79LiHz6}?t$}PtD{tJ09s5P{cL>zl3~L$fXLbt1 zwT3KKYc4G%g4*&7F~!1qR{IL;IcPt`z8t;H08Cfu_xgo(#cD*oS%jI#RC#9wT^xCHoFW7j>jF*(D}Hd9UMOH7(}=8kRobjOb1AO z_(bAo9BGhDFi_Nfg4ZV;Wzl*JUAS2Yku;Zk)A!qXqQpp>u~{Qw&uIE}Dfm6vO0&m% z8`b&}^g4+M#Cp(9If_yEWJR z^#goPJA&lZ#Khib?KyNCV_ZP2uAfPngJc(l+NT{8;mm1ApcS|4tH_bsi>^%G|3J=Q z5k2J8cM#5b#eXe7)qIyM_8sm~rf@t)SiL8cX=;-tFy@S-fpMe<_cf2wdL||s-#X*i z%c+5{Xzc$@KF5o3cdFb!`vi6c= ztMHyFu-EO>9lBn26tPv;(l+38#gQ8Ifp)BtT5|%e@s2r1^L*zpubHxP`3r&VE5EkQ z#Nq$g?d%GsPK6RiA9w`;7p)iJ-VuuFY}9syMV-nABegv>Ha~5=7(rNZ22ND!I<(-> z@>P0HAX!Z+k0){6x*o$7mSmJm+)A3Z>M(^gtyaGeOm}Eyq181>6S+7^U{&nj^=z?|jnszLz0I8r81Up+l{f~bGQlPhmXL@rJ;M5Lyakc0Ff!f$JF(*p#mE+Hl4@*PJb(hML-OSCPd$N4`3PYdgW z>EgcxwSPB)wA!%suHy$fk%!28j;0s|qmRDl7)$J1(J>bBE>p&MHtwnz>0U(2;S^K8 zk9%{JKL0*0uFi*S2~I6n)9bW=9I&sKW{UI3LE)5f8Uz2jwQ{iRp~IKm$1XO*wug=y zTySKEA$5U-X^B2#?0zAR@ZgZZM1vzJ$yz2HG9TeC5(S;Yw8^9_JPy<1l_YC;lsmx_ z8W)vl4EKbEhx^7E64MfcAwFD-;8P>~!sJ9~AFeHfkB=R`0inTKgfUnPjR*=2Hd|!H z86aB>K?w=2STlq@afGrX*y$Y9dE)p;pAe|>)KT8&iE*6h+q`a-d{TEM={lYM4hfN3 zYi>X5>-2-Eky>5r3wwFHbse{Wy@0srat<<|IW*=Za{5eBS`?ZB!t7^`*@z?_kJ1K` zXHX$p>p^!AD2&$Z_G0NZP7Cum>m#(~@|w~dXM?S9K3a1ltvBn1BhG$Cn#20Z*6vfR zM$z(wwY(60{xU(O7;Oo?WP+P9T5)8t-EX7hH%IhC77#(7JioI>zqQOv#&10Gf{v1{ zyit5ieUP|(tc;f6cNf9y97Ip1Qft}ItjBCU#OtP54aYHmy>^@=7=v}N)KSPk!zSzz zr#lj~8pu6<>j;;6b>`+_qv-1cXWk+$&X?OoX86JRcaBDo{N6Ey@6wxFOJ&&k-mzBd zZRPgUeCn&{JwG@^N_y*q{&r*%wh5Om>%0DO;N{tnGmB;5aGKT%S_t0 z4>9FFZZa}0o8+v3ZTwoY8!h*Wgslwsm03<-i@cxt3>EF6(90})q!nnQb_Vqd zg|OT#>*%-!tt@iBw47anbk9rdMR;wItB5;@tL9Pe5(jBkxghWbS!Bd!({PUbm5|h7 zCrRqChio=p_q`I8SioUZ2VEr^pQIg!#fkQW!m0kpE9tl zu~s5nWn(Mn)8){+iFOFeHr0|~kiWd29v7jkU0w{Q?D7)leLiak+h|PeFy1dXvJT_h zJ2f#z`9zu|*Mdn7d3C^TMhuI+M#gSt!}>2mvzR7z6no9%=xlct)680GvYsu=H7PcM z0vv9og)yC3go9gYmAFG8mhuZB#3@H{=;vvw3=N#}P_$eKS;zVy0#QizV{UM*tg4p( z2U*{Uz&aY1uSFx+3+8=Hf%FlTOJ7(&!Itp9P`d64kOks94}FowA>Aurt|2W5al+LE zk^|*TbS(7ICkM(QguTZs7hp}0tij13xx7%}zt3vWUTX>6g5^CZuhIv0(ApC{Csfu5 znS&UgCL7j^)5%Q|oiaKb;&M?a+pPU z2cm*SE*Xv0MA+O}ONE(k*~F+=CVuR!RfC6a*-zRg24k)0yvXRBM_x-w0hH~o9Yor) zywcopB6p3ib(sE*J9a%N?4bq1p&nWe8fAVE;XtI^*!L60`rgD)!i;Tb>_o!X2?T(-oX0mt|0^;QGfWHa<7eWTx3EznC!8c-m zz^_wDf4(a}4m!ulu{hM86(?7dcT&DFpTq-O2Fb&Cb1lK&e2W8t0a^n{D=QaK+&u4; zmA^SB6aEb0NASxj?`G@sOflt48GZ-h$H13(*^M7WXo4K2bmiOg<=IYrM?Q|#YA$6$ z3mO0VA+I?-J3;PFarizLP9(`LoIJ=A%q!5oNfUXQ7kDJSXAz782VOiAz-HX|Ic&h7`O7d!|>}T#;ulwhTySTGRIowMh zvASFkuvmaomE}xy2R=^6Bd_*2II74I=9M@l@FfCCU|lXhy?qrKU;av_ywNw!ko})W zPXG5AMf%dJcxsRzU~YA}p|J=lB!@^~d#3AWcvD@z&DKS095_2k8;cG=&^S-~m*hj% z6wQf&Rq|0Zv4w=Gn%(~`nI{yZ`A(7ZsNsg;8~=#MWa17}wK&WllIL?jc!oZvdU!qj zTS1TE7)u0CiPu%u`kEc2YnMUQ(KH~|a)ZEKglWbKz-S-eo zAa3M3LL7|JY%a@ZCtSz=!~4ulv|0nf)_O0&onbBoxdEQqr#L8`rlrBG266&DV1TF7 zwU!i%+Q5c#8EL=OV%lO|icy{|8p?U-y*Qbmfa*a*InlhA(wT(H@f0B*e?2w}w-Y;l z9;OSlrb{X!Wu#@KMg4v_UWJW~WDl95UuY!zk${P$G%@%pcipI4J5+rtZbH|x^_bDv7boir`&$SuW0qUl7ZYN@~?&iSY+KncWKnfwQVW`CP6{S ze61psZ7vUnv-7nO{YZ0p9tQo1(5j_84wDfl(Zgi9ey^q6oI$4yDBo80&^-h?wUr0C zo^gX03ul?GFSt4fNT-P**jkbsOux)#(K(1+EDy;g@V2cSCCukL7T}hoYweIrg9fy~ zFVm9wO#}l+e4(_x+?G_|Ck;Nxq3~2yDrg zE1_C7@)D!hTd6H&Np&dbE{DS2?(%QkYoW4ptQ^yQ!mzR>v zu_-J5$F-URs`ixcGWI+c+O5-47{_Tw@6rp`Eq!)x8TX!nedQYZp1yJkVLD;% z=$QU!58n5%0OkR59eT$Itp><$`6W7%9HhldFAY&3d+FwDF zLGm0#T;ahWIo|&PVS=$gen{&w%}?T0k#U0A0!f4AgYa>%9M14ZkhbxITnqaBAcwMS z>w6SlZPywEcfbhP(17wnm>;Sw*)e8EJ*k%5wx{F?{0kNM@c9Qh*dWd&{ND`6BkMnA zh@1)ihR6Xhb%;+B@ur!Gt{(&z9&B6mzZL{SDjE(bRwqr z@LW4b`J~WZdc;tJ05vSIj3>-h-WKRivnQ5;G1FxgkH&)O@>G%n9nWfUBn=wRkX7hALk_2vV&U9b zZEIk-CnDCz6A>Qk4)^%^2L*>}LH;&(YHDPXUkWTchfB=(nKE)H0nVS-^1V#@>__si8RF;4H`xu2Z@g}uCz}Yn0tcXa(0p7XQCbVT8ltyZESFM>vA7MEVfoPoW-h~Oej%*5qt*3i^ZXeWTa(4i8>C$x$L6~Mg|W-! z>f95;#aiIxa(OUzOjTCMCxY*>Y}zllqp``45RF}Kxrv2Oo-OMo_Cewb7GewKALv;- zWZu^_I9@1+F%o8~zAKc=(We}gSt(yZ47Koq)&!dWEJsl3R~Yj%o21jAJ2X9j-7ea&~i!p7mTSCDMEx>GYXJ&Qj?4 zMvJ$7GQMG|UE?-Hc=79Pd=jjEgPD=<*hZ^SSz0AII=SW$9UY?K)*J1HZr>L=>e4r41Sm(VOI8Xtqh#5U@~T@hdG1j=j>{Xyg5nxx#*gSFg0P@M#lv zV`%6RvsrdS&TB0JCTy0QNssJ%&|Z5v#=hU(EYA^d;nMpHz0SZ-TjcWWO*A@zjK4G| z7Qn6l(kkfIt#UhpsS!u1ZhS!U;P1CuHPE-o)%e%shk49knDI_)Z@r4?tebH-_6Liu zLeg~j^iCUx=+`aGcz>^T;TQ1xMEs-L@4%~Of=)hY9SFq{K*x_-g8eI9fJNCN3=I9o zoF>sI1VSM`#P5<@B%VRD4_r1UFx)$8cts6dAz{6UpN-3*ehj-)#2prih*J==K`X?3 zW`8hb{jF(ey=7uy;NMy(7vw|E*1eJ-VDtR_Fn{3ogwG5 z)(Kkgm3y+U*x3U7x>xRt9GFc=K-nkPbsQ)7A~}rxPx^tnhk3Bf6q)`DVaY!1=vKnF zeR3hv8?Mk|Shrt3gT>8=19Bqz8+q}N^#|lue$VZ}PP=t22WZ7qh}j<}i5b*`awKyC zF_9VvKh|4Y?l3vkosMNDQM8m_G>;`r(Yccv+ z;VyASlha_Nu6X-tX|@*>>6YgOMIN)3=b}%k304-%2kAuTV^Dfxw$NaHpqkl=PWguAclu6 z55xUo%U7gY?Fn(!Bptm^fRIpEm~RN`ul~RPlrTX>w52ZmEila;{OK!{XUbxxOmq%^HzpG z&cr=MO6O9t75cxHTln@Hdl>14yMv$6)M+6(=u|iduD+Ik6l*g(36sbb07-O3A~7~P z(G?=iBz@cFlH^AeHoTGhk*W|-DvzPHaS&K4dqR;mK*to3wwo}aH$1aUlYaY|cGq~O za^~nH7=n@%+eBTnZ=X{1M+F>@JQ(Z$VJBHp&qiK4x_wvsq z@E6)@F8_h))8alYHZ7*7DKnSfY)&!SHj8iFS}(2OLPlRQwE|z!b&9D-gP`=2e3w*#^PlDN0SRGGnW#LJ2W3lj zU5QCFiADr2M5;qO$pA`*s}1&+v%bhpFg&g-oXT){$TYn)!&R5?VZJq|;gPCR#r3sb zEbUTI z(+KO30^*6LYO>pe*$GgP>2fhn>VQ3&u4H(X>58<4)=I6F(#;TE$I>j*pjv!)HdIcE z_9F6ynM5l8)U@hx5@p;#O2r(y5E3P&7+EjJXb-qs&o$M@Wg${Eq0>debdV0Cb;v^~ zGAOwaYgF9oWzuv3XX?G1c}LEp8+Vy5Wza60c6h@=AEOd#Jiy--FVl0Fq0#{680pF4CS{4=7Q5Wj*K(K%llT=xHJgsI5zxu3BnU=d zOkoi1u+*$nMzV@KMSVGG4FetHfcQ?x&<O zggjzSLd$Z!a{&H9Vu`bM^>m*CB7ho+Q};3iw`AB=}EfcgPnini9- zo7i!dzB)5ZvYI682f+A1PEEA)F@~WJf3gu%VYL zh17z3y<8Pc{SFZSc&>Mi4OA8(s<$f?<2i(Rg84bsTlIDkB1(LDq+B6gq)L>Mi1R?} zZ)C*xclj3z90$dJzZq*P!&Vs@D{DsQd?Kd4=X?GbW@_aR=li-GBom(Wb#=DJIBXFW zTq;_m*+*HscF`-wD4!*|jzVgRQVFXeSTWoc3I!?3GutclJ3uGJ<7) zv^W+)vx<0L6gXf)MWqbUK^yCug1A7%N=gPk7wCp!8rXIY76rq2nYoIR>5U73TdFPyBdq=8UF$tSB}ZVkl+k$JA`(p@B` z(jC6rDVV3=>*NAVaV_wBg3dY&5?6^I0N*H^|7pLvvU2=#M~V^Xrj?j(Hbl@_n})r>sS(cBm($vvZn7OK^c=CT;hwNt}TUm5sFZ9lc|b%ZJd-1YUJk#*iA&uZxln-&VO~ zOEKv`f~?}L6PY6PdV-r>lq04Yjwje897ZdKdpxY`s+3`e?W0rR&NVH{G?o=dvtnY} z*vh?H>i*pnH2JuR)&UUS9Y4et`kL;_U1DCxTteFKfN4Um_Cj!YFGyO+|IM@Z4Oo4Ol%c;utM9;B2K%T7Z9j+tE6)_r>~q%|Rbmn#ZFhbaCy*G(CsMDn?g?d%$= z|Gf)8M3^-cO&AvO2gL2vD}scdhbnE50;!W>N*bDHAq8}gt8&a;OkkM9VhkU;Ntc~V zA}xx12;baN`q(lL#l?RzGlT`~2jgzT5fC2hDm}mM4-6rpnO~O>!Rh|My5rArX@O=7}?+LN1X$q@hD_K zoYCKnQal_g5>4qTJ@UbwqqKz4IZ6;{zqx9{gB)CshjWR=vIw`i zQyA{CqHJ@tex;`f;#vDjT)}#|2})zi#9LU%outeY=ip(xieAW|O;*MUpDg*pJpcNT zeca`OQt1*zM$qRLCmnzh{EP7VYEUpbjihy{4ivm zaQ!Gx;Z&b}jP(}l^qoXIh-?6-GIrJio;)Rr-NC*wLDM|NMK73Oc%IU|&2IZG!n5nV zSL`9C$yD(RgN@H<<5s@AAL+_*HpD;w`|z(!gEK^kF{pxmcxjcNErnE!5wRY3-3VVp)lag6^ zGdYLkp!sAm&gW+_4=s7pmGl+NKIs|#Oy+R+$Yvp*UCWlTCEQ_lrR5f$Y$fCY=8gW# zASaj}N7AGcW;`w(WwTdVOWC<*s6Rs)PT!lLWQNi+@{D~SPDrP-tH@d55980wQvAK? z=s9u|p|>x{7Me#5aSyoy0b0&f=1W8Cf2C){-Ii6b^_{DWVH~MCotF@CClLDH^&>My z7y=JxDO0(rc458|>=#|t;!n_7;%U^ePQwp(y&;bV=P~Gz@xvVBrvTF`B(%22*xO0i ze&K6MZyG5^S3PE!pv5$ zJg4$ymqr*1%5yr+Q#!LouRN#ZimQUddYu+yvc>S`nusbLKd(y1j4GXwtFE$Ml}@9p zt`=kxthwr1k!kX(bPWGd>6pDL9kW-ZV?dRTS(u5&%|538)#;eMIvvTY)3JDUIu@@^ z$95QITyuGKI$N)~F2e*+R-3kC4o1jrWGmOHkq6}$C@z~%5vf^YA@$Ev3y6OU|GCh6 zffB3E5KRx*d+b?87&e*B8jo6$_qZi&rdwe90%f$}0&@hpl3waIR9L7qVi!1`^Dtu} zR>HHPbfMxT6~VGdN#pkt0dq|uYmu^tRMMrzN;l+|E>W7*M?@T>=J?G#x?Qjh!#GbC zUMk-hwz_ExUJsP`vo@^KNOi2F7Zb^Q57NGcfaApKy}KWd)6F8@*!g{?9=lY@51d52 zkJQBW0l%Ff)@J^-ym!>KwzbxS>33Wc)^u2=AV9lZNx|G(0qWm#{RBQMlo?)Ij=~j6 z00tz&!4*m`{uR=!5ucAORN7*e(nMw)t=y5mWTcH4#tZfDyShZ&BF>cYc<%p+OIzqQ zDvu|rIp|uQQGf*2=^^Wg^EQi-k;fomr4neJP3~GIV+}WI>|&%#9)}JqmDc=dDPRK9 z2M0WGrI{O-XuK@EsW|1vzteUjZpU^mvcGI zqlwLHc6~tx|F8ig%r`0v%r{7_sx=$mB0U?n>z$>Sd4nxu@Ju>jiW$vGx_lt?AFLkJ zpQ7C09_#(_E4c`Tn-v-RSbb0_7AtUOixQx}+M*ayp0!ok3*+9o6u7uesSW|#m7kMY zF<3NnCIina9)l1WYz?yW20x=<X4r=lp&$0IL#50lT{dXugDRZ8U zh5EV@;yaxUiYi401?uj&^H~0TrZ8GpD#lF`aS$sVMP@|-HaeV>-%L4vE;-D081M~Y z9_1-@OqS#wRQZh{unv!PWhRW+tqer9$m88gS>+I6Yh1IkBABRq$QJvemD%bI4z2Wj9mnzA&9W^7St@Hs-?j zGPRar^W?jPG)7H^^2F~cO1-%}VhF_D+bCH?aXE^ozq)FGX}>bI><|ye+FYT4;GH2Cvr!3GVE=x_tu^*ejRTr}=M(jmW-;D} zzPHK^amu43?FxJjU~Tv_GN3VpXxIVeBUXga@1PQj*V~MPN)Eve6nu)6YRqKufWDM* zhfq_mJ3h-SxA{jnKRN>Ak0`0=&8q&xcNyW(Nqk%TNH8?Ax+B>1VBP?ut?na;5mm9dUotgV9^!r6 zYvg1#*hR_D%sG)A&T&U5*S4}?u%eUF870}))PZ^E#KaqQYA`HiMEG__iL-8`Jl1LK zQDh1KOhf|tzV5XaG=d~cD9S!~f?ijU>F2%_h368!@m#{Wz3==dt_w$!sX&Z@|G8rd z&UV=E4?$ahcW1T=!n;uH?{*m15$r8Id&#gpR9}2vNn?dfIj9!u{@~_iC7^aSIj}bV zP_tGpEtN`?RdLUy?ZQ9oa^r691$PXcri$rB2J_`H*r;rSgn8&~QT%_gDz9J?SFL2k zW5-@mf|1?3?26J2!xTWcs{DvZ*?#t^^if!iBBXzrKgEw2?lg`RiVb!4C@j0G)WKX5 zczjif3+a80Y$tUpPa+8!X+T>4LPpMD-jM8%B)R|Kqx2k{3vkQiCun+2>5ZUZqd<36 zMBd1CrD{Oq$i}rYhYTNnjQoW~V`kk?sMcxHYiO^5-N!@rb;U1wDQSM03~rZEP4`Y` zI_Kab`izVj*m6FWSvInT&@%H?c2Y+aD zijFO_&0tT8s#Ga%1Jg*=huu>a5@XfqG8Lke{K69xV1!Iti6450pJZ4LP9B_Y>xUl41R3+KRN8dnS~eA11|CJ@O&KUP#7( z!YFq&TFC0~NC_uU@)$4ed+_M7vIDCvU`P;tz=Z5!aYDP{iQ>XjPkQd5eNGR);;g=Um1}gdB=?f*C;veGkQkmtt zL_&gfx(J6Mk5LTvf$7+1NS8wFwEDKlL#wVC1c!^izEoo9QzN{2sU)CUD4|>JGsyp{ ziqaq4#*5kQB>je-_DVTG@Li3grrT(cvxy*;LU^Nua@G^Q@V-+-e z^)<`pS~kgGGQpfTN(5&qVBGbghpstil=lb!wn z$B1CBy*}mIQ z!-Q#Odqtn0spSTR{_hkABJ-3`TRO$`jhSqYvA$zu=U4dA_}?KtPSK;NNm`8)*!S{gEBy9JaT^X;kMKiE zg<-zc;Pofvr5RY%m{ra-4+q0j6FmK_c&z!P-xl&dXhn_rWcXejGHYLyBxv(R@sMH| z`$du2Z$ckzKB~9_4VhER6j?XWPLKWc;xBlZ=uHNuX1bkdaRh!}l?KuT^vOQVXQHvh zxfvlC0q`F{`iD{>^ZPb?7`NC@#>3oPt8PI~xn$u(;!MBM0kG?s8$$wguF*jk&-L_B_Gs*jG^DTUGaVzI@biBiaoYS95#dc{O)SzFlb0NJNwB zRd>%|8X(EOF;RacbRpJvyOY8ElXRE zW6=A=JiuCe6^$MPqj|L!MMyrou6r1vSB?7hdTyOGZ);@-AVuvK<~0UwCMi?s15zQ< z*HaCHN|;>Qw<7DZvT>aY__`T(&lW1IAeq>fi0N8HWTQK5x8=lci>oiFQDmnxl>pl-9ypG?vcVoOFNEH2aMFd4j@!ZW8D zED=EwLu~$vFIWRq1xy{>k{z=%Y0HJANDP{a2O_dkA$5K-L5%>l8@GfAdyKFlKJ!%kXriXjfKn!YtvAx_KVP%-Qf|Q4jz1`{hm~a)nWX>3Tc2SdV zj#R4?G7*ycxyxhM+_#^*g>^NJz?dY4GRc!7o%_+!u%EjsBu1-!*ak6cjIb(Ntz@lj zH464}ol?!dCZtc<^$*c%A|YKNs*L)=m?2uSB&FA1R4fmnv1-2nu6|j~X$)^}n@Rl9 z*~P#frBydk&KG@p^|i5T6H*}`wQUt{GPi_5d}_HJ{4J)&WRkW7z3DOHlEjX*`UUe* zajmTJ&Q{iPfy=p;W4B;9*-Wy6-qkCVRVl~ZV=6-BWc3cJctTRtY|5P=@^;d^({|rBo$^WZ8VzqT{osCz zx>H(CM#VL2)uLHfSn!iu6N~WWYE^I68(nYJCQQVA)WwW;r$NV5)vWdhGQ2(0D%udf z*sDk&YLmK^J9Vnlx&q{;s!i4Fv}}jXoMAs_DB=w_%-dPxT+a9hjqe11jCQw|$5Qz* z6VYlGNtiBmyiA+^P3rtE#%DtB^6HG3I@I2>Q|(dHFp{jC$6#Z}z92nK_i_KN61p7e zoArZw52?|$#~wcOIt9~M_fP)4Yc?|kHLTrj=qi*G6*GhC4;b1+UozHxh3I+d>UrY0 zBOS5DEZ{yMJ{q@=>?b#*N6ZsJA6`jaN5ldW!;bpQ^@P~UDiY~%Ec^<+^S3ZR7BI7! ztq33=A%>dWJbx0sOJ&teq=%$Oe6tFf0~*4JDr&e-$|6#CE2&;FeJ|z^6*3i;!21G)sAEnMAblCrZp7TP_t=~AH+^`*M>ed)r^1%)PEN5yM_2)Aifi5-~)3{#{^#f z%9A1<&P;RH;cZJF$ zFuJ+A9V)g^gP7E*C`xXj1~S7x8}u9$PYwOHVUd7GRiA!X^q|+N!m2xYux{ zdnA)#!t1>tDo(lUZmbXdTq8k4_b9rf5qXRiQB~J<-4e8 zZa?%AzNAs&aW%)73-@Fe>E4E3>S)SmHpiDV=`;GME2+7bUHtwJpNFjZ`2Ol{OY;AH zG{{bO9&Fm_z9ps$Moj%dL}1n~T*u(-AT^#%5hh@{K3Gj*hfA*vdc)mrBg-_nYS26E zcQ0ifiU02*@xJT${~i{fQEGxGskH@3EdM<+-bWMv|3?SNqZB9A!BO z{7K!%RK!Db{U@~%#{Wc*Rtu2&fl0J;2pk=!Cc@`&s%AWFO?`kGq9ybo3lTYLZ=48i zWyjXuXMu$|c#>~{=Q-+V_BzkbhUv%L9VovLULJG1sjw72k5^F_Hy;v?yMv^oq-*@I zSS%2zIzdfhk7Ed=K5BwmLP$f%oTU02yRFSyXT#9RY5|yY@%roqDY@!RuN#CdPffPk8V8nJL6`uBujppDWW80MN{O-3_tm}U zTkq;#c-Gw#4o^`Bi#`>YLdrQBL;6(pcNX2&8C}d*F&1MrvzxtWJY<}0SjzVCHo78uXr_CNbPW2JT#P$C;*(b;M(#35d0&!j~Cp6aU9_WF9t6?=U@L zhJB)G0l7<$>0M^3xdaox!+a2Z!CZ9)&s<;? z@GQcO_jl;HNKI0|v1P|Iwfy`H578Ikn7Du%F}LR?pU=Y9MQVNjBlgYGJP~t&7h>S` zc_Ttgvl-ogv09CwbUkpm{`60GEkQ5;%Q7#~lYVQ| z_HccTnn|CEdf-~sLim036>V1oN?yCG!SHoz4Zm|_0tv|A7O?>XE3RVKv4vOyoL#3@ zqLU@CtXG@Uh(0Ydh{y}z)7>ajt!!;}qbEADsVb^Cd?K{XNah$GLm z%7~oGrSIIqOI-=Ex*CXPIZ#hm2U)+;XUsd}ywGuEH#eJ^r=QeS+$7dG*4Q_3 zpZMR!jRE6KOBizw*H@ppM_ourAw=y{AJg?HW81Hm!>|Xazh5n7bG`ReKA>i?<;;o% zGY;S-n(DoE_<$N=K=j>r4Q8LPR{bRFnNK+1eRQcWqgYu77@o)U_)fRNwRF+}tic#il6wb7@TJgbS-M?xw)@wM_AE}d)u#92J! zad5Q`5AyG7A82$;9ZtIsgN;_t8QI{^bNJkk190Nyqk zOKjp zS_OM%(S0U(7VO#Pzs0^(8jn*qAr}pS4jHde;TvAD*VGUwy{0CZe#h5(k0mNEAiduf z>dB(F?T{VnvBQs{o=C6ExcIvI10E$s^Td!pq0kTDbfsra(CMZ+ zIAe#sP?{{}V^Gtt#tFxh8ok^Yzi zPrB3_?1YalPm0wV;OlY*C~>^6TGklpf(*AO7+v_w$ z@s^FHr-eI&`TVAi}ti*XWADU^^P%~9mH!C zpYTYH&zMcp{G+jlpGa2Ys=o_u2d48Un48>Y@`&7LGhOSc%ip$;JdqZY9K#G!-rqfm zFE(Np8V>b~v0RJw{EpqxfXAwnRDk|*o(gmd3+v-N&u}8M^@$ovNL77TyhkQXZM&$S zPVnRqcAkBi5&FMSXOn9MFIA-=*%MDOhOyyGteR4w|4Y>&&d0#?*x(WY1}1w(qQ~>I zWRC_)if0X9(OcflgS)TPdSz36Ooe0~R^Q2CrhKWN?{2ypgJpLyTamM!9B4xS4lplMuA$q}sWJhlpea5^ ztPGZ?d(IJ<@j>k>?zE>&Wd5>b!|h6*^Vx3%VG`*+(>R@-YEKB>CiK~ZMqbI9Jx7?s zR!A^PrhZRQ3O31}BV7;@CJXb7_o>=KyeA~*v0cX5KjKijwvYIQPr}$Cd#9l>#r$ow zu7Al?z$&)qRZP;3htSHN7HsHF%hE7(BHcV=su}Arp+L<|(3uCaChSdOWVs zK0|sdtYmmm8nIH?f_AKU>kXPGy~kMTljI0(S$hM?rxI2jlDGjvYj~W>S|W*8F{)%g zlIXBM<9Sx)SoFix`+rr@TW}RSzmqeaUa-TsT6o&N;$VL*Pe-yD0&9CBaG07+oXIKP z4|yLMkAkD8^tk08QBR-EY>;lEn4}a}&k{0Ac!8{xbGSI|C-cd6Y_>m;jj*}4=d7~E zK2Q2b7_(N`W&A*&GoP7lWF?Nd55a;uo=}RuU3=?zoMbeVQs)`3PJ2yV&yVI4tR=`6 z=8V`)$|N<_{TkQ04)$%3jt&mc;^=%<@|`Vqmvusp|4)iYaqrV}3l ze?n3SU!B98OB*lv!I@T`q5K&%8hb||+t-PDUti}0@*3*5@%*NkaFm4NF#ei|2_=$^ zD2oaZV;xK zJ~P1igTWgW@v5(9x^$9_N%;qNkx+eExN|r~weXh#p6TI7?e@ovdnb_}vSH5|%Vmpg z3TD7l=_-Rs@FA1gcg9_YViwLvA-(M`CqrqJvoC`89ip9$$adHq?d(K{g@ZN5X{T!> zFb&2P3q>6ngK>+PDwUng=2(xjIAWKIO|UG+xst9lLF5mfC2+TlGYGG!uVtKB%nDRT zG>COpvOMC0rn4ocki(q&DTg`7vCbm2jfxuTNn<8s<@QsYGYGSvW)bTpCTIoB80rb2 z$4&6dP){uV#RNBoda|{ZcI!;Z`cAO!Wo#p@KMU5aM(a6hE2Y-?G-xFax&qn5JPy3_ z=9G07SYGh~B~+S=S$+Y>ISneuJL{0&U`o6*2E{x9uxz*|*tV7iEZ_pRNdb9unG}gE ztW(30kd14WCBfO-kw>lyj)S=L&BENAXRL16inURS zh1f?s3z*ogOu#h~F@fs;W;mOYFg4#Ue-fRy1i7m-Ur-kr9e+^uEF<6Zb}!NIQPo2u z=fSu<&pT$Wl&=rSbcRxX5$b(SEn!){CkhT$b5_Eu^Cg>y!7SCC!NO6JQGFT`+M}yG zYbLK?9w0$<8^(GbavUc6lyl;_|3lY%z(sL={lnfecV>2HdxM#wvn!&aViy%#j15a- zG%?o1B*v&Qy_f{7SP((QYZtJgsDN!1yJGK(ykw}cn8DGc&IH86NLAv7qCJeOWi3<>#MCTvF8*~nN>_5_O4<1H zHPR#OtrYb!znc~v?0Eu)-MdhVlnxC@;z#LF0wt{=2Mhi{)gm4d@FhbLik zrTR%gfFwOShF@%{CfoPHfw&4?ux0ot=xlF;yqG6Xh|c5Tt<+aMw6*F+LwWty>Q6C) zg^}14ltMhM+Sl#p7M5XgEYkIdY=t4VRiv5PY-Yc(5(Mn|%uLw#>(**Yg9qdsQtyFc zOUyn9;+MgSW(FX=)Y`X5fMT2p{`PV9Pb9TN>khS+0X^z5>ikjOzhq;+rHwi%>@ixP z{3tlhs4;|8CT2p1VJrS5gU0T6PGCSe`K7JeJ2ux4UkKpF#kf;8sx%yyvX#n&BKV8f z3(x6Yx*P1AcGFjMHlV*bYNw{~)OKnb5Ng~>Y8-Eqq{ib@l>e2a*5j*_)Gz20@Xq0C zd$qHeh1j3^ub?f^UX6twe13biF~8kj-Np+$s1tZnM>Q0@bNIlHYDnmP#EeyhK@uwh z6p+{`ZX@|^ilLa&ogmkG&j1VqbvRt-qj~#j(F&^MBb{10#? zI+vL})T#lt`qmz5b7)$zo)EbD52K0S@$ctHNBg_=RG|h@xsRHNKJfSNqgqg8y9i_B zI*GQXvruE#2Tj8(wrXB=yYYieV12b|8s6XrbkF&`FVsqaw?FWO>ZSFYdfM{mU#NeZ zdX%Hu2T^>r_?o|iOv;Ea)y06x<<XSf01)nDyu|85kZF?#;82Vhp?QLCTs z;m*AJcWN{Bsq>}?<{;-uI#7TL;F_#D5!H{H$jps+`giJHRF}6|6&+K%-$GocN|msh z4eQj2504K@sPb9u@VYho8l$}pTE*;yWVBH<&~tp%!op&rA{;SZy`igRExvYuItzdW zT?eXlef@@st?Gw2t)bVdT`{UwaMv%}sosy=;SCx%8r?#1O?%bp)Uvg&0Z&^UU5`H; zsHz|^uKw)nYN=g6!r62yiu27S&1zPS1#zePz8ZC3pjK+zDz)PpG&zf!2J`$uYI~TW zUJg<>1;jSiey@fDZ0_{;YJ@38s63o(mmbrz3|z3xgH@k%o2yXHl1hntIw}#57;j<^>EPy%4jPdFwq2Vy>6dJxa6#Q5)g;cDJ zYXTL5l7>W5{xueK63Hgj1Svo0a|M6%{?moHNnhT*P;DPb>lPQP4QLVW-G`UIh>qv(A~l(8 zfEw4}m(d=49B>vz>J(sX_3q0DE35#GjW_;3)Suws6K^Mqrp1km@qr{oPXzrvT% zVMh+zj>nkBGk^A`z$hu^Q)KU-{$*RBM2fch3%5aPMes1Nh2F0A3)mV>Fngo7-l7UyZ zmEti*fLCI$HR|p3)!ey5FPkv+jA2qJSzV__~lbnqu;v z6`unG^h3vXAq_7B;L-v}DA_171p-B7Ge|wnBVP)Z8L0n4yoj~E4oXpc`z07+Bl+V? zYCM}rCd<%jtbQ2=H+`*~S9q7J>Ipo_z^h$TKW#J|))I%&Tm2^bvxKZrzB&Lq-;Pd; zpUp#uSRpugjYP}PVo)eu1nIvQm!eDLo{)|G!f3{uURS%LJA6xZZvu>qH`TpO6AR%( z?1KvKOu$@al56HM@`;2TvR=N8U!zIFB~&P;LF?fm-63qHbIs@Q4YUJYm9~+$*X9Noi0F!#Ph~^WH!7m9iY-@ z0et=jVAWaJ7h<_d=z9EC!eRCMSBxgfbL5GQVysyp%wB&>PYP$In z8`N{P@z(`-8~HnN37_ylog#G~P=7$(yXY5Q1_Z=eG0jArvL6!wK6gsVsbi-thy5@MKRCShIpvJ3!B0? z0{vBCHa!V4o%01=@LW~#16Y|Lp`3WSEvxGaSSe!yv(ASh#c?r?El(&4T##l?`!*oD~CA^%P9!a*@ zCZ6(A{RO4)r!Un}VW(U>@jW&HMQbp>86^Vx6IT7YYA(DyE|`u?^yBoj~>cGZGQUu)v5)Ga(pGy!l7QqPa-WO zfU$jnw8(%BMi|!O2!(mABi6#8XD;+!%74b%JU+Ocw-x|QI}&XK34)41Dbaf3RW3d{ z$r}sov|d!JOroGLa52d{&Tt*Yo<+6R2oY)g=l0(ExYBH1(B9jCb3t?9s(nFWSkr2z z$zjD9Ohm#DQso4WnSrWYV%3XDmGi{04qNvjOFqgY?!UDuB(8|)Cs7O(4&Dk{JgTUU za|OMWv|=F_2lds)iRyHt=NwiK5>Tu5Ohc8QpvuE=rOCXTsP)2)Q~hg1tv?EPbtw^y zbdNXKo{Am6{OA~9>y?E%YL#2lDj_q0K;&;KYu!-oCb$XyWE_43j>WCPw>%M|xfujI z!A`)Da0Gw85mgU?>T{oR)KT0iv~x7SfIgpr_%VZ4iO$87ke?d0W`boi2#z!dRnjuy zBpSt3{)tul7$}yDtXdH&@PBU8LJ%oKUHI>IINsCHPkc*vuY+&4Ycuf`7w_rN+}O|f zgdW}@{znci5rqTzMJbk+8B68g*Ne0t_!gq}WSkH=3D@rw-s6aqcXny%v{?{vjluNJ z$7}TVdU!>*7EX7PE0CVJwHQ9Rx3^08c9;i_i$_@W88i%JXE#E03|WTaI(|A9T>vU@ zI=|4{TWa`u3_Tk$P55ykbX7gtSbPU86u_*({PeF!}c;#Gh*gFj*}-=k@oHJuen zz0+`qsZfx|?Q8hC>|Aw!8URgVg4GnoC0Imqt z(0dF^6)lnihNTwo@T)h*zqE?x$8?^tN<9$P@`m|St7(L|{uiJH#fRP&Rzs!tSH3V_ zi>~oMm=^SZK`r;`dh{OFg8mEFf&#!6siyV?09(GRsf~UQYiEtXYay2)h`+S6}M{OL&mPKsKJ(K)c0aqhou` zc7SPvw-WE3pxJn8g4Tj6Ag;irG2R4jZKx@-%;rN!MYf9m*oN9OgvRi=agaB*Z>${> z6-pQr#`?X9T73ity+kq!t*w$3x}!atK;Qt~g^f+LB<^aeb%APkV!F2n-`!NJZMRYo zQxnbu+eru!nF*vAxVssIrYr@(7~W6)6Psz@pg_g@RdbDCBe-3;fJOIKc!9aKrRLNu z0sAYn*x?W)I5s0Su(?<^ikdM{;BMMdYtO|=-u_VF;OIjwQkYD97qGwbhgxOoSqj(q z1#$@oDZvjNHJO|V>vh!w-WF559<47FBEX0A&cS?e{3_1Z_f6{;B25mcF~SN*KR|Ow+Pbx?{mH5Jww(5fNc~# zAfa)V{geaCJr5#EB5(bvwh*HKgHN?Q1C%Ze+wm^ZwVu!WOdG0?rk9lZAgICQJX9kU ze^v}~L6I|nqO*dQ@DICbTRlsp{v({Qs$Gf5a6A<)u&tG6yB{$AbiTKyzt87d2Lz?U zqV8H4F@u8Nq3&8M%Sorj6J%4|%7+$7hD@Vs4=t3KMpE9Xhqf@V-Z_}(?TTGlJZ6!% zJ7@+M^weT`Sx-%e?Emm0Z-gbtyobn^-DabCz2pHvc(q>IFF=I&bFp`FRqJS%`I%%p zC0fT5b06Di(aMe1x!4piG&3q@i_z@5g8SuhpiT3=aj?J{obPqvIgF>~dk^xV zeY8KJz~X<`N3$Sv62LD~f!c9^I6{nrxc()GLH6W1UuyHiF9PFft!sfi4&brH;x6N8 z@@3OqK$6=cf7$M@&jH_Ub3XZO_-d0Ag=uy7V#GX?RUg%D@I`%1frp>E#(Yi$)^ zUhfupSHqmR?i&F49YefvKP@6MgAQr54wc~H(DH5BWiBd1ol4mwJR2ny06}Ups$Y>0 zTmfsICH=J9#wLBj+j-WLIkahOp1IOngP-|UYr`$8yzP7w(AOZ5U>wqa0&AX&I&7x{ z(^1W)U!SARvw<~v1lQbcdVj5+^wS4k^MGk6+kdgY2AOsIVQ;X1OR@KJWUsHA zKL&_CgwyWd1I38K61CBKZwtQY2W^+b(mq6w?GW!Jf-OW442EFR*gx(^tv#Y`jloU8 z@l6{-P&0qWt=^>+63I6^ynjbF4iV}^u!sf<6epDs);>X{UP=dxK#_JCK#qt`=d*Wu zn{(4H?;_IL0CEU_YwP%ge>4}h)(;5Y@AeM1M8j1NGH7&$2u6zTCCEwTPbs~GD!VPs1%IpY1< zSkWn(M7!h>K`kcd2*i{4+M-ePNr|c)B-J3K9%x?4f`u|ED$Y~GOavklxmpm^hnPSN zLZD7g{rO|Gv*E6xrruxm{;}O*;Ct-ABhjGcFvDi@Ig7PdKt!2?lX-T&mI$-Azbs#? zjPPa~SC(p@n|9Mdi-GDnLYSjGbMYUSYVGi3%Gq;oyc3Lj`nVV1K8vI@)Ct6>4fZ{Z zw}0*p=26SEPoO#B-}v0?LJ)2Eu@~OY&>CLtrB^3AK%uDpOYcUx{~^$yy$s^8Jm{78 z2-HGuzw$N*gO_Try+89WmTQfHy3a4a_O^+c2UIy?R4@t@+%Pr~(1g~UUFf$W9Bz2* z{iBU!%v0WYhx4r~G%r33*VsF+3L561b2i|eHwX`h#^p+F1&FwQ#!)uupVib?O(+NK z`Z%aVXS&^g3p`fc@PxVOJO@{I%6_4oBhp1BsH z1(4iL#abM`XXK5FwTe-{4=h)p<3kofpLzy)6E_9yQVxJ$82Hu`Sn*Ld%ESi$R^i@S!G%zJZRaW6>l6s23)6pN4CUBEqL458I%1Wiwy`00H73 z%4|-au|cb)zBHx@Tcj7D;aEV5n6Mw@>c&7lx>SPl-3G0g&)TR}`yWJWQ^+Yu_hl-BKRP)FBV+g zD*Eb4aZAu4!V9)(9=^-$`#HFA*c>bup*Xe5WgO~(>Tnlw0vU1JERgJ?gNdqk8<0+0OXJ9>JBzBtC5N=Y8^%u zhoZPOu=&r=8kghA>vwVl{6h9=rdv-FHO>hXsD%u=XM5&|EtL zV-y0#z$02czUYXS$r~NjBA}_zQS@0U`s@t&@yt}tuqnz5<&5&2PPYFP zdzURChwZVI-(vL;YWk9RE|Uh8hCn9q?u1qvvKd4VOXLwiHF*Mxr|o51m76dkj2kd% zre^ThC$*39A?ELNN&|n!7a(lw^F@ceksDzT{sfQ2@$b-nvIL4XP~1KNM1qMVi|3rt zf}jyzd`4T_0Nhz7pkWw5Nl6Bv&d(uV76i&MLKa#QbUG%_`G5>c>h#ShaX=P3ZZ2n_ zAoGEzfvik|%dp_A)^^G{tsQAhmh++*g9^cV%sI`9Sf+>)NR@>VjSL92^_Nxl)kSg! z(DQMq_lbdrRrRg(PrIaj37~jfO!?c(T1VdTiuMaWDe&*A`&54MiZ)33wg8GSKff^F zO30A?-L7g1;{C2^YxsBZzWTsD?0y|2bBpl@S)}gQygc3)4&YC2tLf`$e&Sp$PK7`H z!&;vlCW-#!n!bG)W$|`(d_(v@w>1mTxvfQJ(kD@M5;Tjo|z(2jC)ihiHH?>bHCIN4RU#RN~2CV(dI zT95kE;duo_M&uoZ4U)&81Q9d~jL)$Vj&@9EID-H4c&C~MF$jLNd}QeBR)iGxRB z!(}vHVX3I`drP*#1;SELqpluLaK-v2{ zA&IwnsC6aD*AQRuP1AOtgQxZoFu5_Jch-43E}o9T01`QiPj7RatohmVU;q_mv2nt$yJ~(w91F+V2Cvv zeyE!`36#c{;nC>p_Rfpwy-O2)szHTni#u$EvGy55>!XzCK8IDuD8BDGMCg3VEiVFd zg2;Qk&^Dl4uD#TnKq0yNOYK((H>GeBs2(hB>GP67mq4k!rEe$Lw9fv}_Y*ICt+B8M z4eBP;s+dr@VdZ+2<2-RKn>DUksdn|)#Q5sfYs6M=z)!r^y!_2;t*Uem#04jy?>^;o zTKPPV6bz7$AsFmTM@e`wYz5G&ZRK4F&)Wf6~f#lK=cxs|RbQqPMUdi1z>4 z#;0L0gq+gOw+^tK?UQ`p@a|ZjEX2bLBK_Uk!wn*}) zcLH2*y$nELOhw;K0TrV!pz-{7?Ny{0no`4r?`%KVx^_%*^xKNc$glHJ7CA?Ix0wcv z=JPNt8t^xw9z>=<`W+>7L;bpyf&sq&cQl0Yjp0vfkP- z5rw4DKc}L8tN3zRujws(PduE6O36C(*Y7UUDxaX3q^RJd=oIMUepxvcV#Y{rGw4xd zh}rBZ@$N*ds&_LkTm|pq&J50N1#NR z4gUn-za24_7ry?hZ+H|4#2VfY&5 zt9$ucOzG{rr>+u~Bf1g)odu1xlf>TS{{L8Xymji~WC0z`tM&1P@}@4`8=n2XI-Ut; zq@6yk9QA9=L1b8mYYUNAgurlfMda*bEf;Z_VA`&8^o&_&QAb9=%p5G}5nux*UqG1)J)V zT_cP+Y>cu&H;u=@`r_9;I`E$Ti-PnRr1X*uZfDR=8f-Dk{9Lg9P+92Mittt$X@Zma z%K)!~&^CTq(^nh&_YrHAAvzYnf_AvBPsTY8-XKKxvDMJ@{@Uyx5TbWSmJ#ww_kC%J z>Arl|^!ah(KNqT3Lg2N|4dMDHco6`x2KYkA3L%t_3D^DfjZ&uY77_YWvOxTYCr0XZ zNL@Gqzenob@kRqb9;tVM6~CL%`n-0O-Vr~?JT*#huWUuM9qHeRc-vSM|BWbJK)gI! z|IoTsoJ05H>v(JESdtpP75Q6v^}z^~yk4TW$i56z8=;}$8->&(bQ}WF!(%?Z51P;G zR@7_b92*~05zgWn)ZCvHxPv13%2<71h=)c|mBxaJViXOhb*LGBilB9=gI1@pyhUX= z`c?hESJuH$ttKB;MehNP^h;Irnmo9w-i9R5%Km;;^)Hbn8us9&m8s?ZZ8Yer>Rtrq z@zo#-_&ZeBHzH^ZC;#J17B34w0jves)XBbzw$&&SQ1hsSYyugB-*WM3o|x=A;M$G` z_G`L{{I(6hU?*VKuJrqNNo}|{#n*_XK&5ujkGwzJk6vrp30lYZQH!-GdLkgEYs^OO z@yNXvxd&gO8*s07zimMN{VBdb5pOfh_X*D)=Bp=fLa|+4Wwcq5|Kc!TBLsdoVIzDU zk{hMs#6&1nuD7MqoGmb<;U8I(0JxX}jUfPc$>r_u&2^W)`3w ztspZ@!c9?Bm0m(GI>snuldst@7d$C+D;xYd`%)?Z+-s(j(+&%7o$Q4qJfNVLq9{R13WnFSw@lb$V2y;c_%fv(C21F$z+gw$Fo-ap#==}A zbf>q8IN2nW6MBs4z+1ZWFAtdy9_eErZzXp4x`W}9{s%-mU(lwuF7GGfiqF<0zGaG~XU-k7C^rmY)^Vb{YYXt_`wiG-I zxS!^c@HVMDJ=J$L^09JUxnLgnfKQlO?*b&}P&lFNg z%kwtAx}jc~KWnJR3t>9|?apV9@qIux2(tgLMtXxlCCuMgUrkl0fbky^^}|vy)U;Xy zC4w(Y^EHxsz90Y`g9TD*6TLd$)I_gFz8wYfG9^uUT)*QFciaUaJZ!7 z_!{nu3yL>;V%LOuQb)SOA8AL_ZdRM!+d&J zh+=Ykf>pOk)~imteT&~IyxUA)zltYa z+vUX)rv>Pgc-^=Zu=A-F~&(U zZz)fm=c`JW5`_GTpX#p>isD5JVBPji@Lylx`%pwX{56&ZR))L$g9{*kLL<0b!AU?J@^#;_1_?do7Q6@)&apM>j=oW{cYFypvtv> zu)Y;^Ir)Si^n8EOMqdYzWCoQOakH-*A_g<#(ciPg*8%|(rRpDg8(zNM=fcz6JmU|&Jv{-3%inv4&q0JXmk_AR z{<+&XjpzKWt7HkG{u+CH9t;l5B^XLhjYH*u{s+nWUzC480uJ9!K4>Jk!S43I9;r(x z)!c?}G?@QIId4`!3iHbO# zRf%RAGcg+rV*Obye_E*z;L=OS>K*yJvAWFK`WZ`FcPbh*xNr=K*z-|J2!&4U7Rjw_vNApIRdL&egkPK@(_$?ohsYmn7 zOx?*BX6j+!i)@eO<(Ya2H%-((LlyWp6ZL4YQk7tLJZG`p$Jb8O{}eG)85N1~29xv} ze842VAN--mCh5I+?<}4A6DI%fgK6SFWa(}`CQGmX{@488WL@+h$kKrgTaowTdc3bD zl|>=EZ9)>I&YCoYijqq-5tmG$AZP_ns2h7MmYRGW*TW4&hk~HDh6<3St6Xo5Jyu?8 zs$L&X|G=qwb+c@7!|`!pE5#zI!waYCRr$rKdQYrb{Vk{I9g(?hos9?zu+~ae_IKr0 ze8F_R7C$pxUs@-E(5jT`3iM!@iWE7TqkjbGG`RQi z9GI0PzI~3~1?XCOwhk?9UOQW_<*~XeNlidPSrVdxm{Ydf6)h+P#9LFc_224LaLA|v zk%VAS!G6V4kIx%p4XYLH>cqGF7x5@^<_MMfqo8wY5hX|cRqTd{wsgC zP(RL(=jn|^S;k?8>LL$aq!-w9y9r~_0L6Jh2xApAkzZJ(cjfgKgISA{SIO6BNFkuV z3PoZgKa{UKv1sDg^7Yy%p6g3=ofv~fp0Gq$ElRLtfn^b>O_~IQ?BIQu=+$A-JY|XA zm>*lB_w?6Vs*k{ugu`TmY%%ez1^RBDRtWjA$jb|L@F?W-iuB5W7(N27G&N-l{E3zd zq6jxegJ7@`rGni7)t7jI=09jnodhmJ$&tHc_pwS0n}oP}AS}HW-XVg2zgDkeBvLRV)TD|u zk}rS<_|dic3BIUUFN&+3j{Y%6SY6#Cn!9w#NxYI`H`c90?Xp|05KP+%22%x-Eg0Kv zk{AR_yLIsXVEwgTPvRZc>uVvRNE>voLvS`06bMp`*aSpqOKKv#`35}!8wgL{0BawO z-`}8r#k+3Q>lqLTu0hi{z!#mpQ4i*8;X(dzqh8$-BE}ksDElbrBviLn;dM5_= zgs<#P`cKZFNV8;=skt5ygMuA0u~^I!kKL?4beMrzBuEwv4OhtNDoM=Ac-<{}D@1t8 z7CoF{yC-0>ynKs3$_aI77?=`P5HrBZ7ZGKIf4o)ij1*q5RiA0EB`C~51jX$pL~4yi zYUMq)!RpG+Gq>pjuvMB;qDKL}$w{jMF*CMA-^6c~=ok6E?fRO?Fk8)F;L+Mc8b;Ph zsKu%p6tk3IfHyLlfq87Qg6(_W4t=%sVltvtXx@d(alTd6(iz+>VS=(o){vmSk zMLYFDJZP8R)jxQbZbAN$yLIS4y7;j@dONtTY$A`?t4Bp+xEFyfSdz^_l&N;XW$r4u z4K^5`Fhb!gPGJ5o_v-f%T#23c>wWp!{V=H-I6a{E;9nfjoiM_GJD^{K1J&c8-URv% z3ZHjSZ^o}5gdwu|kgh?Luo~@QRX%O@rO)WFyRA-xLyQ12^@BsYqoDz!V_;H(DGZu3 zHn=6kszy-|Bv5Sd!7z5p0x+&9X66Re9GJ+UFAP(f1vB34u)fq2&{D_77-FQ7!39kb z7|{)|%fk&v^i16$W8#3g1Wz)E03*iOYZbt={OvK_jQF3&^=-W23B7>dJ)zez!nu%DWJ&}jK!5y6{d)wa7CEQ%-+1t8 zoy&w;+z~=GYUFEA>(xSo-9~B*k?e*xiAw#*7@ONfO%8i|r)(9>u6mrE(XaD+XY}uR z@3Z;@e*dgKRP}(0rXmW^jI+va!2mJ30to^|c#EBnJEteW8hz(Ey&B@r&g;GTr)B!* zd}Wy)#P^r!fAfwPVD|p)g8m#?`R^C?9Iju2MU}|AT+-|LGcQ3r5|J6RDj?Fn?Xq5E zwE^0ot=U||47FN^19F1VSM*qiY^WINbVJl*HiJuea>6$~RS9vv1dctB2)r^9)5j#GH%MlI}#i%JlwGd2d|MR~Ezw@yp*MG0GqcO4t zr0*b+f?Vf)K7}R!hRl$!fhLy~@)6D<{*0`U-hy=oh^7c81y1w(FE`(E)ZpTS*Z#W^ zd0sC^GdRAx)*8lzTFl1(`f82B|L;Hltlo}l!N$YjLjUiV^ndmR-GZUR3{De#Vo>Ub zZ-(G(<+vRx-yCD8$iE-ru=4U%At^}UgI9wVqSZfmh~rw2=PDvIFLs;ei=f#=;&lIgV2>UQH#o`etq^;zT=A%$(m1BSVqao2W?l)Lgh=D)gKVRQZ zK@G?b64C7_azsF+c6`z93%HTtq@+WgDE~xAm&(a`#S080X-8gfQ#-3@c}7C zlUXTXTTim7bRF9c46qx394w*N*%o?*4WlFRd^QpnfnG@|m@MxiQ}AstR!pUf*-bJL zjIJl*lk^qKrrX#-VUh3(mExOtG6n=OS!K!+eAmP^Lhx!~tFS9sP&UgC!FxFaykcP@*a*I3> zHsh&6&Eb|4!aHFoHjg9MX(_WV6cYB~BjQ;$S?Ke~nP*GK7cH~!Ez3RU6hZz_9&b9z z<|>!!(LR~Z7sdh{w7{@H2wntOlUL4T!fs&%=FatU0h9(#&@IvhyoGEP+s+q)XJF;3 zIM>jL52m59$@>ACmjUw7#n_dCP8%-35qzNBlh2ZJIzu|H%oUV}IAOct3c!U&80(~w zo#Z&lz_*=q$wRzV+Q}?4$vBV!xUFnMTMRp`hNmdHPL0O^Ha*Tfn?!joB6~ zUNYXtQ^D6~BUZ*br{W7(ETtzCpDXWRQL4W6E8!94d7uV2rSZEh3VVMuA9$O{ zxJw9Zv*;SOpL*^y&qx^Uc`(|O3rUw<=%@gjGxRN+Ebc>fjiCpO58)u(F}+k~0aPh^ zvbjW9hVmq5wUBBXK(;fVj4`~UkAyKKCS6FlBe>=|Z;@fbX*x!j4Y>6=Y$A)z6&G0F zfUc+cuCs(Z#jDv!;<{p(@4OANk~C%F9$wA1no9kMJYV+a@rH{I)S)L(8~ zDdalG+MZfhqo>Y^WQ`Qxbv7vSg8{{AnlHQ%ZkQ&@`*A5L6>b7~Wwq#M^MKX(3=l-{ z^5nJVi>Axs8uXZ;%lHIIRo2p@&WXUQXBWk)>kMaU!X(3MdP2A+&lFdJNAEZQxAi%P z%=6fN=UX~LcujNR3YsTmgYhOOp(WVWzDJVab~X^9l?r?;F%!VKp;{2J%S zR7;FH3no{?i0e5h;CE;b>i8MtEKqZ%lO4Fv6Pl3bd`Z@kDCeL&rvyfDVauH~wo6Y8Otz%;i2hno0M~Ytp+7naA0dx{XkfrHtF``>=!f;cH z!MmI|%W$8i;yiIFF>E)E7F>()FftjQoq_d(WV>}XjA|Y#hpG`Tl+!rjhS+vFW#^c@ zk?gm+P8p_SrARCW*`zY#RUR?bb!W%tFi zxcxZiS^2Qoc84?u7vi8TsB@d~B-=SkvXmI6DPyp52O7fR3jn?{k6;;;ZH;!jk=Tdby z{<+w?)w+nu>y0H4!Te&?C8mXBnR3;TDdt;2E+!Mi8)x(ChS1>TiOx&XTy~JH$B%_8 z=sL3Ouz&oDOot0X?+5%)d}R3 zyp~yapkpu*S3d=cJK9~OUBMcl-8-E|-2X!-y}2kjHnaL``m4Ni-x);VgwxSwo(Kc#Weu$3nq zcGO88ArFO%t3sJi|%%S>y=7Yxc_L#I}b> zkyLdB*(HEzo78ubyhuzIce0gu62zo!IE~!Kqn*>qW}#3VC&WA;BZM+C(zsY?KUO*c zbiYjFEb%ywSqZk?`|)`ZxI~HXFo^le3!UkLr3{-(#kLE`N$~-`E{_t|85f8L4cB1C zeoKY>s7{9HDnY%bks`xBQ9dX(JmTEX?uyBKotx=n=Qw~o)woa3kqu&7KhynWl<_69 z9JR?C5gb0t0`HasPQ?fX|`$sqdK%FP=%RlE??5rGzFvLF5iCNhWjA3Fdia$P*Tr7vY_d zwG0ER^`*TK zj}c-sK$Ll@vW?C~<%S2)GF(Mwh*2ZRc>In5Zhsnhpv@+E@)~7}6rUq6fa7l2k&M1* zIF?SgK0;;Y6_niq|ImFPM+GU+R$Sv58;AChBF{0;8uJvO+&q<1Y_IS(cGYkf&49+p zBXrpa!a%T#*UlqwHS9ILF>Qxn2KrEtKOKZfRWI^`J@^SL6Q{*gNs1Z;X|bhPY`8!= zL5@ma+#`=zayGWC6hljJ`&n@9W(&{pYa^&h+8*F+d8BijRF1aE>%@i=0o=KkS$IxijDb?8NI-Ho3z^IW6*i5_)?ec7QulJ1i3=>}g zn{K-B(r^;Q3$NqT#xvG!H1TpHdWdY6=HQFsOSVX;{@gg8T##2VOPVxR%z${b#8C_= z#rvSaJJs@VTVAaIRfH&L1do(Eg$%)n8YEWAS}n&4;BZPP;YTE`YxQ&>)debET< zI?9)(8|5PacaeuYaPG8mno4%q?mO3@1MHqyETskZz71l`K8asA<_Jp8i0ND}YJ{>w zihc|Yx>1&+Vyf^KkTLggAw9}A6YVgvTowY`z4RVSB@fl5^bk7_`Q%V`0i=mb;h>bl zdcl*4JoSycg@13S(6wv@J1q#O9+1LSVa_WPs1f9Z*9Ug+|kS)@?t{ zhVhq=?u(Y`qRz)0cZ4MWUHu&0C}&$&io409THcXpHE?A|U?p2{-D8X3A{h>>*D~vB zGL+r`m4kzVr391tn5<;EwDUQ3RD3I)gzF=ynRkK|eGo3IOhCz=FkdvUAh|4LB^{4) zoKsCB#4*x6bkKML&i5p#qQ~g)IE&^pT@pP5RIODEYWybN7L z69R$kI0ksEb{cEtNIPPMRBs!sCRdUaR|%+QUXnWV(}W_=52gfoc$;|z5t?^B*TL3n-*pgtE# z%jIt$AU&6?2GNHZu#(-V95N0Qrm&M}z%+bXcn%S6e&CFmOX+FJJ`K+EQ-D>i6kV4D zSXEwO_h{@r;7NfU=}k0|WJp!7vCH5(xlCRiI1(?!tKcYd8Q%~K%;T*$L1pkfNO zon~1l#lHp{oiehD@qlquIOwV#JG zv`QK(E>D)?i>3Gi_#yrlJAum~bS-q2IF8eEXrn>%vyqMs(4HKJ-mp@M<9AfJgvS9@ zC65kSXaqOfK%5>UJ%NPwhBT9mq>0M`FIP@h2ExUPz-9_ALf;jNIiQ+ajz*FU2Dl{v z(83|c%fto7b;;5SrHD)oJasc*rEiLD_ls38;}o(3O}3ShF5EQ1G6Bh{;A?irvW48G zr^!Uqb94;@WlXz-fr6y%6fG0Pbg6`_rpjChM&q1!ob&0ohp=lHdFxncnqiuUXNoUC z$#oA|D6bK#`jv7=QB0?(sHKve{03#PJHkr&pWMJ0Tq3S!@=yfos3)m%#97WVgf~z= zG4BASySJch_>9I*W`4lQ?nYw(YqJ?5mAoBq#(AJM(>WhMXSqTS2vb%wX3Ju2K)6+j ztG_;wMsH%vNG=uUlTjc>R1Bx(+f#Hti`^n7w;e6!v0<$4E4&+T#rb%O48>T?FH#Yc)|2CdNi1W#;6@Y zY>3@$U2ILmWtKD2P;wnT2ioC!=X57%{Xv5E2r%(Uo#u6wPFybX%0Zzq$?It1 zNa+n*B?9OIv)ytouR(01y)XpH`(aGvA<`Z zhw_vQ(k}KEt~GGZTP23>#*6VcN69Pt8$j@38rgx(1=2gyED**hmb9^e2s%g(L-T%v zvlLB;p~hSGi`cyAeKBD_OIJp~RlJ(%Yk)8%->?=2-eo8@<)T;!dnpo!!m*2efn4X&X_jG`D({mYiUo$) zEYr8AtVe{c>^(0Rv>x8|4CEaeh;aFioNhn`V{Bo#xRXikukr_-Lou|<6ABw4Tj~F@^4Zcj@ z()m#RILfTo;bL7vm%t2rmd$_{YzbUNm(Ue_j82piufZNCh~|9jP`m?1XgWS5X&D&s zN*~Izq{N%>*QTNaSWJG67K3Zd2G>Ox;A_}z!0sJ#rV5YAD3G#UD?Fu_Va#3^pF?5r zl-Ty7^|*D=eJRu6y1=YEAM+9g20q6;L#J2CptbJ0LoN5oY#mAzy_EnZiI_v4a~+b(J2gTl6A6nPuwQO&w!%fLUIkPqNk9H3KWhn z;`wBoJYbSElFS#S6Q*xAQWx)d(NQ;fBx^APl?roN$XRlXoUI4t_EF|iQvtYt4m!Y& zkR3+(uw%Ns1Inr8un=12oF^ZVzb{qTHnJJ26N^COV7?5Nq;SypkUh?)_I*N+Nn{0v z%@u`8A9T$n^7l8ydrxE87WJaGjK-K!{9NT&P6%Rt1@QGDmC zNXW(?g`4=O;}PBg01TBF5LOR#^vXElC56S;) zm_Y{Z#`0b+{u-z~Z4fV^)%H|eBxZovCXg*}p{+(K=`j7fn4gB%fokw$Fd4amwm4?v z6z(1A`UJ9ytFXzlpnC8xH$!-XvS9WtKr2Chbh-c~&jnn^ZLnQ-p#m%T&~jbWuy#6b*Yg0eaH2F^ygxX2*q!C`olCSDbqkLRncm-@aCW^6^B1W+6AN1)GF*-K@~iPFzC=jlt=}M^97nzP z1NtuwXVMX=Fs9a`>ryP(V7Y%!O6Ohc5isz@rqhhl0oxjWF6hyJ0~6KbWE$+=-DC~^ zO42y+aN`n_LEvE$F#eVaeG9k<2(7pUcpbkABmgH1wz;DJRw(8iASpP{=%0*J#9LTi z#oJ~>AoP{UAQpo1a31`MNBjeEDO7MaOFL|znm~>>o%;mK(o@io$grOjns35~(MKs_ zk#tDf%|$PQ64^wM;>QJ$)Gg2%S5HWxpaYmq7L=GoYL_6|v(Y2q5u zuRFNs;n#?4hWYX^m&4B|w_tTxL{6Em^U@yj-=^IiX~0C#Y1{003ue4r#4r$le@$lL z=iV7G*4C4S0MyRnt1T8LQc&9c3`&9-Xgay*{RGyH-4J7O2yFGT$bKP5xFbsG@c0|d z0QsOKog~+Uv%)h$nvG8gws&|Fw5Be@h+YftdkuuFKhveg*!gH2jX34_g119GCqr=E z+n?@($KQDNFvZjIl&_-NLy-ot3 z@DiDe+UG!R@gw?|-zxqhC6inPJ-t(~Um%Gp!f#P7n!#PCSwxpIL4fWKS`Ti|f9Jq2 zJjlr>pdvhhEaTUT{zo9*IO2VV{7WLhONyL^Tx}fwYCdL$@-KjFg54g^Hb_@4qQ_8j zxx-oCqm6=P7Z-gLGW4VLpTi(B&_39$COyKIgQEXUdeXiYPa{X*(aXRrv`mH`$V`KL z-&P8;#>Ze-ZGseR3peUt(0vg~A+)g^h5&AyIF@@xUJ8XEU<@H6gm5nfazU5{>Dv`h zlQ@Sr;7$0T(7fLjNgf9k_Y*j7h#)xB=^Pf zhJ;f}^iiRCw=9U2RtlD{{Av0g3Klo;MA~T)49X?wfE00ndn6q9en`)fOz1|9JYmcJ zK4BD7P+&y4H2w%Wz%LbphdqNO`#d6h_*AIaJr+xB3&?wV7hFv)qCE!xt4WZfwfcnS z!u!iF$yKNhoP!TK#HZlxP(wOF<%MF?>0%|>%TDZG@@IO97JDy+L-ixNPe8m=UIn@M z5uDFQyrH+qX^73qtX=+$SRxzcPy#BD=tHf4tR0yG~Kj3#rfjtkAV!qmSQ8k@p7+gKWL ziS%4#P7#)J?tc6vbjN!w7oUyK;aN~Xpi6NH*+%b5i6^lC9prx&9pl;j5Vv33gJ_ar zz+2EJT4abV#zF6pFn9sliy*Qtfvq%IxG8Lhc=09Jcz1lkuQDI!^Fi5ux9vTdXc(}I zn+|E*LrBf$z{XpJb_q+veuxQLEF5CrLfjK7KEiWgT|5ZU-!b~nF*@c9?3pEWGfFyw zBSM5{WFjfDeZs>4YjzAmlegc=s7d!|8s-n1Kbn_8F)L!05Hnv2n+5JVFT4j_TL+k$}%>|NUT07>N!Lw7)$D=fp^baa+q4??dcP{iI0ZqX&r?e3&Wgu&|hiEJV} z#Ne&;Da?KkkZTK>T~^hZWK7sk&e+z%vbzV;-h6Tg0+F&}^d4A#f-;4OA$ve`ei`*z zS=LZ(H_n>LN6ZJw9JNN|4bWYMU$P3F=G-UwQZOw1fDh5R^t0D>h!`><8qE>Clb#6s_*_HmM;f0D z^jP?4$kR%t*h~C1C>Lacv*80s!f!)zwFs8@4e-`^XfvK6oZzy#jzxIP0cpT;qcj~P zV2em0pN_NXF1i;Mm{kys=F-Ck`8+zwS(hN3j>$>VaWa}fuS)*&$R3FQUKx{3mVX6k z#gK()qLK`#8I~Rinejq{|1mU~CQd};8n=)X8e(Tq<3cP?MwRw)JE$>3jNL@#wOorF z@)Fun@oAKieMZpsah*5bGbFqeZ7)Q_?|s&w^H2!fLuWynyOnGden>^rrJd3yv`mcs zgmT1%ID?DGl@3Zn@6qct2fC7-FO$#w#Td|xPAL;x=GMWtypI1d`}&SEBz%$l593kR zQUc|9x=F~k?6WuyahLhUL|{k%wU=vJD(s^28GsI4G?}JwHwcrC!frZ*`pgu9R^hzw z!#NLrq;)wkDEs{V7ILm43WwQ6Cb&#~Y;@C2r!m4IPN<5#0kCi2c?yv3gs*F!lA zY$+cY2IPsagqviVc!!RwPUctS@+I;FKcK4tBDS!iJ0NM9VZa9Aym$X^Qev2tjDZ^g zJNTH?_bdc{d4g2UyOb=ZeNyRcx>CG>?ozVf=$|5ffN%}W6SL4HPF@ONq>kBej4eTF zWo^X$XpVUSEsKs9lkpOB^ZUYdm~~&2)y-it zoq!jM#}H_1n^(}4Xa?M~#2CBB{L(xJO%`uLLOfaA1AcACxFTM900+ehY0P!uFjuC( zH5suRuk8UXchkhRoYy93r(Bifq#b0YsX%b0aJQf}KZ#m*|4%$!8b>D3_$Bl`ijJtg z)I3W}m`CN}vLkFCO!XtBL59KH=CiWI~m%Z z*J(T(`qmz1eTDy#k3yk4q6F8QjasrbZ|%PN(YN+AWZxyEq3M2$!2ERhH{leX%s&xX z|M&KJ*1b?h89-92_599Z->P01ioME@Iwa?LA4m5oOLNPc2 zV~jvq4_GRs4v1#i-9!+*Fd*kexaT{R6BA^m0Q&ch`#+$c0IHPXP9u>VR^7jz!;SPG z>O0^&jd1h4tqgI`iTbDpjzpk2j&=VAsv?Up2qiXlY&DOHPA#QxwIk?5u*xq=LnnAh}$iAnGT=5CI0;J_LkREJ*ki8#~wCH?cps6j>u;d8<@* z=l}ZOSTxL}|MyGOvd4)L6tj2<2f$S?e+ip5gZg@65^wY}SR`y2E@7&hIy(Rao2lo{ zcbBKACp(tot|K2uP8vw6gE5Cj;xPcieQ+?*qjKGALX-ADBDfY9eJjye#69M$Z@7(Q zf^n*Gd0BxvaW#~xUXU*|u~^(C#omIsLP~s1niFPeSqZ zRT-+19_9DYTl`Uge?9~F=UMuW|4Js}MF5t&O20uZ;ypUfy+`xuZvF|hNYkN3dY`1@ z6j)Ig(?ihQpAJm!={SY1=9lv~rGz4w^FGqCmJ{Y2sK!A{T0RLg=UrYpf-ZQS_nzhb zuguLBw+lKgHh+RSbj)+Gg(#E~So1VTXi@>{MiqOX^1mc4xEVEG)4KMEqXKU@I-(jD426}nFaG_HUz10?-x{APTF zhJp1JVpzURw|=im8~_E_N~4_%u_@^=FU>VV*L^PH+bjj_5h!KAla=4gWim;pf>3iNcAJI26T3ECQZ z!U{(KvK|yn!H12{(Ws-4fUQPgiRoYnDibWUz!8o?>aN%-Be(_0(MKEO{)Q+H`B6AzKEvM4KQ9`aZAAwJq<+v9=JP!z;VoK zM@{sY4P5Q07rz;D>QiVwR0N)(Eb`bgUAkH`pA>@M&{%*3-v@ep29zt_(W6`uU2eGr zWwoQ|k$9Mlr;q3Ye1bh+?I>qFAswT=S6SbIqczjkIQrmECN>Q&L(j^EQofi;SD|yl zZQ}~E7+#l2i=Y#o0sQ<|XdaH(s{elxr>fm;lHDubHlkZ0}|!bINZ zD|Z*M8XFxK>0$n{$a0^%+tD0AtFeKb94(>L#CC6TOabSWCYv4Udh$y*SX@3ruQ(v! zUjdkc4>NCd>=Ji4mneXV27U0?Zk2u5>UaSbJ&(3I>XH;{W)-$OLd$eM-?;zMk8O7Z z6PykjH6PqR0)edVZpX67dgX$LyTZf6{3=97_*4lF4)(9;imB}99~oJ}KP=Q=@pHTU zJRVPg+vNdPl5LM8+8kT1T1ZGpWVz^=ip{FA=6f8yeXGV+tzWl%{qj}IN7t`hS(`8A zo4!g{&_>LT?QwL{qxU+_p_p2=s)yIE)3j=pO0~k{>QpZKiw&z>A--aCl`6G-eQVXM z9TQZiPOTW9$fybxt5&EOrPtf%=#13bm3*S=#Z-!ojj!YHU!_j%_{!z#)~!?7uVQpm zOtq+(Xm)77V*rd&w)dNR2>l2hU$*>!Baj_G;0R;y4>-EhOVILST@N~Hq2p}fL5GXG z&zVw0w(}s2fG~FXpre}C2hN@?+9x_@c;j8>X@K_BJ%=0#2+x2Dq^AK)h-^oZ<7Yja zc2Y?qT>-q2wjOws9y1i!-kDlVOfyfoY&Y!uP0wEkEX1fx%2Wp~O)IblGeMW|cg@h)1}xSAaXh)e^@MI*As6 z@rS|F6;IYZR|^`c#{_yD1a;H5KXe$y zc!rzeKwJ%EErIWb10lbI0Ovn{c2O|?&vhJ1L@mlo3D-1i=m)FrirVzmC^> zVU*`3X5nug6=-YAesJk{>u6(Gg?OmE?I4n<*Q?~2EYT-~q;IY(Ul81zkt?h0oozm* zM2E@n-#F#JS5nxi2A;+hS0U=t!(@Qar0lGZU4ZDs=5oITi?W6yY+R9kKfggRa2Ds5GBq;UesX*-g#3=213pP zy}3ayPkmOSpxVTbSg_zEX0=5~9nutn5XTxls+s4#O;}-+rt#nro9~f>+N!i-avMYm_kDJ8ti39y(`(=esy|cZeh5zx*t3qFYkZO5 z15-Y09waAmyZO1mAMD)Ovl;)fi%kob6C>_XU}9X6EF~t(WZp7E$U=9>1dC;%!NSmP zd6hInoQ?JfC4hKi=5n%!9HRzSp`2WabuA~`{kBu-A=*Gs;2V-h=XXMVfq{(j19Z@= zPcJ815V$AaHL=_f`7iuPWsh8K6|Im8(v#2-SOBb|?jD5{gYnnbP+5Z?&$KYP7b;~_!sNQ> z0V@uZ>o?qh&VX>s9JCNW25`v(%QWdy&BbIlSb%+nRMmP108Z2CDteb%w*iieF13^b ze&jH^C|VDaWO^T*i>$|3Lbx1iIwozW)*j2PuW6Q{5c5RI)zoDA!FF6CTyw$!#4d!NLT$FN z@Bag;$zcIAv-)`!xK47fgsxje-p$vCQz;6m8?wSw{*WzAxxur@igKpjrN74;l`Sv# zqU8!qiID;LgV@U$`FG)=ak=T0F+_hp&~pblE|7G{FQ;%*xfE_1cLl0irGzC^krj}P z-3uv&D+l$dDY?o{HKkSfIIJjDSfUlCH!6Y(fDC)7fM%M%1t(*9ND z0Pb%T41BRURpk+QD@dsf^(^s}`q)-uPBN6g4hs5Dxr%wfdfbf~+yckCct_A6b}Clh zVENk;&vm$pUWo>3fNXAlHMt3UUQI557KOebPF{_ysYtF4vsycdgDN_l_4Gb9= z(%;9+pzqUF*Xzj_N%>3oyHQI!Q$YDuNCYKXU|LF?^Jg=Md{8g5(MW)l2Q*`#c(S5K z@*q~XvD{l&ia<@#%9J9tL1nn8C7}$gT7jP2|%C*JQ*uF2KH+c7SNDz0?MW;nYK^_E6i4K*3V@UV7hX?g1PEGtJOvh48DvlzkZ*XvLH{oPr*su z*J1)k_8<|PkDxZQ5J@d>h!g^-18BYF5LD6F5NulaPk zfjUxZ(6IGw`h1XJ|)fo{?#_mHcjCNFHCO;btv-V2lp+6z+o zEY0#UYFlwJI%m zL78{~G7M(#2gpHSe(KEv2FghkdXEM@dWB~-V0d6h-B{_lhSXwY^3T9yzK;v+`0wz5 zE8eE>e~GNqP`QfcUx4~43U9zpIHQu5a2D*J)hRTiOPGVCOs`h=P z)IeU7=zkuo;_DYy;~2C*OaZ23$lK4L5iQNmU;2@L#=j;*=*{QpZGV>+B0d?aHMvCp zI!r!~{dRDtQCRtCS7hjR(z;`x*jM6hZjw0LkZEHt{sK<2G+h4Ed4%$J{p$j|s;ST6 zs8fc!h7{o?zlgH=!{ttRKllj@m-ph`BHJ-S4rTX7$gyMrZo^z7<#bY2Q;+;xwjt2paszFC z6}F6ijmjApA!#qNK>4Cl0pb%I^v6@tQvKOhj|rhteef7L8u{E3zHoxi2XU_TAom7E z)!xpn;?sm}9NU#7`v6lUlCeuka(N~t%YiH^S&qOj5bKaE|3Y6vZI$WCa?`T30*#f! z%M5*^#>(?t^KdSxLv2L?a|K}v{%F2tGR)$403pj(TVYqm%6=F;uRe^Gy8#zR?>tWK zfrJw@GWH{ysUI0HOW2+TJPHJj0+4rghK&4+(5S`w{Qv8d^A~D^g)jsgZ;#zsq#Sdf$cpA@7^ax{=vD1n5vo` zmMZ2Z0lwuq)H(bMH%_RDnnw)HEwNPHsZlLk-Jo^SDP)+Al7WiP?t z&?kMu53n%H`K``G^L-P`N|(EMEd***q3{LOtO8ZG8Q9lL|C}y6kvt5$K!^nM#vxef zS$B~H)x~{4lRoCT#@sXITvKCBs?Sgj*JMSka+K{4NffEk#Y|Tec{Q!pgCEkGU zdYzgXz;fv2SKB=mO+o|LBb&|ElUYA`PO+PxJid;bbcS3Y-R4)|*M8%D&vON&pGo)n z>=}T-g=5SYPd#NbE`kZw_qWplXHfMEfU+(`9rEm~`aZcWlxkSUJ~^E2+$VR@w|@0B zLdpblG8}%R2;Z9L9sk7HiGMnd+&|l{F2ggG**jGizRPdEtnNYbn4p9cT*M7PJ&R~` z3XV>=CBfKSht=+=JL_E}M_HQs)O?D}XQ&C#2Un23vy&*BE- zJA6H0xz{VGS#IU)eKhakUU<){l#K}Poq>W^lCDkJm}0pu0NW4X9u~d07^ZI?Ds!p0 zANz0wCQ~q9>v$9n-N{Gg@)%5N^rLc_`I=6T$xsS@!z?8rSeU`qmq2dUnKeEx2hvFd zWL5_pm)&f}ak)a79l`G7a%1_SNVXHwkj&&)h~P*CU_S!ZYpxUWdo)d#Ps&!Lesn-a ze_J3$0_pP0X+&C+_T(*3rW#2f9g&M*h;mAf1fAiLr{q|l>4*#_t;kM9<|FWCDW8r* zw&B;3UA~v?0d73LEX zKMMgv3_2*U4NKTNi~5V@8}8G78tVUv{Mh>ddaZY{swPC*1|DEX&%(;mnnj-j8IHc^ z(kjE?dH z^vCDr9T-e!)G@flXjcBRTwZAE5{?n8i?zKhr?{S>zq#NqUe2n9fkIIGimtGZO#-AY z(yu*2eg!3FMg7g_73T^qM(#c}D;n6qD{^1bC{)m|UXfcN)KZVUCPP=`M;3EkzG7Sm z{$v)v3xL1~WzJGLfHf!(~3!~4XzF)azEdQDOfTf13Ei3~%EG3C`Ky(NB1Q|xNC*f)J@_b_^`oldIYi9tR#;U!Q zBcOQe_eH;7NnJ(gMCBsSvSQU3JdR^0W7Q$7el<19G7-Jvd)=hNHlSaj<;BuI$x(sx zaF<>UK0%wT|2Jqr_P&NHz5-mu67(6-O2DZsGnBnrO^pxCwVa}zyNos8Hg&!4D9~O& z!k?-vP)qp&@h#BRd{Y$GC{8U0$Q(8xPW8cK30wbJb{V$<7Cfvepa?+sZEc(yi$Ol~ zew@0>@d`KCk86fr1kl?oAQX3n4q!9W?Go ze+e+9uSJ$pSDkLY1Av>(6M)OO3V}&qP(5`8Lf2SHeKnNyA{whJD1~fC169I3>#~vt zY7qOkff^ln9C&c0mIHX9;fgTTkWu42X|VyB_R+PZO4Vfe1>cOUgQx_uUJcc9q|j>% zo8D0E4Z_S8N$JXdZKTGMiQH&5zmYn=Ov2gSSRLb>jHn$!=8jPJLPTwlFx$&|6?%z5 zIf3+yrYc3gy1Yc1DxM<&)6rJpknu5|L<)dHv7tOvl>6D;WW-BOKj|q z>iM7!0S0JkPJ-~UtNPqCy-7#7osXao&qI5&oBGl-qY0bur9{x`WiL76rQG8>!&BC< zMJ?1DY`$F?ZBOCS%`Z*o?04~X2s`f>H=}pV)=KqnS&Wm)>VWg4@43?!pmMDiADKTv zukAjbLLVBpVy@#A%5_}k|IxSw6br}0sW+vwiQze-1&E`sF-Ny@Ww#E&Etb+sZ3gkL zu+vLF-%52O3=Y+s{FF*f1_E##{aAk-cw|?pSuehBt$C=!8uWJt8T<G*SlxJt9}5%kv?)N~tQO8bRQfU<5Ce`O#V!t(r;AHj>|xxdn= zYGV1sW(|jr8g&$g=2Fz~r!Rn8`guT`5d((xortyrT&L+cME8I<;D}RX&@|8(7?SXN zE*s!d0*%{o+qlE@4r==av3V|~AAB6+1C((=)1Z9z&k`Jxa1c1e+t7H_uxXX5b>eH( z=n~v@#Hbtu405(QK=B1fLE&e06<;H^b~|uy*zvP^m+YhA`cS9h2l*x*d>mW!BfqF1 zR5{wMM2b}(3C_6yaAxb=N_lq8twb}cM@eN9+pEo`zaHYg1Lp&@fn9B{RzNqHv4i>( zHv#cM>sY4_YEMN6;6p-m{ci8zcjh9WmN27khK2u12eq7W3bJ?|MXi@2M~rUis4gHN zpLsG^>Byw6s)hM>RVzfF#GB!ZcbMTlhffDSSqp~V8DElylOm@936_x|spOR3BB=n! zZ-Z5RIbOyVmQ(sLF+^#^!n>(I7-yqmX{xzxDe`T=W`rmM*u!pW50tKV3ROBHT-S%~ z2!ky$lpXG&jwF>T1E@G$$!2$Ys*UM4`83a>dZ`Ui9hMxSM6m2$>Iu9DR>IzD4qhkf zmOg46Xt8jtMWiwdaAa-GG39W?MC366SLTGsUi4M#`p!YWZ{ng}dtXG}g3SZcVO2T| zZe2b`;#p!pwW{A^u(a{vxC(orD+oR34|o;$BvCq7plo|THJClLvYE2e=+s=djXfr2{o7ojk1WK((sXb_q+uC@+U~74cZCU)c14Y7|~< zV!H>bEkKjrJV>1%Z!YuXG71bdX~2o=64-IsvWT})=nA*MoXafy_#6N&rSPDw0DBvR zGAk#q=g4FA`iwkYh3x4dH4xfUw!v!Kkaf80SWqJB+FZ&Yi-?u3@d5`td$2YSzn1Qq za`^=o-B9SyvIeX1bP_s@*_FZS16luxNxaV=k+rTu|8NFv3^6D> zJ4F4FX+zcZY*$r9WABHmT~K+w-S6sDBu+uGz`OVngUylpD`t)UQY*nyV8CqTUusvp z9I?xPsU5H`vbf=DPisQ|%7M9P#J?EmM1USL|}Fqkm2N2?)XgUyg6fmps? zFJ6hKET*O6uO~N9rb>GJRMmmqMF5(CR)`FzcQDCX;L`g)jyaJS`>{pS)H-ZNO9hha z1hWg~*{wcUU#^K+uIpOZIw*(UijLVlnn=EFUpf@tJB*LnEJl zxcybWJczUXm8qUW!OaZf8!+GP4zxmmc;G5xHFsU7J;CnZ(Zk_iBmfe_?-(*$9cftv zvsV!s`ouG>$yUgmKFwC$Tw|YWd{bS^QjZ{ebA#Bssu<_4@APh6_VSJf#ONHgf@KAo z25`_}uRWO{vc8I`9Td0TbB;O@aWjbNo{7DjtH#QyRI!?`l6jJk`4DRG&ouHG*i@|U zJT)%-I;{Awxml5kZ8P|H+)n&ix>hb+Cl}}vd>_;}t_sJ=#ESR0$4Fl^PhEz@y~-rh zV&iF8O}i*==wsCGqJ)>#*7|i(YT-=KaOBSltBNkImo93rtwY}@O)fV^8RIX3AB^Ou)wQ>WwdONbSQjyYXgY1r>idzjt3kywZf@o?uo zMC!stidm9N2}m`vf~9JfV;^?=1v<2{;Z^n*hzEMwupas9Ff>KKlCOFp@*Z$Zd;2Tr z+2Q4CD_C88SEzsBtyY%4LcNCX2yD0ul@5;a*f8iB2Hzw5QPj`A6Sec#L7Q{1qQxFTz8_&+-Zl76 z!Sp`jTn~U)YC_egqNZ1{A^PtEdhE#}>k9u(M}_mFa*1X`Mz}r{LL; zf}Si;UCL?kgQ3*A4|*0&9`d+*ug~0O+|t9)YBkpCP@SP3HK4N5>8@gn3}xn_utr3% z(4oo*c4f613OPmbP$ddgVKHk|U*`S05`yExSk2#+bN-qqFwEo$)WX~vOus(9{w^P@ z(Os!hP?UvL7^Vzm7uLf3173*xhbc{&=?~>6aH(pXPCt{z>H5NTDs+zPZcsb()1gOw z2(zmj)Og_MJcJUcx>2nF>VeBzZ&VR}PqRiSbxa49d~P;9fpSnb$8tBRaR6szS2wAC zcq-4{Z&Ev=r>yN}wI;gH>W);J)m;zh#}dR4D768R_P!-Wx>z%h?2?`UAaxdZ8?6`8 z=t=+>6>lhB{}fAbh;m11Ea>TQ0&Np8hGdX+#G=o)zu@c-d6P%TF8R8 zsXs`|0L1HQ-TV$^+CNH7Wee~Hz6htmkYFDid+Sh3{wYr2S<*j>f825)o%LCX`fViq z9ds3T={el*J${GB@!>1!B!CsJB!*l78IMCIuKEAZ{UM)wipap#aJTZHFxh ztRoQ2e@|rIcKjNu4A8k<Sf zDo#fDC_aaJqalM=f$*wOt&4~N8U=|e{uWTaMOe_vM&%oY1&t2=CpaGkpJle4>in|S z+1j0IG`R=1ptp9aja0^0Z;pQr34DRXx=lvoz9HUL>vpmFz_ZA`2bQaKddpqv6l8xx zpMkWp}n7T)8k(7ek?7-w4 z8n7C#0YqRbOwpi3h5rmb0AU!w8NZ)x!aV3hOTv!^ad>bpD8q;ci4j$`__Q(A`fi<6 zifezrjJ5bAn&Q6uCHYnV&qXHeQ>ea>tr&j21VZX_T+_@`ENzTd1-fJG`5twA)#tQn zm&&c$gw*Lqr;*C$(4fYF=V_M-Xbri57NP3zQ77RxB(_EJCTXs?5FHlI8?y*owO4&a z9)o;u*hIz6Ek({kiTyB9X~Mn~s=mr2sOC=u%JfOPNl76qy(U@SQ^4Fr?^8b*y{l@g zP_-K2c5^dUG6`(*>_>=xazA7-=pk68Dm964h_HewN|c>u8iOpnPaaAzj7Q=TPzgkA z#6k6v(9r4C#_m6cU7V_vi)rH17uvZVzlQfP?{-GYJ&0gjhvhEUaSd0UNC1SKrnpbH zvIXrG!pj8Ql~qnrMnkoJZHiJ3h&>+>m>~XEq{4EyNn|aG)dRefP6lERTR&a#V{u2+ zAE^&LM%eTtYNmgL)$V7G=HlsI;S42}flogZRk_07M&J)!=cwv3R|u2ae!*wJojRZp zv7tvH1k7fWj;c$|eElkg(r2Od&~1QC)Z>n+O%Z-7uyG|&|68)`UWtn2iMFMHOL@Rw z*FbbpT*;jQv+2R0KLKIka=q0F^=Hgho>DbOrt}6C2p{k@s*~yDmE#^r+_BrI)X_jz zW?fFJEztnB;j}t{sb|y>06DOsa}-}^0euafdG#msjCoy9n?-H~pQW=v_+Ns()}d$+S+QhDr8QT8R>dn=0YP2o5#*|~ z=z0MCgOG8`1vLQd4VPa~%X^=e=2C~Zt=}5!N16s670HM_xu7QDM!(#l1vH@3Ax9KJ@*(L%b>mc=1 zVp&(zpP`EL@< zwXUmiY~*zn+C_-XzpmDy$)L}~u3uL{%fiZ1OI26kA2$K`Hw|^n0uK0G{Kp#P(=#9Z z^d>{Qwd1ie$O2(QmMFet4qCyUma2y#ZJx)mZ8y}7#`CDG9pMkZ3g(u4SPF|-jeI3e zKYCMz^yM=8LfH1(YMFT37#uffofQ#9u%mzuKyG?vbIa82 zWR53jvw3^tpp$eTzAl~yWucm^>m49~->?VxAGAU9Y91cXok9(~e1n3T2G?#R%eC09yJ{VfWny3Ms!sff=*m4c z3wl2LF;rVD`j!XaSAgE=Cm*WI5r33^0p1l$daU}f?8j;|3>vNv9;*Pecml~+ohNDy z%SrSOw8K8}?_m}DO4*Djs)OY}QQhR9x|P_`Cu(abfx4fnKVlch`aOli;__3~g@W0K zr)p&ssz*Lk!RRQG)qD<%aSU6(QK`yKK3AJ_Rk?$>oF4c>?T4&x&c%7Sa^NUhcIjpd zUaEi}*Na}N$%yztN3+E%$h9|$o*bU~pCK&&l{%^FL?F{1Mt*gi<%bU{1!(a)R8{2X z1Wbm#oH*NF>h;eo2qJ+?a2?IY7eK`CJbopfV_jdX?LokI##YFxZoGyJc^hyO#n5Z? zB1AQ@Z`7(jxA6?K;~+2O0vhgtD71QrDqP|3;FkKhH}GBYU4SaRg{A>uvdi%{XoSo` zJd1y?>fn0(4lY1SL0|Vl1rYjNeaA=jM`9=w!KgIXROtt!?)a*1M1J!@s5oRP@^8C= zfX4&Zlv1FuU*f%{QvJa<)q^ZMWY7r|XQG|L5n~F`ok**RjZ1-waTLAqq&Hc{x)LqU zxEe|eXV7~OYqFLtC)#509OBxsmQ?#$T7U%KUydVFBwIxg0l-nhfF|r<4A*KVnamjZ}vjeDuOZ_m|cLSw4?Uc7ijVc1-EUrW&;FKo0Yo$%$X6I^c*n zka!$`AODWB(P@G-(FV0b>7{G$+e4X$>JZ z@R@|Gwa#WYOB$ z5(2%oDtwyxx#==MD9t;W^uGaj{U9X}35_3UvNHPTU?*h=eBn_oLkMQs}V*q@~-S_Uwt zMpkIuHnDZLS_5Nyu;UjMKbZ5`lZ(n&?*X$>``cx}GSsSR?M|JV{1V4*I<-7d-e41b zw9B!dNV@ekAGd^T5Dt^*$ekd;`V}PM{`6$ieIz;ZlX0wNCA2mZaT!JaKZT^)wquZM zX-E7jO{L8n_q*@=Ge}PI&uIt@D#_{`U$)FtxC(9=IewZG3Xj|UwCbLB7=SY%4K(r* zx(#Zp@4$wz2=gOah8F-~Xe!nn{@OT<5*Z87D%s}ZV*Z+|L|7rDiC+*fATI}KdB(f^ zTGZyJdRI8urCz0q4_ofmYC8-6Usj+~$w9OmOkqbbvj>ik2|OF;(R$Kv4X{bX3 zq5%T5$T*q@q7X@%mWjfdJy08k#^~vRS}WvtmmY-nZ$7?+v(PSirIaqtLc4`y##F+- z1Zj=w4zP)3je@lwz`-azSR0Jo>}#+VYqfin5Vyxw$)E&OwpIvX_3pt!70$Yp((L!;xQ1)Ahw%%WLYoSKBriKQn zZnMSdJ(;U`!Uhe{NQH8fun@dZghZ z789nm<91SSKRZha)0$bI$Z@iD1vdw}(?D$CSiMJzMvej+(iEv^MiAA14r`)~y<#(o28>SLiqlY*@kKha>bbq}wbBDEd_bznoIwMG0R$nfrQx)P)H zM^fKz+$=~yy}j7jO4>W#o7;k>+u5ntN-K7^vNnwG-j7?3ovddSEnn(qg`&zd?CqoX zd8>#R_0xyGSLz|!nycw#TRtdPS>5W|Sgr+U7AvsA>e{cyY}6hcyog-mA!5Nbw0dk* z4Q&{J9XP|UEb+54-?j+bfn}bBoe{0zbLzO5@I}!q`G|`k<3J$*k0`Xm8gyht8t*Leep;j!~=&T16gu2bN z81=4KHj0`A>v+`gQEMQuTYz36pvgdYz=uzV6FX>h-t!7S3#gMBD8ql?er}~@KIzI* zn`^-sM#6KGv!(wAemU9-a)e8S^@RIMa`5y2?Z(;H>6wPhtMcyXr;9iws5!b z8?r<1*Gh{(hSw&*Aho|j9}>1OK|3g1ppo&@a1QI&THC`aw$Yy8Vv$vpoqnuZqSg~N z(HACa&)>7Iax*@LgJ45s~-L)$iW$6`rX+4m+^91f9-=q*$iUR11 zF6ynh*q+|nSWpaoE3#c-&IIp|C=b*v*OEFLK;a67tPl_j2zS<_Gx^OT>k{sK4V{%6 zeYJtO0MK#$v~}bKw@s)0wJC@|ACRRE(AoiDbw+uoiaXC{mVw{rw1?%Lf$W!onhQq8 zp98gns6VSYNE?URu-${S5u_zgnSYeim$e+M837BzZ$x}6zBk{B4ukVSd=EaE{W(|* z13JyZ!CFmV3-AeiWqv>9OA%ay7rf%w^TFCJ49jF`MNklbG(@}PHwp2_5kG>@!F&+? zktcgG|B`@hB|nDU9I9!svDFx7xU~o0k&mNY_|AM3^*rbFn!jsxk(!H2LAv4-bPh9d zvQIi*XP<6(4cdV>xQ;i`Y3~;7d1dE#b1tY_X(I3B1shj@14}EPk}+_HOt4 zdKA1H9pJWrJbLGI*6Kfl8;GVtTKCn=GDmCC_@Rj%9IfS{2CUEDT5s@i_q1#|m*`jj z){3#uPIAL~$uULT!kysWfL7u?synm%=L>+`)M|i|axoqU@Z{pGWG&pB2OSA-B%l}? z7--i!)^!d6SL%As)!x+&UH|h)$$y`*L|;(f32m546SU@N7)zRt)}@Ki=NDi1A^gE0`Uc!VFqk_EUcpUv(eTN*|2RZ^8gJ)2 z)DP~Jhgt>hLkjUp%%ptRm`i9Tg6FKk4SsUAn+*G%9ZA*70sNW0Ox0Qm*H8m#Hc4hp z)3jQ6mw`=6)3##>WL+(s6{MY3i)o#80qmH+r)zu6+c8c@*clD>pxD78TRJbYh#6WY zpw0|1BQ*|`mY@pKEqvBzA!@sveiA?MKMowhF3-^X&{X}+49$UxnOQ&-1OX8c5qs~w_ZEAi#@IU+u%XAU z*o_VA*gN*#H5$9duCXO*^gHBzpRYWh&jZ4;x`jLUp7T4uf=0TZNr$KW9`j-Jyj_Yb zt%3Wnc`p`FchF`Vb%ZS&Vnh~M1>v*28;oDIB?R)clZ-43ZamFQ8Q~ z2#c`%-#{>$B>>*GcDE#%#^OcZ-UR(xQP8%;TR*zTQ#O;ei5PI1xT9=b(*rnI=5iU= z(Q5IfD~q}NSaYjasb@IA67Me4Dx%!tg8m|f;NRYz zy*mSCzR{PNQFEzxAxA2~A1l3KU|!|j$-fpGARKjSl~;p;uI?a^R(mT18gv5rNXAoF zE;ipIlHaik)uHWb?J6HcP!AXk6UxULTcOj5BU?#Kn`+U=V2Ujo61SL zuX)lph60KKTfH%mztt=6i`N}@SmTr!N$7ieoG;Kr?)Y>VuJr*_jDs{ zmv-Bi3L~=30RE7z@#aFAg83 zZK1cZU!8JYB4hLm_N}Jfr2aW_!ze7o#-`L}+I~z?n_t^B6Pbzcyz6ZT(6EfxDp`WV zEMcO5phHd{N!olv(rSmv_)cJh+T@sb0Gv67XM9O`e#{Hpa>h4>$`jlPVy?)~B#CH6 zH^E)qJ$M}%vK$?rrdd*gJ#jOvSTx^vZWAElgg2A>BCh42;|XteO1H$&g!RbKTS9-M zolcX4Tcq+lQaSYwNsdEBJDY{*LXVlOSo7YFUXGOc#N+MonsnT3GPIN4`b4Q1-o!MU zT2@gLHqT-ThCgF>objCqNHI9&O~vE<_$jRCwvr(*E!*ABaYgt`3id?}ty=v%P4Rl+ z!f8C(s-3|F-w*no@s=YCq2P@72qI-aoyGpm;|nRF`_wXiAzG@lR0$ZK3Jk+CN{q?BGSS?Zy3rpBZkQ(Dx4Le%Tu%78#DF1fmdnCO*iP z%XkK^bA1;KN1oeCxFtB%H6C5@J|n1oh6~rc`QEOQj%knYaQ0G`cPVYi|(T;OY$a;WpeYXc*otdx)f1mFzO`q~mVyXKo;=K6}y@ROf zFbrSj?$3m2m~Xudx3(pZ5dT??&L5Aw!Eol0w-{Lst(Utqf=tUz=8sHlWO-v33pw*; zNjhzXP0QUH^nUCupc||Z@x=Q?F)wjSQ%#n)qO^@kgDp!$^G1twii(JM%wCDL>4BB* zSR^#OTIqJ-E)RKsc=tGFh?I5g)HzZ21tbNQw;Da4dIf@x3ozuF_ej7}ft_Klxs-FM zJ}jPg@XVg37k*L8^ThW5iiFERzJ#T z{8HPBOB&|C!rJQiE3YPQL1Fw=?i0Lv9vHp= zk8Vw-9Qgd+JCd8uZc!Ni!P`-oBkY#05@@{@uZ%GU`RHv!D2^}Me)1+bztK5#GMUF; zHhpJjNDOMPaP9!{+ucn{okcqp+(gGP{yjCnqGmpya78GgA3ur)GH#oMCpmH~C*nW_ zEhZ#MgFQgSwM@GE}hIzjONAH|&a=|`#!)KPCOvEFlG!ESd4vJ}4W zcIWfC2u~k?HGAA=u`2p`ue%f^fA^L$?JmMlG8a=n*tpl73`@RyLp{%(VT#kSng{f{ z%Exe(Q)CTWhoS))y!+e{>?Fb}-@bd}P;osgP6bT3_TTRwi1WV;qW(y?AdQWvPUn8p zEBYOYzK%yolAX$}`Xluz26zQ&J;LZ3Y^Z(CV>aUz_S)SLvvZ+C~i7eND2^Dc})E`Q!sOCB8pwhajKgl znpSYg{n*Ih)lS4TnIy34r-`c_&y$=%fr57c7;1a zr~|+2Xt>?#3P%1Z`U!bf^w}sEtYYbXh(LnH>741e$U*{Ul11UPb{6zGZ?D2a89wVr zkwH-K4QXRL!__LJZP6VdJVNyagrnN+|NbNAK+^~{1G8y2T(F1Jph0l%g57NyiCi~a z2nozJ3F_W)#}|E)xy=})1g#>}GXK3h7c`4phlC@h2pDzOUDy1PO1p{GjPrZr^T zYPe}C>Dh7uNqS6S-5Yl=#H)kfx`)$hXixdptw$V3?eg&Dq~!)~0g22i(V*8J*6O;z zGBYcrU*$6kDNIRJTOwv-kA6*!mx;J25HKowKwq-D7T3Z=G_87WmEmr(dIHv#R%ZrX zWXDPG_v~osWfI)3My~=Kh^0cK6m>s(4~|4;b0HEr4sz$vFavyL)C&9=dY*5F^k;Pd zy3@nGGHM{{1)s~PKlzPvT^91u@v%6y_byo*ccp=;>HwvywU&DvDel=v+KeS3X(K#T z)0tiZ$G>5lJaoj zi@Qv4g6}CSmW?v2_NE$YsYIGcqeA8)x1yEF401WO1r9i;eRVfrlUPYOT~5`>6yt3< zwFVJ<0ad2p8&STz`mJUx?O0tvTdR7QSs)3aGf0C|B%?SjTcMvEhxWAABpUAMJ7^Zs zi_>CpIDwwW{9}tKHAGILQI4Nx6Fr7{k~AxJ7BD+YRhdFvuro_df>&8;v|mKkl&Z;{ z%`w&Ojk3%hd%(6ja-IZ7Yp70XIT_lp!a6*FAJtH+VSL*-^nFjNsjfnj&2icl?$%T% zLEl>YY zBquDi$(cxG@xUFMe2q+m4fWJD%wn4bE$XYwF_yb|G<>VCM$?HVNbr+8kk2r=f!Z#@ zVSOqkSOcyxUMg>MT(tg`5_mFU(fDwouFQGwFx~#VUt^qCMS&x&DHV5Ivc0(ji!>Qs+G11 z@PkK=rDObIo<|PB03A1MYN={)rKMUN>lM;UZN!zZ3&kN0|9?t#Gp!dLL2BSNw)#-d>!go|Bkgx`uoF6UwgT~W`!do=@Zoh#WY42&U zff$)?a{LTGbXL0sO=U%4aMwv%-ye&OBc;X>ZMXxTbylm0Kg4?*q^2W5tc&_H*U;9u zuCb?!`a7XD1X$2by%LmFwNhYU*w5L-VfQyhNI#1gh!@&N$-%I$yP8a@!oBWlnzh$n z5){w(sJxE4B`DTIjlirDF;BETr$)0LD#1Kyp$yWukZ@AIm|O}6e~u&M=YOBzpC|>iVZbN^(<6UaMAVuaNQZ++cW(`I2dk0B;lV2M@qe+q z=0T&fxC~~yU`$!L1TnxnLY;{Hf7uMVE|rGbT`P#)l?QV&qOjPFt{(&|`47so*5JQpc;63hBqwXYi96>eL<;iMkuuM_25R|MnMNJ0( z8geXboT3IeHla>w8QANn2(}%?p*7s8D~~aH&QOmLwp)B@l+II|qlHNYr*uEI_Zi_Xw}?IjE_thx=e(s9uEU z3)S-UJ!ix&!UgMY^A-Ud`vX?J?HjI1)AzL7E&fW06C6}ttd@jL9BydxhFY zsw_^ljpYjnd|#ouA#A1E6LMCnivn_8e_#u65DhHu3FEX4QehBm?1XD+;BGn*?p*g4 zvyR}TVVqPdbwp$evH^5f0x#GS!YtZQ9o0w=h(aI2{C*LF1lVRl-i_=Kb#Y7L}Z0vRaJhtQpB zJ~vO;E5U)CY6xl(;nq$yv-n-iu9(4LfFb&Dmz+tW?Xr76KI4V-i9HV$+xJbQ}`Dr=aoMTHzjg06^bgPA#?Dlzh?48CulqDq_qgyULO?C*z?m~4CW$|_nCXAE& z!}8;*OPYc2*EO_{h6BgdY0%(=+S+}Wt8<*(7Cs==EguKU6fr8^`ZNGM6XZ}f@C-`+ zC&)gU76u(B;IV!XvQDbMxF_-+|J}@Si&Fx|(KZqn%zK!VvxA;37vr{aZ>-QTTUO~s zD-6n(yR_KhyhQ|VP0@wCpEZ~yePzhD8D`lebO|J#c-{|T&;S1TFsnU-VF1uof>kf` zpNtq%%NWk+j`OMIGt%Rr&>b0U=AMveH1ay>>rqW#PiIlbIr*K&R)cLwY6 zdHf2t8XXTlVo>iV`j$-2n&Tevvqfk+Ri4Nuia)`Oi|TNGl2e>z0p}&P zo_3N>lg^+H_g8Z^4O_;3oMBlZwZ_EXabzMAJ`3o0M93yxQZI|qbDcBiAPLsm#xu+NiIg68R9!R*-&cRbWT~-iB+YC~Uoz8rj3$O!57drPw}_HF8rS%J+_NICQ}<|+G73Gs z%gx3@EGK*oQGVwzK=U{xER{nX)5%@?c&y)sjF^v}jwhhaQn|S>%oIF^SfI~CHPu$X zMDr3Bq1rH-Yx+%sT@TgTq#~Ffsdve*#`8xAN0_b>f5#Qh=II4FE978L`;L(tg_+5KPnM@e=R1G$#ieU|+B0gbXY`j<{KO->xxmr1R z0-eFFNxgw5;Up}%SK@4)9YpHFPJT7k8_(4Y=@Oob$4RA=F#K1!9PIm5uFM@GO(($q z7idm1$=JA7#v{!7TJ<84#S;MWuhj%?LeUd0>9DTAY`;7@@Mq5+RI4qf*|b#SDxF@C z{y(n6K=<|X9NSG&wL+Epw@9}-t$NfoO1x3+By1|}Gtq`FE*(FjBpWNo^rt9bxW^TJ z`;AZKw@$llEIvqy7S9Q~XTHokdX@`9U zY;?|as(4j@CZbFP^Un_2lWHJ&%>&ZsyB|4!Xz7SH4B2Qo5kobN2pUU2L?F! z;>80j0fH%_VP}gqgp*qM@xivP@adx(Tk50VZh>>+0OlGsTP3rN&ooJPsrVvlx`8|` zX&&k{OjZ}Q28`x8=V+pjB}TnZSf#QHTrAWw#g2ehSm93wI7{BK>J6nUo;H;`5(1x z`M6jseDN8%Vs-s!08kO(j9O98>D{3SB^-2f07FTh? z&>jx%kwZf37fqo1{L4w|W}3$EhyU`C>bMPL{=h(@b;bG-ZWGOe7wspaAwWEzf&T%y zA{#I5H5M{0hLS^YoYzv&^49Y=%Qh)%jJ=2CHk{GktYQ1L2d@&WA1&HSwnxl{SgSS_ zQ!uxfF_UTH2{{9fpO7`v?4Y&e1D9={Y$VvU=EUz6;hBTycwbSqU@hAZvQEj3!v-TH z$6X>QAR@>8lbw=a7Txy5eI%ChWmF67KZVa~H`4d&IkYG)9TyJ_b7+SUNGk8Ay=0X+ z0pk6&RqiBDm`c&&<-EiV;`u|AZ<#5Y9cWv1R!;J3=)#0~Viha~HJcYQ3BI3|;~eX$ zfJGd46xqegh(us=fVSF>hMQyoMIDMj&{zzz0=3J%f&qKo<@KX)X)u^(obNk%2p@G5>;`%86O-(5fg!gx{{n!PP3d zL#p97RjN*)Z%r%Wo|_8gE#lwYV#^Nx1%Ckhtvd+o%_o;IDyn4dggo^6IPm|lD6e9+ zS=A(jV@F(-WiE&O^ea5{Xqzyh0_G}O5-PFwaBxo1eAZ8xl{J#&OLYwHC@i{$8%biY zR?bmn8h=LoGw@^JRr1h$7Q<76wb<|;*Aa56o;i*rluHHDd@UKA%ifUopGZ>g{zvI~ zI3KLJ$xwJ2taU-quwIB(0nxgdAzHcM`qA~PX8km1&~fr7)|**1KBJnbLH7aO`*s-( z?Qh6|F$+oKE2Mv`aup5o!!*)i6z_W0{LYP*GjD~?> zS|?=vqx0{rFs&xHlooRE`)~3XSQoCXVKJ9+B6C}gM-yUR-NMDn7(Av$vriq=R%vHZWoW-GnsF3AgUZm7E_bm$09O6rV`(h@@$^n8jc=$ha#Hq`NJ! z?XEm2s>DaTZ8BZY{9`_feC!xbwECfQ1WAmEEwS0`Oe~g>5x0)j^B4o~$#aRNLQILY zn8d)yQl(-c_<`JC+U)wvGRty=gL{!$IJpTVN{dEYC%E%KPNU;Q2!1H<6f3)ftN*)_ z9?In$->sXFRddhU<{~*r4mcqCk(>?RqP2WX?1TJbT1A@A8Sq$+BvAN7jv)8o@e_F~ zmUqBNDE_($*~#H(cHJMcip27Bf5`dv*ME;Tf-mvj9e#;DOdsL$UM{}FD|9*27Sn2HG2846rWdvVBT>tUT0(lhs8f;UNvQgX>V@d)<{eG&gAe_&hi887ox ziuGDgqg#@O8axNGM7k$yRsA+N8~e$g0Gr!Z)z4(MTH$E27RKy2{(Y9LtuA6JtJn@)9eYPSFOMMq80uWbq#z z01Mv95%5D9tyipnw$t%R3c#v9hdJ5@px7TQ{>!NSCJpej+8lmXhwB+}eIoXcygUso zsal+8GBN*XwI3#)1;k=`OSoOa6kh+%kPcHf6(drXGno2OP9?n|JxvRNw;!?8>z$@m z#6X8*WR<1EdHy!~T%h1|Z zn$7+sPYJDwR@tL0wOoTc2sXU7e+J)0??^ihyZe?l?asXarY9aJVAo!KneDu3$ zq?Fgtq53xlld?1g9jIV=mR8O*1`W~=3R&ptaXvTP9n|MP;QEhm#jJnN_=80!yk0@m zNFS(HLCd5I@kFkmRTt)4#*uRM;YI~5+;0xGZe|zx{`w!dTLg$6_+CNVB9tk1!h){S z2P$ehJg=xV6%5q_MiD&V=ayP^BGidlXUR6fsa9GrMeF82T4`hPIO)||>!h|@fFjoFn|Qw@ zgH-W9Ncyj3MH!?kM zIxHqOUxg1<%{7(8*1E*C!@MBUq_~}kvJ|e%0Re%(@;q7?86CCEz?%qr&`-QL8DWyn zPw*7RX{fD}Hh~H+#5dOW94M-%ZP-oWhnqr+dGrIhYnqPmQoZ?zYh5S#=vt7uK!AMJ zX+8pbCRYkAa4=5^h{u}m>sy3e3NSWMKW7`;WQ1b>emM+^8wCA zkk?InMrOi@?%Ewv#%S9^TY-F8v;TH#1zWVIGSus--6vxqu^0Z=o#g8jS{NVU*otWg#=kbBBzF z#=mI)B<7Jn0^63}EpH&Yre72?4wLe0ussbvg*FA@*zv5;Ksi(<@?^XW3oV!qFM z!lWTuM5*4bq~7gI#t%%Z5bNqOj?{0IHI~G)u3b)&symVRcTp@~CTR<4+^$8t$)s`R zI=5IacrZj;V_Hmx#5HQxq){iBGgR}U@g?jXs?}vt4=C7&X_fqY18I$$;v~|bMrONq z)tje5=V4k~&kb6#%|_n5hc_=5%r|XYILl1la+}7tgWJQj*6tD1{e(p|n?@3HOl_~w zhJTUj$E5fy=uyU#Tf91THf>jJ$P|paE3KRTxDhW%H|ql|G|HoM!Ax2!w8u}CJ9XVD zWZj@(9ia^k>QSYUIkZl-&I4AkCF}s}SF6u}2F8LB+IHr;V>;wld=CE+apSn%czE74 zJ!XH1M&B{oY9h@h#knD0_-+uJ>2V`@D`T7{8_maQfyDHPbd7J6mer>Y{9N7>>7P80 z)YwESl}+D;>f3ylhIHrhp4IdrgBDqyNEC97%JM|puW}`XRH10-S`KNVuq(^cCt{cQ zOr-5mSFym{>>zb*rs(0m7O#b)m~ze8CJ9EZ3ZA;e{+w3g^SId5tHNG1d4pvWwH~;r zCXl)XCJ30MrSUi+$EK;)B&`;XW~Wv1#KY-HxRY*RP_i<9({VBu)Xm{QWlwv$JP=~1 zXyb#&(4c8TKmiH5NCL*tkcYNzt}%l9n?RNeaCVATgU3#lErZY;Ef%91OD-qEHmFe* zFSLa@S~+=-v*?$fv|E@-(!z6TQa-Y4PFW@+k+G`h9TiH2>_)nzai@moFrlNIP%uMl z4yM|ko?M!YPik^)&t^90GH2Ay({7^)wGj)rCDMwGjWrECLkX+yL}|r5t*5K?vK}hrDONHf&qIn>!&DSDIB#%R8UD2(4k}E4J(AlmL>b(U&_Svf!K#aem7NfWr+%JalHzf3a|bNs(A z-6ohg<6IlhC0g|ISGV`%L9-5?!#E$c@*9{@rlSWV6b4+z$F-OQJWMcAMH|l{G2YzW zGmHvZjq!1eLp&q-@R5|`A!Mj$H!F+p&yAs;dW1J(hIx=! zz3-@I7EWNi@eD+uj%qOh;fPxa$4KcT{1)1L1;30-0n0J1xPLCfK!?TMbTJ=x&@rFx z!-3o}&5KS0-H&Nmu$q zB3BQ;Y)_KIuYO4BC4>btp{&OEB%@ijhZ0MMWUp(IyS<~h%jcidn!>?}p8k@58q24= zt3ISp@*LwZ2Y?yUWDlmctYka5OP2kX>E`(yMC5pMdXFKa-%}9{A7E;Z=Q{Mr^&~QW zAA>uWwK(fUvWDn(nt%vr3Y58`WnmWReAGwZg^^dZG}C*GI6)YeWy9esS^_z4e7J)3 zA&p!BmTOuL%)6#-qZm6;|GE}es%>=H4vhbV$r!xjDn;1&EF#Xl!`fXqZ?W0J+f2se z9jRa~RuSx;UJ&-$0z+nay0QN2Fizx#R#`0a7#MR`^Tr;-u=pwBG3!*m(6)gcGI_!_ z3cs4p3Gw;T8fljJog2*_q0_@VjKG@A!L_@Z8g$6H(Ud1)NcCJyU%y~MbZ$B`9QP0j zp%*y_xUcnq;rF$++(QyF$as2Rt1230o@ojxB1<-UuEm%}BSGLl9LEXIwJ4mZ7d+Rx z@KrO){>4M+3#|g&S>Z{8@RgoWD8JIvPyCoVnO)*)K*g6@Jdc50>p6J2($fuYztpM} zIoU+L(n|2n>hwH9pxY}ggFclYWVI(2F2B;A2)pSk+Nv@XzShPDo=2=KxEw!^3+`KX z1-FLF$C~8a8c#Azf1@SP@g_L(MvJ41P0;yQPb_LqwYS=SLUzNwKec*L?wyvx-Sn&I!iQSKWNiP&!T0)@=Le{F+%t%F83^kg`dPO*NZ|3lpU64E^sl|t|9Jg0 ze3$3@=^A$!Gi#0CPk4?~HjP{}asu%M`aAGBx1AltIsT{U*{{JRvDl^Sk$(8i9CSj# z+l%gTlI;@l%V5E8JT?xd|FPn2EnZ@Hf=mCIx`#tox89wg#KEmMGIg^N%g___F)`v~ z{bxotz`@I&2F{z#h5Q&!5RQ`BIHa7&i$WJXNaL^ICcYm%-f)koDD;1C6PBWT&TjUUiO3Q8Mz%rxHBXX# zhe;I1aU&fUxChb=D>Mt!r_tS3cowE_4k~aiG>yiYr#JyUpY~g>Q}H`R;kqXr-d^`4 zSdZajeLx=*K}1!9UxZ$l{_ceK5xNt8iO{2qWZegDcz(opN%rc+$$e;d)02|E4hyH_ zc)H9%7zIZZ_Hm{I=?mEo(-Tw>{(~mAzmvJ*2W+rD(q1>P8$3i(m*Q;sGs<+2!Va&l z)0bBG-K%$^=d94~H&6d^Tb=o)@zP|>89Qtl!``#82q&MWZTFGg^f($_PsS#<5R1;Y z7-GE3yqDcT@>MqJ{Wn679c%Vi;FGE+I~>6QsuC>62?3sxmS`2qX?hs(L2FGPPm0gJ z?TJH?LELSR2V!;IM-w&ZciXcqI7A86L?tvt^MoiSb6}9m9cUIjv9V#rOh%+n7YQ4P z+d@L5KGE9vvlt)hD1pHCIUbHj>Wk4#Sf351Xgw_G96Lpw z*1biT&eVIJdE^V&i|Oa!+kMYmXP=AY7)I}WMr=4f+8%`S%`4mk*zmyf1HH_{_ZYnu zH`O`UVze!;ZzV-J2MLco@#UtI)Swu|AI6fEcqVK|+lL(CB>RouNFI|1T$cJPRfGKI zl0QuI$tZI!DHEiP6AoCG;{CsK2e257)sJDv*5`>wA!*P%PEVr~k+vPDKf^iMrawFp zgj6uL$LnswsyQX&OoBd&aCy!}7U=!LGo4(Y{n8`PPSWEkW`)*yiRD-_^nU4a;mIVPeD0hBMTXT!>SKWO9+J{`T!~FIB%xw^+eQ)6WEt#U#C%w3NS74sEl8 zn}qQ86*h+^`&+PbSe&k(N6h-8r<1hJnLL*LX>Sj|XXqE&zY)c8q{~!G4mZh}5Vl$T zVJCXEC3&5r#2H*#g2iO*^#`i-#yLlsE{X}`#XQRc>S-d~6O*#Jjw79)kTForU-~K} zVqliD-GJf;gx@iF;U!DM^0?bIOnZ-qh)lf+7qJbAlD}l?o5^yBEw4wKC(#T)Dbha> zEzDY!*E_fho#S{D>Y^nBTbQlH^pG=2tp>x*@^}Hx!!qZyCx+eO@t678vySA!oh37%HK->1Ez9ztiM1#m^ZoZm!K&|Pdhp4yLd7bR)G6^2*T zm(zSJl>f(bA}-&VYkDUxWrAe-d8t@{F1`5G8+4QTfYIlt$RXOa+B!0snxr}Su?`|C z>x#UZn51i%w6h1fjYzK&1kS^A=#~n-zj+j+XJ!2w<|1*k+9~Puq7z0|#kKp2hdovG zwqzrORMVqy&fT6UNy$aO>D^>Bxq)-!6ZXF)BYiqsXZj7rH*awZEhN*#7sv!Uk2};J zGK*}%&i*4=4;!oL=j2t+Jk#Ie@YUjW%SZa0ePNr)QY238hdI^t2ztf|yQ=F7x|qDB zN(_9fuCFLk&abMW|6)7I*+cz&O4JTgBC(+nS5wbrWV*4xjy@V+P7#?SEY@sf)ziBX z)T#9EvCba~>g%;2q=7!rYPNHeFh-7-FeMfCS(G(qf#dh_lD}ZGqij>}N6A;?Ok=$l z5zUMfcwv%})l|o8?yr6H zoXDe2=M$!FBko6>?>VzyvHMM=rrXqXjhSu>;p4gYmhI*PsDUbm{KLDv8{QUEdgAn> zO^i~HY=Mn2N;^6*5*)=9CtYO%Yk%CmP%KlfKOPs8OeM#2qZ}tVBte)CSYc6dWhq^X z@ZXR60=Qd33B{}HTM4BuTY@r^+ObN8{jm_5!xdV?5AxbmM5q?UD$B_pC^kS(W#h4! z8ycsCVuIN;;<(I0mq6|SJ(!-b!rB3PEM04bn*;Rr-la~*RFmVq=-9>l20NCCj!hQF zdFuC;I%d((r8M*^v>&Lu@GAUypgzz3N(e5brkNN^8GM5GLT0>Dog9IQ@k(*D;|qpG zgY+=J)iihxAH3NVoJ|**qLBc1dJuBrasRR>C_P-+I>{M89cdARtqu7~uSfCG&?q}c=Rr=@i8Uas*LI+AVVuaO~PiQpQnH>6_-^d79& zMfKXg!TMfPB|G1+>2lVv35@?mZ)xs$pZJ}kLt9*D#>-!HJ0XjVuS4{$jQ&y#wvW)0 zaMt^LgkFnug)$@cpm+InHU255G$cOH zWT*SHq}&qSos`LGvzeyJ&?ieNXKb6OKOn+9 z)OK5&!lKD~7rfA4a@iPER7nXFkCJkgrl2q(rjk-6X$gCX9N^6uZM)xfknEPvOPIV~ zlvTc#TWKoId@|-DaFG<%bgT4>-xaZ>`d9mvuWj*~8l$ zy?WdXEdM6p0XiLNNL%@n{34`rjv>CMh^UVwBldE)NWg0I0W#Wlm3={JNsnB;A<7r` zbfnGvC_rq9d8zZLbD@edB?v^kT6JqSg{gm&fKdka7$e6CD zMEB*#QJXxHxvSMl>E_}$P;n9o3HejlVveb%+BtuJyTNb8GzM5OU4NAFmfa@GD|F$B zK8159U{kK8>a`5C*9)#G&bio^xftzI{20}9yQlSU0z|3^0t2Wu$pK%1#2lK0Sb zrXB%N5Vt4pW`0DoXe{nCl6BuQ7g8RZDcqZlP4WLyX zZZVg*Cv*y0f~*r7Y%Dq53aj(e=FHLq=nX8wX6cxQI!o`seZV{^ zQ0gd+#92i6C1fDFN7PYb@bXz(M=1x->nMkzpsq3%YS&Z3Fi#44)l)*l-Vni3g6}N} zn~?A&X2k7dgJzp|aojPq{e5Ld35hZWH;inkGgn{b%prDbx=?Kit!#E!`aC2Rtc;QnMr4*A;i@JUha_?}*G`=s=odma4=MpRzq{Fa# ziN2V_X^ISAnk&VMl&Fy{lt|c;uP37tbxI4Rz9KC*1)DxHNod5I-`FLgkdsU(M-@?z z`cDg`J?vbnA4EN>F?5+8PgK(qr&XM4vYOwDR&g71h=Z->C8E`|(P9-(QHOw2tM!qO%_Bc%#n>tmfDYE)%M*(z|1i^uaPKVwPd7($Vq0_ZmHmR5muQ z(L)H5qv6c2x=hDYc=D@0le;70wmo{SJ{%QJrgi!wVha457eZ!I0ewu@JAwNgrzDwZ_3 zOlIxqnq}PX(rGP%edSWK+({FJJIQ06@rH4su2GrWBXC`f8 zm)TuQ?VyIU`5#lWxzlt%RtmqF^H`hNEb}!^S!bK>)0EZbY3Ojej(rSzDjFgj+^Sb& zhe#G!x9Oo_&&1lRX#G~f`$_xYfjfxH`H}cCjt76LfbJ?J1!`>5lhpJQ&66Wi5<6LR zUs|>34Bfe$M3xK>kJh|_(Y}zf&MHZ;Y@41-sz9mjdg+L6)lws}5<-%aqqHPX(~h+i zUjtV}T3SY2R@>55sz;{5llY)Dvv;U9V6l+_7}aeDrsPMhEo)aPpu& zgnz^Nm!(F-L%M?_D~*mv^}jhb2g738p3=Jnf256;(jE^2H!2~qV}&`^H3%7n+@X$f zxaHqHg^R-fwC=I2pc*@gI!j9HL%T6}9rx8kpx0^rhS1*+Z(IOF$0|F;MI=oe!gVoP zj8h7!fKd=Gp{vmt$v9?4fu~U-PnkeTOJnLCeWb~+zaCP^p`Lj@(L+8E*9NG%MCnY% z8|#-SShm$)uaqKfpzTM!3%PAPU$0C+x&2?d!W%SZCV?p%mFkXJtW$+Oh@4Fo#?am` zc(}7sX@%(~kY1p8*$mbRS`{dDib~R73zRh2|2JNfn`pcCNN3bXvAqb{_5G~7=~X1z zY*J=(TWPyaM(7tk7752&@WI={h_8BU^1E^StBzpreG2~DluF17DEUpVL?2RP&Nc;& z+ke~(={uBos6u?{wxe`|u$#OR&(VEk4&)MFE6Y4~h8`eWu`j6sHFhd7{1&uv`NtT% zQ{f0iF`vIUxCg%t2lJ50d^tf!$OL&F3TyL_zFhv7*sx7p%Spyv=0nu&_Fm-^>=k|G zxIEVr4tV9|6t-daVp~oMj6)N3|62Ye0eL9>i#NGUF z9N`x#HR%!b&^xO9iF;JpW6BbwaNjZ<2Uj_NTf#UK-Bh#eC86`bvJ^zRZ zPs&`CW=gMw|9mun*)AWTNHXiJ;)IHB-&i=~_Ic@bjQeo=4ER;{?ZpkDo5y#qOv8bZ zztisfXv2NvJRP3PCbBgMwSNuRKo|LKu)nE2#WImDLbmHy^9+IsLZ1ST*emWu#WxJQ zptz0cimwI@+bCrg1g8Iq4P0eD>bvz8+r|!igqQ3Aw_QMC`P)lM0>p*-svr@l`(>pT zcTjmK!Ld+Z65Ga?0}|#dMb1G|nC~X{-g!(ggsTejkF^M2BYKjDArZdvXl%9dnzEEU zHrjgel|%jwWi;3{Uv+4%`DP$$`2zn^r?X>@2Yi#WK{<|Eo7Cm@(q-qcgW_7U1Kl%L zdS<4e{B@D;Q-UnH)bE^x$z-5@EWULpl9`8SK&UX2-lA|K#&@nl ztJPRHp&cv+8?hR}R-5mZ_!mlys|FVGQ*hWj7m4WSh%g@AHKz*2?ZO?hoOR?K^GT0Y zbd6B+2}5AuesNz(MBCoqS0eqkaSMXJ`)?-4=nR%;!r^VL5QQ1Y?TOy6SNLU)T}umie4zJ)v`zZ_wm&msJIQ*6GRoEHi(A#WUODB)vpLkzZW&u9hX+)|QAT@6~du*R*x|W{L_L!a{8)7DZpA?8waLV#0ca%TG zEwkUIe~_c(k#v}S!-YPFo`ewzKA+{J=@{2xrQ=U7&jy`TcgemI*k%0nLTMrVE^IUjtD(h9 zB`Lb!b{2Ts-Dwwg5jvb4o`cmmT4mzd!YQvUPUq|H5deVFY?e~S=ZMItmuB3l7rib** zgiL@rgw*MUKtkv>^w1#*gc>@ifH*+~M5z|G9k8Jy0#{`eLD6f!HpE^5z3RP+s8{Ub z`>wqwA(}YtET{_St*w)%MzZt*y!Hkh;N`m-3^Onev07C^h}w z1U9YGI!3xW_(-MIg{)OS9=bh*8HJiCBH#3zs36hmRp$emhqUT zX=}3Oj3)6vhSWO}S@UnX%cW-a({H)!^54&R-nhqblV(5Y`m6Ydl>3yck?fvg%-L%W6Pi-R@xfYOF)#(iuo*Z8F(68uJgymX{^V>zagj<-%K~ zl2ba{A*JLKCG810}{wa;qfH7{G!kQe1jq!=1!ouz+LvgN_&9yE`)nq~b_%^8G)=CZ1ZP_zBm zyA!P|qCWSS325PpLitXTmko&C>M}0%vmTtYz{ZBO6#}tw?%7>FIwN1pl-$sebHc zc72_-)bbo;{5$$LbzMG`u0Up)Cn5Xt9+JvNjK2m`j>lm&oT#(DC-254qI&CQ`5QSn zxWRg*(&ruIG5aIw$?Pi(Pf91_UXbqB9+WQsEag^&$dh0BIr&fNn}oYCvB$o&QMVXR z#-G(})*Ud^ZIp-KgtZ2_#vWwJGp%o@{zKkoShm~nBSi#W4-eRq;LkIydnFn1NAo+H z_UWb2{+`iu;8dXvF1_YiXR(LpSyzeuJ^h-jukignIrD)l>~$Zenx13vi>)~CaO}Y) zsETj#d2p$9MSA-!K3d5;NqY;MQe?_!}YQy2UBEk9EDo}ceDhb6x2 zM{3#jBhkK}wU=2ZW8cp_r|D|G@26?CwJU^rzRPr9u*c=rJEe5vW;qGR58oukpGu@{ z`_F4r&#p-OQscg1p$}l-G*EBD<=nAV*Vk7;guIbxzjD}|=B_rLo z(tC?W(KaK5m)U%#N~G$#4hvvDQ!dNA$~rOWY{ow{4=5*{Z%GepU(~U0{icy{sIu3u zvSue1bt#(mZ|TMO*QCLJSJ-b?SzkA7)6IB8e*^q0@2#~yftV~>GsxAAp2h}sH(6M4 zJ?MXb297nc`q+`Ht<{v-R4N6m(Ok{RH8B+C053k!Ki5;t59LD8Wb~B^bdrC;W^xgg-W0;RF3Sp8ej( zF$z^@p@A{Eg4kzH`Orx_13vE zmJFl;khZtzg4?gRUL$Aig#tLCoRYH>a(+m2>Wtgqoyg5XueMvWq*sE?Lri~{*uY_? z&#hbNe*auqUN*tduk3vp+W>K+!mvk1l-N7+I}-i0JMU(zl6+J);LI~)B0jR=GoAYGgMs)iw#!+nrwRcz3B({AXV@5h_& z(SL_S>nFt>X0z_LPBmSvIhEkw3fX47PqMFg zvcU*Dr*w*`qmsB*!$wXq?WRfB>-Sm5$r(4Y!u!E|9oW99rXu#~ zR1?J<9J}9Iker?LvSLhrDJeebuptXE2j$aD%MqZn@&W4&r72fuB>ikieP5rlNlB_t zy;`5b;#2OD6X_tq_=Ke7_@s<~OBp}otV3%TukP?TD|3g_XRllaB<;5>x-|w}~#f*N}boA@gL)PjJClRCfc*ecPYYkgraJ(3Q zwZi=StXBD%WLCG&TBc0GPSkDttPSk!K5HYK&q!-Kb-(p>87l|n2QXQ?o}E5mJqW$~ z#4PN}d|P6bvrPq^wrW=Od_sB_3mjia{cG>SD#*yUbpOG0ZP-49>fIpuyR!KYgDD=I zZTdRCSG{Fu)?sCbrg{+D_K4NaKAZ!_N`BNjRNW%YMDmaLRdcuK`rIiEe@-)hv*fIv z`LU+YPUJRtQ#y?(7DofSWvl+9jqMNi!rqrxy-M zG_6vk-oX*iSodmRw*L9Nb#G(9a>T#s%Rw-zD*}6>0 zj@Ko|>9JIMwI*IW1ZRE6YlmyJiO5Q`_f_j!WnyJ+a(24LI9{VUB^75TcT2%tZ$g?l-1>OEYN*OJW*h8^;_IZ* z8nww9ouPACmOV+)Dtg6Oo(+GMPOHRev5u?L1ovz(t<7gSKU()@tVyhEtXnel7{ZXA zm)A-Q{stYtjqP~A^gB|u?2rR&=N?lP*%hDeF%?Vl(NvbO*Hp?b{n_eHd`Yw50Yo=n zrQMP6a|V0tXZQ$iK$gf~td4XXcU7NxuUvn>VWTuM{-8Fl!^=8W^NV#J)@XuH{$kCL zAaK~*zgj0qkFoOKtY+nTB;2a`&HAKq?ioK1-Z^m>9v|UdY~Kk_}!jHIoSNCwNz40%Rg{$CVS zQ2Qj_m%2%=x>Kqe^s2IIIUQ?NLCx3Q3NinP%ocx|iez6$Or?eazs0{QZGb&Kz^FR3>lE#HJzHT^`?1%a zgth;nQSA&T8FCGpvNRx(%a}P%y;d3cgv9p7sV4S%oLZ?Z?UsYE0?Sd;ERD_aParB@ zHOi8QU6ZIHIEF1qQj2izVOP~>D0@(PLt*>=ZpvaWCaKGED)V>9#sgAWZpmkI$1J$F zXCIb2Be9Y@Sf8x+zy`qJjuh1`_34^fy-6wmRQb@5GIFDAEm-s@R<#N(!`Ca?vVJC| zrgLToD`GMV$7SXu>Qdr0`o4(R?z%=QdkmBLvKmunm%+@^0bNPYVIyBKT^5(G^CqVx zJ*i}M2!7B({oIJ7J=kl=?{s|7Lx>E)?|Wk`had8&`y|0W_}zt20G9G51%B~AEHTBE%!;X~c_gkKXrOxT#U^mgeN&4cWvPU_vk zMV(cvr2P|VFmb?j7uA+`RP!zl1G@_0M`v-=N{zASzYu|UB{puH#Yy4p`!4Dk?Ac+b ztm$63w+9mH#V^29t9xJbv9e+u$Di6YDhtK_8X(#+MH?mzHnzEr@kE`mT3Y;^v z1sV6SscTpq(nIV}rtc#skM>6CzVz>v1;a+pTBmQiQTI;L8QtVTd23`V5+fn=XTtU1 zx0k!BHLPQyI$Nn!{>Baz#^pjbZ}`}hBI&m2r3$5FcR^2_oirr)X|d{+j9Za}Lhfii z8yCzkRdZ$JCpn~H73Jy_c1yWh%|0$yH_Gp6**u$ig<;M{hk->ZaY10({Ehx87F-po`8vK!r8>9+75^==; zBF6*0g=2uR^Y=$OPCz98qUljA;uC?E5|LqK0$k>)SVw$xcJ*t2#ef?fv!11Q7)m?JxIyw1}G}im9oOh)%{CC|RSoM9?Mx;tz&{xeiJe|2d z;qLh38n&^oYC&Gpy?s?X$+J^^)k^sWJ?qp@y$>GjfAmvlLkzk5s~3~UVsC%dsw_B# zjQjo77jU%k9Rt)g9lLk;R=B!W6!$3h6_;g|_3!QM=C&18Iczq2QE_)xHBjxyrVdm~ z4Id-z*@5bNY}q-J4>Ps{ z=S;JtF2R+9Rg;VpRJRXRpTPdunqlfJHd!{`pmpGZPQi&a7|c8qzEcHex`&Uh&9#Z0 z)S8D#hT!IrDnj}{le)hoZ->$BAFXc4+0P?J-%>8SG(#D<2Q<4`I;eX90i(f>N2`4$ zdB4Q0W7X~xe%0qpe@GfXcfn4{IyWh4okAxi<&PhEvy{J8`nz#Z;rH^_ad~e`#VbG1 z+y~q23GH<_ifH&dZ~)h=MN-}emBK|i$EEj?b!+H|E9A+SY>^tKtwfiQP3$?Tmcv5EE;qKJ3kLYIEMpl2&(p_U+p1q`UO1drcnuVA4)y zJ93KcmqrX*#V#4I4)%PkAFwXLw_lkt+;L8~QMnUov=ZNtpOrd3ietX|G%k85ZcW@3 z%2V>zxH*66_DSoI2zL`4oqvv3@5es0`zEN4k{_`7V%XI}RXJhxCPf6Fv4c&&U z2iuq>zvvI6$qB=kRlq5~;a+i{z zB=uzPO;kHc&j$aTs7g}KW?4I+vvp)n-cxeiIw>omYm%WTO-V)Ss+1J-`mVQOSG^)# zqs0#5zf1arMFGLO#$^9u95Yh zNmZHOu?MHBHS(t#_S;l-1Ijt@CCDJYQFr1h8>)y_T65mew+5F_D5y) zdrF61-j~yq~e`S5xzYba}&%SXD0e zbhjk8p0=U%`iF7^XQ#pY|8>1OADJ=s%eS&=4eI!mH@7CCxSR z?-ILdwt88YU1`XjiS141s>D)d$&9Wu>SuIav`NC39ZJ@UgYvWT%%ouD9LO}-b1Ubn zPq2?Wng_AwdFmVTl{kdHNv&ktn^doSKQ_!Ysd>u7+K%k!CiOARp9!BPu)YQ6pOky` zm$Rx)W{=_p@-OXVo-98Z$KL5=uGQUxtwgl8npP-X5}S zfqm84e46!LtiHw0bTM~kJ(s8hQ=ZZ9(7Y;tDL>Qk8fCo&SuWTTbsLi4{U)80Iy{8z zr&yg)*Gai=YOa-#Ec9*FTrb_jyj{(1c~>f1&=mvvq0}dMBYlxNu}6x`^YgMaoi(|d zB26bii^ii#!c~FBt4Y(?G)1g$vDqn=1}`l(<19ueTUTP9g1rN$O3Y4{Q)(WpRA`EW zvrEm>rQ|NC!Kx|NBy-pWNrufiazqNg+N`dW z*x)PFv25oRs?Ye8R5UK*Q%&y!!IM|0JtdqNm4B5wJkWE!TvY|&2!r88X^RdOeIf6XaL}{%E=fCC^R=SC zAyIoq(Y&oQBbe^Cx68rlVYkJenO&&kbB>8`m)ipQRzlUket z`L%);VPEuSNmqv>e2_bg5*@9V5>gBa8)g0PG9n317;}?!8)SBRt=doXuZ+XGpl_Wz z5Xac3Hbdy&Cnc@LYu2;P>(zgne@u8M;Y8B>>33_sP*SecKVbSZ{w3@<{5dWi&J;@z z^ET~zrT-_X>|hUbG5fiP*`dvU9)Sw%jty!*1)jLzWj)Q^$qyH-G#}LD!U@L~SDB9) za^OQ7glHD_&_=bVVd}36w&-CFw!W9y#-8eBE?4HPLr(r)=J82+h-WE0K<+k!c0}_p;5O@heXeekVsxh0 zXSot?kkrlE%*hX9`~L>C1-`blAzNg2bgNq5rBil)qXEgz^0c~b*rdExvJTgNq|ClW ztKB07;eQKC!^(ogx2f=bZyaRKQEr4Gci$j$1slFyor}$`k8fA|bm-7AV~cFG=5;jL zjTvS~Qn8h#GBsZ+WOfF&E@O`|*p`kYYhfo_=ls$_dz`g%7ppb3)M)qFv9iU~uChmE z-ELA}H09@6)VMrLzG}|TOGwPj%E`@4G@5NT9J$F7Z&n{g(q(f6BGU(VoV{6IW7vzd z_BTp6DM;QdKcD)DavV7{-pL9kHEUVNThz)5d%`W*kJ94XPjX!RD zLo;t*^6#446WN(t)j9HC32fqR>g=xXWjtqmz`!*7r1$k-#_vVc!+JOg{{esBjmWk5 zGa~*={;tJYwO`++ev)z>LOtG-KQTTjeS<@CZ`H9Ax5L$1Pq`kJMLDqmuvE?H+}N}TmkZSNUX1=?SvUy&^754?kYa))Zx`%@m1 zbFhyjdx!dC{8fqB)pAJ^wuu|Cu|_S?yhTguiDS$wg6DRs$7KD0J&K%!Fur&1Qung; zcdMnEy^16StHzuEkfhG+z`dAD{;Umtd9OM^FFhZ$KSZ68mGV`5aqxT-9Z+$XWEJe7F7>R{ZnpYCgp9NXa;G{o3Q|SgcJot%q*= z2YY3`xjgHN!~}yzFK^bBbkUh~iMmu>wr;M@72Noi`lZbNy2h*xu6h>}XO^-NhZmP^ zG-J=^dukSY={>baQ1?Cz`e6CT>a|kvsZUe{xa0e`Z0A{Zc<|a&xDIChQ*|l95ns{w zkN&M9{lMDO>MA%XwOBO#R=r$iBM!%7VeUJ%8Rv`shl=6p*$PYiRaFCBAHRtI*XL6K zSLF)$d2a##{2PZ-(li0Pd?TRu4FLy*?yrATT;KV;fDaT2_~Z=&K7WUR$3yjfau>f2 zNM{1#hjXuTD0i4IplPFkrCkN|P8M)Lfq;`m1LPY%5Z5~&6Y$&994dxH0kb;_IKeGo z(?S8SQV9kwQnsuTH*Wq}z`M5z_~IZAHJaN6H0=@4drrWS`vqKhkAO!y33%c&0ss1v zLv3ohfO%I4SkgCFD#$P6eEdFk@xc|asg81U! z6k{C!xj;?)xj%V?it-mF6paumwA8ZY2q z4ICzoyO_h|xIl^cQg(@e)uLeXuuH}D#fJslDA+1__eyd7v_N(83j+1Y9}X7xzr0(( zpC@yeqI*xk^wR=%>Mvl=H~|AkXNWIvJ|W;c0!1lbT`R87iWjFQ3mQqSvhw?>gK7mF zBYK=VUR0PmXN|bOUGRPCZC{A%-GU}kpSV+8|0uX7kos#6expN&{|MOW2LTJc0*<&> zz|}(p-20P&Zwnge@S~nzr%550c&oVnLSQCccR9aKPZO9+pZ1ivUcnm{xF~&{=wbTf zg5A=e3l;cilqh)mBMvjP{RJ!#LzOX1&_c%g2gH3gPQZf#gBfp#dNV%%gx}BXP$-}( zHz33^R{cm505Ms@LNIkS^9qbI;*pILDr~LalPrFfOiTu%z84&ue0A1qC5Lb zF?2byxXvlRpZ}gS=oSHQ`cc4pei!_o^O9hX-0YwE54l}83+TK~z^cmx3%zhO2#E1-LYfD?uZ zc(GH!8&m=J3k;cGUMH@<5?o_Gy`Ep^865)V3NFg)EHIYWO(>l_|4ZWc-jjfT{FgT> zTfjwP?DFn#iR-TfSLB_&Qe6MOkHe0}?gHkB-#fY<6W1eG3)pNB@Saiup9;ZOw~Omj z|KTt{Bk;8NQgleb^&bj&ljuSI-A{_^gINN8C3J&D?!d1tot6q%{{--%MXj|b!Gwg$O1lntAIcLi^EQ3D+Rp2i+~@B z26vXN{2B>@1nf9Xz;e;^&NGCF?)<1A+CY~)K@44b*Ykp1mRbZ{kt5*cq3fGQi0ik% z6Y%rB0)8U|PnX}1^J{COUBH}K0+#$kz)Hcs*0C>$>szK03|wUWT!>QjxRA~2m*PcT zm3h2i*ZzWSy4Dwq>t#j(ZxYIQSih00{&aDW6>`a{JL1%ETCCXf3Zt6ta#-;;{JyF z1iV{duK183+Tw4-(3WHf;w|YWh_$4crTTT(094m0af)FeEriUi-Va z{!|c6X@MwT+E0`(9oEEuFWu2ez-I~s{O$yYWow2DxT}|d58Nr><8I&||CPNUDlU6l zP;uGkYsCE@rwe%QEe^}$LonrOaa|@vbNOs0u2+kpDc^lUT)!>2!_I^qU=Ojg{UtGE z_O}B9MfMX<@dxbx62xNvRZy)%)5z~Tl7s|v6o{TWdTbH*=Lu9gO9iz%E5(pGM+%~J z9uN(3K5;KE?|f&WfImOPp(~J3FTP9^#OIoA64%Q_LtK}27uWlK5%6$t0bdkEG;!l@A^Y9?-xt?MUls7}NdkVg zTfm%FYylsL7x36-0Z*wM_AL29z#)RjdN$l3 zu9pdU(DTYm#q~oC0=~sjd{L$RFu$&}SOoM7(O%iVN$`JVNTgOCStbg+{Fs0r3O1=y z#Di7IMt;AlsF#2hg4n8teJieO1#MI<6oRPg{(0j5W1|Ip+9Tli?{U~GYb=eyMHltz zDkNF20pfvPV?P)7rw zFNV5$r(pZ)_X1+9duR9J5B4s6MZiWe*1hLrjPPIYb#7fKl>Sn{SpK>^vnHKTz~m54*T~LG}8a_PsH^DTLs+zC5M6jPigp<0frO- zm#z}PJ4-SzNz+oWoHwh6w&2 zb=Ne0V|3OO0sk!?9COoAemypRrGSl71-w;gv)U;FGqu+Y^v3TM5 zQH%NS;}?w-aNTAB4{;fM(M98*s}MK-{SAi`Z1DpAxQWAw=4S;QD0(_^ylC*mH3{PW z4r~HaBX7osDbj!gW0ZM3iDasFLTony)swNI!<+r3C^r7-Y2uGCXK9P z&G!_0gO&}&L$Ic!sWAkXZ9)Jq8&N$;6Wlhv_~W>og^Q+?m-lO`Z&Fh~M`C#b|>{Op+Vd<~VNDU@<%8^yScwJE;`y{p85Io{7&(^ToI`8=HJ-T5R z%kp_zR#8|!oh?nDp2dz9mZzq~#r0{LGjry`B{N2r_iAjK&+OV|_pz$V^2O|#%JO`p z!|Afc#VuSkoh|lO<>?nKTe2GHVFd@f=h{ZwFCFbzVJWs0+RI%4gUVgqETio!=w@ly z&6T*xPUKaUm|M%OY$;S4dJ-ijmXse%vtL?b8SS`qbzI!4(e{<}eI@&(y8IRPQ19}N z?2X>#`PHjzWj2@H>G#!@SWt*wiE`AQm86F2uht_Vp%}!6*qn1f~CurET6t?siof1Kt(NJQOn}x4Rdgd zf15$y#Pg04%cQ{Dm_bQKA8FXlO0L%8Q+aQg2q5>CEl6 zY<8n%N&SLZjh0FDX1urz&AU(o*=NUwX0tc4uvf2byY*92!-cQ)ABVy$ydPQ&O+!I%xFns+vYAiptsCHu(i9LpY0ACSc?HN&*JQS}XT zii%jhuD6Me2$pJDU7quM)nVyrX*&$9?OEkULu?p>`Sr^jEOo>%bAn?^iAB`Xu#_Fs z*JKQdTjl2M^YFi3{@2I<`uShG=#ZN?*~9;O`ClLZ>*s$_$Ub^?uq5C4ki%Ojg*sYYbdna=vG6ajsMh8=&-l`(o&`knp=wFR_F;k z>Y;(42T@V$rQOku9Y`OLPvf9h1{M_sr7q6l2vJc+|BE#rTJ~a$V`3a*iE+$-$uTK+ z`Cer6i=5dR7fCP4ZH1T6Ay4;lWwKA+E{+@fKUN-PWo4`X?^Fl<-d1sR4p$sy?SyHY z_G~V87U)7sjvA;TWxcq!|j~gEkK3;r$`1tYZj!y+XJ@Dxnlu9f2 zcg1<2#|q|H*sJb&slm_2R3ej(?NM0#`ya2&XIp)hT6TMFWt{?Ld2n3i(}w@Pcrc}* zve`%vZXZ`UVf{DrD)Fhprx!le`1Ho74?cZ&e>1P2!Wu4~UcjbK8(k3WwXk2ZtZBTs zaY1nE;(i6Kzs(_ zGdMUPFyyks?C3+K3Cz5vk3m0l;jB5+>zkPUbPso0=%W9^CG*Q>FPq=g0UO+peN<>c z%-*;Jc8{TP3+pv%++(c|)$etVZM{gXA7^6Cy(a2Awy6f@$L#v0mWIa01(qd^3+m@L z&S1yZ^zWW(SvqII^hV1_r{!WtncY_A#2z5uR2JwxHIeOFIj%d~x~p#z+y6jeJPV}t z_XkJJ8Mj1H(*KWY&~hcGO;-(4e48uw^iNG$?4fl73Mwkv+_r>c!!o3C*{H@@%bPG& zY>N|%KuYS_;$G~Hdp(Br?^X=OXISvvikgIc`LQZKO$}-$)hv-%?zGZG_T9sU$jx!x zLSL{~a}Blxr}#%Fv+pFFCfmHOW-SZcGqnS&n724Ccwl->lT?Tamu>k1zE>AHOM8;+in}}gvEjHK!o_t8-*+TXeXBwH+QnSg8r(ko@A0V{t zpRju^qald6qQ33yIjQd}CbN9goH4;1aeg7O*)pVVfz4d+n z%>RdPI~LU})br`|rK{OrgNEg^5sPb9=c0W;EKokk!l%Xp(e}~qZfx<@HR&vENll?D z$O`3bqun9GbO^#kr&^z2yWVzZvRjwb*pu5n5Eo}-XHZK*+na3UpI4@_%g0=5WTThX z4A*`dGEGG@or@7@madCa191SxupAU&$6O zt9c~}EdU3Rl}b%vQ+vQX0^I5nhGz!zt4GPQ28N7_6?``=lkI=DUpA}z zvQon)^cj^N?Am9PN%MbRn{qU)a>S^lj9=y93mPXam_mJ{Z>!+Xv#_!WQ!`Tr&1hV( zY|gS3!|InUnRDr+1#H(nb$KQ2u~fz%5?I2l>wGobGsvp5%F@=qIARn&qk}Jw7*p58 z>h3N~VBaOpFa+=TWz6wv`I=6wAiqavHe+p5ceZ71lY#BBl~u4suM{0&XDY_dWO4r) zoXu_=GxjC6NGTn{*98Vwj_oIv2e(v?U9MvZL&vJ@wpS3^anGA$vf=q}#F7YlGlvyS z*_@WP9Fu@qmJ#*K=k#ryzHt7cg-aXR?{AJ7$|f8iGZ;sq*>0baUVQ2rHXfgeadG{o z&t5oY&U`#G3C}dm8951#wJ8{UTbbYCvDxkHtK(xFI)}&ZwE5Y|8z#erc-NQ#tnP`5 zK5Xl-vFq5PAI7AxL0!vBgIl+ZS*Q8`c?Yl31fQEb*1T7Ka5MY<>-m;oO;hbs1OVUG z;AH!*8>g2o%b3)yEDfp- z;yY$GnAt>2?Fa0{v}$B9_@h?G))v$b4cN^Gw?{GS(rf981?d{(yUTZ5$ zji>^LHrIAeal2uY+I@bv*Gp~nu++}AX=#`x+nipT!-2a#P(1!)Yc8pU59D-J8e7r1 zwt%HqH%tid&UhSdzt7=!xV$ch&+A3o_-&Wn_c{Gym^}E7g-yH14HN^beCWK+fX(Og`|zW~<@eg~ zBq1fTIfOq5U0)ML3h0_cL3B2da$F3=%3r=a(MhUT0cZDeJ$ev@^jl< zPLB&kLC!4=w7Ec;K(F0_u6S|9(Z`z;IZB~ch9fH=`Wo3xfpMG5;j*D-pWBW0&wF6<{f~c_FzPvUW^AOZyr#dJpg(UuXTET7-^Ri=qJhw zvAG*!BJVY8A(o$9ikE%1k%rK zXRBA&mZh}4=K`CtUA<~mc4Bp{uH8>=o4t-nn``@rI4O$kg0rdR--V?c??4My+90Lv zqacJRCAetx*#p=_;DI#sL*PJ;gK9$m@J{^W^@A_N3km&XFGGF~uiNi}67@k@dP&yv zf8uEybYYYdEe}IQxdRZBHa|p!)8ipAfqyN}($iEVtb}+P#0KdNzOoaOLp``5_S!y+ znxYor{k8$$5akf;2A|FC2U*myqeE{<&p7`>%Y9VCM%WuZV_RRHtYfyyTHp3HwVJTO z^w+VI*VR@seQ9kM<}8IHW&fpEyWO#-wpRd%Ayt9bc|0zk-C1WLA7B|Ym&fCShJ_&s z;q3I(Sq2GoLn%T)+TCs#6%c-oI#J&1LUGcn;BX(55Q>BLefSR9?+5d{y>^!uwUZeG zwPc4jv%Bm8s9?O0?-3<)ak*X^QPF#d^S*y z(+;Bo{OR+6OlSareJDp%>UDyopkPtlUIyt4vkpcP#@*q=O->82dFMg}z%uYct+`ww zl+q}M6B;iMri!36{)5vIfkt>H!?4ICcWow&ZUF^4x(r`1QGFr10yX^5wcC4{i@Ou=#jtK@2cW?Xag& z+<^~9l9&;OCUF|XozoqF)bsEW5I^AuzaKwij4>M!2!j0y)I%~5yTOiXgVQLYir#Qx zNfpk80rUV^I?sh|nJ|*vcq60H8$?V5CdKGRM`Z|gb?nT6T0;QT>4J~}t=pZzHVA`{ z9W*W|3EXRg=)g3yh4h@j55x-?p603~6$M%`7eg^(d5A2|HZ%pn0QewUF$ysJ1zD5q z$NUol-boX@03L})9 zk@RLSi$tOr+b}G$lLsJsFeSu984}V4#MwIUz$J)}aUd9OEs zSde-;za0~{@*s*wkd{CUG)XvZVLT&{D4G|JMJC|E{cy{k5@nBm1VRp_Kh&Q*GjZ`_#Ejwd2)Dfx|~F z%z9+@?zQPtBg=|`2rEn!)TZlX_C(qO;>ot6hkd)bHn($RN#34z1y6LZ&BB0U+6+pB zdCvbQOMBL^!Q7AgD(B<$^O2Rn94LxzfRi6~C}YhRiz z-rSJJEVnl3g2Q{(nx(E`Tn2ATbT<3sy4va+|E$Sj$*-2`*w(U9*h8~zay*;gyEdDd zOKaoVuHLnmkobUBa=>Q@50ewd5xH+T4Z{q;@WY$thcAtLQlTC(SI1o2jUM`2U4wSa z>74L6VXo$di?G!R2xA*c67&Nr9Hue(rv-CBIAA^pk>K$KpeDHk6gCIsINYo-m0<~C z(kKe^DG+xMco3!la|2WDGMFi70elDKD@LQvdu}580)`bed7xlnVq#38Uu@)FhY%0I zD+9$(&Ug%2%R3>%?68^Okj1EBicdx1^TdP#PfrK>;H#;WXwg6nnm!3ufXS#|>~XY9?KU8G5KF#vX1(;0~TUatySN%LOP0-t_k92Q^0arga1{ z6Z6tE6Xq#==$J`x98xndn{;5HXcEg23+nV>%7yg=v=ZiNYhMtm1hW7`00#gBn>RpJ zkY^K)ON#tgLM%xE;;o?hCJOC;WTnrRjx7zk>ggX9&j2;TybnD9S`1>F99E$FSpO81azih(JHD z6ax|76YAnArWsOOY=YHZhfOBJgyWhVowOw>ov4?Vjj4{7rg}BGVJ8G$+_%>;k71Vpqv|CyBP)wT)L1MTn<7Odf;sr z<{W4Y5(O@3+$0|xpD2@W3Sx|$q*x|`|ER?kiD@s%P-sdR4$xSzd&Mwd^%xWmpEayd zKN+87gkcas*w85f4?LZ43vzQC4quY3XbYUoFmK4PB&30QXqgtOmehEQ!y7t@q&L>U zTp%Fw!HTNM1qXW@iV|KSGEQk$f!PsRQC{*1ld0I!$p9Hza6rNVLjwaBxhM}zz_*Wi z0xd0LwF)bMA*{fTBUd9@4X2t7YuPP5B|8mnPS`Y55thltyn-wmtg(RoVdO)zw6urT z^K8zMXd&4wHqm^LBA+JES}77=)U1A^wOM zCO&Nq8znY!9mW*=2LBviG>7UYk2!BV*Lh^*!XBfgoKV}j7a8K;4Q-Bj5tiEtH*h&a zT9WUcoH=Bw3B1EuiN|4w0=@7>q7sfsupF#+EH&ddc;7JhXrXqOAB#zF=VRd?T_dul zhGPZ*eupTB`G8fYQ00&eFc`rz#P)E6geoTj#a;}|ia=tR#Bi*GoPktmJP+(=a5y#( z@Z$Ee07#ba!=cwwJ)xHSVc3D0AReF_h>ipakaG_l2^TB|&cU%l<_v7uFnPr3s8t}f zkw+Z6=UHP|D{pW{iozP=fyiMZ%!H2;X5i$EfLjvFM-WTE896Tb=%eW{EXiHftqQ%4=o)6nOK=Y6VY<`#K4P? zE3~dd&xD8t9zL)X%zQpA!n_oX5 zo@lF63lm{FMLY}dC1$S(;TPpS7-!%XV-1=JEk%NF@fEri3oqPn9l|*28;~egR6zee zEQX%PIXtIW1fu0J@(*B$xV$7$j5QCknXoP#qAjc`g55Bo0>MEfb7jX{4raynI#_3z zM1Vuv3{a%@MfLC~MbW+-36WZWQ&$uvz>7!9Bi^1i;;5Z83Ngp9Hr&C>M`aEyp@xl; zkX^8M+6|L%fMZ7GBclN;i4bfpqLJL_Se(S_7(Q6u#S|EW3fjVK8B=3uQb;5iO(C|! zM4sP4O%TQ{MhPka!-4H!t>6jRzk;XfRaj_%!t*%-aCWp&N7x)j%h{09q^I!%r*ql` z2R{;&677Bv8xBH@6vgl%%tSSNIOfANFs*me1JN`vG%1Q2hP;VT2ORa$^Z}}gBA@7H zd-2ppI@ugtowsEaqJwCBB1R>0v;^Hm87$1a1Rn{O#FKCk)AkTJ?=U3@{TP538U7tw z7Khabwhh@6u+<@FAs}d8&R2DLzoDmSrHhPzC{LmmvG5wj>PLB6*NkTNw=q8hA^Vfp zeqjSNiZw)tjb;mRL`7<5Djr2KVlC68YYjAEA#&gwiov0P=vvF_IBz@ojA_Ev zX1>LVKiYJQ7S+Pde$n_=yC2(BTMd6+KLkUV8A{c2RUKx9Ml**v-mynD!W`mtM^VoK z&Mi^YGuj@ZBLo7XDGB~dq^P3G&r7N{f{K?X4jJB_MfgBP;SeH@@PXoWgpU*(QD0jL z|D|wV(B28`ohQFKCaPdOZW&>@*;NL|1N;Lt>X5HsLbhgDZ9e;?zP13yRrIID4wmqz zeZF96Lv1$+bJqXaW9;={?L;s#?JSG_B#DwzOZW@P)(T38YnN#>=~67H0)`3A#A87f zkpToSLSjJ`VSy%GYQ%ynxE~IzLw=E1P({n?3VcW50VteaTB1H;K^5343U?4+(TxRF z!0p*Sj;m#(PbkVD7F2OQ?jjacL5^|wEiikI1y#g?D%wTwa3vE9s)z+uhy@T@W`^%1 z7E}=ns-Oj2u|qpr_!oS)5kXE|mUv@974TlSi;3fSi3L^AhDmHYXd6^XUb<*8mB1K$ zjI@)Jb{@9`3{vS>Pz8`s7YnKg53m%n2ODlE!ji{x#eyn`U&I0u`CPCYHx^V83#y0( zRm6fSVnG$yU`E^VBSI0l8i}&4AM>KHeeo@h+sNJJC>sl^XdCbp3#tewo>))?Ew@Jo zh=jN@G87@Sy(kt`fnDVkN7)j65euq_1yw`~e39v9_euuuCpnArCGhGdp!X{cg-#xE>qTi>3So7et`i*{Eyt76BDhQdFw$KjSS6G`1`+=V z5~aPs$Vh?o{VlgCjT1KQAi@>Cv6g&5h$=@eRb(Kg)LE3wiDwc+GA%5HQd$8@OO2RF z%0R;VLeE&)tbQxS*;ODgaq7((nglBP!-tsjTBp`9hr}K28-4AVgSLeSR!wE2PFkTqA~Oa@1mG#(R?JhLYN?h`vd#w=jhv*kdF@l^EggoSdpnOzrB%t6i^vD6!vV25=t9Ua)coFrCuOb-|Xe0_X za}sJtK_IJ$u@XyIk$8gk@&+Q?Cde3Rl@XzfOe8=zC7I%tU{FD6$YDW|+&trmXk9p0 zar&n0>`~~rJ>3LCgmaP8L++O-G*Xr;nPKBr`AQ8H)b%j2P;Sf+|MJ(SwH~byHqhty@$;ShSR)B9z!xr~ zP+7ZNpS(v=3bo+OgVf95DoPfHyg87)=vi2*P)Mop5-m?d$l4Lo2nvV%2a8uFO!!_{hf88VR|Y6{w6dM+YsqV z=q%(RMoL(mY{OI6;2wmcpE5%s=>s-PwI&DzvqHS$U>=Bl1dmfc#9IhcLL@-Tk&p%5 zKz}0Uobw>%2&LnPyck=^0QlD&T<(Fg&=op^gYu7%3P*Dg`HI{G=qmb#y>Ly_j9FeC!Xp!vuYf~;y{0~xx4G*=iVAeUm$Md1KNha-3Z z<4g%dP)%z~kQ2*=@L}X+LGUxr3qqb(D0FH!OfHO0>tPT4y-`rfL$ae{GK6N9bbB`) z5~PCpV94PgMxM;B(9e|PjgrlPSV8$Bu@K%xIUQg}AgY_R8|4F{dz3c|iC@7s$d(NY zBeZdjpW%i0Z_3?;{FI@ZaRUQ_{9B~ckwZn~HvyMIv4cB7-Z;(!X{Bg{dB!TrHwV;{ zJ%{5Pc%BB{Yholsa#6Z4kSc~*3^DpaS%~P|52#<*K%p!*pd4sH94-SR41~gSvjot1 z2qj8TMVS_1>CkBkt!ap&5FL%g1!*oCHfbQDArs=!VqtN&cZ;Jet&|D`*^?+4R%_NX zoL~Xj17=5dC?rSVSmo%3!3+bFkP0f}_@h<<{ca2za+6>S07OtLIdSm?7Djp>@B}~9 zg?sWTvpURX2M)3$;ubkG_B4Y}~5;cITC+Wkp(h>Uj z88#?P9fsXVO+nH)B)&ls6wV0{O29-oS6WIJ-~m(_;>$K{8A)s*f{3Ix{?-NX$D zf20ToHz2K(z&WfQP&{}RDi*>6Bf(pNWPzmgAsy+g6PQP>NQ5egP<9-Nt*S0?Ue|%^ zBPBR*d2|sjupS|uxPXl!oRD`vf(tFh0ra&EABMAGB$ZL~FHB^S*ret}MW#R=+jL)T zd;kHZu;hVmnA8wKJiiG^UKk{Bcyk!a-f8IDKF zE|V2p*t6jVCFDti zECI~^$WRYeKxr?9&515xkazF~YhI`#uo*0IxPdVX#SEp5GdGgUfv`X%SCOQQpk@)_bTn@0w8= z8!#|UmqcbjoU9OzO0Jxu<1%Dfv1u+E1Pmi>Q>N7d_-=%&1E!S+VjhUYODNkfy@+>_ zXbd@>iAnGv<}B22Aez>Ccwgwu>QHIm4_n&Esf1M|SjH_mL@~#N0HX}UE~Mo}@6MNp z{~x#o4}uTjdluD0w;_KQ@Qh%Z00~M?4ZVu;PLDz7CV(tyAn@+N7$>oeuq&&0m ziD1e>9w$N(O?kjQm=-{+U_mQ{R8r>=jA`K+2HUb`8_tX%I9~k)D2^0n1SY9D(Gb}> z2B8TeH~@Aqj@NlSZ{eXLoQk7#)Oo^kROR3|aY;sy4F)MjYu(C)4M(+VaK^r`G zI`jwZAyFC*XPk&c+)f#Ld75$J8+d_$J6hR;^9ASk2uBAeRm?i!Vg-FeSwhTNKN!K3awFQ)-W9M z&cG54Ln5=^+<+|elo1s(YD(4*&v6KcWP@M;;GsbOVLDPLAzR_PhY18XDm-^sat(0^ zoNJ(0a$0}@p&~?Kq@btsrzqPhNoXQs8XXuZNY#mI@lGHz&?-Np$aC>PG=UBTMu;h1 z`hs#Qk^@OBI2WAfz*YtXzM>HqQAOXV;;iYYlVY{LD4`4&uBva~~Z z#4-eAIA6nu?a^|c0(=orjQ9{okgnwYM4C*_4s?D2th_cv2%Lv&IxY;(>p7%hZ&h@V zyb%ICg!T(b@JQ)I^Nz*~$fNFWONM&JqfQbnFCGhMB%wpstjR8(4QLF)oI!ff;PRa4Q+bTJnCN8ub z7&bzB^L|AY-!xv~QVDfO7fZaFNIoROv^TZqLry`wd<4Bw@hIfR3qxs#W08u7Bau(Y z*;dvtN{xcYC`J`ONV02`vUqER1;&}G>wk$C_WkDCjG58UNHs?j?&ozB*E(=Z(%J$3 zgFg)Z`w;U&%0W0_9gx;gpwLMQvU=x|v>7ZI+%fw z6rop4J=P2vc zQJyCni+G&;{8>|>w16&J+J<#NUSmQ5OfJkOVLHLCgL(|{bZAYOx`!eW5Au$NJt+wJ z=J5?D3PFZgsD>Gi=?qODNFCC+pQ*ifwA3ctvl(+MHaagjEl8sd$7op3V#CR zCOpG5wZbejwp%S4rbu~*Z=;LtR^z^**lx8J6DGD>jmw|dZnfBMwaATsWWYz?_ZOP~ z#CEG;J{H@phM8$>w_0qs8aC0v11@%k#dfRFHWu&Wydkxx_r^9 z?Y3Gz-=!IC#J*ZM{bIY-$VhL$vnIA%jc^jV3rqNeBR4+*f3e+aV7r!GeX-qYe8sHY z4p5>fEWk$Ha~V!OvE6F1-D;6*_#}N|yVYX5)yiVK)!-tE?N*EJR*UUc;~N>E7-GBC zup#FH`;B9})k0g>Ii19ItA*|PBU3%LTP?O*4O`t}yVd^ZyVai1tRJ(h0iWsk%)qA+ zpPBf~!e=%Y=(i zAqhhx86l**s>d*xAS!x=3*zv4F9hjynxvuYRHugwAXXRzWS%NJ7=eU&CShtsh9H9? zAfPxR2sq$%0vu3L;rspfIaTQl`r-4u&-*>^_mtP>N>!b+_g-u5wf<}Ewbni__i6Xq z$H(9Nb?&^dIrh6B-EaJv&*xrn%+PE3u=(V?e4|sKpLwJf9j~C_TPW{ zp>tdG&qaLk>FvLmekgJD%>Mi9%fos{hX+=DI6s_gU3k)`GILu#ojExkKWX->r)=Q3 zl59d{6sj&#^&P=MB}tg1$&ih%mLFsjA6xKK3+W0H?4TvCG? zwV=~#O9}9-gx{%g5ILM(%470p??>LKv>}YE#$!ZnDf{pbK-6GCwd&NFQ3yf>O+bIz zYw#i^X7-Tv*r5bW;VlEl3?FC+An`F?G$o@Vk4pGgp`UUa-NjO(Yh0bs2{y?=AMTBZ> zM8$AW0i;Gc6w|5XO{<2`mIkEkGE@34QBbIsX_f*0H@qA}PYUvX&;^BrcD}OjS1&ih zlfWY=4Yz%kAvd-~o!YWcsH;{jvV>G7k#?xIMHCyfb(lAQdU$hz$}V1~S~pk@rGpn! z??FYedauxEhzP)!SL$^l4ZxvX{e#a?~!m07z5HHr_fSeC&c=$o&u%XEtZxvWl_5T)wxiDMNX#1u!F0pi>iK#VpORI z^ZYqcMXa_|WLnQxPaVocOAkFE^U8b2;_&Ir@}kL zg4}F66sZzT9Hv_c{WRuN>P5Y>`ZHSnqn1p3$nsR<&A#)AL=8L=OVb|pPh!{mKV~yf z1cJ(uHlcRX*1qZ8WOKC@RHA}vV3wtqYi}_bb&25YNfn58CY1lESENc9(KeKm>g_>& zHhm5#W}~88+1zFIz}BSs6hx!Un+;Yb59M6Eg*r}%M@<&R>^|?=j;Jw4WouL7Ws5WH zH_~)8)nOT`S+p$H{7Eclz06BRm{gbA5fF0(O2SC`I~`iex*6h0aww{zT8_FJySrWu zpR!@j$!6Ipx!rurlKp3vW&1Dwxn;>>S+XU|;;&3vuajPtD$G$!vp|AWF9IeU)v;7|uqJdHmW<286Xe!&tjk8pssv8kBH z);+_Z6!jt|e9L+upQx%@N0RSVn+}`R9xRwrTTg*qie8~2umj~GZD#ivOhb#Q9R|y0 zfBS331}Y(x-HQH0z(gWnrJ%a74Yoxed(RF4z?w6+#m8Cv6xpRVm_8H~y-8Q-IrMP> zvx}w!B%m8CX?R2j+ud6lZODnY`H3}ZKuCWIV8Ef+BoKtO3x z3<@L>{+h@ORijeNQ4nn5MKB{+IMp*iJjxi`Fo1r;F01dDCA*2oP^gfSclj)0`@#ph z7pbDCvdgyIU>n=kbFvDmn%9g1gF|Hz*cM=mVrAmsbb*`!QH)u*=H->w)j1$v;^m@5oq zS%LgzI}4mJqJ3oMF**U8*?x#0k^#|_X*qEPZNOD^tAOPoP=KpXRRLY9uWXqPOYwJ+ zzcw)pn?sec&^v?sjD`lRuE5p<&I6{lvVpQ;VFwj+vNvrVy@-TrR*w@9ETE}}%~xIq zI0}^xV@~wn05tL;^4eDGCDlgH)=La{*Q>6Rm|<$a#G(> z*+p|(KG?f-Y5(v-{fo>=-`u&F7X8y4acXYzq?117Tbj8oL&L|+rDVg-h1~Q)xIbmH!nSun{1xl)eAdWlmC#n zr+Ig6ZntiJy{NVI;AQzC95SsJ--5O{l$Z;yLMp4TAOnl1mL5zar8M6R{V8|k+8^eY zgy!+;*1zS(%thT^^8rx#)0uhxVvg$T!_E7ojOizr4fpph;e&nO|EcV}PxlUv^^Y9& z$;=}CJX`v?>AfP?Qh1NPS<6S~h&&nIFdM7&Z}@2Txh!k7&u#Ci75x3ZGhfX<*zOO= zF8U`<8}hcT&t@O%2*%qHf&0>0hTzo!245TT(sSN31UDN-hni>nzaww}xH-Jqn>?F6 zzCHA2VX{iwV(((cYbs>-eLu8%?{4Qr&iotxXTTWC(20&{fgS&^9np!L`L{gMiM-i~ zZ(&K2Y1rPofH%!^w(~9ixocsbn>jRT)(&2UefJJ-h52~3m!7?&PvJ|+_D%)d*{$#% zo$2j1jLZ|t^u0LM6Zx{EcO96Low(QAaOGe5+1t6<+c0G(u9Bq%me2Q4LNx79z7-P81s*-bFspE4-?oGZ&hXQHC_-f#@A%!s6i=c z5NI+s^bTQziJWa}gdFxU0$A#TM&C8iiAthNk7fB9ok=*0C}wGUObVk51ppXf4jrNxOaREd{15E`wZq33Q%?(poq`|BG}J}IA4;9DnS|Ps(dNsBZ7j7)_8)Hz-wx1P zz~A7xGGoCygqqX|T7a`G{_XyF0!I7+|LC8^tM!-<7UdB$al#Imtg<+CFdLarxg5w0 z?g1ghZg8)CiXA(@9-(K=!rrzet>w;a+R)$_6Wm0$6cj8ii_jGC7Icd!;s9kVduGXV zCfW$3!E;42gV*C~;nfoqRjhqE6>< z7(fln)Z`gR9XucaCGoKyJsWo`XM9BgjD-4xGx1K44Y9y3njsJ*A{m5k_<;@R1gxsRH3wi;Y_edQ3THt<@H)azC{504 zux|n+h^1k_F(xzOAEjv$NowzoEAYe#04y-?hOzz-od6%9n+`ZiAfmJt@UZZS<#rI~ zXYXVKjVAwJ_YDvcA`YR>L_QISr(53w*(03H&t?B-$~7S;f=;bCazrkJU)vo9-L!ci zNU_aJ`<4b>z&@hGk)rOzOxg63MmiS|TO)|ZAd0A$mK<0bInH=CJc{TMi!6;|`>3gp z3Lz90QhF-bGVDGULX-hILJ+ycfu&(HAf<2(g{C;k_L~OffCtG)EEe`D1Zg*^T@Sh) z2MYn6kAf==8EhNWBq~|`gi$-{C>T5l=@F04u4)KQ7`@GW-0>#OM5m%)@Mw`K2pRkq z)nRuZ(Qp>s-C_AMn+5P6H9W(2WU-o(C?}c`Y#<1MhGjpPBdWdTz4@JdKKgawKH`d& zC*q*f?0z=2nvG$CD_yU7{U&yI4de2 zc~u)qwxxOHp?tI1QtQ>51-Iv-a}@n0et>w;a0_ZOVm=tLqT>v)Rx4hH?3zJ)@&9&oW}|@|OZZ$zabUp++w&ZD zE@Pg1m=(9(o~t*{)OxH~I}48=6^D}bN3(0-eVk({u){9F!0N#nW>eBzT)>-!;8|#$ zrCwhB`H%Ii?K87u%5EN zE-VjF2HU}jh7@m!6a;WYA21H~muMJvV$J5>wuw+JXR%VCKyqZ$PS6~GXD%@dQ$lwthdj^|8FeQqHLMAG8R2ak&&6g7+p{1j zj*b<6~-P%wOB=T->f zZRii^#}Eo#LgTIC2fBx9Xb-G4hGtt`*{;Cr*61R1L@%;M)$kL?jr|zV6aIrl`A)7D zj#c0QwwRCHkxQCmCwYWjXJN}wB=}8iH}&&lnx)54z=9O`Mp!brrBVq^=E8e(antfN zW*-$woI_p;n@>(*`AI%w!SDpj#%3}b8=w>qhRw_O=Avfa`@HCEIf-mDa1iQ?;Y$y* z4EP9!!IW`!+)*CYJ{-=Jpq^sooF^g*Kp$&OONdPt2tCE2le$s1n}hDiHJfKoJ|$_^ zd?i;s2j2*1T1WCaXxXZ5CFA%v7y=#U0#2mVcQa3ZB^TcZNmuOIVkx;+TWtq$$Qo0C zs*XN^S5nez@6W|$*aBCZ^8p|!N)Mrj;}*c%9f>hxzi|eJBGFmA9dlQ6{C&B^9O(u` zP3oL03x$Irk$nnX4OG(IAnGdWla~===Dz!K$=N_S}!BxuHkd4H&ZXFPx z1we@thbHRm5jkg=`@fp2nIpJkaRa_6FlMXXAgw~)J()rnWVWdP%)F^y&1{|g>d>FV zbF5U^#Y4tXT#Bs$ZsEMO-lBhMtHPGoj_t=XA}s<^7Qmo6F@b0&g2xzAOrD+Kmiu$b zIr>+GihYSv=O<-#gCYS9K_TTCp})5hvEhMS;~XY0@T#7zzz^VbX)FbA6cq%lVWQYe zft17y&&AB4%~~Ok=onc+5*eTpyMda(3B`rbw1h0|cC!4o&%Qj(L#Qp#VGp8tG4J;N z4Ig+3+<>b%6lNLo?IL$I4G-pO+kAurw&PqI6@jooBpYS0)(Pw`*6BnGC4(CEA;E7S z%GH=PyL!=p{aAOD6#9=1A|O^;u@0Q|9aCl}_hhsUQ36|7EeAc(R)2Juf<{HP%8tmh zEG^nv0Gpm7wUz-e3CWZm51TK~^lE0o1ZWKoM^9jMgJ;=d$f0uRkS%n7fMu9?!u*EE zW+Oy)&HR8EM%nAfEaG0Hbs1KPG>i#IGxoW^wRo`^L_okLaub12W!56TI?sbQ0t8sP z-Msg;l^lK;!qJ=xH|5tOOr<%ZA2IoCRW>otil@!yz=v~r04pv33!3afZNEAu!m)f$1YKXMTt6`gl-+sNPuQ5YJ_kD z=jB@1Q)atM;6Le9atCy*+hMh-Jl#$?;$!v zhy{hKOpp>66&O)qi|?eZ{o!73@#=hDi0SxPu$=%C94T{O$x);~V73M9{KppT>D8G9 zkLMy-8(~F-dXW$%WR;LJD~5~m?%}_3j=BXhVaJ|c{cJwNMZ-OH=amO&~ZV#ybJNTCp} z#|^m04p&@4;T!F2tc@L%hwEm`AQKfw$IHD@7Jwa&lXkW-VFYYBVvT_5k+svkYQVQY zQAKrS--IsInp2}$eG1r=2ZEdcI9W#N(OBSWA|-4BWideWtq_6u9a08Vlsf`8mNT-u zutiD5u<_7WL>%PzVS+8jwYpy~!^*=8VCIzapm3&j4a*NB_k^gC9cfx#@3XTsbUkN?OcXjQ zyo>!V8x7V+00QMBHW7x?T4!cTdPad-HZizIIS@p8CQue3hemRw8P)o0=7_rkO%oU@ zVqbEnkY#3zkuE(g+y_^ox>9Y?0VOXiVUC>xiSX93Z>UlLqkVrM3#>qQ+AwEj$tiA7 zda!OE-zjAuz&pHAY$IDe7*M7dWQ{IXC>H%Kr|;#NoJ7H9{gU7;qyg}i29o0ie+g>x zB-pO}NTMwOm>5qO2E0Tmz;EjV_)rnz6SvStRs6Ht-^G?RD7YHa_6Ud=A;mdNRr{7%7-pnLxkQ2xCtnL?aA$ZBDdEp(oogC zRy!56QHG?TO2{T4YXNebe!PoGJPI0BOb$9&KM4C$R@W9?Dac2ROE2^vd2lw$?C{B6 zWDe8kZDJHYFm|p)bVkNHF%rQ5v||^p?*}oPFFu}&$)O51uL2f0T#6kbpcBB16tWZ{ zaSTx?BiD3Sv+&7Wa+dO!;4*>^fy=j1D*A$JBc+BLg2C2A?RYij!Y6alK&#>RVN;aW z%f$F!B@tnNFkO5DnR*^BO}54iJ&_BSyjw(>-znI}F@&PKCAOhq5HCa)wqYxXyUyV@ z#6VW?Ua&gKn^SZhEgn1tE7@KO)yrMwrS>V)`iOjDI>RbcpLaokaw~cM7b*e*@N-20 zt@E8WPd$ZsKN-oI0SG}h(0iC%dl!O)lDLjSvgjAFxGiIj9nYn^th+RU6)0c~E*=`D z7wIld5~G7^m2ZHF!A|H|bMihov+^ou0kPPM7+2A5!byo>7}6kXi=y)#aXnUJp4rDc z04t6h6OQ#YwG`ggETd9dFyxWhDrFgg;TO#HE`6_cB)@$)A2Vk>lRMF*p3SAF*y<5w zA0652Ey?FTf{!30sDr7%r+rD(fg{m@#s8sJR`TVp?MCM`Rb zJuK5Auc=%pAd}CgCrHQH21NIN4YTkLL0d$IB;zHi!CqNs44LC5XjDz`a>iHk8T=qn zg<5AOvMxA$a9xtb=9R80XY`>(83Vk?$pyfONs8+ViYW(O7>1yf@N+o}l}Ne5C-^Y< z5KQ0C+kgdF0R)(@q$f)A2k`TOazp`0zFTY!EapoX3k<_<0LhmJzy|8Y2(L0lMN9pj zwd=ecm5K$x39-NTlM=Z}ORA8dtGIw(g+}%fd?dwLh~+7|E43v0BN^BR!9ybTaI6fW zAQ?lT%b>Q7*04GD_t3?+R!BDrGvF=oTLc1YaT7R@xjcVfi!X)kXEGKc`4rW89s7?U zCPYHn==VWVrB3LvA<)&j?R=%_V`~BEvPW_t?CE4sSis?&g_eqz5yuR!@kBl2zA>Wy zk28bvguwd>OCT7E{s7s6_v5d?DA0&}V04DRTp&6sK;al%s2>%-iK2!fZCX1l%799|!QydQfo$&SkJl`NIl{Vm;CK=ohiV7e2%fQ!PP8 zU;{o7vOrHFFPwiWc36T0odqFbMHzG`2=V=Oz(42*w1zhj-X2SftO`4WVr+O+n$9k} zR89e+J{k?9!-0c=C;*bexZ^6zhS}CY& z*I>UQkPB9aSJaJ(U!^t6?NIO&RzSW9`KS0tYzWLMLM1mN7y^$%s)g;$HMSf`PTbQ% z!x&FgH=9OU#-}S1C|n^IoJS_)pJEKb6uetL8V1GxIiP?r4Vy<`9OhfL>Eur-;#dfU z^)X{z$e$0ll?KNAFipgy*o=Wd;iw~F=pMEk^eBN3Yy$W|8N)a_I{eYk%Z$*@6*xlw z%kJ8FUvu5} zb3d7bRgrA5^5~$_ozc4*2Se$5kf;IX`9foadfqePfnFZQr zk^hD%>Ihb82i(yjS$W^VB$+o~%1ti3cViSR$_9e|EvqzfRj9me%u|VTTkTWHJWX8E zPK=ag$xf`4eXPTBuA{`ce_^pmyPjyWf;Cz?vbVM|T!G%$iQx(sXrJ1N`SR7xPV5)Y z736FC;mY@J$^112>GGMjzqNajOE+#Bh&CwE=}nv5Drs;QPXag?y;&AkYiyvGa>-6<3a$O93(Lh zEEC2#cnko5s>U(rReU2%Wv5m;J0WJHgdK&LqkcfXl+*YbJSd+i0 z0h!=2CX3C%U6pesvOy>uGJGA(7y+Z#U&>7>uu!5O_V7WJ(rJ`dq+=9X5d9S_(VzB2WgC z0GfgK!I1v!l$l3X7he#z$#nY1KFV2{!x+lTVWV&oMaT!Cv5!C=fgvGf=EhtU-`biF zf*c9b6YN1j;X#zp9%}=mA`KV;=trzc`5-}H1?VXUh|n*)n*WqF8q+4Q0xOk8*S0oA z5NOkPd%|;-s7vUG{Yd0MzAY0f%@2_!OsqYkd^W=T%&*yx+H#W0XXqxTqDY{gu}Ve` zf({OuB5`+}2VvAu3CJooRC@yW_A$quLvAhRcIY@W{=3(5PPoz^1l>{!#;`5Wr>Fyz42~(gO_T#2E8ERFH+bBB%LzWl z)4wRymIuU5jh1(@i#Mr9TLe090sUrv;K| zbF_*=#{@_^D*Zv&dzJnmgzt!lDJ@5+QSBhuTRM9qw1~rFk9w@ClGeg1E43W-Qt1zZ z0^e!psY-tkBG_OPfCOm1mU*EA;-!0zVV&$^og}s`h(zCR{De3PE?itAnI9V(aXdrqGEld2XVkfnFo2Kr8tjH z6$w=k_aJ7XObtI)rlfK|G`EAN7K9OZ=BrJNBmQ%z4RA$#3rI!LhdqC`k5&4EDB4Z< zL!7a}ogMpAT0)f~))N|4R{DdKf@nI>)-ijj>0qTlNPB0cKS*%MK!k)~B*9&>)(BCS z4n!*bL5LX<|L^In^arW*2ie~KEB8v3A(j3hfn6q%io77Q`G8r3rMpRfsq_b_^artZ znAXscD#dXVS>BcYAPRRW*6!D|Dv^@JPf{?bf~oWesq_co0G4$| z^ar81gQGD@WyshjL2qjliAsNvN`DZN#mlM4WE5BWgH-y1RQiM112<~)D*ZuF4we2O zmHr@={veh9AnKn}=?}tTPo+Odr9VieKgdo>ua%~>lgjH-H-vvtZM|)=b)`Q@r9Vie zKS-rN$hJMFwoPBH^aq*Pp=z5

R^zYpbeCe~@w)D?jVF(jO!!rXc;h(jTPKAA|z^ zN`H__e-JO>RhvqGkV=1$N`H|5GyOr{4UNbC!@I_HZ~AX@&@s8a%(GoXwdTb`x!mWm z>yMmaHn?+68sBn~H-FN>V>EPK+&lcKqmJ5t|LM88E&Au8Mf=BBZ1?%}+}4`xvDVhZ zdPj!`R(&`>oQtn84`&yr&CUPIdt&^>C0?KF#^dA16urYkX7d3TH<_0Yy|{Y(mgBu? zA#?lkTups^>$9y34>`mvxW?N%LN7)xX*hE2WffKa$y)_nN11nM*Jg-RPi;Y1AE^>U}!tK9~1qN9blqhp~6^-sC9l zdg$C}ZvV2^9OBpJ@GJNqJf%UWnKf5rOGc|38rP7b)}1l8>*pkZ zo12Hc`C(4lJIzZgyh&Ux{?3p$shSqonySfc@X}7ZXOskPM4ks=NHpzBnh%ySA^f`!s6nSY^tL*26I z%4Qlic+=b-y2cNCyG&*hcKW2MQ-H2IKQ&wJF$;&i$-4({_Tw+=Oazzc0Y%pwdZlK~ zMH`@~=Bx&nA^}ZV)DhX~U3+YVpAb+Hq*wS-^wuBw#7y0~>nvO+_=C+)aJ=r|FAitcu;!$5T38&8+ zO?GLz?CU<;T~E3dwWSNiN_v{^9J*&jU9N49VXF)Mk_KJjLr8{BZn~I4eJE|EgF5ol zLz6G*jf+1iedvFqw)X|PeeiplpW2ROvIVpNq`M^Tg2{VEyZU`+N*%V<^l#f~*+F(X zt+siz$5PL1-SehO@A<*v=#xiX8{Hf`y9-Q9I@%f`_1sj$Il92nBwAOUl_$$=XgJC1 zuy6E7Qd>)ZU|mK??^uW>;s+D}ek94*x0DE;HZ#vxdA7VYdPPykC0Z(TKJn;ZG94e6~x zTW`8k2Z%xyv5=H@sFHjdAWmTOPNrn3v9lRz35XDl_;jNHO*u0Kzay)qi55=JMY{g6 zwP*$CPl?|liu5kz799F3mf;+~q?;nGR&|#e%nn2k8nLwPR&2$)wB(5^ZYhY>+fK>O z$bP)j35g4ULwcg?W(u}RnMyPlWOuMfC}$GECK71}x>^zIp6~5QSAS#exN1A4oh{lI z${prpf4|+7%*L@iopdWYucGrRIGO@vk=g`5(7BkKB0xgq%TsJ6U2ea^GN~&I*HiIA+EWLeN@@D6PR1BRmByFvAfZ%V zmuq&;FEB6xl2Z3(9o+$TaNl*?4vlyw*b0o@_H(iZb*FP8JWrV*XIN?oj)BMe3kB(& zw3)_+vo5-OcdDDdH90im)wQ|wN~f7O|FgU>fFHf*)H1pUL?ELUm~l1cX9;S6Z5L1m zcsn75CEm_RQP^=xC2X;?83A3%BO#0dBITkKSX08~wD!_8xlM__ru13&r%8bWZJ%jZ zuWQ6;5bu){MwS>*09KV4V8O=D7~u1M2RhhAQDn6P9ej%JI3qo<-HdjzQ__7zv==2l zLzi&f8AY4XhY!s+6%ZdaCf3!HT%QLo139$!UvhDhnwHb2$-+9gOG9e4GY5{T5pfCS zs*Q>62a?DkhPXh8n+?8z=D^tm;%JRVr&x)(&s~ZtLB8Du5T~Bjm3TpDXU7ToPwaF? zNE|{B2IpP$P{(g6H#P*1a(4|L4iXAa%i>0-C-5W@FM8;A)2~R8CozUy$AJ@ZC7dw} z+5H(=Qt!BKE22AJw$IERXJwhQ-K1>W+(08Jln2bDfQsJ2gee0~&}W+u1x@7vfk!9I z3-q}IeXY<0m28L z^X9aVwU}d%$%W0aH{_?8PptW1%A9>nZu9uZZp@!h9d2oD$&NpCLH=&XeE6Bu>P*XL z2BPNHi}If{7p$7K-+2Dc{DP3#bjydPnhi5P`yun<+WbM||2Wcnx#9m{V%QVz;h$XA z-!d}R*VjKX(lRuhU);NRU~ph`bxZ!ZmQlXy9T^$R^)G43kB#=_bNwSN10yX<2UhfZ zEsIzCKUh4H9~>LyCCkTphx<)$@wBFzdGYwr@Zy#O&8F9K%>>Oj^dzvQ8)%8(DDK(K z_2~x>_V*4SwW7aoQJjAq)wYPdxBoTJcfuz|dq?|^GS57~ZELOTy~We@ZKm{X>GJcF z#^$!PtT=g*Ucj@aaVWQ++0g0Do}mx2`uSn~y(448{keW`^r*gtCy`Ci9{fHt;rF3f zJZ>J|m_IRm)XI@XX2DhYlOq|f;v6#fKa$_SVQBbx(hmCi=C-V0G(N3=G(W`|GW$N7 zpW2ik3g&$HQ2%i6Xny#pA@kWs^F3zMX#=qaMvKS2{+0YDKg7$o&e808O+IC|jCu3S zbEYG0&O0qvy<2PR!OQYP@pxt)1f%se2gNkhZ_qT<&xx6aYx6yR5UC=q6>0syMOx9YZBOK5bDjH) zGx=y=!;X_h`!Uzl-tv)I=JEZ9-Z5_tec&@|f7z2XhtJD*m@D5u^gB~{(mS#+F~L11GO$JUg!M^mBIiVl;Bcbs1*rKLNg}#Dm@K9q4rBuI=q^R#=ekpsc8>PW z-5}`Bnpi6-H>mdcB(QK?C4!RRVQ(_$6boW;6jWXYm%ngIM!p3XzHsC~G~P!;5JJZ# zMC~}P;(j-uNWeypk~qQPws&r4&9DR?Vxt{tjRjpfMdL|Mn*1jUs7}s{SeCNG$eiKa zCK!U-(RBq6`BX{-Q~I&E24zV9fh0_c1d!mj+}OZb4>?twS8*Cw%2DyjN|sobYhpQT zlqkU=t(eRa(w*80oRx5Qu+6}+CpaAUkgLnxot&p|n8L69_0H#G2p>5;rlUoH#GlM(a#tGr=#f`f7zI4|k@}aw>;g4?V)Cr5fa$PQu zNO3yZOm_=xy{6t~J{xpK#$a33=X31_Kr2HFik>)|> zG#y`WA<{@4Z{d`XqhWiGq`x#B3UV{6F6c&7MSuGQP2|}8#6)#B8BhBIWOaC{12XzL zb3$8Umi>eqelt=ZP(weq)aUwKoq6gWM$*NkbAtJhqST@DOC1oBRcI-st76IFVzZK4 z#qGWJdS{Uzfgvf5^hzBVBZGFecJ|x`3|Do1GpE0>g9U5$I^ni*Mi~Hy*ug0&tVU_F zw@?LhxD&Q~d#!GW;FOgO&du8Xt<(M)TRfg0GJ9|Gj*Nk7eQ;*#hjIs4__+4Ie58iY zfo_?3=9Np2o@};!&07`VsESRh*rbY0s@SB8O~NKrY|{VtHtA&7c&}39+p=otR`&|W zJhN)(3bSHmfBV|~{yTlTz&KR9*wuJVn4Yl-o=D{;Y zk8Y$A(j&C<>YD2?!7cgWmhm^v7+v6m+f@m&=NpIZvi5?HPBj;ve^}I9_>05S<1BMndgqSCH;BMn>TL}lN>+d+|lF4 z-TSg;b9}`dGc`Y!G^}b2 zv9TJ*Y`Acr8dJY=Y(;c#Jl^XqG3Txv`>g-zP+g1?pgt>SMre<$*H z5`UlL?_~Zy&tHMRHT<2z->Lka#^34ueSyC-_&bxov-tZWe`oV|4u9wJcOHM|^LGJ% z7xH%ze;4z23Ea5!z^^%{n|D4{oN6ZBad<-^;hfTN{%Mh$>%)zTZDi#u<8a{lb#x}2 zE8Sb%w;Dr@)Eg1upvDPThM+*({DkvW_ciyj#&83PjU+vi+Q%QMckK!1YWFtx&yAt_ zEY1{hUd0iBr|*gu0IY8l}jB3l61R!63)%;UGDjOB|n@KH8SR`2go;@ z-LJd<;G0geY{B=otO-|_*Ing)+kGh&s#m@rm>)++et1{Hxy{|;KAH;Eu>{h9@#l!s zw6mHk+^@RV^C|}JVgzCsT?L+H&h8`bg`uY#-3Gic+#hl|iIWgBVf=gDzq=P|(qzx# ztEtKiZ?1!N-r_#(o}oG8#NjXzdm+?-FP(5Mckgr0X$m#qOySJp_u}>wZD7tfyWex4 zO@$)!ai)0rRR#B1cT>u3B>9y=(F+|o8y2ZbT@{6 z%s1TsiPKIAjodgQ!3pOYnDQN7$0De)W(jya+)Lfnk#KHgwts?JR2)Nlykn(HXA3-Z zrF&WEe$i3fSFR&5A^fO>bDg_3^d>~O7IpOhkIrXf#ht=HRKE*ezhFn?v zbh*_e(?Woo+^>b+W;HhC1l_p9yRDr-8DAOqC+_1ZCqmg=hL=AcdMa{#(upk2WEQig zABM-P|6b!nMlvI<@a4tu532uKQJ??xPfeB(K zYzc8@9Kt-==`zT@V6Q#Mz(Ex2MdBWXGOmiJ3sEYi`$T@$Z0iOVou#iCNq+48)?ssbYw;l zlrtmG)Z7xQYRnRs;uryrE3!gbY{I!TdFlq|np!8u1}RX+hfw_?T&O+k# z$@j#Z$Z&qlTauXk$nG0Dr~fck6<*vsILJPzzi9TEF(;HC_7cu{yKKok8LNu+EgbIk zmL@_kCm%iF<{Br#fyu)B@aVGq(mcOytDP;m=hl6ASmJd zVfuXsKO3uxEa^Y4e>f33HCfp5zVrF@z{tqJP$GK%q<3chkZ0>p+@-8d%=LSZGmT5BQPg&P}0bE_p zDqe5==KF4sS0x9$fzg59!TeBP-x%+EbIMm%zZt7)I6kwgmB0?S?~=SczXRqx(s0L& zVyvqEgv{y_GAEY*%bTJ%)O|5lRWpd)?;T?t_Yd{s`~D*4xcQ}t+P@X1{on)V#j9#_ zy`1#%kAc44MBN!vf3n{iXqI2nKbSb+jnq4xeVbxcDX)KYWq$aCrNg~L%Le*JD6L31 zFHF8@|2JYz&GPovq295af8S^#{P&qR zTZ=-HgSK6}JNaVI*qcyM53S;Bp#;i!%OKiT!*LJ|ng<@oHUlniEKGbS&35Fx)pbFv{0C zzGc8`l4sOaCs+0lEL}F*zXX}qL+fe^x5jU%caqyYlsNjvT{j$PrV#lXnGXu^GZ=5vSq6{?P8R*hs=X?Ogt_Qri~LXxt}M%vj1Pes2IyQjtp z_bnS6PPD&Wb6UeOU#W4D1G&7{JGeAIJTST}mk8f8t^cZyKgAr#(>FRimP@$5n(|t9 z9MX?19vw`CPTT#y4?&5V(ahY;-0a+J!aaY_b)!FLm=1lAaL)*z68&kl<1QOZ?0(&D zXLh&pT@AuIvZ8+&albZk^|VvtRcUk3)GN}3MC9)cKc9CuTWCeQ?qN?jU)c4U{m+d# zjhx=*`uFW=WgCq3@0)GyP1O9h_L(W)uc?Zz9DvG5&D*;cGjAdKtCp=g5ykk;=C`^` ztSYp6^{Rw(e&VGWn_*aAub20bpuxVpcl_8=j&SRpwaHgzURhfeU)sCpXumK1_0F5l z8t09=su~22J|+WRy|cz$<9ydRpDi{Gez&fwZZy9dg|KwAcQFUVWB%6<)v@>UO9s59 zA?LgG4<){ztg6oW$GaiNM6V5h6R8^=$n}T9Kaai~-W;zAA2;AFsdLs$e`vQK#H(V6 z#u83w$A;^io1&Y;7sjh5nIqmmIH{0!zFqhDUEy!nh8qbfa)^N)B#O`RL{EF#xx;g5UE&h&s zMT)l(uIH3TrxyiGWmjj~xf4?)xI@1c>LRd_L@v2qJCnwKJ?P$N;Rf%wElU*C?aZbz zlaB~jHFA^#JR!zv?;Yb@A?;r4KIy(FsKCDwiDy7ghd6A|>z;Er%N`T{rPR8>)NDh- zG&cM}_eMYjp>K|znK^invxV;YY3E1o)1fySSS&T$1jMPEAhya8j~;r=y;JihkPcV@ zUx8?P+91Oom~(C!`#7mX=j7`Sm<%y27K7& z@GK3K8V9Ml4ebSv$S~AI^}D(Rw9??OAG(4?h=5LJ02)+Ow?l-h-Jgao;0sm>E`zXe z9E7BoJ?%ck)HrG*3=J%%D~y8Iu=Q4O-y2$w>WhJDSq_H;t3;ls-5ZFkR$5k~6an|q+zO{oIFNM=L;mM_`??`Z(@S3+kCNCSD99ECxg zgfPrT_YKB(qJW&X){b=eYvFsV&jL4$w2knu&ZXhgs{dvYlJXbq2~?24kak|K|Ji!? z?3f!yb{XNP?$x1RH8`=>RCXkrY0Zux=r2ZZZF#!hnQEM&bDAiypGTQCZ+*P(u~~N| z9XHbt0iti$t*=D`wr5*e!ZooMQqR^nAw)SH{aN^`=;Lvx=J-tJ_-y8Q2DvkGN9vaS5fTZv~kIxi=ja0mDXrq{o;$6H`MYsb>=k0OONv0uij-1eTd z`&Q!oW5!V-Am|=k8s_9)UUSx7r^Ksja9QvSV4C|@^r_V8K%eeqY3GsZ^P7PI(cX-p zPujV={@jmW43b%#Uy)w#JR5l+{<`xjNC@4E!lbLvx@niSKaW`)9qrEzji#OP89ylW z{T5xlxWBJ=Y$Vqac|lK!FmVDE6+Jty^>x!;R9 z9EhNFhcKLlwENB;H+J3#4(T84U7SaE_Agw19AjTK_4-5p3QAtpn;Y=b*)KHye$GcO z2R9uzFgTd5eZ1vMhkQ{M9!SSbtDkCqC;L6L@zVZLD06H2&YrsgpCG;=i<#1m=S_NT z-X2!~nwAY@)9!{T>oZS)jRp#RnZ9gadmp^{MSA_<*W*sLH!2)4oDThb&xbzqDyu)f z{lwNRKls_?dk*`3O;t6xz@sfzy5`#2KkfcttSUa(f7~buO!>Zn^ud3u`^of`-(Y4d z2UeWG2hJ-~zx#o6;#G0q4jrclf9-s2SM#9_q4Q!+!5wNtyQR)=!)8Xjer#&GdR@~^ z?f2F?&gyjJ#oZq{@X>fxB!6P>%HDM7vU#su>Ws&#l0*H>a-`q0Kq(#h>WqsoaefQo zhx>=1bMtuJn$Ep$idRhz@C|rn005X1(({%tM`+)k{iDTK#j6YP<3N@pLjxWkCf3KV zssrG}2lFeD84vuDcF&7_J8^Y=b!@nQ$yi_i5`FYgY*X@uWOeh(fu-QlB?BW^*u`U` z19@*HUx)rs{nhwS>zz6u@Qn7uX|QuT{PWqrU;bL6DjB@V5~Q#y9lCkS^W8T=`26Al zZzS)f-Row3{Sz0k6NG%)SGP(fJy`d3?`&{K_Qa9)RU;iIrkx9_Ux}{;?(_{042|~n z4h@X<4z5fm{#^UylxNth1KzT<`={N1e873Y-J#)h^5RLa?{h=UsT~6*f*n}QXgc(( zkM4TP2mZ%LKVTnrk^751ZXZUlBfU9(n0EeHy{_RD-X|e+zSesAW6o=AvEi})^eN6y z()aBDZRgAJs=da%0kh>>SL{+)(hvHA9_jF%O_y|k7kORL+sEE~ZkLCaM z@7wKXHC67)6VlGPGaow?!0)cgrQP+-Kkqn?hfV}}r9-CSjfMBesuF$6@&mcC!O?-C z!GVbLWcbebMe(YpYmSAq#CI&IRsy z&Rexr(dA={2S%4ioR{3Eomb;kiP8MB{s9DOasTkr2-a`C^BW)z7^pwI=cA#^-5KxH zf}u#s6XFdg|0nut_%`H`tvWVZ?R>NP?g$vCns4R3R2Q5-IyX2k)Z%rNq^;Vy*uBvC zMQv3*k|{@HRM>GSKT?ffe6e$HZB<0#cVe~kg!`a#Q*Bkk!m=d;y~uV>KU(WNnqWlS zli@1IRIjhT38!#zHdE#PDfYeCkJ-k3%X)|LdisYyQWafS^9`I*9E&k;w92`u=5N)v zLQp{2$|~o_(HA0LK{X%OJ6sh$E&iR@m)J^6`v;Gc<1#wh+qbOB8L$3f^e-{<=269T zp(^yF=xNd4z?|cIs+?=0--<}F1MI8Zr>nnTjUrCiEsI|>NMd7^`%3&9wP)izS^d7G zpHxN`+CMy4<(^sldYsWh%llZw&C%PVfZ6!4JcZuj;rz;~=ojn$Tz3f?j5Nm;RiVe3 z+8GB*FnxHss;asezcl_e7CYu4zN5qW!7AsM)!(jOhiA2tbVfvwR}EA-=fs|``F#xB zxn&`^Gv&ON{N-KY7vf=j{hpqbMSyn*YU)HC#KCz#F@)~+6fou%_jiiM0f_*5oUW6m zL)u7J%6Sm1xq+|9kKp7UOrX>OAOK%o2hh71un9yW7((QV*fVJYS%0L$nN1-8FQAQ3 z9r3?*;y9Vk6qxcMcO!rW|59i6^b*pe^O?oX?)~oTLYoR~kkbI10nfB|^U!tf^X_Xr zM4>QwF675>v=4CTPJuQbcfXbjg)y7+^}DaT>n*~}76{y^+Y?xcBl?b%^F#N^&^ryG zdQSL>-T{J%sdaYShrVIsVG4ifOMoT>XyfG@0IXLttoj3jX$ZNHDFiS|0nQ%)57`Nk z@kKTZX(-g6L*<(QWB}uO3j67>L<1e@OtMQR1?c&vLQ4Ql`qHp2ZeUc4K0UO_eZ~Er z2HGwSM+1E$^d#SawG^uZh?AuOYEH4=$KAj3I^u(THXlX;CyBp7$xZGL+=8AWS~d}A zx2N3ogx+ox#w4t&UNz)P$k$I1-nuMw88{AJkVQcp6i`iQhqc~JI8@P9n~p^7GodW7 zdk5d#fCSvEpd9j`{!k=AAW%Kb;9Y}F6$N)Z^u?4LB}t2f84>ai?jOq!SP$2){;RmBz_PC|NnW7FrZNw^; ztsWUJ^snfh*G;M|Vu9SdKdHNE_8Q`DnM_|Ml5PKYm4k#k}%HvV2HvlB6W zCH!{u!MGFZ<7WWOFUFq2>JTAJIp2z096JX`I6IFGhsQ^xkq9hYX9nL(oV~%>lyKbk zj#TvC`pa4#3dfxEaVBHNnhL4VS&^4&P&@iI{)gm)pZy_lsG}A7U0?IqUik3g&dkVY zD)dy;r2c@SQBy4ZBX*Sghw5jViN1w_n%PwNvHI7KxQ+QN^gMVRx;=WA!UO#&=dZP= zP9{>50Bw{aCw(dB>b*|?)NQeX6H|`&kYGY8{D<^gbH9$FT--a-FH?n@1e@@Ub4TK- zmNTTk^Cz&{x2E2^KlVA=*FHDX2VMTs^x_c@)Hu;)y&kFLDd#uM&(FIu<|G3<=sW+Z z(3zG#JRXEf!$H2JqP-l?gY zO3;oF)2KQ8gv*-?HzYRhc@>ZWQ>2i}!r^84l(Vtnn^RAX1AP04XJGd1tj~1+Bzr7&jtpW#g)m6ru_~0yJ{J5dzAF{l>6sh?rVKq zCaG^Q<@~zwM{@`T^X?N!k1tpgzC2ZZPIB$8=K^C!hf~gYx|sbjDu3xfenqcGxNLMF z>3#M~Hm6)FXGNhNNpzj5a2ac7!c2Br{rXQ`DxF0fT%;LYjl+7Y(K zT(7rGCfF046mwHf;nvBIblwerkfC2p{>#F9B^4umy(#yNW#_x!k5xHCssDU+j~hOE znzI>*3Hk@5v)X+US51H7e22()I6vTxrY7B&c(ip-e82eC`i0cYFUNnE`tTFxx#h*l zg|}xsdeoQW)paFI?c?fH{HFL<>V5*Q&h;LThvW4wZ%<8K6T3h0z8mVR>jOCKgK542 zUf-GgQL?(u|D?a~1aK3dmvD81kE`>x6o4%=k_ufu^Y6L8C#nj-|6a-2!_!{r`F$K= zUp;_`=7)z?r<`{u|9+oGP-cQ0i$P0xF(7;z1E*5IYrbx7%PX;}X@02DBJ5QoovTK= zR*iJ88tGXzGJjRdIi>#j{MFDxvB*^DXHgTsvc_rZTb3JGGU`K}LTM96AFjEro^2Xl z*55w_D<(fO_i}b)PH|3eY0AB={;MtL5RF|vJi0i)DiwNj>R+>L#N^oG5yA5ji|JWL z^QGCBcy6_~WEcdR3caz*%^x8o8W{ztkEWbU8XoH;Iv>?`^Vl1E-;n;nUT@a0?Y(?% zY`B-ry6>-_cdo^^0I-W0DffZI&AVS3uQJZLS4=5Ho=={&*DrYCiYy&jQqCEBJhb2$ z6kGrB>QvzCk0uwT8#zB_a>_90*t@9 zf7KBCpvJk#J=b|+JBMjijq{ZIkn`)>s%n21t*&vt?3xFoPbaJD z17It(h!l*(z~*b5FV|H~3L=`h0v}5OFB$10Fy9}u5zvZ+*Q);&+h_$IbKW~A2n zRrMJtimDiUq2O3=%aQP+%)6?ZSVk#JL(P!*x>NKLcb)2aX86vonX77z-jvCcjIN8mqxq>nhu)cN?Q3MZ7>nN*Vaf9J{i(8-Y%9)5_w($GWbYc34U%-0ZNBNGcT~@!tRU4z0c>X;ZQ3 zfTIcrNN!i9Z|rlCMB1INA10sx+0;6<<{vbk%y148sWFGGDo#lf^3`m3H^=g(<(PHp z$@=#QC(1hJ1P#;sku>x93DbMby5?G~GX==u9p)5%&5c2q5f#0OR#VJ-E4z z0tIDZlZ+jFIX`2PtBVKyhr+{vQ=7^FQVw3ld7~y^)6W%$CZ5UJtv^sbyriwBP(NAL zItkY3-RUfXWp8xAYf>VM5yfD*Jp zg#z_KmYW*1kOw0*8x)(Rw<6lZ!#BIb{M!n8t2$b*!ubR2bpccF4o@A8o+@f)jW`_!X2X zz(n5T*a=4Kx9du!*O*IBDmJ-@?2RWCKRgM7;=eIz9l2AD;XiM>K36>CcxEG~gTnxh z#MOAgp9O9Tq*q8;9vB0KB9R6}72l1D2kIrrDzUN*MIb8mI&ceTQ@IS5_asB$u@Gjb zR;Sxe)NKA-vH8GgoxBY8IwuJ<>9Ri$*Fz-b>?3m=GeAkbqYj?~Um6VoJnw>mEa#2S z71L}E6Fs?j=)!1{(Eiri2|W~PKz%6x1P2RWvb3B!99@<0@L$SY?3fYu+G8gdGYyC- zXD=KSP%(gW2jnROWwqk4}{5-fA3XPxl`QkoKL8S+@QKNQ*oRj%J)9c6|A-iI}3U^4p;n&d! zi8Bn2ps^gd@6*-olm-h$6J44FkNAlyuEUVhb5!`CaG0bfr>%{b=@XOXA&i}EQz=`( zyR;v2x-{`1%^bO=IK$k1+xq$@{~0npa0TI(`qr6S))Wc$GA0D0buyJvK27TIp|r`V zF(BCB3v9hQ%W+(hC1HlhgcYht9YUg-9^|l_{0@H%krrL6Qy27<7H9T7rMPakT zqmV=Zy)UDbnSg!L#EOQn2+CCWVYJDCixNPzAQGg;d`!*KG0dJr{v!3LjCRyxS1oQg z1xU~{6gDlV6?ZfJrxoXXhFNV}nxYp*&|sWO!B_S^1}D&9%Gkkx)I%AVP4IzG5Q1Qz zz)*DKsY7yVDah+GpB-4&e7Jt!h}QOL&9+ob0QR$s$TaXJr4D{`A|~Ar%j_@1oK>mA zFgZdtyQ<3$98H>^pH|#^I_F#1N)>ysc{D-U7N>T|aH6PP*dT~-CJCjNftRmFm z9I+>1-ep#k^@D0GD%ugV%7eawFpEzww)fWY2GlaswD(l#{Y_4wlx>L%hlmX9XHcOI zonVuy`!u!_E5g>q8fXw0$*YLFDOpLSLVBB-{DtE5gMB7pKd9Q#Sui#U8L-QV*6B2N zYr&ZwV)M!}D(i;j_$I}C`U}NtXCgoZ)-u!(Ny}&LxDm3mP@#-W!WagvGhrS+VO`qn zaYpgO=9;_KH_o#>t5=~9bz`s%DVxuf#9d~piYn$yK&##EKXdgN#RHm9Gs?A64I_eR z2QpL7EZ(<|j1_T0j)e)Zp>gfflZYf!P)QG<#V2DnVK(NN$Gc}1=QOZP3>1RS9wUg< zW2T=~Jf_;kh>J*Y9XzB8f)FV!dcmTUqbt=V%=_!oJnd zYntqv;;}fPOCp#{>?AWSq?oy4faXCwwCZl$O?iIHQc zqWZ{h^EXve;DW?F1qywI5UB^}G7AXExiE|rts)^F^ko5>FavS~H~~gUS?hopaeylT zXP!U1_>puHEk#|FlmlT-Jy)GHyPs41R5N0O4MS$M6n?-<;n1dYiYMzsxFow;(=N3OU8Er(xD5i}QX9C4i8`|^cnsbZuXVyUr zloSw*xTw`APIVISL4+C$jb^vgG;f|;OsCP4m{%z^G8Q?YwsVY}S8O#SUtOOv|9xI@ z*Z(9tP^p_}CnSZrx(-T&_pqsz76B6UM;EDp1}JAjs`@BW&z2+p3QQ-~jO1%g=6}vB z?lW`ShLLuydfvJ7C*Z`Dpy6Ys5BNJZig^%7!$M< zVh3u{R2_5%Xd2YkMK};lX?bGqy|6gf{N=*p^d`dn=xH_!c##F8+>&P3i;5p)cu50r z7smyq*7Y-oo3u9rhprKMZEzwjDDWwK~`PL^6n+n{) zMkOcJ7Y?)d;^INjxYK;=;^Hh*b4hV_eKe_!OR*oyiW*0A&?UvG-E0r(NY!jYE{%bn zA?s9mxHGL3s4788)D~%_?cL_&ONx88fiN*CumY04oQ>^0huf zSiHN_+fK+n1WlO!34t!>ZU- zatw0QV9`3$w5~YH*2krX5;$Et@9;6gnd^!NOaeSG0MZSF1*Q8e?=nAHSG?JL>9S(` z$58X^9Z-$ja!m;pEM$Z{2+3Ld!scgSwvv>Da)#{h5{L_skB9@fR4+E|U&55IUr81x zea9A^3gK!a;FO?c!1B`WSv!zylhuzj0)|WWcSsM22K~iIxFULM3eQ_hO`Ro1kb?wZ0qzLa&Z)bH|s9$2MZgP=TOec}=Xf-5h#(v9&RYSHUnW zU&bH%Wj0)1++}|@j{FJEAAy$vUyyGUliVY_OsLNW2fATUVQJYDG4EVnRA#qbQ6smH zX$g=7Xo~#==}L20nj(_uE7U38n;?&6RT9Su#Uo!B>Cv;{dc;=th24p|^DPjfNz$~e z3AGX>52PMd3Y)Q)=9tshMW@=4(epap5|-uMHPDsj?kkG3T=wAauPDwp3$84FYkC3` zq})UKX?7~olweS1h#B@BG?U#>-21R-a+_YwfrQ~9ApoK-Hrjqhf<7XIM#nhu1}k>5 zrt0tv_r+%dGrebk?H<}tte;BE$){|6SWS!V+5tNuw!ljpiu98H|J69D)KO82k zg8pM4U~HhZ)sARn)B^{A05?pBmBSSDlsMKgf+zwt5#EweTy=GE;{h^1Xb|>;mMTRF ztb~>i(dXM0dtGBxk6e3BHioOu60@{j<;V>}^OFQhUvOSS?yyf8cARCfQ zQ6NN^;4Z@Ilh{0YL-7MgDelg%2}rV`?BjKE2>CaH zW*9|n3Bnh+gg2Y>B52@xPea8bU!{V1BmZ^VwmNBoYg`Rt9wN$!+b`1DIajMU=oH%*m(VfCRgd;pIcCmI#%x;l^U~%=tXZ)MXNpC_6d5n#D=o}(A-!RpV$dhHl6}Fp2=wqkvfH~ks2H^R7Wp^|)!6 zFg6S7iLXQmWQV|-2#8M(+5O3(WC&(;*4pHAU#pq)?Zp$i^mA}I`~{SQFkR;u z92Llgv0jb!5|K~^K@;Z97dff;;qAq#NgQRRl_^M=$*$d0oHs+E1>}OjA1fuk?$2P` z3pzOKD6VU25;;-l=maRm93YQ*|EA)U1IVqHeFG#SKt9#$fOY~*(;-!q zjWO|dHM3?Dhb_n{779dxtN@ge6ebdln#r4sS#$K}V$Z=L#15ezVg zo6G#6qW>964jCl80CnYtB6YvnT%0qrPId%1qkK8&Y=bm)f{H{tAOlcELT6^*QJixm zw1F`~pz;ZPVN4>5I&mN%MJ!D;!3<&d;5RB2()f-?$}Q=9W#+>gn1gjOSKd*aG)vY+ zhZBgYyhHYk=OtQae%KTy%pfdCNV~w6sW@zf!E6b#e3XUOzf8+GQi{5HDFf2d&VG8E3A%H_W2>C0m=cjvQKPm z#x)`P^N_DgVWpGI1f=HQ|-9L#!=B zeQ?gfCW3ar8sB@?`4k{Zr+AnlUoJzObl8{G;X3MyJ2a65N}riu-c=kcFf_pvc!`hz zQ0%V*^Awg16ShL{17w8_goc;`zPEIL0M5WJ7!$lHR1#FwE5bNh0apbF5qRQJ^45aM zC^7-O@9K=eIOyyAY<<&0`&|+|CzPf5yYFu!s0uk^@t^?m5>O17M3@r|gGCQ~;v?=U zrcs5uE{Ao>H#W=fDekhjXl|>Z6r^W=Kws?{NC>@w)B?wL+SvYkihDQKV>lElP<@Ny zKIkvzXMT83addV~0<1(70a0VE{*>X5Fa)}ewAElgnib>4nTt{LMEuzg_yK?+yZkW0 zegGtD8SBbGR^>+V0MJx&bD5*hwCV&eL>vgVS!AhYC_YCIIyeP4HTv3ni|HeX3IiJ$ z1+9*{(fT3^4_YgVepjxker)Y44}*vhH2)YHKORQN4)Y^42+u~%8TS?sU4owrwB+m? z0EEG?bdS2e;}T5(Yk(K*BVr}~yKPX5txJrPjqHC0PKJ@}8C*CWL;OE%-3h#%XH_r$ zyQgzba`s7baxyke+q4!Cdt~-{$>7pz4GRFkG9;x zEg=F&QO#B;OED)y@k(?jd@rAe{1BV#CWKpbl+d`XmmD2iXZu`($wJhHC|797XSw;e zM~|6L@0gdT6tVY5RE4(M8O*qlP|cSFs#e=Og6d5B$}9xDb`z?T$Z46z03Gfq3kxWO z7-xkf?Pd|Ie2Jl>ikQ}JsvLRGXvM+FAv#gni8WU*2)8AR1;(?Pf7@=#P-ca-d-s*M zy=S!QknM>v?gt(HEGVdj96b}8P*Ji=>%?M)-BVMB-tH}X-b+P(=a+tZwr9oVXZ&q5 zMh4&l|Ey|nRe#2jtN=RG0IJo?r`|g{YbXUWMe31V2b%Yd)?N;Iq+0CD0gH{;Mqw+F zi5FlazL2(RFy0Xq&2xhCMrEXB=le!iUn1}MJc14#xpSp^oylp5O1gBj1$hOT5d-;d z1aV%ExP0J!qg}z>@|fQlZ7whVozYDfMT^C$L|3GfYFGI%S&JtTsF^U!NpW8mzkjqt zPeWD7Vn7n1W{dooSb5_8qXQR#Eh#=Zg;(;o3hJ&W$eG`@EM)=c-}C;_^;;D6aMGFB zk{ocj^?36R%CB^g?Vk;X<)N?s^xV3*>2iq`i*KFRzy?s2&M(eI9)d=r#`fQ%)9 z1>F+=LdrGJJrJSdsSe8ji6u@#LtoCX3yjz7r;K_+IjoS?kv4@OVHB*^Azo~2-|Du2WY2B`TG zXo_@J#4*J-SB-R&s=Hk#&lR$I9xPn_1r*r2rj(RNO&=30pe`4wY81SLjVxAD#3uI7 zLkPi@25Wj_(xe(Lfuw0RJ{5Y1{0euuLCVD>NjE?>5UjM6>v^C(;2Q&puNiU}-vk_G zEFvQlZC{9JX9=lC^VH40jt0tyG?EmoTRt?pm^o65d4GgLn~ek6y6Pu9TFjuK*?OPQ z5y4+rre!(K)4EIPt)Tdjy4qu6MrIEb6E3{D`r}Zs&EU~)qDQ2{8Q*7b`L7@Htv;Xp z5OACO!_k)c8HFd4i12YTeN@dKS{|8%Ram*o z?zO;<045dSJPUpRDVbiph=S_c-k0_wagjIWVe;_;)6eB{(cg3=JPTtj;cs*S3_wOG zPyeIQl}~}9igL+F03}fS8IWwxG%^qnQWk*pu`5LuqkG|`%Glf~yawJSf@vSEJM_xs ze>}SJxl2;qOD?Q#&11u*MbE~%RVx?cryy1 zBCG{wt3C#%SWSf~b6Q|~qlZ2+np=WAp%!A$aUR%Re)c1y3+Iy{BqrybLm3~X=~RmT@%O1A#!Q4V404d8B<5JuR$E18&1*=>Qs+N8ka%Cf9pBhX(}Ez@YbY* z()r#`&*`toOkeqv(dx4LPe<3^G%?LrqP|H53+N?j2bDrwTQD~-T+iNqgf$uj!`!)r z&jd9YJ36oNhTHyh^ynvBsDMzxEjNn$OE6 zj=cSv?DFdWMzD)xfDSNPRA$C+8;$8BjJ(B0?`KHz@!86QdW;N1MW$r2zg^eFvCu+t7V(KAuNd5=qc* zM7!+05F}}sKnp{@GDhy4+jyU3!7=Yx3p zA~yS6&=(*a2l9Wwx2=E$v;E-A>9~x02eCYjKb?-ev+m1~vDS}Hhh4Nf6DS5T zgLKx>+5)viVMQvEm~@Szc^sl#_~)bZ6%1|-rwEs+C&uTNb`-C&$*~|{<*^i!q?8rL zxo~8k@{T_r&G~YjfBV(qWAWF{Ih|?&FzXUd1uhFi{|rlFaXVjI`a}-gyCvDX|ttTOD*jk<^y%9Kvt(aK%DK`^ zACKSVAT!$o-SVY0W7Dhd++XSGOB+G`k-r#SRvtI;@RBt6JLO4#ndzUQ zG^{FfW9*>42k=u6*b=X8Tjxw$QmZJ+8)32CKzLP^0Eo?05^>kKCYDxJ!p_2E zK+lrfkJ+bd$gX=2u3u1+G83)MZCFf@kMq_3GWp5Tz9W; z)WTa9w5Va({kuOoSKjie(aH??7?hw=RQOK4$85%ZbF2D%)bh^W`3wPrCB=Q**8e3L52gaD zD)G<>8Lk~W>ZdCg(ycOKA(!aZglN&Ol(pyB?Y6!B;^+?b#l!wstoF%R4Ydt`jamK@ zr~T>CC39ZzBH!lB)u%Y_Ri7RmvO3i;nv>{Qv5}``;8iWB5N6(-SJ+>ghY&^N*27WS za4LBOhZRLRFUdI%9*}(~)U4Y2t!S-;G%38D%bFM}3}hC7CS?uh>PM4*1dE0ZcRN^? zerB|Wy5K725c1@b1YVaC9T>A_%gEeydW@f4_L)jfKv0XkiGIgbF*#d4D}xvo(SV ze(1sosdoqA21*!7+1r)q6(tlVfBDy=M`t1~qNfcoqu8m7yy~-~xx*o}wl3?ca_z4* z9z04T(59T6{f8ESWvL@$WsJkk-!k*CujymN*>N{dB!KC#eoP#h$0uMBCdD`w2h;X2 zq=yRL+K|b`7SSt@`kT=uvmg(PU@UL~kq_)EzxFqyvyRA^R+xIV3PVA`BuodC0snDd zHN8&M9Wc7lLIYt8p0$!{EBSyHcLsd0o8bVIy5MVnGkX4WmHd)963aRZFrT@FjCW-I zuu8}M$zh-h0ALrj*5o~b%BWEU@!D1}xG&pfbtpK`8{g$`J~uk&hMNDyAtg1)8f!C8 za#W<~h1w#beRNiu^Md{)VN{`7vQ%Hxlbb2a|8{icwak&`H@(R@MuSVhDbmCs#u-jk zgOC=J6>`cn#1=FgDJSX)&?I)0U;Eq9x-E!8VqR7N3GGMC_SeP0hy3Xty+OJ1^P?@R zd(N=EV;E`jP}1$e@`lfk)?Sr`2&t&4_>^SF<5G*VZv^AS%$SA=-VoTTOHx6`4}Hy) z4}5;Kbt4<76)GR9L@ua8Pqt40mG61ymdJt}2*Z&o#>*0K=^&x*^&sLt<mRziI-TU9{%=hiBI`|*i43q<1(IXF0pSAQ zNm3Q>wFoh|q@|7)pf?K1?WR1Wn2TAjt$62^vZ1b2o z@dDn)_&5rC@p&hlRGOF@S7qgaFOAl(q93-dO5ksaamZGgUHkBOg7;s)G`jhgbS4RZ zIB5H1jm{)r=6<5y*^LE3ktL?MzZguWXe|ZK5=;?sTcsfo>P+BK%5^Eey3O1EakQ&^ z;~z%{HqNNJ(NZ9TEVAOn^yJVj$U<;I&mosBmwb72srEB!E5%8>>Ats5)LR9&726mM zgH=~U6L4rLmKDThb<`Aau}^IgL9W)X{0sFuS^)0VZh#8|RdE!GG`4Y~;9&Xmmq!Ol z7q(K-B2HFjzA}2zyiBMbZd=fG>{gZytB{aWu#VT{{>WRnXBvOwoB5=q!M$0qt_e%# zbzGReRN&s1CQqHfQxDsDXi2ZXXt9%&x(H+YC$krJDBu6eXxlt*LTOX#xk$YWN0Mfe zg3?2-Z}xndU5es5Ta|Z3kP}b5l%uz>F3;IkKpO6#$L($KNzopXlFrz88(0iFk+HPR zwX+ji#$@7BuY>dFqpEe{euy_eD1Y)*Es@HsSzcich2dT6L@IKeRU|@_F+h<3F$Di5 z-PFqs%Jp9xtt&73nk_5gQ(&vRXtZqu&D!&bToqcp)EXikT<#!oL@J6~$UWu@mi^8N=~~e0w>u&e!oEt%UY{(8S`?reciH+ncMklV4yp{H<6m z2AC?uQ`6gFw^x%{G-mB81bci3JC`?7?Mi{(2h`vE_0j5U3A?t%=410I`$Gj()ERV& z@%SYNkHG1LR^$!^u48dyhj%$0=8#uJoQ%j*r`%Z>tSi1*{z0Nuj0U*c&6LWgcGwl1ruP#Wz4j)&Qqq zRq-;;%lMb7M?#cy79b$iGoMed#g*G!QA-|Nko7$DWhm}1l;G!lbF@}6Ap@Bz~W@1Z^Ao_`wcxD-`@JyIr`_=pAqW?`KKV%#Vm;ad$= zaab6J70IlPw(`M$8a;j9-_w0V_(gi&oEcGw1Dpx>nzrMOQBS;&FM^XtEC{(X6A(?P zCHv@vAXl3(fqPYV%y&ve!3xf`r(Zj9Rzszo&pldh?Bqa~3xy>3*L)ZkQDFp9@u`K_ zvpO-%^e)?OaKdO*)Jj-{E7iM_AtG7w>x6H;7y?UI)E$lhRXcN??y|{gMNHbi3XpuV zEdADK+g8{>p?8ALJr`;(2?;G)wv6~!3aTy_v48!Dl zf%1-T888V|&0tl?ugvW->CwAUJYM}6^v~@c8J)lm@(>Y_qv_-)$&kSX-C79@khH5y z)uSlNA2>n#8pq6`<=Z>Bd7RDtrB#q;)BL`L!eu>CSU-_YDx~0v>M=*3BT&0zQ0$N@ zEz1>)rUBJa>PPTXYYt@PCcYx;BgwA;KgaoDUf~ zqc3K-FZj_ujo_;;b8ybp+XzAR48q*1>@RGooBI!!m;Ue3MH?o}Li(WN*9NIfHz_5# zRLV{RrF?wz!*kbUdHLp>is8IBm3Fcl^H%5-vV7bEgl+)5uQJoCL4lc3Zmau?>Q;VW z%flDLIbM6G(S7e&m=|M|{n z^Z9n-Zc*kHCFAPG^^r|^CJ$5WFIWA`Xx-yfAyH<-KdZDBXM-o;OxY|#s}l@{jy@C= z2DFJwU5yV#Ys>t?!Sa@W8Eu~>zoLV#WcLAuPFeHa(fR{5R-(QJ{Zrm%@z#gPu@O?c zAU!Ky9d_8M`mem?yQ8ztVH3`+0pyhHQiwz;#UkA9-dEo6-O;MEVhO=uInhvMnH)<3 zWKVhjcSpPDqtGh%g`0|_-g~jXi(P+B2G69T|D=sC*VXYX>KhG0O)0RX#@5`FEtw_F zB}HBRpfT0lEBBYcT{2Q|&Ce-%Y|aJ`-kn4$2y-XVMBqX^ypQ~y#Y|4yNsh@O)E5>& z$D{I@%8UvXW>6QNho~})O%<0hyhN*QO70>b8uKTeEug_)Oo^0UbvTTG%GCRF%RqipV8LkvO;7aA*kJ4 zO;#@c*U@9<9F|NI{jfz97B6r6*U^?E_7l;<562S~$uQ&=DJMW&Cm`(Ha-oO(j{UX+ zN2~$00<#bdhG*ARcu-OaD~qlixl=ZLe{{)wCT?s_?oS)4o>O%ZrB)t6shTYdYiA`! zq#XIb^)1FBCfl%V3H94!sKYph#DOqBH6=b8|W0%3Y;eWtPkaU3NaaVnusI@*hh@VovQb`tfG-Q!2>~ zsiVGNOo|W3UHN8jFbwbU_O$bJ$V_9a$g9|_l1=MSlyBy@W@gOuC>ZUzoo4G<$bj`# zeNSZ86?Dgn&`q7@q9ddTbws4i!1DN7E)rrSDEU)+Pe=~?6bLd>w3YqX*UY1v}gm^)?VCKj84&TLQ z^11S)ZnH&Q%n58&=aVI*lXm5jirWN&0d%{d$d1whh{Jd4iV!ZfYnpfY#%NTjE=TTg z;J6=TZZGDLa4UEpfv7c2zM}*MKQNC3IH9aDEdx|VuBh_hSnKbJp7B*u5~1?ZG+GEs9m31Ol3puiAv|P?lr?@^W=PdTBnY z)}#E6-H{b3IT8BAP!1vwgN$A2!2XLBIa-#|nm^mCB1)jF!eI`M0_6*zlj9RO<>&g% zOXrhl5?$gPl=)GLeQZuilKfa1jn6GSP0i;cA(9`YwYv5sBGE41{f`lI^$c7S@zn5Y z_jIV+TgrU=FrFhn`>^D2zNtg?wQ@^2SH+ZmT6tj4`4cp#H>EStY}l9Q%%x*^5x=O} zNpprAi5-QM#*L-0q-cdXyp~YQu8C&V#TDbwC(`bQ= z3Pxn6mbyV}##{^^}4n!m4Gu|vcTW)HeT7R@B zh(2*wq(6;@YO3_0WM13Jj0O;E?*nRUZk6WLeXTnQ2O_lsKSwftUn;@~!AdkH$s+Sm zqO2I|mXc1~ZnVdC3#+Q=EDC5y9n7JNF`TFAKia~A4m(P9uC+F6*wh|?lkg=|`H**~2_;hpO zycEDFst`)RxRyqlxJ~8|5z`cE*)LD1Jp%Ma6t>q4enl0C&$T?Rua#|$foutEfrvyn zi9K1Ws!Y{>C_bOoqR_BtJq#o{BsEBau}a+Vq1y_vu%FvXPY5jTw{Ye3Gu+zH_rH0C zy97CyH~GIk8Lkve;kkUOogfj-{_58r$>uz_qEWJ-01;_|M3QJfoKxlC)c|ANKl*^O zCE^zttnbUWnel?bbiVeC21IwQ$2Pe*b1X6oW7apA1f+eaJb=rA^3Iv&tat^`4u!aa~WkzaYWwyH@0EVV>b(Z0h zd&_&5G#M-RX@?EzRQAq8nG%sCfsDd|qV|?k)AZW-}6c}W6d=pr?Z_j*sbaf<283(j@y#1wQb7SBJ6hgoy z4mPSX0SbZESg&|YudF&q5@Jhh<04CfO&Ng6b7 z#|6>azP$2;hyviz81S2K3=AI@7r{^*1*owWwPA@jfG`<8#a>Q2=_xX!lr6@s+iTtz zr2`teYm$6kg9Y=7@&s)huI|Jy-_s?>HU)~qqkpznR9~il1Qe1otGP3S2P2XR#yo_J z@C?;;qOnRj7$r;z#fEyVlO;2y)vMk(!>xg1w_s!U))xk40V0~>!##DzgF(c<3 zgKy#4k_a!9!P<|8F7riq54~b6&%MbimG}CGPSTmL(zmlvL(a9y=0q+&-Nb{ z=-~ckWpj?Fs15Cu1FM>Yd5S{jl2QeraCa>}D@{i%jds=oiRVP}=sSm1Y_+K`ScO`r zZiDwsnbO9ElJa?r_mAD0{@_ihKxV-bJoPDO#1nr!bSnZh_J17Mk;_cUO8t?vt<+ah1y7~lpq@7jpO+l8&mgGKrJs_(_Hna=yBpX(+Ws8V9Y9Ky9{a~V;Az>VUZ~YoacSHJ0 z^v%{e`KvdAh24iH$8*Hx@7FdvOrqEcA4|`;m5BLgLXSz%)vDNLeWAqov^a~7+TJ?F z9s5YjG@7`EWDD>GHpmKKOJ#Xg6rji9NxBgb<+vRdv)YOX-Iq$N9@`w-#x2&@-2~o*w$R*l}kNE)rYh?=AJAX?v6XfhI?_bxf9=DW1rTY^I#-M00 z6O3n0lSo)^?x0o2jxY~ExN7dwoZZ~wJ2@jNcpvzYP|LH=Zq}CHy!PQG*S8Bv(BA2IXaSp z*YPF@aM#u#5@gsc?*~7vk$jB{lm{hwKC~J=y}T;#OG@ChEpK||?)A;1X6;r`$UIEP zRrD{P+k4ZB@;mFB3lG*W(8Edvw34U2VaT-1D>7vI8ni4ZQCpRiQq`n#-Z{<6`9TI9 zl9L2^dn!39Q3;MBWsgU*B&xW!^K?*RA;-VW_j8QR#~;l#2vTTOw5&IfuK(fn8S06f<2UAF@mo4ih zfNJW<^i~B;yGE6fEaU|9&{bWKrvd^XG%^IQzM`%G>8LEu*1}R)xR1%-+)dn8BZU6= zs0QJovTsAPX`}DK#1W!u3l27sOVifN?0|!X40v^U!-i&s@%NZUxLPe2tg(UFC>!8^ zXnMw?_ z%LRQBCE#almKXC-RJ#)UhLXsytJcu19lbaXq(h0vZTysc#3I;N`=v_jFYC70SEul$dLhk# zz^Yw0qw9>pSGUU=8Cv3JbSNi%wS}HX6u2l~R}+xR%CB#1R?nuR=&zP9OXgzb!yB8c zw4=o zTrbczsr7lo!HxN(cFHzlkj&hYe(b%4#5C=8mv?Pxp5@CwIE-r$GTEy-a~IrQ}B^4gWeHLQ} zdu!vt1u=7)kMb6^Y;!1l2tmeoL{Z2@L;~V@`Wn(gI~9<_3QI{b;~=roG=OT&aiVK_V<)I6k=RRi$OQU*; z`1)mJq$hlgXsetVclwk4;)ZcA`Jg4iIaS#)<0-Vlh31S!MJ0!swvv67trskM6HRyJsYx|+I8$Ec@9Z^1D^4d@~G|2_M^#-oJm&~ z=GNsXThikNCg9Pv>sfh}ET|?1QG{_CF`koBQ_7<<)sOPnh$!iYs^_viae26WZhJGg zLEEja8&=1a+KnS#Y??mFKFy#V&8jPd;&C#Ghx@e}wcmOgyg@aEl8je9mzPBuV`0m9 zq}JG9ZrjmpTH$x!$}2!FRKQW^ZskKenk~yzdg)oZMWQ7M=~+ogJDYRn%@2#V6rwUu zO-J?v9zvjqEaSwUZ{$e_3D*#49uUM4Gx;@+H^D7~Nb%A@ z`+53SD*N)Ooz3*-2y#F%kMo4hK(gGzW~DSWycC!=ZdreEbJ3ij!WkvE@XeNBl_y-> zTr%e?-wj_1{5o2g-7C2+ZdQ>@b#f_eh*T?j1Sg`tJ2jNO&2s1_fIx0ldhH?dF~myP z)CsYL>Ow`P(2usp{z0NN>G&e9CF0zwDteeIrmX&u1Izkd&E$3JFHp>Qq0qJP6M`-t zPm~DtHCrFfvj*7$czI-E5wz5LI?ut#^yR6$nhTbzL5Ub_%AyIWshRTTUCqildLX#x z-if$YA}OER)m*$Zf*mXZ1kQWcfwFpcvtcVyI^t+_c6{CiM&!^6w$zLVb~l?N z>|?C#X7`mpCbg%rf*yxo#BfP+qJ`(O60+kz?O`%w^j{X%M5}j7R~iV(Y6*t%6z2^0 zb_5aqpi{2LbZDonRKC5tIp@a2euPpq0YRz+BPC0nsj)jXM`%@qAueTREO`O|x2s4~ zU(w7-rwGdz*E&M740KBZf3~ zr~@YpWJyFrun}_UFx$XH`^123DwXNmEcEkI2aBE9y3OU;AqS0!mmjrPi29)a>xE=OMaP&9G5Bvxb62vnk~#=AME}IxtE1<^#?7GeeZva($lWR^EF6 z4NZF{^d$f_cH;j!*XB^2EQ_JL_jy{m&zfkou zkoCbvnPd$5GBbl`3IuZ-e*uFYkh^khQC8uTV$3~66|fSM)xkQ=p=RaMkZwvIg`kp> za>1eI@hFDvvl=PK;;XVRh95fAY<{xX;kjvI)&gchX_T0g!PA1RYHO%tkR`ER1lP1LIY|VS5bWPQ1iqklyrs;7_#D_a^>M>^;}4BbUPp!4goLy?#bI^)#Hbo zb2s@)49BH2_oQ1Sqi-BJG;Nj+yXX=@>gq~})Qh*?o;DQX%CE8Rd0RtGQ z6&4mh?_g$`6cI^B8JN{7*vf0CU<Ezg{AJ${Hy|&@4A=-5Q+;!fx?Zvd1b+oYIAOcx_S+RXn(MaZ7Be~> zQ5UhVC1?s_hz8yzEUdgbwu{LDX)B<8$K$fBO%aVk1yh+lEADwNB)W&%8_42P^=;A- zqdP5}ctM^Q%4{cUKvBJ`6or=YLgB=yW6v%>a9Oiu3%tWPfO1k$`~Z)L5F?24et1#a zN#!+{HHXS)FKaH}Zw`c~l2oj^-FhXrDPUAJwI|mSoFwZ!ZOHWd%axZ$g7*NEgv6y4 z9Y|M#&gq~E;kAm3dj7!hiiude+;CO1 zX}&fz#VV*yf1?se^~hN>8ffT&gNy>e#^jrS;z#`lj#!#UCou{-aR{f$hx9@;8O z$0$y@QA?4|M0RcIItIk6bRONDzg1b6BSS$Pilv2!QD(gomEQm5KsZ8q)}xyXma+^M zXXZ@($W_XV9^G8&n-lOgJ}IM+YLH$lVMAChafm??nsE2a;U3dm_zdb;&J;ugpmrmk z_mjz?0`a2l>V>5t7d$k@ENrMoprDU;-o`vgProM?U6X?CA0E>jv_v{n+9wPqOO&e~ z+pK<+x>{)$`?U|2S?Qh8J}<-&S2l*mF(=|xp76M4>#X!|5P_?PaOAz^XCBwwbcwxNeK=PI`dq>*d6Fcp z*>N*>39#h&2@^Z2M`0FW=i{3jk1&S>2;Ep#KFWoYEY-1*_25yvSEYfADa$kS)yg>C zK1L^e=yu$8><@I{JQpX$rdwb4zwQamQ&QTO2cMuYhnAuWNHTog#eaK(j9U|A+M{Z? zY6oHvBAtPMrdhxWPAX4iI+&v;&?ag_H%;D1w+pGjCY1-y0fx5#$;A{Rp}shMZs0kq zjGS?h=*%u6Wq!`~`p0Pf=eCXQd#_Jg=$DKzSRWpc8&Ql=rH}D#25o3+F1}}swxmjMSZ;Zf$43cQr z?{GPCU9)Cc$}JLyB30Rh?3DYiYd&&QAJZ2y%CGuQ)=4PM<6sIQzQ{v!=U#qIQs$2` zdA3mJ=*PM*cvj(q_bjHo>w58m!bl8=mY-%)e1CI8v+9T=CI+NiW|>S;SD!CEL6uNY z1p}C{H_{L`crcCst=+6jr>pQrSn1=kC)ofZ9_2nCz7hK28M1<69AS3%y zDB7pqm2xA4((%)zKKgQm_K=p=_)=f0B8RLu$FYXx9WQx!#pU(wGoT}yOX~7EHct>j zRx;V*>@oJdD^xh*z5Vm))}|l4sX2O+yGc|D5@2o(v33}a!-Z44QT zy3#zp9?NA4p}xdRZoav>eA5hE;C%E1gsQ@-w(b8{ACeY+_U7g?go8`e&>NE%NDFhN z8AY6gT<`6PIc~!hGj>pMzI^3o@;RVl>QFwxI>xg;?Z&5kg`PM|<3uSFy}GvfD(j^7 zDB@Yj=Ca?YzzBnsq2xgl6BZ#Gb!xy_8O0k5xq1qG4Qx3?pmkYJ%l95Bhg5t1SpW|} ziRFqW{wkoWP5qu!#dX#jQDOJqGWEpPrCC&#NpE2xbK|<4jqr&TZPJgJ$zEV8;Ci))xr9f(1z1FPYp(6nHd!Tai_61!U=X~5`Sq3t-j(s3Gd|cp{UJ7ZnoCgsP>}`o58;FTK|gMn zvv(>$o3na1466qqiY-88l5-zFXyoitzn5QrQnPoyiv7Y~H7n1??qC%(F}f^0E(&Uy z34PPb;N%q<88MxgAd5oj5%JTNhT5z>~9zK;(C^^AN7*TnedtiO?*5Y(fTfiwl z^5kagjG96JT=C-24wm0~a&yh5qyj2L#HIFW%$$MyMmZ09x1sUur!?Ejhko?oCFQM8 zY4+ZNPnjB{#|Y@k`(;AtnaYqi3aNTLs0e?Te$!oF@OQEkQXTYjz_mOP7mlR%vKY5j znz9YQ zCYD($??!WI@=O<=&Rx9Z#NFL7CT!a=5c!c)heJbi(bS%rSb|6rDdzw%ao8Y%7kBMh z<>2EL|jS(-Uj$uZ+7y(Udq%Tunb1$+i8*qj}1fz`PW#49k2;J-&Qrg=(7~%3rYX^gGHspV4f#HW4CtQ;Wwq_2Mg@*_@g; z$7+~_)$_G7k5ne{;vAY|Y#-uM1c(`qkuFuzR(m{|#&v(6vz%NMBsl0~DkI75oIpx6 zGC_zVE?tqx@o_$T+I@~&SAdOX>RSHmXzC+5xkLHVGn;Lf)gkOC5HtY)8{;AF?wmLt zsuS3%s%zD`XnIz&c?-DV)iQLFTm5po zXdm&cJU=bxyPDmV?>~$9nF2U+7!N>E_LXHnREHYGsCX3XBECHhEIjRIG3p{?PO6uw z2IMF{TWiC#x1;}|A~hTiw=7VFmIyfubB=pQkl;8cK=IAC^ z;2>=TpKTArp3~7G1}V++(&Tix=Go1`S(Z$1NfoY`t(Jc2vzx=RKb%f(_HwIkS1}V6 zNj<5~sdbv?8u&_lCWz3=pdmQH!|+D$9p68tN6IMXZ-Kp!ir54y!3I_%>EE|N)@~bRXM+Gb(DNFs=PLgD@k79s0$1igq zMOGGsCJMb8{|Gzsk#P)=3{%F>=$P`!B#TYRnzcqoVFVHJSDbPdCgl~Ip3B3;F^9-p z;#i3-4?efqI`0cy<#2E+*C)ymNk(T}Zjk}1tfxoAjCPumPhO5XKoLKB+T?H2HEBlT#KX`TZSWe8c5sJOZ7rr^VjJFFR zox_SY6H^h1QJh@4=Qr>K$Ouu&DjzBDIMQq_-#pSR?+nV|mgdGwGNh#XbuP-6M~((? zBva5s$D{I`Sv70d3XF)Z;BT9Bp=9E_I~0k|dX|b^95>z_YXlaE+E$0mg6` zggx}ILIazYUpd-r6ij?uWiL2wr?s}T1Z(J8229$Ef)1CI)s=y5L0LX`w7KyHYl3<- z_RKiM%_Mrein*oDh-dA7#dz)$np`WG?9C6+vlMbDNZwYiy0tkg4R+pT38@v^;;Ovt z)@Idph$7TyqRc7OvXovJnNeNo&7v_Lm8Te?2!Bb_sohX0W@cXH_bTJ`%ja%wR&G$) zgps7WYULqT;VCtkt#kK*a_+I_%~#17>RE`FK9LK0s=^XPp5vTWlQyU|pp*4*oMRTrDOhkJ z%Y%$^h@-eHWy3z(828zOCmD{=IT`hvg1D?6>Y{uD^kU zM+i$&&%9e}a=|GN(FrqoFix1T0O7O?zA!dI1jf+97$`6G%9=Zy^EQgc&CHycV2U6^CZz_2ok>$5n&J2d2BNBjs-DCg~IY{cQ*H5BQZk+z=H_6!XSMe z3?cNHESz=6U!!dWO51XxjzbamLU4(dJ;N)`FUhgblr%fUUr3X@v==43!_7$O5s!hZ&kI-=*7cK9+r@3!aDnTi}`mvr~ zUDGg>+f`He)$5kaez?H(Cs4gUKWW@dsgx4vE}DeHPkZR-bG(Twm*r_{eg*ouWM&wTFDOk+0GF*@x%m>b@lcflibM-+OnLx1MaS z+=#COA$}=I)GgaykV>AyGTI%Ne>vG)Qu9bsoLh0E8t!ll94ONSHJ5L_L+>cLfWw2R z8q(>xJ2T}GUhdT#Tv}G(Qk9+NM?M)cWw$JYBjzclybG@sqpZ8@DV)9z?u8)2fT;gG zKhBavnZ|OJJ|KFm^^+hWi|vZ9aa!`-<6-bVLz0Q#f}zi!YHof?9uY>REKUCNvOFE$ z%gC;1Yk6nSmw)sUOqukLuoL+_jBjdj0s?F#Jduc+Thu@0-qU*h??2tFdQNpAC99xb zXpp7@CA8huBFBakV|aSB13q7OrJj?;WO+^&4|;Sgg$yY$}X!aS*!+6BI- zRm*ekH5z1p_ubpPq;&6VR&4|`sD)et8ftRRCL?~gLul2EW!rttdxsnr#ABb3y?n!G zgKUdl&|L2Kh1)Vv7i;Ypmb1`FRKQ3<0he}(k=)ayqc-u`*7wAvy;3eyHF%rYBEHya zx^>Y>^HG?d2v_M5*SwNs7G(mdQ4j5#Z@;5UppwzpTp$Rh_MXvg0*1A(HNI!u63z1> zPMfQ7SRP_qR>r4t&tz3v0*HtH&~AMG4k8hR`AK{EXwTGqIs5)*uH5$v4=;%rA4lX# zkukY9Q`S3p7$HSRYS31U2eqlm)5g+-Nh0r+m*3xP?k+h{-gSTTvTIN2w>1F; zgOd3%htQRLBENJr;}#sKvTpZ=Ex{5Hs=8{O`K1pu50wjE*u2(rA!+cYNSB$$+syT7 zv2rML)T=UNfKdcTeBlAH5IxX=SW?uVSgj_Dm?I#kWX{{5gfmz7SYp-Ht7oFAwGuis zMGbKW73kAm)ZDzpyOl|T+fDZGDgWg~&9k=HfPz5IvvC+QPF|V3OmEMMTGggJ=f%yj zIdq2y_^_uqlDEkk zvW$dsUxiCf@zcG;L7ZLGk2pq>hD{Gkc+GvlSHNzMIc<%K?mm} z8B{GoEn;3|p|nP7(t(2}Nm?vdZkVrgRie_8rMVzaF3E8c!Rc!fD914V_W9&3P;ku$%wBLEp0koVi&a%TaaxDWK@wTWqt z46?vX%Lv77Ex)kRS1ouD)hsOaX*4shtn(FI!*Utld^4M#QCL1!e7L zIb1R}Uk173ZI#Eqyt(8V5Ktk5N)j1b56_oa2yW2;3l^Y31OUg-_D4(*K}@z+?9eQ; z51B)7aREMLN##Gkyjit1NC5Z+lHMx^8$+$MhzOF{lfkpb@<%Ukb}i5Bl<+|@7DUZ* z?kk#A<(gMCZ`mBSfB+&Iii_&Csc?aTbnnJ!L%q=VUSU|dGV*ZC=uf-$lyhI%tU4Sy zw4OrOAH8H%u4(^Fm4_aK27^ij9S4O1z!9Xgv+|5rVpBi=%4T`U$h%+J+^cfsI`Gc9 zg52C$E@zK4-QrZ^qg3FgvF-a$7RJ z9>u2QzBV`o7uIan+kRxLw)D`rz4dj?>&oEu&C-O|s@HpD%2^;R?(JmVAShC8 z6H**vGnMaMxYX9$`wN0p(;pJ(lJuI7;c4=)3ltsZ(81U z-<$HAH@M`FzoGfT)szIan^&7TA&0PD zl>o0Q@v1Qx*;Hj4X*`zdm*+gx+-dn@owx;ORO77`ED7$ipQKfZyer~0h#Cz*Bvj*- z&pgyTZZ;!4EGWCe!fKbt|G0s&N+{&g`rqJXb=v4qq5E7e4Ypb^WXL&RLQ>U-lsS$} zfLJW@RyOv&u&Uk#w}laqX*)#N+q)k%kYT-YsxqIaXovet?#%^2D~^xUejHu zN28yQdt;xnedPcm1A;Qz3-e_%3A%^;HtIX4^Mv z9xk6BHJfLn`zK#YoOO_>Q+71XgBwk9jjhUQ>wMZ`{e-k?YUs3B_MxWPNsKh?ksy>z zxeZUoiq9&|)^&AWIe9NLHZ7d_rCv4M%Cie?f#Zu6-j4PLc*B}ud#Eq}8=vqiO7l~f z=;#x)*{gc61402X1ho+1JZ@68=GyWNZZeee94zk73YZD(c?;O>iXuPt7F=CZdmU+=8%?DADZgI?!Ij-=~X zNXcpE}AK~|3A%< z!^qdUE^x{(?YiLTfO*#;^Ai(Z*mY{paB$#7i+a2Li?8sXVsx#IMOkEj#fCH8pKmVf zY+Yl~kG#FR_m1(~d;Pq9%J1B%Z(nv+dEPHH|Ja-E>@T1D`DX6SbAPe9v9t8g`rYoI zE$Vc(4?BOq_+xJ@@B5|Z8S{hK%Yqj#oox3L6jirLWP#%vD_lfs0-|u|&;bR9H&)&$LpxUfDJkc^y@9{C zg}wXvK&q&eB5kYRymQrALIYYEudhzU=KR$F!a{2D2sJ2m4ga=3G&Zm0e2bDF!5vW#% zzuc@bd1(9}LPjYQJgSpy5x8d_LxGNA*S=L4ed;ao2!N4+mT)s}l3eCGC_`1nvpj#P z3xxmyKM~}G?4g>^Y=7!A(UM<3)^>ujU~j-zJ*MM=b(?hpmllC)rKG8w$TW014t1cT zwT2})Srk}~S31^@_Sv*@n*;~<>MarD(h9O7&Xtwj$wkA7J^SZ@Tg8&$MA(o|1B=BI zK?H?|e;-cN!p^_<`qPsTnlg|fr@o-bP)+-uBqk}oz9&U08|4Q}`mm+GJTnOWaHql4 zQeVi?zI9^n;dzi=?=w9KxpA`kxtT!{M80CIKb*)H;lXB~tRo{@kKtRtfxE?@tZW|e_Aor!1} z@y|T%mJe6gfa&m0TLBwr>A^G#3;U4KTGjS@8DvVyu7s7!>v5K+{nuv0W;O%=BGj7w za@y)vDSSj2zHVD_-+t-;stG`Oi|T;P#kE{Id8;=_Am&Y$r_A9TI68GoDbOyD9PK}{ zrLwy9X2o-wz9=&nZ#!)HUe(Fm9B0HwHGwf)>lk)sHpTff4E&g=fcQoABV+gxHIs() z{;K1}Wiyh5rb^Fa-zG!}7_AQBB>cw$FwnpXTYCS_>7ATycSzZcM`m{$Be)Db3hO3pq0JBmWq-gvRlqZE%khrqs zdNAAuCSwh$m+E!;3oNbt?c18W=2?>5fLjN<+POKm%3=Et2*8BeWo9r@)rIMWowkRe z`b*1RmzvzUKRE>?TU~r(wI3LJv%j@2*8RMv(Y1)ip)P2WCoe@axlN~uuZ&&`OhLqiOO*5ZY z9j4#srQ-ncV(>X%b%c5Qaa=yaBujEegr`k2A}t5cy=+0Do{ta2m!D_Y7Bh{1)kSCU zfqO*B6m&J4mKE=4c35%VqTm?e0MVBnXT5y4$`_#;D0Ff(Q_^0u zS_xEVNIjA%l}M#hLOsC{UG@4SEitDLd6%`q&qMpm`gb)`%Og8cJb5<~P;XMMdslPrMmH7ZATO*t z_r{V0o4<(j+7cEuFM3yVW%<~It5pBv$bXh%c>lwZtwU$?ydH=C_Dk*y;12zb4(nqoQ<9(Pg? z)=tZq_Nhiy1DUW4&1+GR$G{w@9hIgAY`=8QG;^zB7vT!0Qo=EGg_rWgGtF&Ff4|e4 z{7$zQ*8fYrzh8Ui!)KbOb*9hnb}y~3UH#E=;k%o2JKrwXzPmZlSzdl5e+Uoqjgc1_=Xdvh2Ohx5;NW{NuxCl@0G}&hqba2~0ls#UwGEnKjJZrk^hyW^_5su4N zMFmf3)@|G09aYfwZufDn9a?weC;epS?%^T<+PnMM3x?~b7oFE1o<4En&eO;5x%Jqc zM~)AdY+T<9Nts(xzW1SK?f&PVch(&}ms#@C=eM6(GrMGMZ-SSjAH&Z2HN6S-H22M> zdJ}1C`5miI{=??*RFC3NhnRlj51W5ly?W>Ab?p_-J$Lna*$3NgJon7|KHQw`m zI%?*#FFLlsvN1OLwzJ%OAu~XwcX=B}% z*eVTxNfEEDV7n6&U0(nmVXbXdSt%!|^WvQ{^C!*6mtp8^ow_8kH#L3ctAElwv9ogJ zro$V1B6N1^4n+P>?S-P?Dk40iY{Khf+s zccBbs%Gf3E*yA0Qy7*an(kGe=7pKIw>h98QXCC}Sv$}iXIo>mj(;n3cONf*_-D;e^`?N({LeRQ%8UQJId_fnHaANRysvWjdZocc`TCzV=afJG z^XBGd+q&JyK607fbw5!q{2$F5hqHr;^=+lRVSo9f|Ixg5=`_=}Rk#(;t}iEk(G`C5 zFPfk0O?CF4IsY%4sm`(=W4$*{b-LSk4|{K1^!qMIu3o77{z0S@&1Xk901y5$OzTtc8XePvxC+TGoDbm>k`DG6Cb` zpO!|u<%^$gwm&zcW4TIFS*W-}Tp9`mZ^QHQY-N3MU<0kp>`KAcyxN5iW_x-gGpKV?=b5VZ+ z2U8*qI~QM5e(|%-#<`zz!KUAz*s<%7{|-B!>woIZUw^jQ+<~uy&o$T2Jigm~QH8qh zt2@6@p8dJzopWdPCNJtv?b^N5L?VjS+x1E6;NLb+8m?ZpeQSO1VEbFkYyP&mh9G2p zJu=I_q3;&jHV*t9&njR1+vd5;CVNU^xly-{S%!1vsh@9tcjK}H`*xy)Sh}+@rR7Jh z`o^})#=o5D%*rn`7j>8A>i=GnDzl$xc5hw?zp)C{=^Py{b}Wnc9NE2n*PbJLw)@oV zzB4cXVzaihcxD2O-a35r*;kcc`upZ(mkfF=;_#PT5VylfJDmsM7<;@>ISiCvNb8&Y z56t?90Ot!6Z3ui~@`E>(TmEPB!sXFjW}(wsbJgcTT_kHEEE(SB$~W9Gf-D3ENZdOdFqS9L1tp=$Hjw2 z0U0#U(}|=we9!1a99UyPE3_qN`<5d<eiTYD3C zp15uA#jdga_AZE7lwS|x_fyWDAOBoFSW52%z2`rsCIxwB;elXzKQi7b24G?=WuuR`b&72{IHNuzKdAZ#U=f==ddH z)&E5UPs;)i3VrS8Ogn`0eJ4%a$&hu`_f;cSNE-=gdw2tGTbU zxOT$X;PQE@5AD}(@5p*o6^Rt}?%iMRH8&^?Yt;Z|gHGz_A zK>I+s^SjNcb>8V^W!d+dXRfT*9W433uKUB^Yu5Fj)$6~pyy1Jz%HGd)K2Uz?d(Eb^ zjS|z!w2aV_=!~%t##47(zV*H4U$?c_n|b7Vw`ZOI0n+d8^`Fw2*zv>n-g5l(uyf>_ zW#(TS;$po(t)Kd5uKm~M2RrSGdMq^FX}!XkU;2LYW1Z!MsOrwcnQr%p6B^E(c}%A~ z_v!nN+<9;Hw)KN@bpNE}-92?`xMb0EZ{oyV_Z+$V_^>~> zcA|gh@l)2QbJ9I|>kyD^n;0Cw`?foe52toLs=RAZPE7lr(q|@=yU+hXxp<GGzjvVQ)povHI4l$Vb?@n7hE zbkOUbc)@TdsySGE-?5XYj-R;u-g|Bxb{>18*E@ak-XK-Cf7c0Dn(6bO6L$}%W>@t) zw+&Y;T6%uBchBudhI5+_ZW;7$Id*#3-TtS=Wor z&-6NX4$tZJ_VoJq-g)HYaP@)Xo4UQ*Pn;Zfw(aS5jt@_DJ8y%WcMba=>ilxKZ*jS5 z$<<4iKeyXI^@7~y?$4DEE-p`4*1?1)AGqbjsS|hq@Nl|2QPxkFCwA7Bd#1}*r#=)I-+twhllfWaylsQY z=iPba^yy=F4+nNVanG@nciqbs7cDCrX3E+n669cT<)w0U z@T#fBW&M)!;o1HD{`K9-`;Xsw{K(1U!|u~RQNF#Tyt?zk@}o=3{#~!cz21vO?Su;7 z=)G=fCvZ*OqIRmBWHnwKKK2+j+hSSXzE^S^2ePFm6qM;52O?Q`YJ%Whe`^o=CH2ToY))Gv0vdS>g2@&lb~ z&KV3&-E%uPm^lCFVB)@GM^F3w#LW7>J8fRF>(PV3vAd6+u)S;Ffh^u8=9ct2F9^VN zyZ0UoUFvbH&hoA0_g9t+cm7Rhu=95`c#fUC+ci7?v-gUr?$m83?mT|)Ehp|vtE1b! z-Rn~-hZA=UOXquUnkze2l@*KncOE;!B#VaS=2c~1=ahg?f#X_fh8gTaq<+*Fh1G_%z>%|}RS~`L6>izo0 znmDH~tqIA|bBk-&9edD5R3?6!h2Pu#38mSs$5~hM>fL?f^zefIw9*cOTy*KN#}2wz-aqVJccNUkuIyVP_fHOP zJ95`uM~1UY{<6GwU0J(s^CWZudaM4lGsSynm*2R4s(b4AaC*ZP<@eT=6;o#%&#~b| zr+j8zxn|v&&X37vr`1S06~}HnA)GoBGyTrp!^v{h*=0p{>GJZlv&+l29UM#^4}y12 zzmKVo`T!sH$JE+>_o!H%6bN8iHk?{tE?@p2$NcfZ#MqO%ubTMpO# z2r>sH{1sY@X{KJ9@|PhHm%x zp#S_636}f6RDSfFa>qGu?oFTfF5!K2xawv7k4>K6pE`c(#9b#&-gEnKYV+gE@Z56G z(n~J9{#pIOmA4)_Z40-5w!He>^2$wIuA8RvQV%HH%hx>0HL$psp-vA8`s2gJztZ`+ za^Sr3#HB|zo%qEL(g}_ zROg3>{fVjW#EGMKyx{n$VRw3Y*?)dH{v5a^(oPQ_d+sGKttbDw&d-6y6T=Gz6OZY3 zZ#_1={`yb!UWGir;Dk)tc~j@d`xgGZ=Y=H5LsTqo&0uD>={9`d0 z$QZ6I|L6R2`_diPzqb3RiT;s5N9XacFQ+dkKfmN)uXp7{-`Rlv>t0{BY%GV)+T874 zKGC^D~OB<)=55>t`-ryzH8Z-Vv*ty16O;ys4a6_QB5VC1<)5G4VnoyRV%7bh&tIxp+U!I5wFh@7(i_?m&{}f`f@u_weUihrLx>rn>%o4Z!+T zr{BBx9&!0koj)ya+*%G!ZKyue+jQm=Tg&S1%@2yCf5a;zB>t!FHw?Sas1Ne{>ctS)8!%@oCP{pD4d_QTd5!RC}s>%#X$YwcE=N%|)T=inVP^*WcJr zj6C&g<+rz&3uY$tsQRZ)Kfqz9XUmtim-EkBB8ouLq79dJyGQOEPRy?E_HMaXVwo(P zciOGa<7tQOER{R>BZO(dI?yT zWLqH1wp_4jqL)x&3})?MdPyS*C4dqVYDj<(2ql4#gq9F4A(RjZX*cBkzkSBJdGEeo zfYHo3d#}CLx4!l5eb(vN*q!`*LW?~-)0Qth6q1t)36XIZ1s8-(VQO`^GELOBA`1Jv z^TX5W8DYGpgLGIv=YSBKhlRQ*>|hO0xDJ|SOLP3^_$b(t4<=n?H_x)I6)VfiE&=rM z(;I^KY|?BSJ@L>ueF5oiV?K3Fa3vdNJ)3&+v&stxr!(8uc5LeJ*_say|C9C1wviQ+ z<5X)Dt?Ag95BA(*J7(L=AZL%vw(-H+_Pg0Ocj)*C(Cf{=i;4aM@{?in>A~oJn>okM z=QI1x96NFd;2x*CnJ)acyv(!GC|hHr8*O6c`Y5^?d58!EF~3W!9NuV$kDvm%EJ(s) z@pZw~(IHBqQ03_8tL)K6TT(VPE!Ueq^AyW9+4qa&zm{}r8}tAd-Lu1f!2>b5s#IoZ z0Hp~>%&>FkT0^lpOm}Wx%dPSkr53Jy%pMqa?bJ#6;DPkr)R*1)eWL79QM|ElGU3#H z8;q`J);a>@RkF(WZTsfyN2Kz>j`Z7u4b668kR2h;8H{PPd*<0Gwdba4rv9@mmG0@B zi8huG{$76XxIs>@9vHGuIJ0Y8U&mVgi9=>~Nvqvfygi8W@5|@;?v>$>ZDE^DD6R^_ z8$q9b1=YR5|Jvp@n_o3Al|4R615X`*YOwm9z<$tXedVmF#w;&wUSJbOw@0a-PGLr{ z|II-PkVYx*jG}e@OlHHgwt0cwTe~ibe}HleCbV}dA4kuzjEnZLpEh&b;IAYF;lzGB z!b{SpdMCOd_zSG6XRUCI)nvleQ5uyQcbI;@Em~+djf;BMfyk+hh!Va;dhg2DMe!J7 z9y@0yoMq`ncKJXii|)O;HxEeemnn8@5jy(1_}~6@>;**2p9u4r-T%cKs(gtMLqcsZ4--f;3@XRo;JF?Y~tYo&>0qL?87~6&GZ}xS>>jc zRio;nNLFkbHsOFcT;H32Ek67!!MA{x&hC78UHLn9Zo8d4b$TXqfTYUc(C5KK43uvT z!^6_~_L8>ID_{>!_$08pC3eiDEO-|8wquE?Fsht9K!#G@C$dp~d@znHE80~{?5j1q zSitv~JDEl#`oN3AuiGJe*%>49=}a7UuVuHR;d7+;_Ohxz0dRCqu-)F;%N9>*nbLkF zR0V)v@i#8g3+fD=DfpNl#b2N_q;$#0JztOPpuMem!Z07+;V249X&a>NXmjtTJir)6 zTa-d;$J)(%TSsMYamWvXOzcr1^RwVWtKP@D%Hs&~#Tw-5>}>u!c+-Brj~zZsJP(UR zk*|!|0_HnBgV9W|P?&BH7M}1DiLku`hWttJd+XcRUa1(8&5z9_pEWGABlfcw2^z?n z_{NPfN5ATmVD3fs(}V2!>KhSY-X#}y z^{fWnQx}Gp+MNg6*kGhRcd#uSJ1t$dD6Z)2?ODazbR}%4u_nRvhuZKUNz}{G*k(Dn8zq4N-Y7K`{Z3JXS&M3pji7tFT3i~?qO5^dml`Ld!u6j(s zRe}k7iZesc_wa;&&q0{-I&wo)wu3sIZ$kF3x8;XfV_{B7<}nuk0q1#D$4A?g%@*cy&-- z_$!2&Dj{`Ec(|Q*Pjpy=WG{&ZYxXQ@BIJ8LAf2W0oXxA) z5W*i7_3^KQ*X%1t*&(@exhV`kxGMOmeZ~jVxV=|ohBQUlo?e`;r=u@FN--#+H?{TK zK}#$%?0KqfKHBc9I;?ug)-b(oOqI0 zjR4RO;+EC*ygi)h%rz5~9R8!MnELyn3= z0xKS8BUjkO9FC7-MM^FXv!yF+YVbd{Wrd9?j*H`I)E<3Gd{N^OcH0WOvalcwmSQlu zPjJkIws(h}&>AiO5~zavb>(Zbg|RWzqhF~jZrCrzpT?zAOW2KEP+<=+B2Y`{!F3db?Us`FO zubx&j{lHYVqj%l<&Q9vV;Ls=S7qG#q|FN?}1xjQc4%rAGkTt2g7(b8NP5{)suA8mT_YP|WC@Q%TcSJ_!%W~L`$jkdMN z4$n;v!+FX~(W1@vQjfh>F((Y$xfKf=AAEs5da`XVcE{=a0xl!o@O1F2!4;<%Bz2B$ z?FB{uXxI1JuZnYvu`!%o& z=*L&dLtijaRqn_HfJ2;agEN8t?PuG28*J8S#1dunEDUDVraZv6I8JwL+_;Wk?X%xE z23z~BCMbRj6eBSw$fcP1ISKfk20 zw=0ckvATOD*2!%AG_b1UuN`7 z)W-S$=rytn*7!&8qkK$BsY8fS$I4!ItHL;os@c817uuXDFN@RbJNh?C%RrL(#%4P! z=%dYp9aXE;=c|z5gs*}RI59i+7j3bz3norzoa;5xc)?1sr<^!5zEU>|h6F@rC4ioq z&s7l8%($|$vff)a8fkBCv7X8wLLa_`1I{{)t=AXBJMFkr?cK3AMpZ*^A(VRZ$G#uE zklw6ho4zRca}bMo#^u(v)uvbNH+E7_m_b}aWhSkh`nKJ))kaob!5W`S5?MtVnh)=Z z@3UvNT64`|VYnsAf~-BW)^;$1i@@&MZT3jj&Y-y98~kS0YRL&thY#BCw^{R40$ux4 zSPs?D+pT(hEEcN|n;`A{V{Se*?f^UJG<%?at>lHj2B+@`AE1M1d)GFh*&nGHN1kqz z(n-3rBTlyq>;4$z>u-w6Gwr3aH2!Jy2V~VVtiF{i0~SQbhTXfaHvShViLus429gjc@kl+rscbLKKZZJmLoX!x@ye zPg?#=n--<|)>+G$cG{%Mk@9NcJ$oD^TK$XE#h5*FlCQLz>U7RtKGXIJZnxoQStF{r z9ded64a*j5Qj+__Tv3Z%4)REA7&6)1S@sr5wv#=czI;{RAMK(6YsnST)hT&$c3AV^ zQv*i8PPV7dwv!fi9D7UPpfYShtVRh4z8P$fD$?EU-CNgdGG%4b!79UG6ynd;_4%rC z^T+0V0TDDTwN>ZX^~JxC5`T_jJQD}MDE^{VpKAjZ*(_%?y7NOSMvsa|+WWt}ex&{K zTw9czTsvW5fH)uTeVUCu&&JJQ;9;hd5?mGHh*WxFnfxn172eq0mH!~Bsz0BpfjFF&~+$a{!>KzUUjlgK?aJ26>Sn zD64^@^pUrO_VB)lB9+B2ueQrCwgtl)J)K`Q?;d129I$f@Ocj~#x1qgzvHg5mv4XYg z&Oa3oopDnpP9q&|LWK@5&)$Kp)~L80?GxbC@hx15+n2Q+L2V9WVsIVcRsAHNCiv|}!{nbVO3BSB@Dic{&6PwVOGIho|iPSwd< zPd<(RW3L(Bv5f<8<#yMl)|kZu(MiJ4KD?C8$cycy%WO=pYSPjn5rt|ne1u(cnRU&& zg99BGfyJHqs;`HirH6*;ZggB2P&9(NjD_2l&40x+X%yfcHsW#{RlE+Qx`+6fg)IDh z_+{Jwa@()^k#Nj`yW+T{Sw_E(ueTd7w~d9@_~HdoTK9ZB`oP9sVcRPvN9jGnh+QG7 zg46AxE9}Ik)w#kB>N25q^VfoZh9nX=KxV(ggOJiAUo}Bozia4>dyu0zLG?uNqAmLp zSUg*TkQR3C^&{kW{W%3j-HGbWaAW?2(mJs-^f1-9bbXgT37*iQReKh348Wpb(Pe=ZT16)TdDvqP-wDm$oQBm#fAuQ``= z!BG2z^qG`2k%(ft3n86nu>WwCtpbz}z1ohQJ2?*bOP3`q%e-P?`K%D&-{1#uFeslu>0B_W%vSYEU$XLX2Pn<4cL-U-VpqSVH& zj@9gehvB#^th9u~6X)2`&U*8++4t>}78%T4VLx-$T#kdNx(l)?tN5~Q&9z41p?)jn z_?vC}m)WcQsr~lL*4UJuG|w}m0+#OtS*h9(RPZpkYDgH>L>0p$tr$=&HDz>@?aQgd zLIgd5rTaZ(IICT2sbF-prGuyt#GEGigb@HJ8VD|)8)1*{g0oI9uUQ@gcd4VlW8<&0 z|H&1GPVw4mVaWKw+UspokevnGt;(mGZ2Jv1d|;7^%ZUA+5UU3%lz1vroygdbpOTrd zk0gWYrC$jqN};cw+QL8QQc_QycX@f3n!Or_&3`+(G56ez$6`u?*&F8O{}OIby^#Gh z%*7o(1AISv5vtzby()hvYXA4y`I!xlvuzKfxH%R4+}{7!^}}tS8|@E4h0VGNaz4Yp zeUshG#=3Q3%|aQwYuZ-R4>DPsc8gtudp&xKwbqY}ILsVv;4jhS1z9ruCjNCyIz2e{ zR`N?_R9*pX+ywL1Z_ykszRhmrkigBCUOOz#$5Zwi-1l}njkc%u$X9Jr6>?-QyShWW z!MbAISle&~bhGd^D;r*jqFfaf&w4~1L_#*WR~rmxu-f}nPA``2w!7!(Hw z?|?rR3#)Dpa;eR|x^*~o+TcFlveq!39R}@o_MKKA9&oW;d#9aImGA3bO?++X*|d#s zrphvQ$X&!=*6zK_u3(>G@4KzNP}bMowW)inX2+2hyY6oLaUC8tJ|FVQ^hvGl75bNO z|1+=o^0hq3&pw9TaF5Lk)2YE<++&Z02f{@wvI*_dUD9P0>GeIGr|5dw@NS+d3C#}h>r*<_>L|1LZD#(nlSN0W;FhKmQE9khFbfH(AgkHW6P(hq>wnOvc) z0w|@>^!pF`Wg$QK;sZ7|oXlaUN+=K8bE`J@b&752&zXu`*%|<3UBB)c^2*gWM%=*0 z^@FwtN9xu+Xv4?mhv)ulU@@CUWvf}Kj;=0#kx8Wozy6>-9UPlNT;I%fdh&lm;kZ3r zR^HJ&yJO|L&E9zDWuB5mY(8>oPt9L$TAJ+UF@Bd9) zorVKxDnoaroZbCH8(I5{AUEXiVHsY{@HQ~Ao1*X8n?JOk(c6PGq)^rF$nD`d(YQ=@ z6Z~ntb`0W)^KH%JHnHk<(BcywN5W|N=v(nWAaakRe7#~XKW;OMzYgnX-A&m-(ux0+ z+BsPLBik>SHik{PbP86*0i(>klXGErJNjfzMSA1rl|D^#29^2;wb8ElvDF`zs~n;8 zO`EzA$ZE!T?5Qj(M;R%x{@PIu^WSAMSnf}k$YNPao^zKt2)sq)`Fh4h#a=_z3obUF>dXf`9`QX*yo3`o+J2^W8 z>|2*l&9z@XVbg|WIqF!^-j6W9j$$g=Dl696q$h1{@Ty(?q)o}^(mB`&++{@FD0}ir zn}DJhE%KFIu+Ihd*C%aBj%47Ec7@rZ?fsO^sOJQ8NL^5wtAScVcf#=pb4sX_TIa57 z>+HIxY!YXd)4S!HP?FxN{0`FOv!KjuR9?h1X#Y;%sYi2ezPRP8W3>_uzJ)r8?l zRn76(d3ME%c3%bEBk397A0L^}W{3XVzVd&UEmjQ%zu+uU@jQh1k1^N`R_e0w4%`1F z+asqDYB=edVRrdTc7T58KZuJ%?2VUfR0W5ZhnKEBde&h1%XWHLI5U&~HcL!_mVZ3h zHF(u4>|GS*MyV4~wng&_J?Gh@zp{qPh6uz8S}%` zhRxt}zG3mMfTNe)ogFyJqIGHQECLg(G8=W;&k5IU&c~z1+VEFxc*UWqh>Am^(3Qc5 zw&Yd&sG`2CI3X2vQhH=3FSI>hvoot2mY*9m#=8M4Xzj9RUc*=B*gLP;on^E9F^ReJ z54D?KCp{JHH?P}>+7;U3&Sbak7B_+$gHJ5?hBYnR7KX1;HL*dO&wm`eMSAGVPpq4~ zpAIQC9ePK6U=*#UN{Ns7E+t%V{>XIs862pf6uW}$+-+~bj)&VFZ{SBFogt4nrL$R^ z{-&W$!*!E`ECj~JH|>Z7iWI?_^1&D0v>8F+#;Bq77NmYK_WkHZ%m2=98CaDn-h@!d zp3QfH8~opfRgajAq(><+eQ_$ySs)#W9Gi|>%A;-Vu<<>wW#fYnxAkv^Y|>XcK+43^ z*ra0U1W714hJPT!oWk)z>YC1cK3froYp8GP=cE(As;J$IDrrf+dvwbU5Mh2g=kDO^ zVH<(EQ7Uh|Pk#pD8I>1OAmV~-*)nYiUl<&BRqzNZ_NIP*k$EM!!%lt64k$jx2>uN8 zN&<1wZ|&K)?90C;Q*u+r&9Dv*pL9#nR)hr=v{zwC;WtEu&M}hVrBY8Z%|@iRGn3 z9pTgi?Xb7)MHIj<8YhaI&I$l(sPnH3#c&IZk7J{vCTXpUG9n(fW?g z{P6rx8}kQiok_fpB!3g9&G4Jcsr4QLDpQsA>U*|N@oy~M2br`ITiHw5%Wcm4R@W9z{vy%bERXct zVNvRH82H#Ib1TQ^XVbcmCw1rLQ{N4q;_Kf}uwgKG+($Mi z2!3Rj{+Td;)V}g(TQc;RNJq_xoA|om4O~bT3(^_;?9bL%^v|v_?3I#<8gI45AKMoy zA0a?L;?bx+m{Q@@%++?s$97__mKsHeo} z{lr{QYYYE^CHKqZyCl-+>`u7h5j*cMHm>)$^70Gl8MJK{o2#3;JJ-zW?gH2>_zdlH zeaB`-H#?jCd^XVuj^*5DcEjebo=vAnNl~N{(Hn8WN;aHyVqk8noKtE2Xy(!3H!%+M z#ypRe>C`V3Qst*MEx5<__|!&}hgsApMwuFJD?YU&hE0hwE$L#rGHZX&>NU{jeomYR zd!A#@d}`~4AIRQIobKMTt`|s+20le|_Xmi{xF`M9TF8#@W6Tkk*-d}71?+)hVpR2a z{%UuHRYUFCzuCea5JLR9Ax9EMgAUR5)EtXJ^DhU3`% z;>jNE49e*O*EEx4k_%+-4FPm`E{hV$#jyU)SCRXRmzmKFzs!kv}Q^`}F+tzpI zr&S)cC{EwJ+di zY@AK~XLx6ZL%v)gI`YggwZ8ilbmSmIOl>ADHS)xT-_GCvBx{S@s2ZS#ziejvVn~w? z8mTDniQM9`ePQ@hzjYVA5xkd{z%nLXXbWR{B+P-rTxm~44h<$PMT(ngdD>&Q*RWCS zJclX1HH)gf?OfP4&nm+I0=qJHU-ml?Nx z*6^qdMFp)^X)GAsuH(&|*$C02vgMosSjifva_r!7Z633@ChH~#xxt6B?)D(uc7b)5 zyE(b`Fg!|9YS8rqyQ$o*vWlFWIO^r#Hq=ed-3lmHB3o5(@HK>)u&!6w@|-&&KOu_Q z)g{HnEl1g%Id|G&YZ{s_BSiVqO~Ef<7gQ-?5c&@In|>JL)R8azGI)|be<4KG2w0G| z+^fZ+E`ovEXbwE$ekm z9`|dGv%U&9I+sdQgK&O&c=>p<3OAM#Y4Cd$ZfTI8I&>0e(zfuRNc#$_D!PN0U6iUC z_4O2IYfu>S;mzrHQMmQ5Xy6#CE04Uxqu{6HCroIc#V&91KuIwFs5oA^j>jZ82oOF8 z-1S1dcEvmF8%1|UodSbJ@aHgU>vgJy=N;^%O7}qZL-@{z9DJJ5I2&)gHu~mBHaOjp zd5S$2l?N5W1FjmptjdiEa#W{#NoxrXy2I|TcCY8k3KYAYq;R^S-BjaN*6}p%#E>GC z<(#^27;d8~$&}g9TKCo{hUL%Cq_Uqw;grW-K!8#?6>kfFGgx2eP72r;9dq#w^|pP8 zYYX}Ye=@{X2Ek?a>!EJN$j^bjlA*ts{HXGc@V$DJk!H?Oyk{rYyK!uRhvOMAqnUJ& zU0UxB*U@>9MxRVsX7AR!9}Hg#o+}vw)H=zUElyzkM026u9vS9l7g(quwXU}pb7yNu z*uRFkiwnR}d=b2+p&0x-b5ISs%Pny& z$QK;Hd-p0UIYLqHEQ!A9hq*lt|n>IykdmZUg@)VDecin+nZ zmbh%dGXOEs?^S^v$FV{Rhr89RMBkj>}&aacogQQA0q4tGg89AsITGrdm7a}`& zZ?~&L=fYz+N`F+$mD$I8yB)>hWtq|bC{lNSR5pINUA>Q6T}h1=X8c*Uo=$(e+`evG zp_!w|pW~2rM}HLT)jYUkU-wPUJeFl91m*u1n^7>GM=|zybBg7CJ?nX}O}b{p1?~F% z-OM6SI|dY08)^N)>?-V){arge2qf|Iun7maS=jUQ2e{|UQ$?QK-56yuDb6ywu9`f* zE%#5NB^Qm0dAsdEw=|zAiMGr-u=0c4Rl!w*Hyq@)1;tUB)Ht@gyO4{baN?-JNlV@I z0LmH+D@%6%IAk<*aK$065RB8)FswIfZux%}Kb|*d)|{~PpYn`hL;v%)Eb7$8jfkSd z<&F06GPf5V>aP(r6}-z4~_!FXKi2-@?KLEe?}-c_i=xo$bqHE4ef#j&@5 z)@#r60ha&tNOxOBeI`9Ztf{jQjH$P;9_98ekUIFe9(63>d-ji`++Jm|e2X$Hu)~ga z131?6N6Ur&%drY_tlY7#EGY5-`N$OeYx+q%c9=~#&b?oG3s*faLmPoPwecS_m)>b( zk9SiB*e$Jz=^NKni^f|Qw$9T(Yv{o^cWx~uN^L~rzT_jd_)0#aE4}`uCZ=1L|6{gD z?^{~f(nXIJHnapv{!D)ke~}v8S3gN*Ya`lIB$uOw?flwsu|A{epTBU}mi#T^;b(o2 zuB3Y-4VGxlM4L)_-_E7~R9qXh&_4q~Z+>g7ZNF_-oy|GH?N!Xu)1LB@RzzyE)ogty zxP5DBqDMDH+MlXH6aA$4ePqv`;6@LmEA=7(UiG7H2eejh<)SMw13i$=6er z^bVmFt9tsi*vVgTZEDL<8!+c6u47VRs=7L&e^c_`%`#J#w|mlJiDp!^g_^_KB-58A z^}7_}L7Tn^bLO&i9HQYJ?aY`2!$@VTQuOX@obN}Z*PYTSfc9r?GTfZMX@bbs?sl>CIwj5r@}o1~Ee&Evd_RMPHXt~IT2Em7m# zT6^@ef-I(wy|Nax65c+DTJMeJK#{_8gLc13n0egAt>qQ}W9i8KF z3|WZH$5ypUz%A)R$oki^jh3ne*yvoLHh{nbZS3^T!M(eH;K}}7etL(Ennt%J*hF(7 zz0FvS4(X{PXi3{c-EPP*T8sFbo#Ku9-JnsIt7 z(i==I`siTD=Pj+4UF9a)ec#?ywB@T@nzxLo)jJEKPI9(#m1|rL&Zt9{dH~WGF_{%@ zJQbh#BOaePWKr*Yp-l(932A$n1Wbxf|1`_X#`6i9v)H{UclXBx! ziZ@aNl&mIBOyf)$DF#+#30;rAicDVjwaeDH5leAFwWgsRBTYQ$AgD3KL=u3SDiZK& zHBNgjI*kgdqqsVpn_vWxt*pfKm}L`-i|-BZanp`sShNWRA=LMgZl8(w(LK;Nu;g!K zx0d7@VJpAGlZ#l1E+O<{rnwUVz#ug!1NZ0H7kb<<0qE8qH)aN_t2ff{qAk{o z;Pj)e#I*FqQ^#(-pRhQ5{6fc8tL*L1^&r6I6zmEvfaGJPULATUPoGrTm)p z21=8_A@=A4NY3*u0b5(`vmRGZF_s}sf@o@fsdqGZ1Js}F=FX-QDy?v6xGJ}tE32`_ z$%KnEfyVQ(Co2oo`yX9$vKv*$67d_5lh>}0pky^B`^?F%Vee#3z<2rpDHoD6)C<+m zj&}qT;(E^&{?e92gxbW@ds*)Yp&^gIvE@&3w@<`1Xxaj5a3!F*v@jqkynrVC$~;Z; z?2%L4@pjw2yQ-|c*QKY>w-LL7PjZ~(4)_?zsTWw#mX-HqBy&Hu*Db688F;%8)P%Ia z|MT;EuGc*oGcQvU}iMqp(!u;q3_`u z&^RFnJxmkxU^A`_T=M>@bqs>|sv+%){3+Tv6;L3G)$(8ObfWbrpOx1H5W7^NCSfSN zcuC(+^Nt@9CwJrP;15qS`zt{<{gukg%GFJuuAf*Jn4i#M!Cn(an2Pve z@>eXx2xv)8FJmyugMU%)jaFo~*%#Nl18VhJICWwN8fYq)Sk8XF-W^$oxkyp?m!`rO zxG2uCYJ)p-4`Lq(fmW&|GhM)wIN)CiZ*GYBno46MZ`i0yY9+`&Ur6(5wu@rooh`5}G3-_5p- z-``bjl^fm2WoqqDqbW58CS5b50QjI+GyQlm2ZTc7;AXN6X&)%2pQ%0q_xUCNsm8i6 z2XAA$aig0)i5EyP9Qf8qh{PZ2h8brgR9n<=3liNtJDSLt;YAep~?cB|7j{SJETf2uMfCvN17`xUrBB_y{ z;BYt?R7j%?QbodvuG8ERdcnN4kk+@wan@~%Yp9`(ue#NX_|5Z34JN;^#qGnLweGM} zz1)UotX6%hYr{0^)~8Y}^s=HvJI$1*jc<&5LI>)a#_EK^Y#;N&Wl7P~5D%G3z z2vFX=p16V4Z*@yB?>t_*=qB4kTiukNG;i^M01!anX%gQkO}$ywMU~dL z$`ZmHMXdmZ4AkbwmdUFU!K0wBE%WT5)0}@z=u4-$(Uv{k9lAem0b0P#sPphTYOZ8P zYQ9f0;6p!h%~I`f$qF=I(~ItO!;DH2*i6Md`_bv{@`b#Fk$Z9l^uVN=d@Rfw!CJ$Z?w&)9fjm2SfQiA#0g!*T?gxAO8c z-D$Pl3irUtl;r(VrwjJfnQjwUKn+hw(>hHZxV_+S^L9) zo5EO#A%Kbgak{NApYG#lBRncKc|hd#Bn0-jv)xc0MyW29{k$<5BEkgl@cE6l=xjHR zZq%?<+VSHLL`dQf$@@#y_?~|0esu^I3FFTqDUmX-Kul?*iS3khGb-}7|w*$eLlw;w-!k5xzkTaliD&Rz+ zydinl06CRKm5Kb9KjuFd{(zI(PIPs(D&)zn%B^DzcbqF!UDSWfe^cP?<# zmZs_64%JiNZ-fQ85(x#|!PjY|$uBfyxdTZA9z=*jIzfxXYP@!WU*SITkNLLZLf0@H z)hV%bF>a%!oxZ5*1^LphzL4BW8(D&bXa}WQHMp2)$FE3{!g(qYKf32Hbaj=yC=f=W z4)`oG*Rr#JwyW00T;vW9XoGQ)o4mi?bd`{H3RTYs_R>_%vpT!DFS>mf1N%4w z;7ER?e{QKj)_c^Uii9nEqLhf}HbU2V$_QMLW%90LAAQjc8Nvu(I5?F zm%0N72wNeP(k&T*0@eSKI!L4o5T(DpmkE#`R0HsC1f(8GG5TJL=JOP}iV;#*n{0wZ zsD?t3!CtVc5+D)s0H6{Jwh+V82mp@;5Cb+tl=#)beaZN|2@lDO+R`sCBYpi+cWkxZ zFCY+V1jzLJOx{{AbGHuY^&PAVD5dn0$R}Wo@;0l1<h?e>z1kspFM63j>10y9!cIW84-W*1oQ)=Oo08$~cJFjg3Me)v-T-_AzNpb|B&?In=lFg+90V=$u0Y0Lu#5VjYx3C)(1uv8^0(RmpiEr_~buoP8 zY(k=hhrkJ*!ZHyCiD!cE5D2VFj^LuKnz#Wg2v}iOUXw%8^Y*#&Dp$ki_3c-=X;t_b zKf&%wxa6T)Tk;!rTHd@0ER&W16C#jyJ84m90)GIVrG5C3OQ|BbxFuR#D<65vtRPY` zEe+l~A5l(pk{Q)gUCysrr=ThP2Dhco#i)s=5&Eb|^KumKQup+s{p4zQ%6xqtt_%Ai zLlX!7>v>RAYQNqpBy?0Y;Oj9QSk$i8K6;fZ=Sw@?@CvF?UZ{o{r8L_8JKZcPv08Y9 zHl~Ukn+$<>V+ezrsV_05y|L2`SuN%Oj(}_G#f@?FRc;0l2r(c_LT3*fFa}Qp^cQb) zMo#LKTEv_L&LqNWwvbRqxB_7%g#)YuyzHF2cGl3-6UQW%aCMvoCX1_Zb(&l}bB$}V zYICi7M~uSX5C?&K`icRjo{T}+3`YXN3FQ)r1G8{K>Uu1$5)Ze##oW|M1tC6UfmDb5 z$131Cyu=$O=PjdGD{@hLjqmP(xnvSpoVa=7jTQK!gnNV^lr8y~C#7&kJVJ@UuQo3s zcWzX*mXw46c7a0PV7At|p#!i^ZKdE`3L-xVcJ+vMEXH05m+`(O0Oa3U1oDV>ySj25gNH|0!6A{5iGy}A59|bly2k-D3Iz}ZEWa1@V+)A1?R?pf#k>SFa}JX81;W< z?Ua-O5(+Ig7yQrwA_>JTDtGg!na)ceL8&8&?8a7kFkgTU@Z%eXwIX5#FcMfH(W44nsTX|$lVMAc1e@raWTzxUdlgYeBO~w~yi-d|?U0O_ zSJ*I<)_IGB$cb61Q3SbcTuBy2Er)61EL3a$Q^Xn2Sg6lb;pBco6}IeJH=>4jW}!kM zjGzcGIQ_|PxYlh3Ay}G)yWGewu^;KF)WCj{nLO8}wiTq8=o9P$4Teetc*1HjV@#1! zT15=P)ujTd2=aF?Xcs`FS@fIewcxE?H3P}OAY7tB+yNWuBdR4SdfHTgQo$<|%fMq$ z5dj;La>+UJSW7jwUd7lF)JL)iAyuC zcasiIdFh>KfO5lYl3}2_L-T-X@+4PIRs{+UP^p4s92%MEA;HPoBXhz3?8fU|-719+ z6a>Kl`h^)wJ_T^fL51=_jpmS&Fz0h7cn?`Gc`4`!Wr5k?RmtY92&+m742NrZ;-0pJ zH@Kzs)QME@Y!X9UNFd($>5yvq?i*Y^$wO>i8(#`lzgnsxSvz8bQfRIZQA8mijx7d! ze$IS*`35(0As`EdkwB=F%C(baAV6?Z>;W}OR$uR0!>OgMQ!M%G*^xK8$qhInF^_Lh z0BXd_fBY*+iu#7Y6&TpfH@X@WD6j&+ zqY-l_(|fCB@~|4uGZ>$b8{sWF5{4V_Blpwsc~A8lW&T8Bo!kj z1xoc@;hHiFQ3!XSU?bL{3(239hy7GLC~ATSch)XR%ph(C z>0+^o3YnFfl6pjXJxf6-mV8rz2{`FB7-R{r&e>bHxP2E8Vf-FS4dCI(p5+CZ90`gf z$t`!Q6VMvGAMKY*BrMam-RkBDUhVILa2_zFQ*p9Ec zDSI<@(1FTQQdj9O+E2wwh(_$ml?KLG`6=`mk_sealX zL>mWK5C}`A;Lb2cu7>-`JYX5nP4w$jj^ZW(5J(cR026}DtK5|cgo`NcK$8(45{6*Q zzu}HtA-n<12snTZc~&GEJySw2sS>Cq@{>^$>o~Kd7S++osPSz=m|XDmO(I`&6adAYhPKL2NujdVsPc*Mn&2gc%X) zjTq~w4-P2D2N?Z$xCdyY69+ntpj<6##(&KpueuXK$;W~|B=xdn#1&;yX`kWMJKXG5 zZ~#Wc@1@K!*V4=>i$tdhD>$e(C`y~ucO`d<*HXe}yGENA@O(hsn*&)LC|A@;ck(k# z=bP=oZ@RhmrEdahPkqx(9;g7xu>?S!q(gy1a>Rx?lH(H8fdm83q)x9A`)l!nN)iL* zo>wPH0t$3w867B~fY!!=A1-;7|3(xO!2+}Nz3SxL7?Eh_e9P5W=E<3YIUW4qM}a-} zEmt=*6?r5V9ucZkhC0PGr_l=ECazNz%$0%jE5IU&A85V~;IQLN93?9Np~m5X3W!wV z?yM-2P@POh0R>8C#*}g>#i#sMP{vQ$zmzNpd-Rz?!Gg92r5M0!(x14CAPTvJk!YJX zIiMgyO_mnt!K}i!q@tEsMGhbd?_OU(lF%XyaBi_QeUBI=7qYbE2B@z$Y@4=9aV<$@ z^IB`Gec+0qAq2n*NCj5B)3qN7-6g@3g@_BqAFs@!#PQdVLIc#Wn+Ud-Ttxbn-ujCx z%ex@IkQ}g0fr+w_tbb%5-|3c3LVJ=92$I8p#m2PYes`JzOz*4ohbC;#yWEfl(l+{s zgb}ZCC-hnGpVS$O65iRWyWI2!3LyaqWXUgvw(gKmAW0k=fcxX#=tlS5<>pjKi13LC zAaAli-{oer8%wP7HHZM`Yi8Z;hE7nrK{$tT;?=~TcR0usY=Jmp>DaM4>TWj;&L&ZY z=q9%?*OHmx02Bo94v`FR5d0Uz0p9p0;h8KEse!49_(Gscra%Y61Mp)BTi(8y2V}-? zIm{t0%k>0Ch*9&KMkC;(t$9R|gG)WKo<<$`d(INiaF9!OegRi3KEi zkX08TIec=Dn|xvgyjQzAs)7@f;^KHBD~!d&|MhL+A7_*H#f@+h-3bDz#7z1V@%76| z2x?`RE?*UR^A?d^HFdJA_F<_#@O;t&?&mA^A+@SaK)qLW%&Uf#(F5 zIUMW9%-o1vC=M)*Q6$KxxJ6W!#>(MKHUJ2PM`Xk}g^m&Tq2bd)*clCUT z52|?b+h#P5zaL7i^(N2(J-DD9dB0nXMu)8-by$rZngkRW50QtA1Y-JvQ01iRc#1*7 z1NXGx`JFZ6HL7Zk5&1<1`PlCx$pSwKSmF%!$NSyv<=T8z5@pjpaUl4Fb_~gRI=5Y- zW{gHkCpUPPu;9C> zy1>2Sf^S1MOV}xzM`^(=aUyR`+0^5tnSLF^Q(co%0OE!wQ^AqePLU^klJtiaB=t_uQBPK@&QJ zfN!238_}tAB-&Vk^(1IB+!lozIaNuQY_5@}QHH!A;}ffHV6S}NjhV!O3O)f{rH7VOG~_=vAP6R%G7t!* zY|al{?SKxBLf8Q){+c)=nqKhqJwyMX_=I=SSpeh z?p#`RGCc9bG7y_dGE~x3ZsJ>Fc>cF=S;kHJf}Q~dei z(w){nsOFe}U@&6H$Z5g#&{DGZAY#6i9#9zKDoM#U{@ zm6a_i@+mFJ?;_#+N+p6nv#LsgGp@;o4FAxv)=Fx9$~>}-d)R4P?nVT!FWk>h`I8av}bqleUHA_T?)0 z{omU34+;^sPD!bI~Kgv-o7>uaol0+i@2E8Wv%H4z^)E*=ZK!{9a*FWZlQ_Fw{ zWE{o?26!ujaEO9%B54%Kjih`)Yq68mWd6rKc+AaW&oq%($zX({cayz-==SNxC3PN9 zd=G#1lZC7x#xZ<&sx<#(J*C?dMZ`YUxQ18~r=X%Z3H~pMps|!l#L`58$d*dOHtw~Z zH8XS_i4kx%t`1@3CrpD=ciPot_4pXw!{e%5@wnT|e)qVmUMAbIjLHuL9)Xk094MoR zhZuuc5~Vx?CZ)2Uq}@c+CO#v&fLqdljyqv0hH`Vob+tU`C2ojqdVl1G4dj6rA`M$n zEeie_5J#D{F9nq>&52_K@If(Ic!Z`Y-Y-=LL}Zmb^W(r7S)Cg}^Z0dw@xU)41`EQH zc)TGvFd1ORHl8x8z5XMx?$aM}h-%4?*_;D>2q-iZ)PNGEag=_838>^2Mn+|b+a-6fYo2hU5AkW6*g~Wf zRLa&^M_EUj?rv%?;an0X;%$=NVLIGJiZ9s@dawBsQcphN+Br(bZ^1Bl45YVYG3q50 zUeG@$*Z)qyhOD9|L4kA!AmTV{cstvF9!Tt-r#N6HolPf| zq*a$jqdjzO*FeGj0(pCW@RVE7pxqrZ4)s0)Vd?IKD;b?FIefq`eA`dlv}(vA7iMUX zx`Yx~$4^{sf#Mv`fqhCAZ?p|Ral@*JL0KL=g9FzX6>S=ada7bt^S{hL0 zQ5=z3g%#F-#;GJHoXKh&DUsZ*j9FR%QikMYJl2yz)tvaT4t6jDwqiW%C-WRuy1)|gtJ1uHNR_aR6Vv#ii}#BqF(E21Xmpn+U=6hR9DLHCuOhU)PP;U6qd_B$Lz23;j^5T#v24_ zKIC~`_p@i+I5B*(q_4E(PTE@I6bljU!!0@C!He!u^KcvT559)%(rl;w%nhGF1w^1} z0xYlw7Nv4X4BQ%PBvjSD@-x?n;}N7fMySfK*%OCUME#wZM->+N4Wg&L?Gk_h(2!`p zqq9@`p0sfg64u3)l6ngJGkn$_ulAaxuni)D2jU-?3rZr(){41E5WQaPr{`(0^u5oyL&s}#51|cynLH4py#g^YMkmFLDcjQL-SA0% zzYxX(;3xIJ!iH4`T~uL{v;CdBo_BNXtIxan4Ha-v7$pD#&%+$)Tqe)u5M+pOl7b(? zpPqMn3`k7V7A?7ztEf%vc#GN_!i#df^lTI5+&w2Ef1snve?f;)YHd`D79ws%|g6B_1< zIRIPouF@KFe|{t4sJ*k&&G;n=L3#<4M`MEEik|7ATW!?wJ%t5Dx}gGi*{qvW~-zkG%vNdl7ZkaVblxV3}}m{Xg5 z@C(QszlYtD*yOm>S&C^~iurOnhngQs=x51rAObpTKpo)I3t!8_6yOUI|C7>AiH+DK zUBI6CVlrL=YKU zh6J1845d4e3)tC&6pBReHVgM70I3=AbG|3{l25Veim`xIzPCJ?KSH63+1=)&q!$;U zTGr7a84u?r3Zzf+K_Weqap6wb4L=~;DXT#^Z-2>60wxJs%3#v7Gz>ps?S-IG6G%uA zC66PqawE2wWEbv3l*U9iT_I#4OywmYm^ss}rSWEx&u|O45e$`J=ZjK@D9g|mAR}BP zRnFla=`{c>KugKO0{YM*14|<$G_gyv3aX9?jAp63@?7N&U+7R-VNZnXhhKKH$YcZr zDGEyho&Itappt|*sf=PezLwE#@iB-S1k2l_>X&XrSZKAqe(Bl{1{N5*=m9H*rzGRT zO;`=wNDmZh?cj+561EVjn@d#+`B1OnWzpQbz+xQ9{0Csr?=oh);nqpnD|Tmt_LXxDaJ9iNZ%N(BJfyNjkVT=bQ7`-7gR1}0GL;wS>3PQbQp+APXYu!)YfXtew`qR z0v(>E+`~>y=^Es4ZN|WAN!naPG81=^Z&NTT8R)wIId=dv&|@t`DC&&uR<@k!VIrz9c{(#;iAidDYNEBtPJh)6KS-pJ;+U0W zmG}{_eMDL$eG}|ZRUfz!2Rm6MX|h~h=HY6vR;ir+02P8H$MTzBbJNGAIWWi%S!;GJ zlwtzq4&_nOwa#4F^OLTt8Li>LCzB0B{8Y8Hk{0Yw=Dp!HH>8fu6Id-~BWL;fNF1}n zCSO-;e|pV%iU>?gT2yV6aA6z%x)VJHkabr9u6K^AT@g>^rXu z%kyIMIx95ZcB^-b#?T1XTzQ@f&6^t00@udOgdxu8KhqvHPR>>i4&cX!K%@c+&ZwQL zu3|(IUh-ZS$M1@i@{9Mkit+(a8YI`EP=n|5RGX!Gyoq zM*6t2x@0$W2uedDj_l}RkEqjDg!YZ7&HNATCvVb2MP39yArv5ci3wr#a4l+1!q8)e z{o_r_cotuK0{B9SKM{#&C(I1d$DbgVSdV7{d8*?DJtfG&TEGiLU*VK%eQERr4uVmg>ccXk+-p5a!M>cv*E>8#?4txMFyo9 zIX&?e@)9~RGbASh@4A<^QCU-IWpD=hEo@0z6xVu5Bm;`eUk!KgqG z1+aD=G^jLcF=u8B(vYOMlqW^h1^^0)S;3IZP98)Ipd&B=Fzm2d0-@i#bb&{@wG+ea zRgKsIZ@WoHdX6g!hh73rq8_0H_UtlBi`USvsbh}W?cOb3%n zgQEET#oKPmaM%E&)y^2a$A6v*WhyW;^*?TU2jVVOgEUQ{b?I7MMCvN>=PMx3-@q%8 zRz4!^bbTU${amy^4}xg+`Z2eoa76Hs2$c-ujQ?@%2k9Ielj2s&6#koR_Hz^9ia1P2 z1+Y$PCbvS_WCDmwHR19WGRW0+988nm!`&VSqHAfT8W4V z1AqzbyTU+K@#!;ZvMOKkH1=}5^C6Gwr(^~M!jd~;MT8w?X%d8n07ke=A^yV7nagjBf%E{yQH zTN2?Df1(S>#b~;^4lN_IQN~lgYi~KZC7BPulc$ii1qV@jJi;HC*Pdk&3fe!hBPduDsL@TQ>Wfo*qH!d=CH@Ew*Yl>~OZcS-t^9*CiV5;9f7@&I#4I*eb{iOLCo z3))EtTa3b>*rR7qmVIvJv&-9Tc#phJoly0I>QrZWb z^l!SLwSVXqE`!LR7cmB?Rbp=GrINWMc2ip<<3al8dH@;Gkq}nmfOH2q03>*lV4lsO zhd*>fD@l})OFe=m!pWWf_MzLnhblhQ2x@p0mAly=9*%ox%dn(K;5W!x013PdTY9_O zSN`O9wJ>|>_Qs!FJ+ds3f$Qju75i}tx7fyfgP*%>O=h z%+3$Q4(}o)nOuSjyo-YJ96ARL0i69^{DBc|UCMG)(+q)GB}9hx#=V6NBF2gJw0Fh| zX%7IAA{nQ+oOCnR07l>uJyl`9{n$-D3@V73R9ryJ{Z$czWNjEyLQFg?6M+OT6)y%z zAfYPUt=EZfLuQyYjy2c%Kk)~w`8DeZN>Pk^{}n!SqFLLfEP~$6@`s=*EO7~H0W8MKLJ=eqcx+=sQ{@2Oon#@uufZ1>tz;2T zdp%UPmUCaiMJQ@7{e>eDm`;a#St-WkCu-9^bzK9bF!+i#(&P)teSjkFA^HnlQ~0H5 zHmMNNO3(N8x{3uj0#cvODJaw9d3l6vYzIVRWPMV4wj{2APr;QWn!qhfHv!g~n+CKC z<_`zKi#hp#H#0w#S)OsS*M}#tj?e_IP{Ms!2;(Kzv~lI(jzv?WDAg&58y;5>hExrC zWfwA%_;O57Lx#dI2n{Gn?SNl#@EwJk6|3*jFW1AM|- zymq(17eFJjGxqm#pGc@=LDH=bg$NLo$E8;QY}{1|TAvZ-BuP+Pd#?nGZmj)u%s{!W zBchanrRb+F)D92k=(w$}b?tJcngwXN-IwXL1!*8lg}=i>W+f1h8i zLT=8m_u6Yc>sim*=UmDsOwAM%oTSWr<8KF7niYRPxNJEc3x2^O(r-%0h-z)(PQXtn zIYi_EH9e5a^5PpBD%8Nd@9zie)FCr1|2WtU8)qG$vXtpui~!^?A+Mw@mVrof)r=Mb zEmRUFtN}oFmt$qIB}=bO9SL(o0+P(968C?$MMy(cw4jzb#MBasuP$41#Y$&^#^60~Y~B9HyT1SGy_$V4IY(#}`qujDw&U79b%j+!t@ zBBshCHv+^m3)PPs3W72L1$iWw3yc$%+KH4RnV9*DyCK_t^q&W3@l-ooYRs?yd2pGY zE+8*ayb*c?I@iKm$+c288E*kXQ2S`RQa`J>OcEL{2+w7p41+}PX232)uoJP5TFn&- zGC86F2a(UISzPU=4TEq_wCknaeXx{*=fhlCQW7Jpe>jv48AhRlb!Wd4Tl#S-Y|8Wo3Dm4KoV6>|M-lMdS$ijwGZopG5M0C43urA1K%EE(qzh+oJe321 z0;!S?n9V(J9c(@c5X4>Kc4VML+r=>za~KCQNjN2U5n+Yx5@6Cplh0I+QMi(c5m+32 zncuxdH-Kj~KzmpY{Q*QvfibWnrexk7C7vR>iWQ1yuQVGy^18F)V^M&aLqSeVIB(9Nz7#7xZc4Mm~ znMyk+HFw=!bQ!OOEy&{C?&jvxp4~>#r^25DK_0TGyQDh4fF=lrLobia$BsXgyp{kY zBXlJCBCb$rx)l-jXlDoLDX}*}_o5tCk~eP~~9mqWp(vO8g@k9d;{( zQM3z?f@MsYmgFFc*!JT&nV^BN7G|xd4{$0n9$}jdTMnT<1DQ4f*`Qn-V6iUQ3baj1 zl)%&n_Q-NfLL8BjFfk6*VYc$=e)kSGh$?)L3MRRgxHHL^$RYW=@W#O8ZpK5dIqa(N zXzF$8Z;Xi*?n(hDJoGDui5LM}~)V0bgNZAZiA+t!rf zKt(V|bWOK4^U`+des~k}gJXy!kZ0W`fM}JG>YoyH$rzC!$X_g}9(i&DVhg`82^kDh z=sw{IC$aqMLOQ>!PaXKx7e}36sU+u$Dg5b4$rhnIj+oRpzQLs^L(i zWo7|JLZAzWk(Y^I+#O_jTQ7OdV#tgC9`Fs6-qY z(moe_5PnDe;ER#zIpt85c`IwDM3kA-jbeFZ7)pA^>6ue=cHw@8fXM(WFf4JE5-f_3 z;vNj&*$0oL5rE?pOTadt0kLXtk|98TGIC-?08SfYi0cHE)dV7AEBM$Fjj)x(InQmW zNFW54EnS>&R<)TJI!S~KP>2mhnxuJWOci*cX)3Za8woC;jQpc^pO}RxDu|A$!8tOX zjt$I~B0IlAO+rwbagj(hNOMJzT{~Y1PurO>VZn5zh^y4ac#9TXCMKJkFBaL8_9JsC z56f$lRiemG%%aBpez*G}EA3+d->*6`&`@+?D zJr5tK1FokjoRP)gD)g`tjwn|bbHog<f%INK0fSXHNF0fOw* z(VJ{Z4TOJUE#zBp2~4F1VGooh3;$r%=#_x|9IS3MiI#=KvB_u%EW*E3Q7V9S>4XYZ zo;W@VB>Y4>Y|Iae?FmPN7ixraVJe1XY9hkwh^R}(3eog+7brZiUaU6^&?}-I5KCct zN0rzrzF3n6QMwE(0!0);phlj7Fz7bguuRzt z3sYqx$7eVoAC;CIlNC|Ps34;fR>kZz2Gv&jOuA0DSzBt$>S5~SA_`pyXOb$3eJC^K zf}}ao2hV(@)K0DFr0ygQVP9O&Io%tjc0O-;BsFoM`ov32aha{%gu6&7rsPn&F~M7; zZTA3yR0($@))fU5xIz|@%hD7%IqrhQkmrqQzQWBiaItBK=Y?E zyVx98ZZFuXw*X7RA_luzNa;urE7VgeltR~?#0mQ2owx$fto)^#U9yqd)ldPbs`FyL z*MqpwN^8g(zj?XbE~oMkFflqO^A^~rIjaJ^;q_fo2Cy@&Y+ZyB4jgc;R#4P=0EHOf z#|S`n_y+fv9}`tdD1aT|m3#!}Q<)0~I*h$~IUEs$4LL8FpI#~I3UzAO&UE5@=7kD7 zl`8_G%DYRU7Us_tmUo+A72JaEE3oLsM}eYVEU*BAaVd9a9@)aFhzmqQQ26j@R8BHx zi44g{_y!+|l{++0P;q&JioJf!kR(^|y=2U7`+*4DM<+vQ*aV`Y2;z4b5?OOR0g439 zVgtdj9E~&ryO0Z_{z(xMS;RHfu1HM9yH*(#3xdp8-~@O#^$tKq9>-p8#HOXnMo}3P zC04YRfrw2gu(_>v6h3jZBf$-+@2ou>K3O~HCC~x8$4sj3;r4|0UzXwi1ppJB>1T zCv~3zJhGi4t4$}9B!~@d_EUf_N#td!QgEehx%to(JL@DC3qwLfp_nQK-C58g3NpYC zQI~(B;p7;kCz(bXWzz1x@&#EcOW8!)) z5ktYzX&E7_kkn+XwjM{qbI_oY=65P^$7w? zB9RzeO)d%y7%>mpY~&SZK)oSdE=MdKT?kyZMBxAASh66Ft$@^hRTN`snKa4knh0(w zsZYOh^Qfz}gXZ2^d;Y3`T+2r&+!$RWAdiE)?qWnDIRdqeoU^P@F!2MU742e>=EP}s z$_4TY?dB7k#=wWOprR6vLF`c>3tOoRM8sg$8XonJ8!(R{LQYs(`~{}UXQEhi1&Kxq zQfy|vJk4&PF^;nkqv|~;)>GS{%kfpJX6TisVdhM?^C7;hHRM`58L*AJHxv{&N3a7S z5)r}-PPg}glaP7}CIEqZ74{4uk98s&vT_&TVgoSf50q*v`nFqQKRGD2fY{~v& z$S{-OGN^Hy6d6fs37rZ&G@;Y_8XT<;a0KZqU{t|tdAkGAM~t~N;_fCrf~_GqD1$1xD zX{>?lr^mA(FHDDiE3V1aST^mI)r zlpXJzWlt?j@%A+cG;51lyLnUb@&i$|CL;jmDqt531<2$bx;se1b#=C`fp=K2GL&y{ zT}G*uf&LS7tPg%7MQU8uED0iKwgb~~hx(gmbZJ?=pS zL1X1H=o;0TuBbMmWN(pJxV)*HZP|vdAYoq|5*uZf4r3WuQ2<(HFW!}Wrg^|s0Vt@r zb9a(F)jjQIT$)22s1RkaCY%ppj+-Z+!A68egbumi-NFSKPQSc+Kb_rz-z4uQ#2dL$ zQj%d>R*XoNYAE$UgCmjRYf54edlw#Djqp;Z0#Yfr#`5IIHv!ig9ok zuI3IaSpi9ANkIvIQCJJ`0b>$-;Fh~9X$xYgU3QEOPbt(3nYng8WCa{lNvpIZ-%u?H zcoS(l9t?8K*c?6AcALBA+Ercb|G<5zQyFzKbw{pM`A`l)yR@XrP|D|eHjuSgif64l zkUSesLc*E?OyUXVmK@GXQ+Y@x6}8oj&D?qRn3a0mibWE`L@3R2||O!;`X;h-TJcw8v zyW@uHutG>g2o-CT9&C!ID8rEx$50oMs$YBbK?j#Zn($j764Ifbx`PTQW`XRGY3&f^ zzp{au)nHGPcqw(C)FdGq#j#iiA_C*A4raJ7uFbjJM~lz7K=%h4?5ZYcFIM8-TvmS1 zV=ycOUIl7EdAX79L+HxnNp(x`O6L!}`~(zBb_%!> zRI$i1fehd&U?896W$~`1rr%L1KgN0jOzSp(>pnVfIuHc?n=y)?^o+ zt)wAcShVgiO`!*d6_kyg5)7*F24lVbl0pi!1sVLPof^6$E6)|OeLe3`xe+` z{eUVe8D5LQV5ROvQk&`w$UinHtO4m0vw;xqSrZ+WWOdL;6}yWGB?5YS;yolXPzfVr zjgk(tVxe8KT#uzeI)D$<*<`)>3N(pJ!g;cg@Kto${AZDEs(=_MV*x|1F2^vN7u!uMm^;H4 zopW%noAQYsF#&fd(sc=3Qrkl%7U4z-=n`13F19Dl!yb$mc*C+}B@J6Slxi3-R&#(i zlU&hkYnu2Ra!AOKF>zJFpl$}GRh1z4cRDLCSZlVYOCd0;TI~GYz$1|aDq?AO1{+7H zMOYm$fhtV1qj!L4?{$QM4!ItL!Qdl9!Ty06G`Du%F zuMXvDi-bhO`*mB7+6{juvYi+Mo8xRkm6WC8)=>(@i^DeMdsWEX+=WCYPyDH}K=BZ; z^7q+7Osb6%a!x+w7bw+yy<01WFEOMm%Rd!(7&e3XP562n-HQhtVVz4{?WkfvDmWGFD+` zAOa#bIy8C68BQ`0ln`A9`#E0+>m+=Tr-%U(st!|)hHQdpMX3enk;z4!ff}={-F{(H zNCiQ_P`3A43(N(`1$@~7Lg7btb`e514i~`>$>E)jESLwo z?0nvU3p7bdRTvkDPl&uDpbk~7spmqeLq!eA)}_Qh5rohQFb1_aJ}84D-f##bq;OL5 zaLmK)MqpV`Z{->;8%SFL&{!|vY`(KJA%b6$5m|)-tf0ZbcL^n2lTbIim)TnL^fJ3h z-pY!qXHRZFoTXv8_z}7(3_$lWZ!NP;jr!_jej`m^chsO%@ky0beF2PW4b8@GJM|>; z0&+6!o{=PSAe;gzR{LQkLpg3MzRTKC;=@w#4J|lx2N0PKMxsh`Stm62cH0FjCCxJt zLX$X`oxl#zOcV@zK+y_;&s0fC5FL~u=R;%y6E3&S`}yW;KubKyz+o`=O9RXL6o#b913w#HGDhAGU%5t*a+C+qC2Zn?Cd=%;# zQxXQ`1-Otjq})fi0lBK;)Fw^v!7N*0n@Xqv^stD^qt0b!XocO-AfV?s5-e;@C#zG# zZ6&4)eiQeOj<5^NGwQo!g*8Xhwi5z$7I{c@D5soks)^7H%yt89qyLRqy<; z&tgVcvcQVfbUA`ljs0EE3rjlo&lkf_TWOD|q47r=Ma(Iy_c!5rINjVe_{f(7&RU^)%`cqm0xl*5#z-h&kWJswjU*gd1 zt8CjgHVt8StfIOZAWy0%0#_M<>0l`x4QD}*$8;jz_y!-b{M?;YROlsJK1gtQusAT_ zON_WhGrwD9Ysyh1Tz=E-6?~>=%Ymv>lW8DB5)dE-WZT6h(*;UYdP>}-u~2Xl^k2km zG$^`LZlFB+$7Qy|f#)kg;O10q@Iqzg{q+NwO6aC_a+E1vws+s~>g&&y&m{Az2w()6$B<`!C zn3ehJk#+%i&&E1f6M=?gxpb-d?UD9$@P|24R&WZ^fH`H2ouV(1-?hdzG86)UNL1x4 zTexfepEY)DKf77k3Zi{YAm7_%guGOX!ZMMlwDhbnE<;L1!~**g9FT&mT*i5hMF?}H z7%H2vC0VX77y_)&$gvpg*TIUaKKvFbeHOQN<(&eHYw>?p0wqwZ%joYv3TShiu%#DJ zvGZ>M+#ud83yuZ#aQuoZ$cS8-)DN<{|n<6gnW)s8mkDU67lS{Q&G# zI@&f?0lT;`bVS*RUKlQ79yr=oH9AD)O8lCTRl;!7qktv<0SNrb(Wc_O1JRV^H_%6h zhtc#5p*}J*jMI9B2uIfNR1|H~g(@?X>0E zokt-LU6uFgnpD%eIoynRazPDmh6YeTgR9^~@{o;rV6CmGATm&8i8U4-Yau`XaIIZk zK`gSY+Ed8Tby2fw9h92ap^|06Kns0mI3cEpEg;#gB(F(h zRkU-RxIo->h>^}JB48W3a=vrsr2-m+_2`pS9XTw)?-N4LTZyTz`>6B>!eCoxd+Y*?|*V`#o zhzIaPh!8S_<}B&xvGw+ZN*FL|1$l(EDySgA2HUaLbiEl1R8m90{>N{gLP$M!X zU<{p`e_ie*Gn3+FYVw@qE6p52EWQ9al9cK4sj7DxNT4#*1kRwtD)b#JdH_aw1HOo- z029eaKr~2;!6Z4jF_l1}_LFo-(|qpWo5hCf(F4Pd+M$q~DnG_bu1reYi~XnsJTs&n z$?3_g#S*oTm8|WQ7M2i05Y+GtMqe-l)rM#XRE^?lc@@KEyttMNY$n&;(yS>r*3v7tt5OQwPdR|C5nouYVDKJNE zv-*g08DNnALL~f4X(@vCx!nvODYH-du{1f7^4^Dpnek zPq=Uo&7n>9J^NvHEFgM?k~V&a`D2gpp00{dkr;f`jRkYvDL zn>k>@iBzwg#E9j>JO*BHF;QY{E<)6?v+J6dN^SLs5Ge1a@tby3LkV!Nog8n;|h;*pRuq5E!26VjUaC=gTdbAPivu^zSq6sa~K zIVKB%E3qFB_fgZqS?I*gc2yNL3dR9XfLatB-Q2L*uBa3@7T;HCMaI^9cwXOZH+y z5ybMVvUYw#HXznXKhTW=5RoE?FzV~1vzb^_5wc|IZa|-4;d0y+oe<{%7R06s=uCP7 zsxenmBTJ7{YJivF#@Gup>$c*ecnpIijl0oRB;Sq29&A`HwX2F%bKB{*dXtW4)FKb+ z@jwQXRc0XtZITe!I?Huwka85m!^Ie@yOX{E!W9Cpr=Ww(!ZWO1M~&6s<=l%Ca2Bp< zcAa7OG?2qt4!3ay`#N`~@v0UP{w@Bl>zY5DVQ+;OLfL>B6-cB4U0sBaz-B#gGJ1|W z7(nE5(vUEVc3QZb3-u_}FlgdEa6qY)uv8-41p|bVG{;~dEszu~Y>K*A+g~tRM|X&s zmYT1hY3FQ|&$F&rhzP?Wwca8a;1Jh>7~p#j_EN=!24*K^U}&wQfShf0ga&s3Mk4dn z{fDYZXhIfN8z3XL*yGS{wr;U&>RDJ&hAISM;5>VDCm@>{<5YdOgw$Q(|bOG;Tqn6{W?11B<3Gy+37q&ih}@6k~TyHG#;9* zi_WHVK5@3K+3LK7YLa+OBtk|DEE4+MfbkS;MEJnARmJ1px;*}?hA0`?_2u*tQIE3& zKVr-Pgd4^0&$bKeSu7P7PzuV(WN9%!!W&yY1;Osf#pl?|SBQ_1avT64$jC)RY)G3T zA>44OSPUOYS3wqb+rVVy!2IMK`vfnG(tAwcnc9Jo9Le8Q05Ba;N*|fepKDj~t=H6Z z;5%XHm=Wey0Ya5R`6ZZ1rX=#sp-RcPb8_#94ArNi4!exF#t&xu-mql9Uf&v-*f6i}Pr5 z%vPGU8waI@(4Is9@Hy8okDq53nmvykDwUosXT+PNBjV!N&|Qj$1yn|;dUVQ<&{c)A z6xO8)yMqdyZyWv6E_31e_R09`DXj@&bu2$n-BhaQNNXd?P%Ol@euv%0m!+#7rm zo`9khPlPWXj0I6vjmRKu(}9wW>y zV7yDes>3ih7X+{{lQtKU52djtMqw4%he04PC(hJiWDYV7Nu?`GC_3jg=k(h71hDqW zsA}OZZv8|Zi3Jv)(JwDJFzctTpHhh{k}=7hy>{Pv#3wa;MdaK?Av}6ogJ~n~Y0fO0 zb~EGZO06Q83K1c$L<>5lB6!65(S3F;${GBb*)d}b?NmU|Jlbcc?dKKON{M(hPLbG* z3n&#J&uHhdyA{21?oLoiW7ScT5TQumH*rP$voK@=r!i1Tup7fgJ7a{wsCxxoC}TND z#eD3q!2!TNQ_*j0S!SY;k(2R+G|4b<2D}2VrlKz(`u2W%VFjN+Wi&~bX))NJ`)wne zHKb;0Qz@3?3+ktAx2IKT#~^AG84FJ59QMF=)`rnDa2GyF3}_p=n;RvLngNgexQ|(g$40IU0t?X6hI)^W~h*sAli5edmH}U=KY4q%vnXrpkUl z{>6F)$&ix~7O0>RZ{1UN$+j5LMpp|KGMDnd#v-x|QR9)5=XTiUogfsAM+SpJ@pchK z$V)XA#Z?y2WC(gv9;4vw!=B_dC)h+bHoaMup$FX-fr?21SaZ2yu|Z%L1L5F#e$tdjzE?(g&9z zUF%s?=S(u6wg9M*5#Lu3;K=H$F+U|bbLD3bMVphAQnOE=atfJMS71S%Py~TgBR828 z5rkxeSizvR`tn-E9%00Y=}IRHb;3oqn?%A?lt;8BV0nkxe~~?=T3!LHs0R%8Qj~FF z&wTeH+g?%ZtVbDuewtin@u;1>0=S~&R(~C;RTvn_Q16alsScyE=m5B&8s6>IWBkQt zeAFJ&8*P-v@nd25G6#9kqQ)^BYqNr6Nxhk4$ujfxv7|@#%P~7^6BwzgO(MHfVrjOk z_GP)S9t$fEA@-mWWEc4oDMo?BXYgt^XEPh}o9?GV&P*G(w^V5VhxB&Q7q?92xpBLw ziZy}rki1xVU4xY}e;v226n4(lNz{a}nLS~v8{xP`ti77rsAb6ts4t0+X~Ppjpe|re zn6TrOA={@Zag~`Uy>+a4b;2$@j;T>qQoB)t%F-xh>cvrKfx*x$T>KcNGD*z9Pz+s-*V~^OVXP437l+_U|lL7OIiUrrQ zljAG=uo!s+nuum1<0>L0pHdD>E_X+n>Wl5*Drr!pY8C^(D0n;L0nV`&xz90wPKN=( z><|v{e|$B;ck|QR4pf;BTx?q_0AEUT(1q)`fti0_Y){(gI0*dN{a+aCd{(NJ3I$wD zn+aU0p$*7-A&G-FX^YxJD&LSglEB^8y{`33_MuwCyamCKPTi;X@{$4O=pq3t6GrkC z^1X1eop{pilFRTOe_Tv=mGlW1F-y|@l#}(e8&*(HbPf(I)-m)uIFQX)UND0DQ2oT=JVbYESY%0fz zJf#Qs9Du4$<>1ct={V@yQ^fYiBsl+OKe0cL|s=pK{P?~a91^VU&6iycnZOf z>*GL&`!m$Ge2Cw`RNSHj=JiYLA!9GKjTI9Am1#-25+jMJpI>UPt7kW3!H)Rwa*d{l zrh+;*E{qaDyX-RC!dTeAp@1aw;ylcn`tOCyY}4s#J(Cegu-e+;R)TNdayL;Ks6C+K z(1*z_%Y@Ivld1MyOEJMHrFE8*a?jbs9C5jgSJ2f*1;=8}uNfU=0`5U=h4dlcar(5# z1pbSYLJSZoxByMgD{KclDz!zDKyl4r-@N+@dt#|xpH0{)$APTojVtUC^%R!n`tCt} zrJ=t1P%1n;S0E}S9?Pe)lgID3hrHu_kLOYK#e`YXGK7Nil3JORfoG+PFcagI3*(oF z!ZHWiG)V)X7v~f;b@o5%D!bq`yb44iDF7gcYYAm;Y$-XU%{g|tpCA+NNdXG2V7IUH zJLNGF4=#+0U{qHP2j$^Ty~(@ZX^;0xa(cWUWZ=W1%E>=mYhUxqy*A!glnT5aO~Cis&8H`A`&9R{ zKIlk34?EkoY22p#di#f>R4VOxqmiF0F*P^Xoh$fOm%1Qm8{_M;=Jltr`SdXCNT>Or zZLA|obzSAqL?qp(a6GR&gA3`cBNO&msqsEeZ1c}Y;L{DPVuIh={MOo zg1onM(!bgEcxB%Teg9iI&qG4~@1lR+VMcGUXYWtR4vej+Ji}L3GG=6K$R^bnRE3#3 z{vcIM`yKGx0!)JmkR}MdID=af(j};^IvKaa{0eTM!s$SYG(g(L4(mhO0$M?y?k@Az zEjG2^kyf%BtB8M+t99QX#m|XQK+tf4sxMVM(sx7))X<`qf(&#qQ0_*-3-wdO8*EHI zLXJ>>R6VvOj!y`Ap=C&EsCN`AI&5~Lp}6f&FbKet0dTz#2;yF3;nsKCrY^2Ud=h1@ z6IH+|Nt>L(O;AI1Y#`d;s1&#Yu9>IaZKv+%4wPyHnQB-#vtxhws=BBUF#-#qD1?T} zI^q!srZ`O4I>uEF)D91nCWVED#}96xAb`M-fZ+o!?)Y55W_(qF1P5=agAzKUl1w=O za@$7WB$ETECCvaLkbY>gn}oJ3lfcOmL|kGGhQP|gm!SYuP00|jsn9;a^&{LXC{@8D zcBQcH!lN^};&jK-{eYXplH#xjAqx^u}oz2$L@aJW@9Q)8k?!U!@pFI3z>?$jB1TmGpYmjBXCA zBvxo1!>AcY zi-F6UkV_dvq0AC-7&c-}6N|7EtOPAEy&tI{2Ge9x2F9Kg6imyF7J~o49rk=ZWTy>u z)X0c1t_;=`a9rA##1Co}r|EWl`*I=P^q3~|qO66R71&#-x+57C6`vNNXQcG*H-tSeKtFvA77LgGod}w^aRd z??gQ#{&~$F$~gNo;Nc0oRW(2zCmDld74ZZBMO>Y8I#tY|B{wC~CD!T&j$D}Mjjf(d zcF=YOBwOkZAReqrP{wus;ooZx+Gss9R}YbJVMVzSv(Y%aTH2vn3U6#qAW=v|x{(UG z30oS~)rAqWmxA=C^$EjDJ(nxhzXfq2n1X=t``Sc^R#op4bajza=h8;l-kQI)JzE&axYCrMn0gR(C%k&k6SEi1#KZc-x-n`vMOrU-FMP3b-Mg0iQ*AoF)W z5Y>Nw@Sobr%kQx#d-=J(e}wyN?bprs?zMIPKeOiV_u8dirD?s-c6lkY{XW|<>lSAD z7rtH%_igKFRW1i1yF2zq!EOF8vgXtG*?lt(1sgB>KS3$UtgRUhqPx9$*;cv1UE$x- zlPBD7D?RU4bN&N%W0dB5y7EIk;}fI(ge^STFDf>ld%*q$?d`-j4ox%9zsFAF@2|hd z-cUUwQ`S1NbKlr#|DKj5%UXc5$eV4hf6$&$nNMdca$TJ*5Cm5&m)DrzKWJ+!a=GHl z?6Txz20)oJ{UQ5%e_k1jfNDYlg;HXEy`8NfgMQunMApx=nCb7gjTs*kr!sRVH@)B9=K5YLuWlGEV^yCV4 zbyEPuRz-Gw-QyK3^78e<4HM)5X99>9o(A!6n8e3M(UJ#oc2xo_YM^_Qi5& zJ1d}KMUj`yPagV&J=LqKu3ugs5TE5u>!*9vx5ahMlisK7BmNwgEuH>ZjHJAF?)@<=O$a^)tae~+tzaGUENP5^Aa(8bMoVM zPx%7hKlbgDgA)##?>uhrD6U9lW+t`toGvr*guS^ek2#adn{igmG8IqSr-Cdc^f#Wg zS+D$hjCDuW^B1>A!5z8x-)(;RIlGH@I*{ZsFakNkY0>~-(;=KnrbZQ0TZ&XEZh`nC zL5yC#D;Gm^-{h1deM5VthPX-syL4znq&fQw_NXq*q$-c%icS}h$bDSCg6AP* zDg?Np=stBLniFb>j4=6?FW9T#Rq3?pd79_5gRne#Zy4M@ab3F^+T$vHZSPPrcz5wQ;$#Y(^gNft_F8puFasL112EIS)q(`{}c;)j* z4$EBDZHm8bAE|tVn>-MD;o|nitlKZcpUpI1`nEl?_HeD9qB>F0kjuKs62ddSW7jyK zM*uA_-xTsYUl;w(@7PC7*LUqgkH;~-YooFui(d0DOmK!R=1{~+hin#}&#?(vHJZN!w$Z#Vm1wnvpdgI?b} zHZa~FdB5?$Y@U7DcFhFHoyYlpJ`H7duY!|r0c?!0>?d}LY5$2GFz@||?X4gvy=+&D z>K8#~NsXEQiaot8-2y393pJHe2F6Uj-?oh%@iksDgd}(w2&=4l-t&r`Q+k%~zZ(h* z?eXsSZZyxmVo$0;OJxLn!cl3bdkVZw!%yv9iHGJZ%vXPEYTO_e%O_@C=8{F$9T zia#cTXE@R=D+RP|Ic5Hy=I5Ke0#3w z0v~&)cTbw%{L0=x^=|K|u{S+GKh{c})X}1+evn!M-=~o&?(dx#9qk_) z-_tWV;a2#kuiM_G8F;5ZHWroUii7mri9gyG&G!AKbZTH| z$KXJeZ9UTLd&3TQtqFp26x05$Z{V>5!$VO;7)}elJyB}b^1$b3KUW$A6Fq~`)KuwQ z4^%I1Ji^TSwf$3ZJ#Lcn$Ht>nchBUk-`I1#{qOg(bFL#x58x<|_&-WBVw`|4K(AyD3x$?PwFtW2Js%l&@KNW22 zACLUSFHkX!_V@G+L{r0XuJ4ZxN52gl*M2qUd*e~&@uFYk$^yTCGzuz~82?SXAV066 zyUp`H&_U+{?i=<_mAyqt|nRzUZGpWyAFp2Rowhjm+QY zxFF7#1m0jYD+oG*aAL4$G@8;i*x&~{hesoCL8tExL}R}HD70vI6n@$JkU9Q$#Od17 zstf#Z>|%{%=;y}%&aN-_Ajp}0+lI%6hc1fpe%k#0cd*}DbL{W!Z)cR}%WBoCx!RxE zdMNNSIOk~3=s?u|jo>D8(jV;Z?X<~8DI)5dhL(l?(2l6)$O)>4eSQ5S<2%>%jOusZ z>_w@}_Q9U<@&2JGg{9IX{iC}laPwSwDm~giwzFphps!|e_C#z7a7%-4q*7~o2S!=1 zAYp%;-eD$w{3qb83@Am3e6gU+_b2+r+yY$It86mw z|EFEJ;1w^mw8st1>1{OIC$cHRi z(L$x~prYOU=HK@0JjILWkCS@BlsWZ3_Ne_2A=``(4{aOX8+ng;FZ=1#_KBfhd^(uw zfl=-ce&y5Y+!x&doP3Dz85te!o6tc&3Eo@cd9bG-{a>W6=jak&#|_lf{8aEjy<-mf zBV0yiR1E9*={v4tfRtU{UEWL7Bb9I2&gBK~%NCXRelJtVV@r-elV=JTC-D155HX58 zeq7=EL&*j9{XH;Oyk$G){;$)SdL9nY8CB-08j=GSK4xBd%l zeX+$Fz5Q733IA!+?8UXkiG#ad95uZ$ z18@TIHP3rl0IH&L)6A?tHW20KtT9h{ag_ZMi{BrmJ@aEP-Y|XAyPo_$P7O%C)xTqy z@b%KAp*Iv|%u#+!&0J;9^y4cREK6kudd;j|XtJ3Cv{*WXJ%ABOZr{Nn9vLINK4p|x!)CqT(`9*Q}v_{`wmG<^V+t$Y3 zJzfTWvRy0tG4BntuPC;a@8?~PKMd2Uo^g>A??b68O?^JzU9>*!*h+Bnr_J5@cwe#U;`e!}z~RH^y}$V8@#6T? z)BhM|gMNU!J_y$3i+aZUCx!;bmC3wK=BARkWnq0Lxm{CN${)ph)0wn47L{jfYtqEd zY18Ihl425>o4l*dFG{%0b*Ws{Ek!{vIzalnHvh6|DUDl~f)4!|Ex0%GF+T;f!2eR| zu@RiPFA8cFWqtm`yy4*nuyChWQHr^X?5`6 zEFqMtS(M`sFIQT`A8ba-Y0(6;qY*c~z3ud}6ApZ05#L!EoA} z=JS>DyppuqgJa|S@Jwj`o0ak0X>eoZ#oU~gB*nofT`|=UwoQUb&6lg=x!$kMYt?b*lz9Q*HW_CYf6#v}X852nWN$)ie6@t{op^k#EiZCqd0 z>8E=qc5|!fy3`RpPn*YT<3+(^=_kxnwp1}}KOH5=x{&n@Bh=zN(#2(a#U|EBcC&S~E1UByxj>=r<=dQ7}B zNF#=`{EOacHq4FhpA!rY1GTA)=#`ojJ|wI<2S&-=xh!$0xuS+1(_@|AFRvIb-DaRg#PT%A0CPP z`Xkd!xIC4emk#$02`-xq0JCRcl)n?*nb56nIL*wgkI${T6Abx^mr3^w^^eQeKO_Eb zs*h)tuk!tifTe+<5tR>@KV}}UkAJP3gItLXXtPyW=IYPz0876#GXH3ZcP`4acUSIOUNN&e2xQ%k z+Ij0kAJ+JCxcOo4!$3@Lf8-x3`l7kHG2XRcQ6{rq8mxEn_m~2Pi@JUPlyvc$f}S%d zDEH3&i)UufkGC{t!L@L34HgPYXBGkdq$K6}u?Sr<3CcOSGIQ_z_`Owkv#`I$CL|kC z@(tJdPna!D@nzGC)0xok-%SIj;lIe~YjPDsB96gT-d*O+rg(MJvZkX?XWn4?1^?k9 zgUozNvtR^K{XD8%N~0(ocr-AlFNl}St94=S&!je%o`RCQ=jlMp+kqv^WFh7b79<96b4{BYm=`wH}bRhrup5%cr(Hi*V3F^-H)GeOj8gn zA(*JKZ}nDg{SLWrO%DwFPu|}`bIGFkdnGm5;@O$x!}^oV*2VEl1QirfeF##o zQwsDA>;Usq*P?`cxjmlk%`m@gk5|rKm@Zlsmh=t|Y-gqV5;9b}_FsG>vdGY!_2!t4 zcuBrAlPyg?SZ?0Y5w|Zy7YxGziVEat_GLO+@e_vru%FHK3{pGn80`Vkp7Y;lUhatJ zEt}{2i!uRZGMdu4WtJb%6pg&OEB*_b2wU2lq~II8gV5b2f(6wP`5-lUMrVAZSJRj) zJ_5(w4he(zjE!i1$Bdi5E{W^CkC+)t<0m%X?d59!h(q=aj!`N_!7ctTs4Rw}Fq1`i z;e;St?5Boz_m7W8MG2Mk%A2#wl9m@OBYX}i9$prA(*}NdS^S&Y(o9}R z>`&jGhEeb(*qLCgvoA`OPrlk6ALo^1s1n0%{qU-ww9$00h%YU>(<>_dE997hAZ7dy zPCmUNp5e8_WJV&|OK140iIEYx-1+x2ck;PRun)45@rbxgrp&`2Ud0?UWo6uW?B~(P zzL@n>L*t^T;fHds6{~vmv-|-Lr6Zp|6oXs>Pw*)j`HxCUt}2m--1$Go;0 za3*Ce&!s`ST@WY#sOwD4k@4E5Sy*IrfFREY89%kRhr%HW%IK)>jHYI*TKu2|@9{b& zCf{*nJl8LQng!wT5ZVkeW-o!rcYPE|$Jpq_-k@LH_S(I{rLNKyfd1kM(pW@^`B zZi-Y$bWc=Ev+<&}aqY@uDM_{uM7d4Zu}b5IDOy-uC8l{~uHGC&~~bMXrEv*aTIipI1;k@HQd~;4Z)!{_dl`GEO z7$WBN>PG&V2TaNO_`G?@N20+YB|PV(QyE8+i;9XfVgDEfh*usNvp$|(dM^h5EM{f) z*JfTcUtS-dTDh=l(S}qOL3E_ImvYiO`8l&-Lwt?bVIJKOFDyMfmFXW%5ID2_Y4ghs z@dHQA@xA$}aAXuwwxo4U4hBWKltxorH9HlKiRJp!)~6I=WLN-WOAyi@4o4|oBmWNX z6Xx0D;~Ck-S%P$4+u7#V$H$ZSjd}Ql_!H&-B7FWkjVRDVk@0NiL9=sXd|LSfetOOq zVW2=x>fga1ip_Hy;|t1BUj0u&Gv@Cga=z!slPgb*ukbU?juEmYdQ-ePKi~J4Dh~#$ zCQRMQ@yjJ`zQ2b2gU^H~+-QnUiQiSmOVU5(aT&3fuX#V8eBhKAYTRr-dnz#fFZ1%L z@ej&6%jTY$r3~#~L-y=_*?eVl{P$&w;|#bVvd6e5)D1%_RG_P?5RUf{J!MtI;e}E6 ztfNLeq3mS`&0D9%pYevxXHF+a%s0oL5ua4XvjFL@I&AS?^==N$182n3OSS~*TVS!M zP4|0un6I7@?`}Gjp?YPxxqJ}rn80smhA9e5&~wh}YrKW9l+kEv#}#Jlnepme1G*(P zUvRW}7KE%Va_^c-G?XlZHcSAvQGr%wVy%cmn+|tzS7)%R{V#O)*xIR29g}SbvsOac6{#i zSu@u)LkC8qHSI&aX#|oT{o62AX7oRvsW>M-ecG>rVCrw!lG`#iGD?S{f3yYNBl5ly ze$!lePTaU0{t^6`G=?Gm?!8bP3SW`&gPv`JXo-H9MYHW68HB`VigICkq-S(ol1Xu$ zdE=b;3U9>hIyXLpsvT)YHIR4iArJ{?r^Ed0x$*234RhN&odO)L=o4qli^1bF)idE` zz%nYi4(ZabI*&1%fARs`5=ziatW#9MgM?#;Jo9z~v$7**=$@r^x>An7AyohB@ z-#!828^O0rOkYpjkWR9#xw|L6cGVkRaqayw9q_oz2XArwXz@1*WQ zaFw$TMazAE0|87M#6RtR)7DG5{YA66H(nT|hK9`*z44`u(52adI^liDI~bIt z``7gE9noZRIf-!PzBd!;Y41o>F=yHAyenorX!s|0#P^i_8CLi$1nXwp{$1gd=7OE^ z{*r9ASTw(;q;6(7!~EuZ_slSj1M#Z-{HT7V=WUC^WA>Zjfq2eh2JUBikp)!6PEVy9 za`L+31?xzNebH}&irQzpJjC zr7@qLuRe&drOGt;0BiR7Aw+G8yMU^hl`g6@uMWj4YTI4quzl%g5Cn0+-kq>w1i@eU z=BVNLCnuGaurU46SHmgI_hrH~BIP)8w|`UiGZ`>!a^-?K%eWHv$}K;GqDn5wb_f*vI8oAqGW|{eQS-^McwOZe{JInF4#R?M8vHPP$rO*r zW2G;1;5&n~2J@xhR&(=s+*JN6uVOKuBc2XMCD#WZHD4Z&drRgA=@ouJmn`y*zRYw@ z#OHVH$d}$u{U~T(@;>if0f7j+$gJJ$`4mOP74uYv^i5g(aSDHSu6+gV@|g+HyIBI3 z7QOuds7*Z1$>f)~w$#ci8NB*!K>%%*+^{N4pArOPy6t(NHH-GdlQk!~^(qpLI_z?{ zd#{+k?TOE4L)DoV$4lqFNzQ$q!a~D+D}15o;raj0r9nAJHOqc5|IMS#qZh}`t*v4D zxG-2lyTae}tQTegk+I=Evv`mIlWFJSnnMsdXatsT1F4e!e$uJ7z}pqJ=asE{aN8PDv-N;}tU&Zz|Fn zmYgkRYCM`%Icy@92U#1c@{D#S1p3I{cyud?4uqL|)f-F(DU0 zqVi+t)tcSl+@$}PT&f%)WKt4%0tA3Qt1p0>h3Ub5)MJ{eH7mj->Qkk) zVM+9LUW(D7$lZ7Q0kiDVPyl_Q4 zSlmiyeaNwm&h2LX{&-0dZlwa&%cjh=`{TX&WkGn77CSoYVUxQuKHhuDoOWg0UX*U+ zPGpSI8Rp$r#x<2yLD{q*iw^+i(uQVrn8_>S6{P{RhbqB!+}Y@qyDCn3*3)(Ptt)kKfW%$wKPYA zP@O>?pUIjB-xVLg`Bq#XcTb&;@?REQ#BYMe6s(i_ zo@*|;C9a#su9GFpljV9dWlGB6+MaSAN9Qgpt4gMpJblzO15nsDB4xxMyH|AIGM08S~5m z!Zd4|O?(TzlqXEQrZhLy-#6aBSJU*0OHK8`_?hbIK`^ISV_wwIy{1He@sGR8ymc_1 zLI=W3weeCq?30^p{Iow4!dsF}c%5#N&XuG`26`{l<=6z$awwi&!CIAMlg$V2knH5y zhvHwd#jMO-diCV`d*hFLUa|S-eH4@>=F0m)^Gu%YZU8L>uIr}g%+j*S6Ca3Y`_yXr za>x>0Mc3ztr|H+3l6-C_h%!8?`TE%s^UCylYt4rrjE`XdRbeZY582zwbMZ% z#e8lDOVZQV$B&s*dUD=F@z=aLDS8MKTxlTsD+Sww>0D9IU~A7dC@Y6~S7n|zWsk(O zraeKVKIxa1;EVlixa#fS-7_>11%L5>V!r-)Gc$#(nqFky{QUpN)p>x~Syk)*e5X!1 zbIz2LI_a5~o@tqxkU$7Eq*0|qLNbJqkc1Q=fQ~43R4lOL+20kgfdvBsjx+%ku^{$> zSik~UXo3YB|KGdzH+b*=-scfG^Oe2VUh7@&D&O920_)OqqPyyo)gRZUu8i4Ux z6mSaaJKH{dX@y`oUrTP|BFbiP_4>wE^_=Y;rmL!Dx>cnbYwJkfBoRYpYTK-QiL%gn z`~G`Vx?^R1fwiny2^MCaAB*UsT&=tKmg=GvT?OV!2$R=!c3CBppPe6Tg=y|wW+;7S z)U}G(tT=2~SOxET~V?B*zVn69wtKGj2R#(tDo*zpZrImd=zw!ax*<3j+lR2I4KHNd2Jp4TXTLDefOc@Bbi`QR9u0_28(UEU<58hhs zn?>3RrjL0YN- z#i&+mc6It{cmC(A`?@wZ&v-Y{fI6GVZahM(#GcTY#1xvRbwblFys(m8w9;j6uP&YO zDQNfZtz=U)5)v&tDvvXkAK>9>Q2IdjUGD7LtDh{MkuUDdN+aJCJ>trDkfDQ$58Y8c zr*T0xdnECH$Y3m6bBDX>j_TUFObrcwSSVQkpF67O70;q^YWpw=kMspEjBdZPx+v;k zMM$m?*5_gEFnyj_+P(jO{XcVVnBgA$LUrS8P$T_MvY+HDzm_|2f;{3ox$jj9Df4@H zgiBvFdekVHlOhx(W1rZhE3@3@FILwT=>}`hi@;>&9OJ(9#p((5L`L>Qx^bMFd{?!* zo;-c{p=F|b-Cfmv^)w{eM=ZI@WcTB{sy+2|y-iX0o}ID8wcK63vthh#`e5Jx%s#~Z z=UO-B&#=O^xiC`>V4`ZzvQ$ zhnnE(i(iedAD#FB)tpjqCU*|$e=*9^*0;K&AFQ@Dwq>#a>?M{8s-zdMahE+~ zz)17J8u#RvtMBY1-dU2)UAzzfP-#0fj%dUk-n0?zTfQf+3N40->QLBJ#VfsYUnM(r zhWp4@s*_8{=Q2b-N@u-4`g_`a?JLz68Yb43XXi4Th=FQ4m%GD$=~lbaL)D(9wsmic zy0c?|84V7*6CSEgrYU^;L)C+|3#^}{w|~8B`x@@BG-Xe|i#T(8<&=Eg z6||lZFTOYWSK9sOYt_YU`LXC>v`=(4&DU=Eni_ZT;c9;|f>ei&AFS?g4_8kPSSWNT z)Q!IG>(%)YDd@ICZX_v8BtTBgUGt6VM@P=jm2V&-qP%r`bgTVsQgdr3`ADLcd57il zG)<|)bw)ljP?y=i0^WaEm8uax?%%x++Q>fTBt8TTl=B!nrj=Ieh<}hU+D3aPG1aC@ zksTb;7Z6)b?8ygxYp5JS)OL7fc-r7cC^m8H;@hG-(?g)Z9_6#MM_y8Z-Dc`2b)R2Z zT2s4L1@^Z^r(YL6K%SQ_-R+gaW6>AgKfhT$w)|yA@Mo}J>6!zXKe!XWRsHb12EIGZ ztk}-*rW}vLl1oD;=uuFTv+`pc*fl^ic=L4j_ip?n)g=uRGg&qY86E~M+6LX}k3bRs zopDz_Qf*tjpr-CjQfYLiY#z-N@|O+oR^T+1dVgIA!=`l}-d2|jT`}pdW89A(sa|;K z@|xlqHR12kF!@8|j3KL26nQB#{tFrvK1mjrLiA6g-{qbx{F}H^)6d_WdCI-v+trQ& z>9q4InHlcW->&{OI?3JmD14%MhH5{hmeu-O9ery*ezf{vu~6Tf&FtE^sWQ1Z!F}vI z)xj0u!Au^$y^?7s)Uq0YYCE}23TFtOqSgXko!em^x#>O1;G9`#xICQ=CFS=DK$g>UEM!@ne4JmhSFvwbM$ui&F@vODYi6@pB`eu z*(ba6zh50Jzmm=6o~q5u@Ls9=^8$Cv_p65;bwWD2Tn&1i?}_fqEU3wE3W4n8{>=+Y z#Z5RcmU%0}rm)z(qny8Bqs^hYar)G9ZaW@@^_Y2>>;6G?zLoED@E|~=G1us}{h)f} z*?-Su3(pnu^1C%Zt+|g6dw>v?r!K3E&tzwZ@4!0W4IBWWIs7OqpUI`T>hw(EV|=l( zh;Q-uzPrDY`(pHCK1l$R)!N0?rPJLTpLNqm=l!sHkhvarApMPjZg(1$Xsh)$X!=>&P6=Q*x~P7Wc?w)w3HPz^-4&lct08m406M zup9bW_0;;7OlFqaIWiq*JO8ulW#jmSNf^4XuK8~AB}yoNFM8O`eZ0DJ+6U9Sei0qS z28S#6WS`2swfrM0*-H55eqMXyE;sr(8QY5c+2hq!7am|0}zm%EOlk(Ef`gA9<;e-1|7 z?q233v4RjKHW6I?fq4CS*cVa^|;aMjZtN$`_iwf{cE)%*-*rz z?~S!8gU{p}np&pJu#9NB?QDdpPai1onj4;6Q<{^@4zExOY{B}%YfgqF&59?80A3t@ z`x7*^Mbq4!Pgc9iZ$>{Kk7`ww&;B*~nfud|)iWmd)U?n*1!ZRZTfv^B8$DXOe{|!o ztC=Wja>Ku=&Y7RxxsPg1ewxw>&G*;?JyWPL5{w1n&7d%zHqD<@08u=34 z8=ZQ$d+Dj_H3g+vGWBIweY!d)YIk3Ky1J=r>y*xe#7+AZDH*!(HOa$yWfTjwvy`ja zv4z@Xy4J0KraEyVjmYJV+b^bJdGEf9l-`3gDwN10=N!nS-H_nV|FFtSg zzKhS_dnuT~xBDOZeYLxl=8w#KX)xVWc_n&VeO$SQ1*8Z$=l;w`-4nmBP8*~O0l*yt z1>x;{kYvrqM2!rG$E%8iY-I(Refuc+dE> zQy!v-&Ubwfs}H&AAFBI#sxohS989C-kJXiv$gKCLb6mBMFn;JQ1QvWsOSlrb&3~+( z{eN$G@Q>9?3u*1uz}>6#=@h~ zOBpxs+3Fcn(&J~VBA3te?UMe~T3hbOsY9xE?pf}}XR8~DtuxP6mo;f`hG(cPkWU0= zuS~z$9sgW)DVYd5*3XAE7p*yl_^EF9PQH;+*B#^~S8$(su6oVF$(dTxN2IdlRHJE! zt1X@Wn>0DN8ftf$^N@0`o{}ifCNZ=1`D$lWKl=XXtJ9;p+IeSNe|pnIclQg`w?sd3 zhrU={)PgagzgsISx(<1r@{iHxd)=E}te)?leX-g;^(WB}NCVSHE%Z1KC~6q@Ufc~Y ze_Q=~-J(BNPcF{RWT~R#bh86zxcB|Jdf5pa6hz;$F1jK55gdp>4ZVQE4OakZlrzV8 zOFxZ%MEi!&qiG6UO)U^j`2q(GZiUfb);j02*x~l!O52yIoSgAe_0Xuzt+?KgI~t?x2UM4-2&5wTgWzw{> z{z?<{%|)zD+ICk+zxJP$rcg8)A1h~VITgMtBVcCwr~j>bchi^n^PlK`o8P?%)xIwC zF4y*VzO(3}AA;Dghy3Doqi_2=dQ(qQW2JqqbKF69>nqh?)z_A|Y7_K=>}T~K)icNO z;dy)TSlKzpq|^I}!zh8({j=KFuppgYPeBOweA+8%xB8#e&yx0FL?jV%H7P=9J`+m6 z8hY2u|C9b>X>{DbRLS|doBocEOdP%X-{cDGJJ?9Urn2@S*ZOL;eM$<5SBC#~I2FJ0^0^RHI#oxB#eA!m#~ zQ0sFIozdw{07hy2wGa74?JRke+qr!^OH@;7jncarbA6+*4yU!=h}-GcjZTXEv6=cp zl55UUCVE%aUrM4mlkq#uog>20Rqj96}BmuBv^ywzLOGp3G;=6#)(P`8C z<>^M+diwZg)3i0)cvz47)C}K;$Nc3Ce@tVxCKpjxAlGVP zS)N>52#sjNyR)^kCcB08skp z?5JkUcC*pE8SZTzzO#_tu{8@cy9YY_{1PAaM!DgQd-mMHJgvK047;>4rMjw$3kWpb9wK@`tIYbJplZ>-_Yn zJzK^-^Rx^f7DroBM1xR+3pS?Mfi(F5H>Vhr8}nznXT9W0p*rX>w1T?*FGaF`ri{XqZ_}aqm3Cf3UGD9UYR+Q?ej%O+_nDck|Emcd?HU>r6k| z)*Y#u&JOp|nf`+EA0MUCD_4wu_$^S41T`)c7i1jrFN$Qj2?a*gqQO-J|FG-nzD2mdG5%?{f89{4@a_ z<>sBcQ^3b){}z8qG!1;??<5Z+#?GHnAYx6eEIBT0fvZ?j>b#1RTY%`nbqqlAI&FS&;3Ux>2{!eZq zm0o*_d+Z|rc;mQS-L$mc0&u1Bv!;xGb%*~A4Lx)kNx#!GXS&bt@`nilUfSjVUM`l4 zV=bkrsJZ0+aj}1>RBC{54ezFr4pnOz{q}C~siCQmYqKs%Msm38*yrD0k7LLJz0A9I z^vnDF$D;+cg`wYHz&c1#aBhP-BR;Q&``}yN&Fvxn z>3(#zKV{-s>4>T}Q$Fj#=nwX|I=vF(p=^wGKs0^+)K$A3f{CNwXM_LXRq}=?31^93zk;X zR2qH$TK~6nJ$vma)nWGZ;sJkWZMU*HY>hJH4u05wpw!E$+Jr=Wr-JJkbnB~r+05D# zPqurqrFy(%YGN)6O`sXV#8Flgk4$`8>YyGT4 zWSFYyneUpfM`&rc>3V;qwBxDk{V$7z;86y62CT}X-@U>2r3;HBh-|N`|Cm2M-O%99 z{+RD-{3xdQ7D(Fs#m#K;@$Q4}T7Dg&iK`{c=C(b})SAbo2mAHU7PjT??d9uqK6zj- z=kSwucnv>s9+Lj0C9BPj^~ahr2O@B;0lO-*fgxK&hCk~>)9`QXG;1%YWZ1SWJdSe> zmNcjNvayn3A831UdMNxY!zNYwA>YV`-fXhT_MGfo&VdNM&16I?(SUpV$Nh%Jng;Dk z%vNsfna-|o&2Hye2gbQqKJFKduwO45YqRmaHs@r+Ztlyp*n0@0@@z}X9+ld8lbr+E z(Y0AWHnPDh8+o$fDch2=f#iVh$u+S*o37NJS9VN9f4G>vNja5(gGksLi!IOw^=pC6 zdD%IZlRIkJCPp@bT;Xzb-{DiUsHj3^Ulkh7N+TLIggZ@k$rPj~mS zai(ACR(#4&b-O?1TaQFb*!P|(Awu@3?XltH8vEETij92PTaD8a*a=sU$VWjd*yc~0 zplkn8olQ8{?B0L*wGuRv{o$wl(c^QC><`NxxopzPZdzE1-R?Gi+8;BL$A+|z8VbQa z%%xh9jXD^ai7^hIl4xJP%*jI7AeXa&ZhxZHWwsM!^*Kn4 zZF|`tFg%pqQFRU{+p%j8b`!%%`I64Zz=}DuN4wJN%B;>k)ONHSdcm%9-9ZaV?0U`~ zi`w9r%@PVgg}`A8~d@jAN%S8QR1Hn9gi`&_fcnat=HKMVO8 zv4fv=_#q==|8$cZJ4kXG44d<_M<2(JaCJUcX0_36HvR2kZG+hIY%^ysEpqr0#VfXB zX8T(`f>#R9*m@69*(poC)D&Y-G5B%(3Jedvd*__>eWM^3I$E?%Xz{5fJhR^wS zcjxE)I1c^Mxj?L%wh?we`JC^bqw@d}6&uK+h(Q`9&Ucf^qQ)3U(BpEq>ptjP=5gQ? zyQrbJ*d*KLg+WM;+RvG-`@tB^q$TQUcHLKA+v0W}^o3?%jx8iH4DDpDn>btRpr7f! zbI_m0w;G(Q<=$|sUv(HZ#HQ=)`>U_n>@i3vGLn^EX`9K){vsAUc5}vw=UJNry|YeJ2a8x8(qKFh_gNa?se~ zp=NjP)&t{$T|ax9pFTgY?c236yucWXwIMd@xCj|Erv$KZ^AdZ0zQHwq-p^gl0X@u| zv*S4H$vjPggF3aNtdtAc*lQbY8+z_$HNnncJ9!;w!I_#maz;lYH@jCE%mm#~z#)Qe z+Sa_=gnpk5xD1Zk;CYO@+g|Lh zyxo7I165!TKd^%*0n^F)fUx*{j{T6g;Yau2wgVM++#UXC_whUYgf2GbMz+9|G$p(O zr2W2w!H4^UqJV++Hs(1s;wX* z1Z)rmYlv zorH#~L?8G$ED&hRq}Z2{on`?CU58pg&jbtXOdlkJxOg^zIp}_@L10TQcv_JpcY4_V}wuPty)lN14!0;O%11x`CdX}FMWeqnhMMuQjv zd#SVd2rbA$8*8wkJ!SIpe~8Bna#XjlLUg`QAoaNoJx4~=90ew_mXQ{uRp-~;(n{XM?D z0uXA$cx1sY@|-NA+uY)N{35sK9=~v%PG|z0bkYOfnc=gQ6}&;tlDWeuGz8uwG2rFF zSazk?PdQFTVNYXT2$_UBm_S|SUO%rx=d81ONJIyrNhByDr>HPAwyMRc*)!ew_xhf) zjzz$jb>4%Hkai!q*Kc%%`~3EnaJV7}2Cpz=V@7-K^Lwx*IY*r##lEH7@BVh5U(9zi z2TE?$m;AYhNax`l02dR`N@j9wR}Z7p^&m{2h8nSuY(lJ!bJ_P9CTP-kzxk4%?`Gfc z+gdn|K}QjZ^7R`u1H#AL?~mm5T4@dpA-Vt>``p{__e1W7_xpj^e@l zvU{*CG_sN-5s+y!=^j&)Jlo3aG-fQ312n?wyZ1cc4@b29?v)38r|W%?EDU;!c5ze% zFvV#SZu^6NatVzWE<%h^tA2OogMK`njKVXv+t=9zYy*vO+|3XAna9Er@fWNBQf3it zHaQNRU`1egoV<&xwB;-3I7TPbQ@yEL-zv3q_3;a3Y4F|Vz zODlC&0VvLPxsY_g6QTS3*Zi{a@B&_d3PUpC(Ygta;&KoB z&$x#k_PwjYX$%Bjq5xS#0z=`XgbbqG!Fxz+nJ7ovfCP{wQ{@5&QbW1GTLQ@7lh64& z83BN&M1=(Dndq@-FS0Xu?y(oi)fn7ykQ_*6*P$zr6Yz;Q5jtqN&4jv|Dkn3+ zGMFHG5gZfbnYczOV&`Tk5J{(xY7QYEYXd3e%q6r6tFcGnY$esvqZ;deH%fiP+WN$1vp8!vsspSKE~ z*Q+5Xpd2gCz*uTd-@uQsCpMl&VyVLnWOKlmR4BNWJjW-?u-L{H7|I!p!FWx2J`AV1iG7PG-QcUaVrakoCoz&PuR zi&$bUCIj2}Hn`d!9`)tPWOIU~%Gn|I71r|=Igpfhwcqjcjw1v^*D+q;2PQ3y;$TuH zX-6g!;w1J4)&r*i6@x-of|%^U8K8nS8|Zc;-|-hjgKpAyedjScf;2E`>>8>7*~eJ` zw5G&4?cWc^5_uCsS%kq#5{4M3FEUyd|nB^~=*Q$e^bWR9c z-G@YppbU6|aIhA?zvrinEAcGN8i}EBiR*LU{+_>anH&dbfL3c#0zK@GgQ?gO8wv?|&>49q zV9W!k#p!AE!4g0HeScKD=olAD_Sh*dQ8UPu;Pa3=Y!DvMKjhZ_z)x5xJc4F*izl*) zJs=b`g!kz<2+W4}Aq$g1gL~r-{Hi&*vVtOWsdxd_G6)Dq1YrU!b$qp%nR}jB5dQOY z%mASdNdhQ_;u?}ANCyIB0|ymRTt>)*n7PQ1a1Oi27eYDU9LX#I4m<}(GqA>i)a5xM z5n&OVaA+A?tH}~AqkKAs%kBE1U*4=!C_X06x}U9^dB41scI|_*dvD$avqFD zKAUAhggU}VH-LPinM4Nw8Sa0~#qvU#3@|*Fm}tsa9I8POsdK6ZkOYf^k%W;!$Q8*$ zEql6M-H-j$4o(t>yy;v8ydjdK1jF$dkZ%AR8i@y$4!AWx_6tW!I2f%Xuf?&Oa^pB5 zWUvyMxe%FGH%N*)BT#8Z(>qS-#P)3NN_GH+gm+4D+4b-a4&negNVoDJy$|UV)*v6{ z7i7}Xp=J~w;d5B5&Y}vo_17Q!l_Sbnb2Z2AVIFonAj6=DlF*3|j~XXJ(4@f7HI_aM z6+A#b;`apU`YF!|uh=+%tYks5?kJ>=UnNtig-4(M1sLS|9-;-O&P{g4d? zj)9Fi@}iD{WnX)O-Ck1wW~Yo5x=OM`_ADFM+4M|J{tacc(UH{=1~3(^y$J@8CcP(K z!zhunu3Le5DL;Y9D#<9NmI7c;Ab|J_$QCjnjhwM#BWRAy?3+UNz+L)N3bl<)P6whW zP6WHi%{}r{zo4%Hhlr69s4>*AI7Ofux(^v=u#yG?z-6Fi#7#=1xyg_D869|9h3pcU z#BLWh0AUz6JOkfl7U|YL=GWEcG7uGA;qHITZ{c)h%OES;X>1I4Mv9(H8=M)6WiwO= z!-zl$s5QJf%$iUR*$`6T062_*N9MAPI6U}VSM0%}FT7!*3m)szV3x(6H3 z3A7Q@up#~DXMW{+eiztcgUaoOC!os!y@C!FcMPntM*${@3=}Yos-y&xoo$9zNpp!I z-}ks*)<*6HMOQinI7bD8_BIer5k_#D8J0QZo_pL+T2^A5z!(7oI66i-&;g)Qr;I7I zLyA=~n#QpF5(=1B?p$9Mkr)Kn`|-hfr?B zMys?IHp`pI(hcgF(pcH1D58#CGc5-EF?zhWPS%kXX{IO#NiIo<7#X?RI*A34Z|biX z(m-YPqdV*uep|mThgh?KkOu6@E-$jGI`UKJOltKMgb=IY#<*K^dEpm+VFQ6Ibs&VM z?4z6aOTVyPQ9f%Anuc!)z-u_@73*3S;9RUO22Kk4V6 zjkDz~2!(h6W3(5cYT^fg451t`kv$R6QaYK%ZSASnVMQeElZ|7$;f z1Z9A=PjsY+NEOWMkS?PL&_Ln`l!Uk$qUYk@`iXp1%+E^m zDY=f#nDlWwumd72g-|@eWaGZ|TL8MO!*ftP0#=fMi z+K~wY5-}zXU8~>kZv36^7=gTzqgMux12LJK=9MKq55WYb@us{YEEQ1zP^Ivc(S;={ z6nP-}K&s4`rzW7JnhMZL`IwBADF)9uBwRi(*i0EPmF6xv2GA$Rq?zWF<1;S`{1ZPU znhRd?FbETx*Zmr;R)B*n#m$&vChu;0%CFg61_ux;9Ee&8_M(~Q)0PzF01O}ldVy7u z3$f)ZS&9lnCQ*r5hu`4UEHD;C0H>rmiIpOTi=N=)h<4qYr~LwV#1&m_KU`(QsB1QbfLLpgA zPEilIBZMQzLI7pv)rFu_|_4awoa9VL?RBQ5`+UpET|$0 zV5TAykhjHHV8W1703yr*riAfAHZALAXw1C?hYU^8go+P(UZDtaFw((bZTNy>vRMdh zt4#xt*M(wsN~hwUa7xKUp+^h_ghsMS$`Knw?Z8B?752#sVV;l*qDdrV%8M_DEvVH1 zW(H?-Xa9ke?;U^eEi_<$oqt~o?*i0>`AC=dTdEj9QxRXxDOrDNe&pDgmJ$mlYuU8C z4IEfx4*`%@i0-?#;#U08XP1LJcwXoi>y5EUrbN30NEi?Rgu%huG+&}luo9;a2IEGI zlDgCX=#N^8;c-8V9dJaSjqgQ;dK?$tly~-++7rPm@Y1==JRVO5CjUH`Lw0W}ChR78oBfl(tSTb+`tKI@mv z1J7Upaxo|=Dw)8x3M;G&&tfR{8+o>;p7m=wi1fiu7KJ0}?8(RecW|kZgetE>Y@K;ZT4MT(C$kfTD#m zwgU-+W-8~(`UX1|S_47EjEWl)LDP2VvO-jWja+OA?qHBM2f61aYezPe-cdqD)>QN3CkRy zjS@e5+zWm_cA|u!XabzcRu3uQd6Xyvq{5=W1JOTa-pOn#$K&pQ!H=g8HK+O=BmL8=V{?wl8WSC@5CC{&Xz=>k9mh$lY>wE|*IirK~eglorcgbitk@N?Rj7*S?PLy^5*!!p(>gSzO?%u$FMD=|<1lEH zUyWbf6HE=@BG?i^$Ks&3y2)MnvY*f?*T$&OIgD82%{M>^gzY3mP*nS=*yq0VvhQ`- zzkq#*{>68WG!Tm+1fBgIybS7sEusxf7EhRX;{gFVXlU7OdlpAk<35NMQ9gxqdOlNv zB4TptAcCrEbV^b%X>bN)0?KsVSdoJK_Fwf59B-g;ynFkL6MS{T>d#$sFYByFFh5|>&JWvUESuhS(nmH-z z#uI@KVH%JC0w$f+4dFBqWXKt)$w`?`_^5dpnHKp=*vJS%RE~_dpb|JX%o~ZxgNFyI zuMbHxDITk(w)k8LH9Q5Ldu(+9PehM}p!cTCT!%#?3eXx4vSiFSAjJeTs1G!3uvxRi zi($N^6`&G040qMv{EAZmR#*YP3X_qw@*&PxgrGDLz(mjh=qDOOw1L&ZSD`^Raxo(? zP&P|$B&b8iUGR6mZUZSXOqd=4s8mw+#<*21C$a-3_&0l@IJ)v^MuyFjBsH*HRcJ^= zV%m(6N2#A9K}+}e-~GHcD4pO3#$}76iX{0!m=>uPA`9#o1DN}YUkryNH6afM;P<#K zulPmBz!0!4D&AmQG99JUfN5mRKLfSaS?Z8GnN*Z4JZJ>E%S5h{^`fF;VuscJCuvS_XD|MByQ_JeP?q6 zR9S@*1=m4d?tR<^*pROzPs)Q(39SqqQ~nv(C~jiOqNJiII2ko|NEQn`wP;g@qMQMN6}Ex8 zy6Ah?w#?Gln`v;eVS$UpTX<)t9-tJm;WoVL7j?lPSVJmM;v>2mZlXFVu2P-hVss{j zYs>MtW@SnED^z#LCRZq4+ZM0bg!2R&6`Co5#6tv_W>wOD97Py;k=bBaxM*7~y-F@h zR>I8?)C5;W4T)DEP)Q92i@f&gc<5XeM%3-9CZA*pQ3sqe42cNN zOmi%G07juj{13<((ipBg9giD9&}8gYx6q%0%2B1pOQ@1f;GK*^PzY;8Ry;>b1eBsv zEU5Ax#>Gf1*uWSw1r{D9qAK^K?2&TY=y7-&KnH>{-XZr$I<8-)oI1DxDGUu+JREDG zPqGL3GOTbHOc2J2xr%`C8;|GX0e4C!o(0)sB;XS{O2r2WYz%QbIt9ig`2dzpl7it7 zrWzj(IUY!XhKLFxHoYy63>1;;`v^g}C4mu&=q$Mz)Gn-}SQEC%z!V|aoaO9+0eAsd znZMcmo@(i42@4(dHU+`yWIMr|3xUgw^d{esL^%Ua1jfHvu9iYIPM5gp&e7#Va zw;&t+BnwuSaIva(JV%mM641V}5V#V&>q5nI5EYpZS_75S&F+1Lc-vqD1y5iP?}f@5 z?$9E^w4o=EPAlI?k&pl&Ml7NFtKEHUP25qU!xTG1lSz#Z47jZ|@q%`oIod@0Op+u- zZ|0#?d?j$k^D(Gq*ZshOmP7R*RRnlH%1mrb(@?15&@Y>zO|^ ze!2h`*Txk!;L6|F;pNJrz;uyaK}l<9tJ_o`FLa-%kNKcJ?MCb4BZpB)5QkC~a)ak- z+Rz))eM|%nt6GCSAH73A2{tflA@OVZE@&$HfjKDkAOzK5#PUR%@R#z+ZssqqZJDn> zDairn9`8$=YCd-CvU_VGC~%U+`BCd1LV&v zj@s%K*az{ml&FU)2qE}Ek^v~u@T6vpA1Af|w9z8;76g)v+~jh6Axs8*2cwnW?4u{P z9FJ!M+Cotl@=~Yt5BoVdOJ}nvyQ^ zkn2&#cq}X+>?gnnan)j$%!juqpNtPAG|+Dt*7C-9#Tvt1&0c?YfNfAQY^*v zb8cHx%&xYqoqJDHJkdSS6ju(n1>iC?0gfd85ts&oR8Cihkx(lPR2&q#fh&gqCoarA z*A#cPF?k5SaT;S-5sD98K+uip@I+ck-Q{W}we-M~z^D6N`zHJ3eV4Irb zrETc8oC#q*S;ZhpOdrd|iJ*&G)vWtmb3AthYN!A~yc)g~o=fx#$ps@-y0&*wBSB5b zS1O|}cLvKMgaOj^kr@^P(x7}8on#NL!Zt%!l_m1j`ou)Vc>xC;AxRFb4?a3#87DSp zAM4QppIIv@G-DVDNQn9otRX}QplXrWI9`wJxpM6CsA1UhF3MS>)kY%~)skOPn~Bf` z9%st6@Q$Iyv+Epg5CxfPy6S_>MAi{SGC11p6qI90_?Xbb|tBpw(Se|@9@ z|0ST}^;m(8rKsRt9-8@t_2MF>qanmZABm>0bfUws2mEESf(Q-xfgBP22D@YRF=c!z zzJ&+q`S>73?`o|c?5D;*VHMsHwN4cFWt5WYQUsyGw9DR#}f?KLnUK{>`j-o3QhfX@)gMXOK~KY1 zFgPi+7DWRnSS7^Z9-I_U?f?K~BFejl>;kh>p9cu0ARRw%%JA5vcrgb%#7o*5;IY)y zz#u3i^UT*5iad^t5CDK@(ahcOJk(Ghir}@083^H%msyAkKgY?B1(9eNgde}D zVjP zUw0CND>Dh*?msk%JJm#{mJg*)2Q++^I2TT);IE zBzA(t)veE3^}3HvjTdN&in58oNWv-$pryokS$?H9_$j%WF{2TTKsh351|Em#h&SPA z)eQ~b2sf*uLA(It!e`rWuwhV2dI}OL3P6LHFug@1BoE+kiLX$J81#qr0~r!G(tvNk zI#5-zHF}u*9QKJ*0ZO?r0d-7X91ieTzl*(CgCII9>3l^v9Gnf*|O8Iw&FJ z*p1GJhq?%$nU^>P>xSNhL8CNQd`7Vt4ujSfg>j`UUIJSn5`dd9#*1HqJs+GIPdWrr z03P8SA)BwIM}S`N53{uN6p?eI^20b(*cH(mtY5-+FU*WjAK|}ML?d1R4s1=ZX;28j zCXY{BW-?1c8I`etZ!pCG2XTVtD)%d06k-L419p$=Lms?K&m*S~f`G`vzJNDYP-8U2 z86$c}@bs)Be3S=?4)CwK8P-97BAA6ZjTs}O!>CyY9vkeK#Hsi`hQh*zw`y6$;a zxp&Qu=dI?QFb-@69%bkdsg(!Tf{jCsp%}>nm>i5v?ud$I@*A#R#UXewzI};%b#^>{ z@@t>GAy1}-#4%dE`&ohk2i{_WHX?suE#+B-BWGx zer1p3MF_X}SLP^VRB%P^mBb<=v)@GO3CHo$3Z8;2FK&<3MVK_lpfO|@lf^W54yaJv z2iL>9K z;ozxn$hSoD8S7GINosM|oN)n?aE+i!sQ8BkX7o^W15$i);c_CIPDCR^$I6dG`1>x@Z}35xYz0k7#qQ}{d*hd{;=o(umW*iO`O z&~O5kF&OK>>;^ zF?awOh6ri01lZ7=#WFptYrs9y70(|bxeCkUNz7Vyt)vAmj6xzPgW&|7&0tqrZE;7O zC+TkNPO)xK0kS4)xuNFWBboCEI0b7hA5RRYpP;Xb;t@Caj1t;!4gG7y0#Oy^AZ^&> zkQ8IV4^`y~R}n-I9mt##=z#^&SR!5`z8!KEqL=OubK>qZl&d9Yfc+7F*l_CjZwlu8 zr#w1}C7@L?9=|7tt`r@K41z~2O~@nDumY!-S;=Nl z!+vm36hLLdAR6d}=sm#`h8rSKc0(IOIrp8par5}3Ne=8&Sq|G0z+_$Bym;cMI?+9GRa_jjfK|}65jTVY)nxV13AT>S$KFy(ykM^H4EaUWU%E{`4uH$WO{(< z1mPB|g&hY|B`%Ob;bQRjL75N^g;OSscO;++ccRmzh?O$3088{3Bf%$tZ;H{wG85s# z5fDh9`^JKJ%5mhGAQ6BtRK_q+^a)8K03Zme#vl~uDsTXDRIz)_^%}3m>k@_G*4*(6 zx zjS$r5i$8^l+ZrCXDDIjJBVe4Wv_azR_Z+*7=^l64qIlj$G7m%-N{1btHj*3M0q;@EUoT_|=DF`GHvF(q7 z4io;6KGAPVnDGW2vi`T%td(;r-qjs1b${%R52uo;gr%x#aO&j!+>6*D!7Poah(SL> z04X4yiu?4NlD!IIQ7lr?rfXzcbt^uCoN=Ok2#pL6Hq1g=N>rbIB$~6Ne-SxRDwy~| z{u!PMT>{PwA+=5dk7UCPhbZk8P?}9VU)XMD3&~ICLhC6P`uGAVD_q77?5!RkAAV z0evhti4C$iZhl`pvtJ*O9pE>@VkkLBLJ8^xb#m|Ok9SSyW~`1eqYyNeX;x8F z`0PkIBX`0Q432nJjTUND8e{AY>M#{~z>&+(Nvl*Zk>A6G8%;M&$EvlMtcAj0`FczU zkE>7)$PRbnJ{TDohP5j<#M9t-05Nvcz2t}_|0N=Xpg|HmR^WZ0IJBJ*Kmm#Z2zv#& zNI{ESv+|{So|`ZbcXrUJikHGql2bsBY+1<4TI^$yN4WO*0jydLY|KZE8Q@lUF6e4L zmhlqrg|TB2WB@27YE6>s6bZsuiOdj*#-wi$agL&Uie+qyitLrQ7epia#BtJ62T!6_ z_@#lkcLZuf_6YNXYXvc@0;Z&w669uOLQ1g(Wm{MhVq}dA{l~un65t6MBy<F(EzIkKxeSXWFFX$asyI6t%Hb($b(wQaL%kzxK3FV$rDLg+R5Zce1LK{gjYy%N5`eio>;ePBHt-JNJz7K5*rq$s>((6-kLOqm?HR@}a`j~Flc!ouvI1#;DY0>2;Jd(5ED?`-ec`43N$1-)RsYDq^`6q9?$Xh ztgCvTVA zR9JDSDiA7useBo~Ap?RJ;ETK`{RIZk?4aJvZqJ!UG~s{$AA&8-&XwA=r0VX1b3og9 z71o3nNeR>$84?Zd4a?)!Rm25|MkRf`jfso*Q7ctwfZhhbVZUcesgfdNO>j{fSnxXRohe;c7Ec`> zT23JVungkh2~Fhi25^mRK43bQm(GZ*+afL~i?;XVFp>wd2prcvZqZkUq z01e?J%_Fh^0Xm6l76#PmOAw8v7XgBH0Fi125?w{#g>!HUfCp)jMksLsFoQc*yrwmk z6)F{oe^oDu3|o#{*$WVhx5^{yHw+lB2yUw&i&020nMMl0kUALzi$|t1JdqGlbstPw z{!CZm$XIwWE#M;X1~df4AOu##YVjom5F`)-2AS}AQhD5nW&NQh-8I-G^8jNT5095} zWD&HNKnYPZ#Q=bC!wrYi>UQw(cwmUi1%F@>sWJujp|BeZ6Rcx21}S_w*Q1J$>4t_1 z7jRQo#?w_7b01q755m4#2dFF&I}gLuxD2^LKF}aYJu(RFTLotpff?a#sDtQnwqWo} zRFZ_UQ8f}m%Iqn;{clHw@}@EtVqwEVEujeOK>vsW7F?p%Q0t{IAFM#Y(4FKRECRNo zx)3WKw5&*4k*HDGxL)a)0xo03Ks@?~e+k1Au|*4cD>@NwrP+tr5ftY|gZ(1`R3O^O z4EKlA)XIrw1R@gsw_>CK?j(^h zDA*!ST%gO4!8uqZ9Fm_pnA*PaM+BR z5|dU9EhaChq^Htl0a{1|QXL|KR*)Gyn7|8itjB}&Qh%u?n9rEeAFfXnoh$+u;lPPy z`ejb`2{L>J`Zu^4+LBlV6qcpN6`~bm-kbNMQdl=@E(Rm%VGfWEMy-&6ay@^EsLq)rm9!b;1E)qvJJnUsbt1A5Js zYItLI2IH>z*myw)kco1`^YB+88B7Eq3q@pbPRrH8yH7ZlsuyO@@Q@fjnN*8GZKe?) zfW?Di!f@NULIy2XE5bt&fjp?t8=R6ANRPy}0(L{oKv;Mwvj}NVIW{`QPM(k)^UMfFfQC))L-AOsm+FKY( zlzCF+g9i}8uqI4i?0)v(M52jI2tl}288gUZa0Yd?RAbeeB66a1HNZ#)8Nijx<`s-bWJ5_p zeAk#_ky0hq0f4ZGfr2SpL|%t#h?~DUu02eC04J-M5Ca0pf)v@N1%Cnf=mSn$71iu4 z_m5)(m_rzoaUWhCAJ&8{up+z{vPHKDwKrrwTyei&9nU?(w!I?~fGQH&m@sfqn4lRC zY{Bdv`Qq%cZk*GY%Oa;hM6U!LBV&#LyLukv?0}7dCGI_I;t4&PfayNV%{n4q38;}a zoJ5+aFC7ioH0TGdp=5Q~+L#0H((ZL@$q16;9hNOJ0nX`xsipnFgT%H|7 zL&Xg20d4`NkTAuR^uA_)XCqez(g7;s zYbJ~X>*D?qyc6?-WQZl;XzdZet^!0AO|hXcMv@LVDi%#2SJ{C05J6WH*K5lo{t&ba_s3gZ3FZ_W81|Sj|jFO2H z;C&UjhwaO` zheak64_m~=8P63#vo}&$;MpKM016b0jRJcklTE!e#1wqR2r{V_fL$b(O4^l`8%zW>;Xg=<5tAf& zHf#Zl0$|bI#RG1`3GuuNB#S6fOb?$yz|LqQ_wWfyPCx+R#@qwOOIpOsR9W@09C{R} z7fMNG3Ejt>0AjNRD|mwWU^$M~Ze&L~*dJUOD6(Hv6T%V8{^+76n`P>Z;}cm>VsD^- zzSLekQ~JcJLMX{`>2Zp_04wg27!~AY-T#~zPwl|I;D&eX^C0>0dkfG8z4<>2|QxoY`6+|U6R*1^5Js{c1mxdb9zlW4CVV0&LK|l_b zyk^P)0#%Lcc2ArVpEV+YB*#MGn41FYv-T_i5F`ZPxk=B*8RNkOayS|&f&HfK;(>m3 zl$pDfKLH5|y`-fqk77vOOK7YR+L8{Uz4}clox!sZwy;)KE**iad_=R6&^p(%~vr;08iZfEG)31Y@d`a&aamj;3F;vR~r zlv`5KTc2@^6;&9DGTC4t6VPnjNvFp{>{BEpW2}}MPH3om^mJf~-O7|yU`41#Y5GKY zz=xG*f!#!L;B)|?S`J~wykAnn80D2fN31gZ1pm`_BCw$`u+~m^7#1r`P z;cxG}ptBY|aTCHtq(oJTvH%Q*VoRr~H_zq=}Bg`ZSBhBVbLEZ-pGu zRHC2>QaFaK=meTVq6@%ADgc1&P+d8wsFaqZq0&ntk|?u^9YJ_dC6dVGG@@RVQ#WUm1G7-6omDbUVM|2y`!rRhIjBzTq#T}WC zV&b5Q_!Y!(4A4*=m5_*YF>XDwDeOC{N(vyubK&Jl@J!zjDJUXdrLJ|Y6(Dgdhz*w! z?k8ua+<+2U>WMXH&4nN-=B4IHsHHJ?NC;CU7l3!fg%7x6&yMGHVw@07b;&|fjfIia z0RF{?01z#=iAWamjs~Zr~DKg4E-ho4aOzAMqx3RLAEer)nu8f>7n2dI1HV4Swc~JoD=>W?FZHJNkUFU5hBkuWniR;T4(~7&EJfkEzPN!Z=r{M) zbK>bs5esP()_^(7oNF3DS6m?wNqoaH1VbQ2sag!~ALAE7BE;Oe@uJg|Lj(-LB-F*6 zALr|`1iHfLw^e-zjZN~+%wHc1@etTHueQOd?TZHhb~tgvD!zvL__Y z4`qo|s)3h_&PdSmwiqntfmE?0{x3`!u`656icpTTH%a4wO5Cd~aItR2Z(u_#nNpNs zXn2LlF7DCI+z?M&$2uZoXe;`?z&4ADWwPwn->v^9)fDwZOTW38gz`ZAh-{U;#nVl;aAL3-p7Qct?H$DnAFO|eo2yG26$>b zC;Bbz(0dg`BUOnn@C3~R?NrWCf3kUeXk)zHwVW59LuZ8Ct%wQ&)(GGQV6i<6gT#}N zcEd9TeN^sIQNB1GgVY=4=in+Vy@DP%Xc(`$3B}qG_?YvQwL)UBNrG-I1Mvq)NO&NV zU;?CDGzG#L=no5vwm^*eO^lAdI?R+17%94?o8naz-%%BeSM}{6PhkT!Q0Os%Ic!c7 zbJuO6tjq&&n+kkDJEN_tvZ1z^3oZv!)vMi;o8s#S0Y)+q2XlekeO z#B7ro7ShknSiUvhxf_>U*W!M)Ic{hu!o8UUk0Gb$p57eKSgQJvsF5HFgp%agZUPI# zj?ASNSgK%023eb}%hWCLiRB#I$HBo_FN8SQ><%Bgu2Rutq(nRgG=iG|g6>UQ;@)<4&rm8JeM7rU zT1s1DQ>+84ZaAB9FKmgIo=L$b1PUlyNGV`}0I+Od`HkQ$`MwJX0fa>Tr1=qa5M-6R zg0vCZX#u5F%8!fK5(v1rU!dM~={y~EB;6AGU;$W53`Ws1x?*cD$Hv=mc`S@5mF7mu z0jmeZmHi8*-W4ZInl?1%oFvSU9Oi%K0(OQ|noBloIg7%0jD=#`w$7LPv!?}E@-Du{S@ zB6^G)*xP!M2E;jcW3lt6JOP>ccTdJx3uup7NF z9&~lv;^j+d5J69gX&GdgsWEB=Mnp?i5ENNrxY(*bJVf;UsL=B3T2LWD4!pzg55s|? zxsh!#J4I)l+ZG>D(MMRUfv||QXEM@gJCqQ=My8Ia0cHe525dcKd%TPU7a1Q+6G`Gv zgK;u1z*bpUn7t&E$tHa~8R9k;3-nZ~-7?t%R`eIWQq5I~Qu9Faq$mQ*N)pK2p}eN0 zvElH_RT$`Zp@<+Dj6n5tvwDPxzM|^t4=2h^=JCOc;*&}EC|*|7r(Cl>4AF&zhG?H5 z1_7fQWnh#L4VIVH0$Hc;h?jR^7s!Qo^H?b|AIl(U)C2&4z49WHaDzLrgB%71j9I9E z0Sa$R{+k^{L^*O_tQD~vx1e1bEc_Q@fFg-Um`X!52((ycfCbXY7}ylwifl4GLS-xz zUV>UB@3gwJ_zWs)P^yK7wW#RFFoJfnR4t%1i62%BFB@J}a$9!BOMtbH?2N~6QV+Lf z6VYm98f;D*g()Y5au7r%&sQ=BO;9a`sYo31nOuVKRF6zxniLNa7s()U&&tsv&CXqM zXBVNNmIgL~@c9|Rs|v<1O4S>e6nq0LyW-gd9#}jsM5%XF!hLdAyrPRFfErhT0fxo6 zG%&;iF5~<#DGW~5$`NfBlZO}7D<>>^HAW#QX(_*pYs0uT2ml{2Bv?|ag~bkYC6}H| zI+!rVE~czn7VwF`3Zuy z{=^HC*Ha=yA3swa)Jxn|d*b8TiB{2C>pcY~!!uPaS6NHK)+{sb$vts}SVj4(@a;vn zdwx$m?o5gr>5xRB|AJ(V@PSaq2%9(pYKw70c%ZhUj_~zv#mgm3x()Fl17Ts8T{GR}!w5 z-0Az`bsLcjo(_CN#AHIkiesthDQ*%(3Twlpco;Fey1#%oyACpkP2m$!=n&vyWLOfO zOo-oWI^~XjeSC`Ie)sv;$DK!kmzWwQQ&zxaOm7L11NsVRFbVsuXpT@d*Rcv62`AVy zD}m1Rce{m`K*cx=S0!R8ffBq)lp!BtNjic6WWfBvQ6fVly%2Z3l@G3@^eCBSSRiV; z%z`Qfsm2*(R2Edpp)1nm-L^)BdW;m-J)%5@kd_^4@b;9^m8npPUmA*#w6+YFv}u?X zCjyf^r|XB1@3mAGS_wvDlS({GV2}-L1sjql;`T%$pfZA0NMLY=TXLViBp%<+LbED} z6y(;MRkXyv;@}iXB^1@QUK+2QMWdtQO;U?uriz#-lvA_AP|*MiLp|>1OXHa>=o5)7 zf^SF~Q{;>6DelEf<8^D0nwEbt+Cc~dVUdKeQ1lNB7N_7*$*QXL1Un{gji<5;l?{Rg zlDKMl|aSEU_Rw@E-;>SH(m>xd8 z2;NcKt3a9{qkus&8K|L3prm_D4lEn;W*mqJ_ZY|@?wbE188FaOt5l4wrTgIJ@uGIp zB3!2Uga?Gd@U5yK74EITNvhy}czN7;uF6|-0U%)LJI2N-GAXr>jBFoK**IQ|+#uuR zZ$m*Z*$)SugKQDV%Vy0#17%Vo4ArKRbu+Jsx4E0Hi2K{sU!-sz#2o8QBh*6^6e&x} zHmC{zkF7I-udAx|zxzygzBf5ZlTJySX6TqSL+6Q>wv43=WuDU{ZBx=DWGF2nEi)8k zhRtyHl}QkkdAJNBpdunFprGP}iUJCXisJJr`v0zdQhe`y{!gE6Z|*&3@3q(Zt>5~s zb#6WrozaBhkq4xh15{*RR4#0ken6XuHh8YwPT%sGXk3A_!@8U^kK5u~`hm|x)l2PK zKm#CBig6n^6ob$gnV#Y7q3Uu8p}f)!V7K^mY{5T%Ch8L9fs`g;1IlwpedyWIqz2fo zy}NjoU4lI5E+&x~2Ky2Y@#(Xp<&FFn35+Gp9N3hNT2#&dE$Og}clq#DXLva}6(=CE-HypCMnVIf|R-^ENghlLG=?+NdEgV?0jGOM`&7utJI-Nf(xZ*ck&!wIbQZ>)@=Q*mUNYbDI|~v!^a2 zQxFkKX^L8T8?h`yWTYc(OCGX@C6-AVtVAkOT&qKO?2dhv^OR0KIe%~VW|{#nLIs5x z$OZMt?r27n{H|zzB5J*?Ko%)goCu0iM1Y)fruw-W zhpm%@AV8=&@z(S6^v-kmA_0CcxR4te<&l85afn9WMtzRENy{mI>H|uMLvaaox%rsT z-i$N}whQG%AwiCj%?e%Sd_4y~R)6RGsD7#F*xZZqAK%@ZMWY1tgpS(*0GGp;ClWwvA%yMXNhCM?SC}!tON7J+M0|iTWI_A@ z$PnM;(4@R-ZBKE$pa^EyoyT5ZaYXzxltkhKAR%|yFeUDZZz)Dao~1=F<{=2qXwQiJ zG@b0q`NnWg5)Y9Ul(mX}>B49x;U$z`h%L@w(+v4Z6dQ^T0>Q2c5@LxV+k`ib^`P|1 zi=yc=HNbtSqy@@QOu4<%w_Ox1hj#%6LJVcL5F5BsdZ3)}Pc{LBj4f5B_o()vAuua@ zG%GHSW|9sVr-L^UcW8|B=j*PEqobw^bdyi1x2SzAK1yB2ZP=4=A(*FhDfF8cM@_7a za3E5pxEABsi|=zuG`x!uSZW~bF5e;ZNyQ<4E62t`iUcp9isyC^W76XV8zoFRAi!J_ zAD^=vLpZwVgOYuiN0nd@m;%g@y)hwt*uoB<#NF6aTP?S?WuZhF*W$k%4P{2G3h8ls zFo2!h7D<7kp8qEw?un|$@qt)=A{_w1lJarpTlYjOnk4m#5-trui>tB-DYPImC`$3X z0K-gsqNa7=3O)@tkz{4R;7+sw@hW+Ansm*j<84Scg!dA_l3eU-6ur1B$iSc2M3{Yi|9&J;g*Mp#z!ucM1_jV zhe1Rdn1UNj7K_=$yZ8+~zq&N)Yb545KDGb}jTgn%rJaJNL**?mB{F*CvS?vB_LIgA zMK-0WoS?p&uQMi(1I3bMc{!G&t@H?~z`;oE&=cOw!wz_ec#0rFELvL0i<1#*$9u=_ zkNyNfrBnuRt!sOb3f2xecLnP7B`OP-OLDS1ievPIdH!VTXPXOKIQVQ^i^>R4Ki-bH>uza&k-YN%e~%aNBw zks&AJNAj*9&B<~V5NMu0<%;OowHz0$lI9I{f$bu>d{Y}oC%OUvhvI87CP<2e3tf>b z^W_WVVv-T)WNDoK=@rq83L!c|$7RrxU2s2Nw_X{oUxM?Z9ZLmD0rJT?fgO@AP&Fy+ zc{4S!Xd3V?&dSW6@d zd;c5+j1)yy=Vj|$95h6cM1aX;Ou>c(6``n$REm5!b}c4YK?F8K|B;W!8x)EugRUff zE7Wj&?3t*Cmds|QW1FUS5t<^^Qrw#W{BbKA`Rt=@fj;P(=yT;H6?sSrK@K{{4V2DZ z8`V_6Nkou*ow*)xK>;f2 z{@7B*-`TGOoIPgFkAEOnK>aB{;rizt&KAjP-lhR|kGr>M`eSnLmW68$o2%#>a+&3$Cz_7~cp%$#9gpWEZ>EP`=6te!=lUepo+PGICS2fly)>& z7Ir2I(N35z@H7@9XWSee(tzKAVp4{XRP8F^JR|{Z0aDm^ditw3^G(Po7UY3dnZeYjMA3l_Ou34mVo9=E`~iv}axG|uRuJ$1CsB0JLc#}7 zk$#v6cQNC{I}tZINBFw6u2>xBg7R4)ht%l-6OF5~E+r56%LpO3Ae@3F+-J~lC3aXZ z>CT=kQNWSmRUn8kvlxwKh97o_b>doFR6j`=a6J4Q^I%oEiI7~G$ie?WK)FeI{CmO} z1&1wD5laaiZ`4+(ZN~~hWlizt0SMt76j~ewpBH+|ISML@bioWS@1xnuyI3yH$I|U5 zN!ro|ArVQBL*Ar6SB&OV3gIHpkaI)|#aFndezO>DZ)9$o)37rxm@{_jtZ;FzDkY%3 zuHO8)=t^P&mj#cc5+jMo)rCxg0GJ;iqunWs086=?XjzzP5k78jF7QZ2h=F70fnSO? zI-e2=V39C^tdbyE3_$|7kzj;G5Wo;5Vt5h1bJ^}v%54dBLJpzH(kpK2(%6-|+mb}` z7fe`km>5|o3s}Z&U>10#SQ+aPG@KCe%$e{uIX753vCa16**y6ub|=pQ?(GZo%eO=+ z+H1H7ut@wdPSK`cyCquLfH#0y_^N2P_Tm6A5Je(`kHlutjkiWigqC3{nVu4=YSBTT za%(j1M0^;7&}PBg;{LWP-#v`N%~iw#v919n22QEMrPCqi7M{gMu@_uYo_exIklzSE zq>4y|7wT7Ujj9*({jhLfY99c*-FiL-m(rEp5K>Z~h@WwJ(WMc`$qaGiK>4&M-~`|6|+4ul_(klJ}>vfsii?nhPTZ_yLDt0+u0KK4M@bV zi8KZtb?Cv{qp1xXlhic;3)QRK4nrVr3SDKYQG$c5+& zm!2Fq6zYg~?71iEsQ~XdIQb7zBDN-;KDZ~Um$?{72IK+2!XNkqIZ32Eniw*eLD?Xi z(@kHDPTIxS=h*xurIdJpg*Q11yq~4n2BKV=0+|z}W)VCd!*82OIT`e5)+Mk*4zB#Z?~;)untr&qohO(*)$;cYR)UF`Ajc_I*oB&%OM z=8qf?!Y4f-h?e9>KA!qgwDSN2D`_JOeX|#Z%g7@kY#TLA_RKNKa5Ii8X;Vm`q!__X zp@cMCh1TIJr7uNmnazPjvpaT-q1z;Fs51G!4oP0{J%W`i$6DAZFJ&O5Bsu9_#cnJ_ zQcxYK2hfduCkqRpPT>AfNLjdOlLCGypyY75kYKz>5mTj0!6b+cXci8&l_nX4!sa1# zqaF9!DJViqTHJ&OXd&0cjU)`E8A+`_2G~EjH#)7HS70x)*DoNZ2bx%X%$F z-S7TrW}|=wG@R@JJ+l6W{V|isKGMJ820*iP*}DG$#p^d&E+DM2I(l`-JE;E`w%jR7fP0Rai@v4))f^&`>fA>5r*j(-a|7843Lz(H>R2v?Y=9Ux6s+4orb+TRE%{46sqcI=+A8@4KFq-pww5*6Qp8dOT#9J0)ZNt$ zk40DEPtsbJB*EQegJ3eIMo}RNwDF4QLO4hK900*BnZ(uaKNj5xy@bVK1z4jk%Rm|^ z4)|wL$`TA$Uti)YQ>Xx?V7~JT^Th!2`pHXtdRdL2Md-RvN0}X9#foS2iiXi;6$WeGE5*< zhOl)xBOFwEa_oc9)4QICst=drkglM-#QRB}@^Mbh3PLbG>Ho$nCm4`s&>C2o9I@O* z!ia!iSv0fbWj*^uw1^}j-`hYe$z;LecKw$pqSfQ%UO?G;~+E-#17irxt0q(qZd>s3!j zvnx0ucn+%oJ>(jko9=r$ntOnhgSaeNnZUKXMC1XBxP&-`1f82m6DQIcM>UhTuqHul zkxLO7V@jl-eL5NmJtnOwQza`=S=-wm_mybY0qm6Wkg|+gQceQJOj>wUOyDoF->&=*8L9AZ(ZTesg>$uFA1gin7ZIyR(82Ac2|U_w|1+gx@MMO9H#GAF0nu>jX9g2!4k&Kzvx^m8*GtUENjJSLi9vMsv#nVI%@jhU?gc>7i$t z8?zJy7H$74SZm!{WGSfz@WOT*>2y_Ox>>%?#6lcM3bsiIv1-U)oD5%k)^?G}HB?|& zcuXvWug!jruQULCY_MQxB255^bT9ZQeOb9(d>MX~08S^iCPm2@7Tc7$?J;vo)hl^e z=9%Kcoj4Rm!cr-u8G(#HDjf@3FA7ECB$U4Yxu~i^1b$o{D6-i{&;gUMT+W|mSRd6t zcrL09DUe0=WRL75cIk;?V=}NozGe`pFitJvk3DW9wWA zPykyhE72u7xQB%`0+}R(!hpPC@1e`S7A*{i9Yu0(M1gqjxnp^(bCaz)AS#3TrMm`R<@x3^!2EPWX))Z zL@4`jPz5xxcbSlr$koG2mG2o1k(4rjV0oE6yr43YA-j22%pj~?kDeeItIqx?t1d}1=Ie6LRFw4V(NU`GHP3Ng zODShgYv{d`{>L@?pFfC>-{p&uSaP~7!LQ$B4~W_jQVKH)LYo=DW)Zz)k^(OtgK+Qy zVgQIo@cAEy<4~#(Bx? zvJltj-?5ZH2=M_a%%m8aZ{di^Xrw&KEV#s&Fi0&7J(Mmvbs}q*1(4r>Ig%}TS?GwM zGKB!r8RFc$g^l85f>5F}cPSA?IOW?3E9gKnEDqaF+wmHPXpKv)hFLjd8 zGl2n0T_=&s2Ga9|=m0(0K&TZT23yjB;03h~f6oTC^yKfZmq~!=yTDJGsPeMD9pQ=J zB$*7tVBaK_Gd7YRW41;b8k1C9A4U=L96kao!)=8W zAo0nm*k+RLs!)W=v5Ts=IMjdo;`J3rSkv>23u#FF7p7qulXVmnH#rG{gnTJ)^fT~e za1zEVq00!cj8TcG04PHQVqd=g$5CAqOoQA(1hWBt5w6uj6ls40HNr7iIJ5~wx?0D8fF{D*~LhA}ii*XIAowa5UmZwpfq0ShQc&ahr3U-+7c zYi1D(Xh1`rSx2aHjS>nnTD)3xNqL4uw#fXx$gGmX$TQXp#evBO#5bZrtcS>XNq2-c z3c&?D==@Kki7P}7<|PS2`JxzmJ^2Pc(g@MX)?*i@!6bN$`@GxfeQQKAZ_oJgl(TZJ=S!kflW{70U?GYNJ z{X=ZSYAnwb{F8!-stxNQpjdw&3nhmK)^QGLgR*{0gNRJmcKP|s*uzv{zK8=XRl*Yx z8?*c(naE_HbcN$$TYu;0(Q-L>PFUKUgfFXzHvyzmXOSA&ABW3YQ6HpiB^T1Ql|e!4 zKAwlqj)e;^3Utd?FF}|1v9$)W5O&2ip-OR55>|y9;B4#xoj^VwaH#xT#(rVB;%#=- zVhfx_v{gb71Cz5hycspKWFhNhL~wO1ooA&iChVzog-yF01(}b+7jPFpjWsj&e z=d~A6%W%0b#spPx(<*ZGZJ{Wq;hP? zpa~z)<-dw5);VG@^cAT_ZE~g7kPon4pp@Vu;j-SiVdi;K<=K_XSKV?-(ovy;jdQPl z@mG8`7U;p!i9Xe1*_mqkX|k(E2ri{;sJw6=vIY|2?4Mu&2$!Q zQ6oi!5;SZ?&caU9h~@YY?_#L{=c4)g#J8ekC;}JKERGBpus6|r-s1QAa8tq?tP^T3 z_l7C;e$8Xn=wTum5y^M7;mKlO|LdKoz4mhU z@)5t^4aaS5pDPI)C|uOOBXqBFev{Pe-;H)oj@)%;eap==P1f3sLb0f=dEqH?{MUK^ z6_nn3H)2Is>W_XKt*hiWmnSp*og00NA>@tSU^-YmvAlw5SKdNO?}^L6D`ECUT_6vQ~GbWD)N0gAbyo(>yEg3J>Jp z=8w@&%3P;)*m|(jX8+VX{uE8F*y1=P0HL`Z1Aj+7oOBW``r$uCO$i5+`-y3#cm5O^ zl|RsNb~x@_G0Y|E!qU|rMn|e$85|-Z(m9?Qs+UUp<)pl_siu)C+Pb7z=usBwjtROI8gOiU*x|DU&PojUO} zmn-Mbp1n1G)A;iI1UJCvVIiTa8Se&mpgc|!f%Mn-jjlKSHCmkHS6jnI@$bL?HTtl+ zx@BZie1$1fs;A2CuwKKIlKZ!41Q!e3dW9lAdG<7Y?teuu=kd8^yosZ6)?BM}-`}IR zl6;2SRLs}i{~bNEJWmfIXrYlW`C`&^v7mG%62w2f4onaP4qsa?(w!I#JP62D+8A&y3#kFEo87>0XZ(eYdYJO=rFiBN*33jo&1oFYjIe;^%-QbsF(o=q}(zodC& z5~kKTTtOqiA#Kz#ot0k7LHw(Fe(VW5uzdTFqMXEMK8{nIcdZz@eiU| z_hifz(1hG!cj^n}=Yn#03qzMEc3Q9jUvQNtYlr}gZK(XLUG&Qt(_1bgF8^UAq;^@p z?#`Oi^pCUVz!uL__`pGqa~2+mR!>R_)n)3B?p{CUr#XJ(Ie(~$jr#DMsmxVJ>Tha> zgyXn52kN1m`E+i!7eJ<{d_pz%K>go2(@=3Em$=sRg67sm{5Mo@dOt6<3y-X-jC@od3TH)%<^=YfObwsw+%$9_jYZwmGfso$V+-s(fDQXO(7x zO6LL)vpd{(@@lQB%;kJVCWhf~^Y!}1Dl@h01)T5KLG0zd6rkV@fH z7*zxqd~=}MwClCMy}qEIsy5j)r8B-MYu0a9n-0F^+R1rReMlhYDLben?BApojjL*e zQ6y)4o=l5>%ZoXm3IX!OU-KRwVqeVqGH+u)PH53hpqC|2;Sn<8$}W=_kT~f+&|;0* z*1QlVgHQt}0DA5FT>a>Hb4;mvf|;Y5$GO1_H|QJK+%cDH%-QOI94Xh6?BP^Q6DJJ) zLap_>X-De8iKZokd^gp>%T&X#zI&oMv(l0D>mq1K1j%%jAkM*)%wm<&7fdoU6Dpn) z)vr%7^()F+7qlRkAxl$~Q5oQyo>%6?E!Q$fz*vIF28wbP+f?j&%?Mv$aJp1B+4PO6 zkpRR0QX^ab|9;>&Lspd(e*m@|9{Ay$3ybt~HRjInPVRN9r@T3BbBN@(y5 z^p6Y;^o44-`!n6ek9ZJ5(2mMe=D5Xng*flPGNlrinMGJ5_vcW)Qg6=A1jtM%f7V0K zXfV^7Rn=Tc^!Tzv*s?x{U%KV{6}FR~&dW}6i6&W`SJ|Y$(O}*#E2MJl47NeHgq&Mj zdb-hUS6O#sOluryjc%E4R^`8eqTf8+JJJ)X-#gFi&rCOHH5A$6iH?&ApwIS;W}7~7hUqFNW>s=Qixf5jrMW8o$_#T~=myGHY|a zqg2p*`sl{qkx+I1ReySpY0Ji!u%(n&dVG#KR;`Gy;gaq5S|&D$+A0=t63xRqw`~+x zbJV9W>T{gXy~K}L)A8vcNr42N}>Ik)H&JIvy7{63Imwrg}~sHcBqduQJ$?t}Z@(_yyd zok6xm0^|L}lAbcp9Ge}VDw~>e`gVrNhPnE@d1fGNbF!!P51i50)4h2c*WgzOX>Yzc zG_}lg2KvL?njwASeA8T0<>#lm?r3LUm}*!N$Q8m&IjpWbbf?TN-8tXvQP~E3$#;fF zLVr`=?p8HmQ45EjXfiwGv^hGuc4mK z?w#Ry&zt5r!vo%#Lp|N0Q$Ejkd;2%*^B0?gGxd#&T9w)s zs)ZZ$j~AO_`HhaBxEtxH6Oa$p&)xI&B}>d_W^m2cnQ_T=FojF@%K850?D-N z^!0?}U3Zp`jgu{h>9(cjvi#b7#i@=rd`8bu==8s(Us`H5Oi++$wKE)cg8QgmHx3LB z^q(GPo>yPe3zwM+Ly(+39n9e{jTZw`_ubccp1g?;!xlQjz+7Y04@y zPSs5Cyyg^#hK=gluXP%o#E#y+-p-+&q0_uZAHJ{o5(BXR+Sg1{pVpIBoBGxt6BMtr z;TDi&xBFOHNzLF3v{Cuwz%tT8eX?OcM>=0>{b%*)YBP0q+kYas%yBjXe+6*ASAt#v zh7C&X{lMk=<<(|!-bQ;e?FdR_%XIA;bAMTdcd7mQ_E z%JoP3dPZ<*8VG7MOb`doa8FoPsGs6tpE>m{%RH~Imv~UCuh5sSHBEI7dhVG)_q^jMwae$IpC69Pa}D zJG;Z+4R?>;yq_6qTjRO|98qxSrR3S+uq>H}t>Oyp6K1V(yiEf`J>jH7FHVk zoWo1m{W+Dg&UD!oD&h6_3=fC??dro)+X3b*m8SjhtmY?zS zF43hzereSi;*sK24rl-|btOu}8QMF@%%1rR<{;qtdw<`?u(`tQnI)BWTn-^-QyPjZC zsKz%rlIhwUXCK!c8Q2zP4!TS^uAEn zlz{Xsp)PKDoBq-|b3z6HB!7}-Jzs~1nBxj}00JWe{Tl~%gz8E4bA9F^rtYvk0NsCm_w{>+nE8vx@=h{M3hZK`8SKo@X*aM?%;h@Wg9tTgapEP8(;t6)=igm@+q-68dh=msrgE02aMI-3v-OjQni^H6e{`ssl^pLmAn&@# zI(?X#m%kAax2uO-6RIyeU)AdlGs`O`Qw{7bT z%kw|d-#*MtnADU2{(Hk@)ypbL@Rf&$)+C+b-Y`?Q^7_L~W%BDd3#g~`&m3-Un7PnT^jc6E`6_noqK+p1_#-*dbGjfw z34(ak`q0HknDvE=2%f9?^_a4YJ;AH`H%FM`>TL{dMhyc-U>C9+u2c7Vk`0i(Rypp7?CXHb^!Q^;ZCc7gL6UI| zdgU?Z+=+Kk3`k3a2E? zR^^g-jwCUby!Nad0W`3&mxS#4NkSPO8wg~j{{4)lIy1B|=B-8}35gzRJY}y3$27b`n)hkR0A#t+g%4Jhq*JlFq-!N;+ zANzUbBm}|wIhSC9R>zySCZ>{EF`!czAE#3ohxNniM*Z*O&7U%juG=hmxMKeC`X48l z^O`2O-kfBNj!x_5K*qUw~F^>?tNFnLB=cwsi3O>vDWg{nEe2Uuau)@7xZPE)4}FFO0>6QgWGagsN@A$Rt~*^erDW%^6%YkEhwX;9xQnQjxfhn-K5 zz5`N=-h6@cXS5ga5dX%(Q!a5SuUFueZNdfw#~CmXSWHP4=f#S-pS;*1CAR)>vuW6W zM{2^WDsWbIhKYC79ezU6Y_>efAMlJM3&FV(z)3bpB>BUynw{bgmCC0DW86Uef|6Em z+G1|Ya1=?W#};0?qSuU0PQtD1mQ{8lnW;0J;kxTQ3CSZr(0BBjrb2*s1j8dc`+6`e zb=4carah#{kd&UPTSh+bBNL6+HCxSN=v1$5HAhyErKTiO8#{-4><2?tzeF!R&79gi z6)OlATe9GkqXch)Q}0wUETz-Qz=8JpW#f~Uk20k6&C|@B8C5~hAaC_%EOz`YojuT# zRI1ETeW8=9aQ)7mHk6d{?jJS zSjbz5Vy|fxdnXoJlG%e3!M4tkp5d8NT+;%ctkRq zo2=BY4VtBeM)6C3=5ks1hEzt^o^EcRw)~K1)H>lQFeUfso0P=Wf*`RW?X4UchRK}# zEB)5#W~~!em1Yf@^(sSYZ)2vstXiKpY%WrjIx}M45xJ>a!8V;q&HCdJ(=e&s3A*6d zK-t{I$M2u?J1xXspiJb{>rX?a)A4?davZ2ZCthAYDb-ra0Q?C+xnO~L-6Jzb%8p^`7Xq0 zJ7-2nzN`Mrb5gzAdTE|nYAC62TNt{*bgQP#KDTtpF5{@Q-#0KUAMg|U)ZL~UQBWet z&(!MOyG@lkQ0v|1dovO#&+p$X)Q8wi#>H6O#50y>)1Cd@oYBz0Ao#fUXZoshOofvP z^_}OK_SSOGnc{f^gK$=-zJp`OvHWB}saBR4Uk|^Q>R8R#W2-j~Q76wej~6ad;l%q@ zTEcYvH`Uwv<#WxP%u>hMBxJXI=)F>Ko*7k{7S~(kkvg4~z52rQO>JRrCS2wFBU^0j z9N4QLKHtnpry7n{;INag)W133Y^lvKye(HQE3e@joiI;N*fODhjlh_*F4Cu6U?x<2 z)w^H4>i#Y1cwIg0*m)~;rPddizt5hXNE{%-yE^PgfH6A{r#sH_ps;dGt`ix;lEAgk z>ZdL=U8}&ql)G|ZkUF>~?T&U45I(gu7aixi6UU0zT3a^;EG%a6el{P6XgXCWopO=! zRi*$4%cp9qoAlttrmBG4{Gdv^R50Oz-%y{`*I#U&RB3(qC1!4RWir=qtHE>Bb^5YP z%mLY^8T&4e8Q3F!z4IOCL~94NVgY2QDQ(YceV~E}5N@h+nNg zur%dz(sYJTyUrQp496`Ud<6hg{plccm#y;VJ*_TtX`YH4bmWctuB*)ci*7O8?_3Gjkd>w)Yq1Nv`p)b{_XQnBi^VtRQ`q)rt})U8ncE+Wa|(LN@_S z2LP&S+Vt9M%(>;`gT!1vv8{860+Q8qT&#a|jd{D`b4ZlGBQJLMZtjI%_!pvhy?U*g zswV3{Uu)Jk&BAZITvuQ3CXTQ>W{LT=|5WAwgC*7-pf_J<=9cHP)%pMV@?!mk>&)WA zkz_otmpY7QMy2Q3C_mOwyH!&5;asgg@1V5^&Gr3shO%t)5Y>nc4v#k9aQF~5{1)aO z7-He?scUrm^`>!gz2nSAZIRNry5rbdv=Msmp_;bjQ*iOsw4`GOvPa!OAu&%*Q5ZmWpW>yZ~;(DVJlny2E?{74dXV+T&h%buD1n_Sdvgo1I7s+m)=)w%mU^#|?WZ0dL2L)eN1QqLggNw#rwkO}ej+*pyMP!0cGi#rd7-{BtM<)NlTe)tjXq zpCfR_9pHMqRgfC#+=$L}CT~aoeplaji>axEAP$BzUGHee9~~T&06F;<{pKyE3OQIf za(SKhZ#DZI{ERnk&T~mf`v{dp=-rcgF{{*eQ7uH>Wnjf3u8V`hcfb)jEJ=r=y<;9c zQvOBV9whY@x0+?SZH{_^AJBMsMLnl~bgQ{-nE(dlRh2cl$=*J^yqAh_vg>wO{cque z_=)vpI17>99nMH*=X)Y(W|oiY$8Iyl^f}xE1h`tgrcb`zEYBYrR&9?@-@8D)qVK-l zoS`P^x;sp3rZGsg$uT;MJN1conA(aa<|+PXRqw32NPqSYb3jY2lNcT99UdX0W!!|5 z+|fw|*a_0O1?1!{;rJvJ+-n(;kZK<-xt}*nodR`(8w~Uhz%uY!UmtRpS)X&JALM#O z$7W;~Pk-Sqb6kGGQAoY$%HhhcC)LTi@C7s3>3dZ-f5AMT|InS<{sCPND*0~*H#~N? zc|@J~5?g=ILkh%2pYnft5X}Rb76Tb+>|h|_`!n1+QWiawBc7q{(*Y3Mu&pSsY?S7k zGwVVQgLjL_FPWN5jpxHmq{6Dx?|#WN zXVYH5TnMyT+QoJEnpKrwr#2@|Ov;R#7FTax(>lHVUUPUB8Lr7jgF9=T{{FqDyZk-K z!yf|-56cdnR}vTL1MV|jGZBWXC9|g{O_iug=F8%g+mJ7x?Is3n9gK@~9IRiv&s?_4 zJ@hK&C2@QrRKh+DY)^a?4#JG*X zTawJhZL4$DlVhsxO>Is%q->Q;*pJjYPQ4clLC0Yvj(+ogbK7Lc-6Szg>i`Q$LoMki zY{}x}%Jf|i&}%EQ*(W$IEPP?&75&izW=nZv#q8yYMDLj~*>l%?u{7`?#6h*|(TB|3 z+<}R`nJ978)ujg?GE3C-O!@dkAXx)=NtIRksllNh2)~fUbT-VpBJX7j6Lt8AnKp^% zdt7ksSl2s8xyd0Ej=0{whTMPXBed+t%`Bb!h*^a5Ii)W@3QH~f2NC>sz`1wg^)DoD z)-OM1E-Jsq3F>aOZ3=?H|B?HO-dr*lmfgn(9|ioUZ${Ytk#ke&brhx@lW|vWBu=}2Ui#Blc*_bjCI?$Xlc`z}_obig;k&>K z$S*X;E2|_ScJ^!!3zWm8ibb`n25qi5>jr)3v*uYfpv#^k4Nlj0J!jU>zY(SMMT>0e z*Xpx~Yoc8iq$+2>$`PI;Jf^2Foa+Whit4RSJWtR1s#%%M&OaPyJ+miFjGLynf7R@# zBK`DN&E#y|it`mMo1t)g``P;KubLI924515nz2$hf6bgsH-c-k2MVl*zGfP;HL2`u z*BJuN=N_Zq`kFbSHB;s!x^d*re%pz$Moz+2H;ssjw!+JF4i67>^~TPydcS*1JzqDC zs_bF6Y{KI>0-Z0WRD#{5o1Qn7D%0$G%S7QUZj{tS6?z zT|Db({HD2I4eFUM8k!HH?Nk1(|Gjc0(J;Po z=Zj`)ZtAqQS!04k+j{-|7tO*+nH&-a5f_w|@0AKto~*p{CZoY=@{Y6}}2lG^p?#6i!UKCKkywhf2Qy!(c^3f z$C@Lo_oN1q7m-TjkB-oXELMHj{BXiHQJwy#K3#O4C-nZRwu0BC6j5qC;6ebjbnE>i!bC3nV_UVh~I%9Sn#=Np^8Dp%0+ zUp0rT2lYj-nikjZAJC7zYMyQ`n`~=#xhPadXqbo=vQaoH*5w5_hplFVjK1Z2=G1)U zfgh?`*Bz1ybJ`-E|GrrQJ=6z%-^{BI^5w9nGl2%AbKe;yB*a)FVVY;1#9ymsly3b# zP*s_$U*)O3aDHX|k+Bb`Q@*1gf6dHLoAfVVGlxj`L6+i9m{D5vx;a!4-xvSD6j!Fx z!bI8jXH_!j?%6yHTF?2BxgwqP0}){>a#QqMKQb4m3uP0nH73l~+uty))7XQP>Oywu z9O}jOvZ&20Wm5TsM$&P2IC18F`kQZ<`ieJk(sx}apfK%4xElA2_qzVq8>WseQOIu@ z7{Cw^kU2j#U9wG?DsjfoF5UQJQ*zn3~ z>bbV|THbM|IvS_#+Cs&wI-ggiAH8X6)o}$;#|7cW&6Iq~!sQ0nvg{W@3Rv)O)Hi5= z4u@ay66xmxFF+t4*+NFWC-D(8lU5Kwzvp2@Y2??}Eu13~hnjb=KJ1rfUare=&I6;l zc2-;w{rL8}-t4y2u+o z0@Kzrd%Jt7DPUfStvj}!$$yxyAqzvm6KQ?=TV_)(Iova}-GW)FV!Zy{TjoY}mcHQE zW^qG#(_vLEdWM=AQA2$@EPeE1N0*uKT%c zwE*}%YEsLE7?ULCKLH9T}sZ;K((}X&PiOgi1ChDdxo@ZOV%XZ^`)~b$6`@}{OU^qGwE_R$lWC#9n_vy_1D_Iv@s8xUQ}yTGH&Z4hyrG_6KJHuWZ1DXR zT%QvkzxGo7^82Q}F+Xm$w6Jp3{DCk%dCsK38|~{H3YScoeyEl4a>w7Mn|@CM;no7c z;IQ8Fd(*bdr>}%@+s;#UPG%I>jk{^AtMMepQ+h)rSLY_k=gMtl^OEyX$}dND`(L`r za5&9zru&J#A9d%h%{oJUp-1tY`p*@;R3UF)PFDFbJE%_SS${BV=1^5GOaBjnWo0)4 zZNKf$y9w#DJ1%l=x3t%C`oTY#Tikp_pr3okROrngm{S%^@tkFuy}J3zhgBxNd@fU& z@ndDjt)5ZFK2t#^gUi4zf_$j|`2jpp>1+OI)+MRM08*^-;UCTI)%&^bc0aqRua{D! zYoOaoHW#P|^u2#FOVuIzw|_DV^4*@d2c-w(A77*|()?#Lr*N#}+=0EM5%i?`SDD`O zXLByRi(>4wFrWwemp_{$94fE_J~XG!B$&NKU(aT$9V(-$C7y^_rwO(5^Ao&akXaXM zekWbfuYPDI%yxp&%}87XtlJ<#iFcuHb#4~Hp)!@LOYcp1jU9UGUyPB>Jo6W`KU|79 z2V0Z6>aXS`G|G{`n&UGJd9Rby=^PX3H~wn6)RTJoN9KsMUjPHi`Pm8j#*fU}axYE) zfkPzEN!`R3%YX2Z*{{q^_gQIss8`xXlpKft&D^S{cp`pFJIZw+&hSPVU!j7Pc8WF_3s-TJx0qbNKa8&!+Hx*y2;Yn;@PT@-}HHv@kjf5jCJt<<~k*HvEV9B`>VDPKIRJlo%6*$r8b_xh=XE-Mr_;c;gaikGW|4$6uv z^Qr!x?vb7yvR#$U>r={#-xxQ^b?NN#%IwBPD|7M}Xa95bzi+r{99L)BWn+19z7zPR z8_SDdcWMw$a>>Y0_rNmLMSF1a1fJRnAZl9lePEWXVsYr$T8 zMd{kA;zLSh_5S0F=W~qT9$zd~B{GcJ0?1O3NsmxInJ<)XoKT$VOlOR)OlW2Q@TSrJ zF7XoiaUz#VZ2?H2#r)Gr=JYQn6^~>Nd*Eq3ej57C#7t_eht1FFxujB?IhfAwZvL6@ zgVMm{;!CQ|catNdTtwjfBP!n8f(#C~abVP1X?Nng`h?nI!{jd$KubsAp9@4kg6{qL!QF(?cdm-*mt2g!Qb;W;Ie4par zCtesJJxWbbeUpEyerH;-X2R<#Q~h@*l^sT*={bEg4k-5)_gP(2Up#O6l`4Q|Cw*yY z4u_Mkbk1?>61fp(G6o@w@w>goh5Cj1VqW}M-b+hkN<(0QG za=7wz((SX(PZEyX&G79K&pXOb3*85$Y;|(#v--e>;+n!wcpBwFrq!f0{G)$MDQYMl zfurjW8jIt1F>TMcTflXNlqNd*v(Cz4%HxWBFuHNLNAy;nX^=)ToybJMlu2LDju3Ss zNTFM8qwuAs%9KqKb}#~rBg9rru^3jCN>2#(%5;@A4by@=9nOuT|M{5Hv~On8CqoV- zTT1Ddy=RRy#t}&uD>?DIHxMXh<$D)1D@Rj3`fOH@m#sCm{Gh8@^#CM;)a}; zOsC==qnAitKeMP<`}*wShM7KhLFlI}@vv8S_zKs)n&0FqzA){a z^bf;UAx2Xco~~EUDgG*_rgj9eo*@gK+gv<)lFtFj2Jkr-VTPQg;yaNquWv5?W9=DJ zTfd_6TxHE`>UzH`D>Df0kapxHkjg5hGk8)VR!YY$+c-r?cv02Qd=VK{?DlK)qaU;s z|6GIEJs&xe3uKp{VCmV)vI)lt5A!yEU;k!qu{k%bY{GO{<<_mCH+Nq>rL}m($r~JJ zFkaHEbJZV|rRa0_*|^wAj4&x?iNUI^Za_lb9-oBhXSV3KRa8}O;*|K~PJO$OfFJ7n$`qYl%%tA{r;V@tZ@P)212^rnfvR%EhrwIp~$r_IA!DXhK0qp40CAl3zU3UEG&*@D75XfetzXd zU077?%ToMIwr}yKF3=Y(D(=WtInETh6J)M_sm?Ag-ua*F7RpOcFD@=nh4W~FeTWy$ zfgNAwJf@wc#ibcpqO2#Vn5Yj}T0B5LXJ7CNRr=X%b-%7YS2}1#5n-ys^-tbA8j|n5K>uN%VtrYI>jC>R?kZwU>pESx zvbbpG0ykLXFuy&*IE1ri0JV@t63r<$(>plQ)j7yuRbMAmI;qcHS)7)sNL5eI;Sc%Q z=j;1d79TGB9wzp+lpLx1X!`R7efFwiO+#6tP>qBUkIy-iW>L?IFhxIYZzNUJl%82t zq*YGRwX`@$WcADY77xrZ?@ZHnfKfrOW~y#nU0hYebGg-w>x;_l^dTbFvs0RJ(rliT;H&!cu}^nem6~Gaqn@Bdd}KnJ;RxYtu6jCJ%@ObM(ezT z^wRxcPtFdnxcVFH~&`jd`b?aOTF!&;xBWZe&Gfx zX7+Zk+M`c6xVU(cn+O8G)6UUP4cvtp84`2$xry(MlGlb{X21%+m_fxVHuhxA_>O-4 z;9_GY%XeovTSmgv_;&5DE6yqOcwSK@Y+J#5P(7+wt}E6zjIXSzljBb`E)k4W*@B&O z=yRNF8Ifh&;|uB~ebKt&royvq=zVq~BH7jMSM)#E6(7&#c$VH<*(WOg zf53jP1dypR-|>E{-#MhXD8r=3Bs&u$>q zi+B9ce<~5{h%`iHXvL>hx0rpmDo_M%>t_l zchjhJumjz;p;%KmK_2$>;-QDj)y<`oc+pu~WkH`lmavS4smunEG0IMQSuy1=T!y{4 zlN$i_o^3L@B)t)bS%7)y{jSH9D-f|?pMK`3;*;5md^jbpJnN6t7aUz&l>eLO`){QJ zkd$#NtzSC2I4gIG<2=QP29FecOBJMH|5{6|{Y6{6d5Pn#C9$wu(dia>) zjG0N~+t>wxT{|i1^UYm5nY&TVZUU5o5_g4V^Ec{m9aG$I*Ql3xLIDZ#V)9jWC*Rd( zAFW`rP?FBy@QwHF)PVX<@)a7kXNFa-S8o^YOurNfh=B&5)*6uS`k%swj&l>Y^C;R} zoa$2m3Ic(9L0G&|b$CBN5|rQ44!-cN6Mgq=I8bn1x! zwfdIUClz~Z_NSTT5qI8MSJ-}1O^`t95gba--e1?8T-+C&LwWc6Iycf3Qf>F@{*#M+ z;j_f~9|K0P>@Yy;r->W&`zIH7Wkc7iW8xB@Ydl7uaZ2%vY38@&frCjXt8-2*PRySs zTA%C4Y|4}B5`E;U#j9$saRz^;?#D}d!l%5q-3tn@CsEvK*7!e7-8!h<&f*+MYHMe4 zzt;T{*=~>F85v!4PJe}BaJZ*$JI(7R53j8O+WN0D{rCX+`bV^Qb0NPpZ}oL%3s>tl6b;12Q7g1g}k zxnJ*Yp(Ux5@FPyShdPZAHR`8A9b|(mUZc zDVYeTg^=cHHhB<4HJqgX-cy`5f#KSj)Fq=qp=rrg>li-aku)Wdw}rB?1m@wvMt4jX&V1=OR?HnGFnRY7Ws;ej9#&|xFHh^ zj51>lnlZa_`_^K8fmX2lJrsBpviH>sN&WiP;=@@U^x`2ml9rRs>uXOd&Z&oOR5;AL z+cLAQdfF-h_6wYKn=inUMB1aykM&!p73-@X<5%-)#5Vg(qYTn95Bn7Ia7|yaIyp}a zkX-f|y}Ym3GX7-R#njO)UA;qS!6R1Gbzfwx@P+YqC)v8rignfL?nuic~Y19i_hj$w3Np*88=hV*9~BXM*XdU;yKm5 zu5&*+loVak1{aR+J+GeE8wZQ6lP9Oj+EO9aXaC6PHW4I8$DBBrKcw#)ByWFCzdcyo zM=jM&rx!2Xm7s(iVNN&Y@?hy;cu=8YyCW%AT=W9d=I&wCgC0Mc3b&Eh`cev$I^{jIIh47m_hY-Y{{K1{9UEj{l&bRZ;%=h^H<}eySwo*fl72H#A^U_hSruz+W zU)XV^6C}UGl*mHq8i!*m>RVPZOt!51L2)HZ8)_wQ!&4|A(^%i7%7h~}Vpx%*&n`)D z{u2yBnCZV_?|P+~-r|iSs4q90iLs5}5aT&2hdp-!ld`{+JZ)}7Mx~ppD7E_j82i*g z0J^Zr0UiSrJMy&a-Y=ZaQ_08W{yF&ex&obJ+r)TPa{zV~NX)nS**#eH84 z)U?&AgpzfCNj|KHyh;*75he*Axh@8V>5*o59RPE+=DbfUB z3esFT*Dhc_fOvFZd62Z}i}`~Q33zn#ZQv}r_N0tgHI%7?1)K-U)W?E>`*z78!vVB^ z^(i`t=Byc^199w0(#EB$8SGfE`0oUukRnIgN9TO-uoe3|_M zL32=a(TA`M535ym$FNkQ(T76E#3qZr5?w|BrFGo)7KqzpPt&Jao2cISLLI

kTdyuaDAN*jdi|qqLK?-9Vdv=~E;uApEBP_(JJ;uGIX-xoIBEMRzcv|p?V8$)$@u=AfmqA9y zbNyoT0eZ6Qeivhhp5pF?I7qiiwZ;o+OdRE)L_bQ@8K2+iV*J#g_~-z=QF9KLXMsTd zSmzp~k0wC4yzo_eEZhM=4&2d?BRD(ZtT;$5EEM;6HoGLlhhG!hpP}D`0uhwji`fYA zw89BozD4XlN?(+WFDSocBX&G0esGk|wF2b=Z3nIqW&t|bUsWT`0)G_6 z_F`U%)QcC#X-zxSgQ+Rgga-TPH!+?C3NlnJ=hxMc#swulKH*#&r(>RwZ!TyLgr%7J z8tq3yX!UX0;v71Tct{Z0T$oVOBXM?4(&LN=hn%ZKo4C_{lGY*%;XHPVUg9;=N+>w3 z%!B&u)x6!4>a-JjjV>Yo*Drjh5xQsM+ox%V6F5Un_f)#%JmuX=zyCw(;m+URq8C~H z6yhLLiZ_5X1HA)PN|ve~S7{sz6hpfFr46mr>gDxJZVOfFL>;DdZdSRc>|@zMu$ z)}Kii^BFUpbN1Y%XMo!g*KScy)GAxU!=+LQ#{%AB!$P}}S>OD%eYT-wl`Q!xmCE=V zE)BcqMbUDbI>go{`^>~5dm-v+T4eXnRTuw{>Po1xTrSI6P={p|ibcypJ;ncahvM8F zO8>gU0x`?%6L)X3Sp10FpYx(McsakliMh~uP_>^!KG|n)WtOwVZ+COi8??7`tK_u$ z?JoDfp!jRp{yZ;R&S$D@4f+|ef9m9-_7(1Ii`j=kO&9OXw|k;y!Wb|Tx|TBZf#jer z+Uo3!4d#$(CJi%ztdE%(G)z5VW;9(Fp?W*+l@!Fm0kOW`KGm~tP}5UMZ6J}*bt9#l z*eW8KG7UpB40E5RX{KhHI0r@_6{6B15V3X5S=?a%98=8ysyiHX$1HckEp|kOTpQw$ z%g~K}SFVIMkQ~s3*@jNm1jX&M9seetkr+%ET17lvgNi0hGd-Bpbvtz-ozbw6NcEb9IBx?qxVVK{tsGFRwp{`W|kMNo%Su9)`_*9_IvWg PxptFwGv~Q3D8@el93;)b diff --git a/Q3/Documentation/English/Index/segments_3 b/Q3/Documentation/English/Index/segments_3 index 7a3a7508b3207bf738556182165008491ef17650..8f8ac6493373af3491dd0423398b03522b0ac57f 100644 GIT binary patch literal 41 lcmezW|NmbG2F3|xjRCz3Kn4gi#Tzg%F!lV00!9$c2moJf6L$ar literal 41 lcmezW|NmbG2F3}d()^_iKn4gi#Tzg%Ftz`O0!9$c2mn7(5^?|l diff --git a/Q3/Documentation/English/ReferencePages/Symbols/BlockEncoding.nb b/Q3/Documentation/English/ReferencePages/Symbols/BlockEncoding.nb index aeeea594e..b5dbe3fa3 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/BlockEncoding.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/BlockEncoding.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 100668, 2427] -NotebookOptionsPosition[ 91706, 2246] -NotebookOutlinePosition[ 94116, 2305] -CellTagsIndexPosition[ 94030, 2300] +NotebookDataLength[ 171619, 4097] +NotebookOptionsPosition[ 158193, 3828] +NotebookOutlinePosition[ 160667, 3889] +CellTagsIndexPosition[ 160580, 3884] WindowTitle->BlockEncoding WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "05d01478-8e35-411f-a93e-2ed77416cc4e"], + "5b368875-50e4-4a42-aa14-a451a68ee219"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "f64e5770-86d8-4f3a-a570-edb06a0856e6"], + "941a989a-6ea3-423b-9b7a-5978fe8c42d8"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "629c851e-b7c8-46d8-b5bf-319af85192db"] - }],ExpressionUUID->"bc9b8be0-9793-4217-8ef7-9211061bd09c"], + "f47feb8a-a775-4d35-b60a-526d54bbcab6"] + }],ExpressionUUID->"cf01a21b-9056-4c2b-b3a7-64600213c61e"], StripOnInput->False],{ "\"UniformlyControlledGate\"" :> Documentation`HelpLookup["paclet:Q3/ref/UniformlyControlledGate"]}, @@ -64,7 +64,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "637f546d-7993-4839-a57a-9d11af16e63a"], + "c244003e-8ac9-4bc8-8c16-995e44a9c7c3"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -83,8 +83,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "78de9b67-5a10-4040-a8b1-5e397356b981"] - }],ExpressionUUID->"7c664053-e998-440f-a226-e477280b16b5"], + "d0fcf528-68d5-4331-ad90-9990f807facc"] + }],ExpressionUUID->"368db603-7925-40ce-b77c-b3ad1b3e3a52"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -95,7 +95,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "3346427c-ab00-42f1-af0c-a09b33736854"], + "59475cba-60e6-467e-bd54-3d5598c13f96"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -114,8 +114,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "f14e6a07-d88e-4c48-9f56-6f41162178e7"] - }],ExpressionUUID->"edda4eab-bf81-4df2-8236-79ae52fbfd23"], + "c4957aeb-05b2-4f04-b7a3-98b61aa57599"] + }],ExpressionUUID->"b59efeb4-811b-4630-9e0d-8ea90deaceeb"], StripOnInput->False],{ "\"Block Encoding\"" :> Documentation`HelpLookup["paclet:Q3/tutorial/BlockEncoding"], @@ -132,7 +132,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "8e4d25b6-2a95-4494-9a49-7d5832f1415a"], + "40b3b18a-9baa-4129-a886-0825a822fb96"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -151,8 +151,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "77967377-aa30-438a-86d0-092d00fef4f9"] - }],ExpressionUUID->"19cb6fed-59bc-4730-9bca-27088d183b4b"], + "fcf3a009-54fd-40f4-b399-b190515f4cec"] + }],ExpressionUUID->"c870cb2a-55c5-4cda-b7e4-8d7935dec381"], StripOnInput->False],{ "\"Q3/ref/BlockEncoding\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -189,14 +189,14 @@ BlockEncoding.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "6cd9b175-43e6-43e6-8dd4-c945c6b265e5"] + "e32d51bc-1f29-41c6-b5cd-d9d71e1565f2"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "e5d52520-f666-427b-89f2-32929d8f8cd1"]} + "0b49bea4-27b4-46b3-aa00-bac93817a85c"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"3ad59a88-d0b0-42bb-8241-a66d5e67645c"], + CellID->1,ExpressionUUID->"c60dd3cf-c4e4-4402-aa00-20b047b6a66e"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"5dab263b-ef9b-44cd-9010-d921d054167e"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"569d58b3-cd84-4fee-b3e9-c20aa4887062"], Cell[CellGroupData[{ @@ -204,14 +204,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "BlockEncoding", "ObjectName",ExpressionUUID-> - "19d3f0d3-fb11-451e-b6f1-ceefc21cb255"], + "f68eea09-a088-4d03-ab11-5a9bbc9db9f5"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"fd81a412-56c9-4a7b-9022-b8f1a6797ed3"], + "Spacer1"]],ExpressionUUID->"bacf6088-36cd-4deb-9596-5221a610e07e"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "aef7968c-d2a5-4fca-b777-6e7a143d0796"] - }],ExpressionUUID->"e04442b1-249c-40c0-beaa-a5ddd23d074b"], Cell[BoxData[ + "cdb5d67d-aa31-4679-9c47-b0096d015179"] + }],ExpressionUUID->"b6723cb3-24d5-4f8f-82f9-9520f2367b9b"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -236,9 +236,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "7e4285d1-f7d0-486f-82b7-e700200f700e"]} + "31c16c5b-d1d5-418b-b7f7-20befb4b19a3"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"783804fb-3881-4a8d-b8a3-1056bbd1a7e4"], + CacheGraphics->False,ExpressionUUID->"2ce97ba2-849d-402a-bc91-0c9a8d3b6798"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -303,7 +303,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "b18f167f-3474-4512-b9aa-a696d174b546"], "." - }],ExpressionUUID->"54c0c458-e336-4a48-b416-3df5c7d103bb"]} + }],ExpressionUUID->"0da14748-4dff-45ae-81ed-1548916285ea"]} }]], "Usage", CellID->2139940575,ExpressionUUID->"8413d501-f1c5-494e-8418-ab42652b7777"] }, Open ]], @@ -336,12 +336,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"730fd38f-68d1-4566-a905-7e95ba1bf74a"], + ExpressionUUID->"a70823a6-8b73-4062-a6aa-48c61249dc48"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"93b78832-57bb-4260-a3e3-0365a367e065"], + "Spacer1"]],ExpressionUUID->"f644c8d1-e5b6-4bed-8db0-2d12f366c9ba"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"f3722c6d-3f15-4308-ac9b-4d9c05898cc8"], + }], "NotesFrameText",ExpressionUUID->"502ef95b-9b1d-4b83-b898-bf241ae6dd0b"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -352,12 +352,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"ef7866c7-c03b-4892-8c1f-78437059e011"]], \ + "Preemptive"]],ExpressionUUID->"34363de8-97f7-47d5-92d4-6e5f04f5fba7"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1192351708,ExpressionUUID->"c25df7f4-ecb6-4598-9c01-ef5756a6b295"], + CellID->203830331,ExpressionUUID->"6b1a341f-bac2-47b6-aeed-1d8b128dd65b"], Cell[TextData[{ "Q3 implements one particular form described in the tech note \"", @@ -366,7 +366,117 @@ Cell[TextData[{ ButtonData->"paclet:Q3/tutorial/BlockEncoding"], "\"." }], "Notes", - CellID->2072607716,ExpressionUUID->"a1ecd3b3-5c7b-445b-89e3-919f08c38308"] + CellID->2072607716,ExpressionUUID->"a1ecd3b3-5c7b-445b-89e3-919f08c38308"], + +Cell[TextData[{ + "Option ", + Cell[BoxData[ + RowBox[{"\"\\"", "\[Rule]", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["1", "TR"]], ",", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["21", "TR"]], ",", + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["22", "TR"]], ",", + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["23", "TR"]]}], "}"}]}], "}"}]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "84c6897a-9912-466c-9b3d-9e1e0dadf511"], + " sets the label of the pristine form of ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["BlockEncoding"]], "paclet:Q3/ref/BlockEncoding", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "1dd41123-91ae-48ec-bd99-365d3a6eb2e8"], + " to ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["1", "TR"]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "5c6e1e3c-a1c7-4cc5-aa84-b438f9683f8f"], + ", and ", + Cell[BoxData[ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["21", "TR"]], ",", + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["22", "TR"]], ",", + SubscriptBox[ + StyleBox["lbl", "TI"], + StyleBox["22", "TR"]]}], "}"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "5ef9aeef-440e-414e-9c0d-3d80328730b2"], + " for the labels of the expanded form (", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Expand"]], "paclet:ref/Expand"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"BlockEncoding", "[", + StyleBox["\[Ellipsis]", "TR"], "]"}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "dcaba06b-4a14-4f47-8213-cd664e263483"], + ")." +}], "Notes", + CellID->1333943237,ExpressionUUID->"c42c3b63-4aac-47b3-aa3c-d4d2c09f8110"], + +Cell[TextData[{ + "Option ", + Cell[BoxData[ + RowBox[{"\"\\"", "\[Rule]", + StyleBox["lbl", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ece4b4ec-431e-44bf-bb13-7e56f9199d91"], + " or ", + Cell[BoxData[ + RowBox[{"\"\\"", "\[Rule]", + RowBox[{"{", + StyleBox["lbl", "TI"], "}"}]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "7e720e9b-d3f2-476e-b7a2-7b8a543cc3b1"], + " just sets the label of the pristine form of ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["BlockEncoding"]], "paclet:Q3/ref/BlockEncoding", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "22493e90-b00f-453c-9aba-a63b47bea5d6"], + "; the expanded form (", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Expand"]], "paclet:ref/Expand"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"BlockEncoding", "[", + StyleBox["\[Ellipsis]", "TR"], "]"}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "13fe7ac8-f6ee-425b-b768-a46044199ee4"], + ") takes the default label." +}], "Notes", + CellID->320383127,ExpressionUUID->"ba388e21-3c75-489d-a0de-1929a4e34416"] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], @@ -397,19 +507,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "a08293a1-35dd-4a7c-98d0-4de7249d53cc"], + "1dc1e250-59f2-4639-9098-6a342332da21"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"d211fe96-2e5d-4a95-aff0-9ceb8b536f97"], + "Spacer1"]],ExpressionUUID->"783d3117-4108-4807-a990-8c7688aab4d8"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "e0bf2214-5347-42ff-876a-34757458b186"] + Cell["(4)", "ExampleCount",ExpressionUUID-> + "ee12c7ed-2e43-4e20-95f4-fd7a3400da44"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1685246199,ExpressionUUID->"ab395445-6603-4e09-be31-cd43a1186a50"], + CellID->539956152,ExpressionUUID->"dce3d4a0-836d-4c43-acc9-b434d1acc5b3"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -443,18 +553,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "1eeffa19-2e93-42e5-ba59-8af281b58289"], + "b86e0b01-4e9a-46b2-b5e6-af4245191714"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"7a82b275-bcfd-441d-b683-623f29b845da"], + "Spacer1"]],ExpressionUUID->"e4859097-6599-4a69-ab33-3971d19dfcb8"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "eac6248b-a13b-4ca4-b9e9-30023afcae79"] + "1e8bc239-5122-43bc-b405-2bdcb8d90782"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->771046310,ExpressionUUID->"b7cae802-d245-4805-bca9-9464acf938df"], + CellID->1924638089,ExpressionUUID->"31d76f22-ff6d-45ca-8f60-00d8041e5010"], Cell[BoxData[ RowBox[{"Let", "[", @@ -507,7 +617,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`S[3, Q3`$]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->1882639010,ExpressionUUID->"97305c04-ddd0-4b85-897b-e74bf26f8bf5"] + CellID->1974896852,ExpressionUUID->"9bc5213a-0f87-4146-bd97-b38701d8a232"] }, Open ]], Cell[TextData[{ @@ -546,7 +656,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`A[2, Q3`$]]}], "}"}]], "Output", CellLabel->"Out[3]=", - CellID->1478085105,ExpressionUUID->"75c62446-dbb1-4773-a4ce-464a2d8487f2"] + CellID->1224459765,ExpressionUUID->"839dd08c-2bd5-45ba-bf83-b04f3b0b4c89"] }, Open ]], Cell["\<\ @@ -650,7 +760,7 @@ Cell[BoxData[ 0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ 0, Rational[1, 8]], Complex[0, Rational[-1, 4]]}}]]]]], "Output", CellLabel->"Out[5]//MatrixForm=", - CellID->388766686,ExpressionUUID->"141085d5-5033-4d1a-bcf9-5698f344995e"] + CellID->230027356,ExpressionUUID->"71e314a4-5f75-41a2-acee-6c1d8e94dfec"] }, Open ]], Cell["Block-encode the matrix using the ancilla register.", "ExampleText", @@ -821,7 +931,7 @@ Cell[BoxData[ SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[6]=", - CellID->394892105,ExpressionUUID->"89a44ab0-c820-4aa4-aa49-2cf6b5c5932e"] + CellID->375592456,ExpressionUUID->"897686bd-220f-42f7-9c29-63286a940198"] }, Open ]], Cell["Display the block encoding in a quantum circuit.", "ExampleText", @@ -888,7 +998,7 @@ Cell[BoxData[ $CellContext`A[1, Q3`$], $CellContext`A[2, Q3`$]}]]]], "Output", CellLabel->"Out[7]=", - CellID->781168981,ExpressionUUID->"9be34463-f2e2-4d0a-88f2-ad8c7103ce30"] + CellID->902256453,ExpressionUUID->"b462011b-5f1b-489d-a8fd-8df4a0ae74ee"] }, Open ]], Cell["\<\ @@ -902,7 +1012,7 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"mat", "=", - RowBox[{"Matrix", "[", "op", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"Matrix", "[", "enc", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"mat", "[", RowBox[{"[", @@ -972,7 +1082,7 @@ Cell[BoxData[ 0, Rational[-1, 4]], Complex[0, Rational[-1, 8]], Complex[ 0, Rational[-1, 4]], Complex[0, Rational[1, 8]]}}]]]]], "Output", CellLabel->"Out[8]//MatrixForm=", - CellID->2094726860,ExpressionUUID->"5528ed8c-d449-4c7d-9575-02a0fbe14a24"] + CellID->330995392,ExpressionUUID->"8c4940af-782f-4e12-8329-0c2793475561"] }, Open ]], Cell[TextData[{ @@ -1073,7 +1183,7 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"new", "=", - RowBox[{"Expand", "[", "op", "]"}]}], "\[IndentingNewLine]", + RowBox[{"Expand", "[", "enc", "]"}]}], "\[IndentingNewLine]", RowBox[{"alt", "=", RowBox[{"Expand", "[", "new", "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], @@ -1237,7 +1347,7 @@ Cell[BoxData[ $CellContext`A[1, Q3`$], $CellContext`A[2, Q3`$]}]]], "Output", CellLabel->"Out[9]=", - CellID->1514338456,ExpressionUUID->"94e1a086-b6c1-48eb-9a46-f4584b9be0b9"], + CellID->1016200793,ExpressionUUID->"a2a5b169-e443-4ce7-b73a-e1abd2062308"], Cell[BoxData[ InterpretationBox[ @@ -1482,7 +1592,7 @@ Cell[BoxData[ $CellContext`A[1, Q3`$], $CellContext`A[2, Q3`$]}]]], "Output", CellLabel->"Out[9]=", - CellID->1657729395,ExpressionUUID->"bec23eb2-ed68-4740-b58a-cf4c69dd8d57"] + CellID->349283360,ExpressionUUID->"534a51b3-fa14-4abc-8f18-ba7d3152023b"] }, Open ]], Cell["\<\ @@ -1568,7 +1678,7 @@ Cell[BoxData[ 0, Rational[1, 8]], 0, Complex[0, Rational[-1, 4]], 0}}]]]]], "Output",\ CellLabel->"Out[10]//MatrixForm=", - CellID->686825796,ExpressionUUID->"dbc1e59b-f9fd-4396-8e14-12916e67a56c"] + CellID->142883923,ExpressionUUID->"735d2c07-3228-4f00-8725-ce64b7f9027a"] }, Open ]], Cell[CellGroupData[{ @@ -1697,7 +1807,7 @@ Cell[BoxData[ 1, {{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}, {}}, {}}]]]]], "Output", CellLabel->"Out[11]//MatrixForm=", - CellID->1972107473,ExpressionUUID->"f2906055-fe1e-40aa-b177-40926d06295f"] + CellID->1991411206,ExpressionUUID->"66892ea0-96bf-4c10-83c4-59abe3dca687"] }, Open ]], Cell["\<\ @@ -1711,14 +1821,14 @@ Cell[BoxData[ RowBox[{"EchoTiming", "[", RowBox[{"expr", "=", RowBox[{ - RowBox[{"Elaborate", "[", "op", "]"}], "//", "Elaborate"}]}], + RowBox[{"Elaborate", "[", "enc", "]"}], "//", "Elaborate"}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[12]:=", CellID->264598071,ExpressionUUID->"e8487b53-be54-4294-9fe6-75ed04402688"], -Cell[BoxData["2.680337`"], "EchoTiming", - CellID->1959853836,ExpressionUUID->"00990ced-bb7f-420c-98ee-62756cee7585"], +Cell[BoxData["2.550231`"], "EchoTiming", + CellID->1671930460,ExpressionUUID->"d64f2ee4-ee98-4ca0-a059-ecc8965f5bb1"], Cell[BoxData[ RowBox[{ @@ -1873,7 +1983,7 @@ Cell[BoxData[ $CellContext`S[2, 2], $CellContext`S[3, 2]]]}]}]], "Output", CellLabel->"Out[12]=", - CellID->1159243966,ExpressionUUID->"3b7aaa50-f304-40c5-8177-cb95ff0c3018"] + CellID->311720225,ExpressionUUID->"b3b26a16-8468-4a92-9b83-a0a09c9e1dc6"] }, Open ]], Cell[CellGroupData[{ @@ -2006,243 +2116,1715 @@ Cell[BoxData[ 1, {{0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}, {}}, {}}]]]]], "Output", CellLabel->"Out[13]//MatrixForm=", - CellID->927880748,ExpressionUUID->"858e033b-6d34-4b68-a3dc-167ce438b2dd"] + CellID->255013269,ExpressionUUID->"08a2083a-5648-4c9a-b5fa-2ba9e9b72735"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, - Closed]]]] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, - "RelatedFunction.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, - {Cell[TextData[Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["UniformlyControlledGate"]], - "paclet:Q3/ref/UniformlyControlledGate", "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "65a02b25-298d-4e99-89af-56ba81ed714f"]], "SeeAlso",ExpressionUUID-> - "da9fbca1-7f49-422f-9607-e9d25e507957"]} - }]} - }]], "SeeAlsoSection",ExpressionUUID->"3d104380-23c8-4a4e-b57e-\ -4420ab4a00fd"], +Cell[CellGroupData[{ -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, - "RelatedTechNote.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, - { - RowBox[{ - "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox["Block Encoding", - BaseStyle->"Link", - ButtonData->"paclet:Q3/tutorial/BlockEncoding"]], "TechNotes", - ExpressionUUID->"0120ba02-0c82-46d5-92b8-817737dcfd6a"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Information Systems with Q3"]], - "paclet:Q3/tutorial/QuantumInformationSystems"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "55e1dab5-974e-4290-9a31-2a14869aaf35"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quick Quantum Computing with Q3"]], - "paclet:Q3/tutorial/QuickQuantumComputingWithQ3"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "3c64db10-6a9d-41c9-a7b8-f8a16959ed5b"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "78f2382b-cbb4-448f-98ac-8f9097cd8cbd"]}]} - }]} - }]], "TechNotesSection",ExpressionUUID->"299abc3c-ebb4-4134-9fd7-\ -18095ddee82b"], +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"c5b7ab9d-9d0f-4568-b766-2941fed3b0a9"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"f1643f83-f4ed-473a-8a56-85cd5ac17081"], + "Options", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(3)", "ExampleCount",ExpressionUUID-> + "e0004250-0244-482c-bc82-cf3a6b344ac1"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->651243633,ExpressionUUID->"b169a046-4ea5-4db1-af6e-64676768e95c"], -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Information Systems"]], - "paclet:Q3/guide/QuantumInformationSystems"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "917657fe-5e9b-4bee-9f09-dffca2c44422"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Q3"]], "paclet:Q3/guide/Q3"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "8880a360-1ba8-4279-b104-8a25ae39ff05"]}]} - }]} - }]], "MoreAboutSection",ExpressionUUID->"b29de1d3-f405-485f-8597-\ -f265918a6b08"], +Cell[CellGroupData[{ -Cell[BoxData[GridBox[{ - { - TemplateBox[{29}, - "Spacer1"], GridBox[{ - { - RowBox[{ - TemplateBox[{17}, - "Spacer1"], - StyleBox[ - RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], - "A. Gilyen, Y. Su, G. Hao, and N. Wiebe (2019)"}]]]], - "https://doi.org/10.1145/3313276.3316366"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "2fe129eb-9c20-4dfa-b6a4-c7437502cc79"]}]],ExpressionUUID-> - "d1abfaee-05ff-4f21-9673-20fc1f2ee152"], - ", Proceedings of the 51st Annual ACM SIGACT Symposium on Theory of \ -Computing, \"Quantum singular value transformation and beyond: exponential \ -improvements for quantum matrix arithmetics.\"" - }], "RelatedLinks",ExpressionUUID-> - "e4fd812d-c8d5-43bd-a512-f20547b2a274"]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], "L. Lin (2022)"}]]]], - "https://arxiv.org/abs/2201.08309"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "16738bb0-7a93-4a00-b508-629a4608f00a"]}]],ExpressionUUID-> - "756f9f86-2dca-42e4-bd28-b21d02c9e0c6"], - ", arXiv:2201.08309, \"Lecture Notes on Quantum Algorithms for \ -Scientific Computation.\"" - }], "RelatedLinks",ExpressionUUID-> - "e0ce257d-e15b-4443-869f-cec1f53ee130"]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], - "J. M. Martyn, Z. M. Rossi, A. K. Tan, I. L. Chuan \ -(2021)"}]]]], "https://doi.org/10.1103%2Fprxquantum.2.040203"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "1d99866c-43ce-4c03-8b05-eae9c264d288"]}]],ExpressionUUID-> - "9804129b-e12f-404d-bd40-5ddd896d55ff"], - ", PRX Quantum 2, 4 040203, \"Grand Unification of Quantum \ -Algorithms.\"" - }], "RelatedLinks",ExpressionUUID-> - "5184f669-7aca-4880-b484-a93958088d9b"]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], - "M. Nielsen and I. L. Chuang (2022)"}]]]], - "https://doi.org/10.1017/CBO9780511976667"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "f7034ea2-0152-4c96-9c86-ab9329521ce4"]}]],ExpressionUUID-> - "cced460e-1709-49cf-bda9-6e37e0019e5b"], - StyleBox[ - ", Quantum Computation and Quantum Information (Cambridge University \ -Press).", - FontSlant->"Plain"] - }], "RelatedLinks",ExpressionUUID-> - "b777ee43-3997-4f9a-aa98-0bca11f1f44f"]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], - "Mahn-Soo Choi (2022)"}]]]], - "https://doi.org/10.1007/978-3-030-91214-7"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "ef65bf9d-40e3-4c7a-aa77-dd49969251d8"]}]],ExpressionUUID-> - "2116958b-5979-4baf-bb4a-9f99b3f62aa7"], +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"2be385c3-a2c8-4eb1-a8ce-0571e8529184"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"b764953c-bdd4-4646-b9ac-74d3f367c94e"], + "Label", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(3)", "ExampleCount",ExpressionUUID-> + "8965f900-fe69-4ce8-9988-e94abc900d2d"] +}], "ExampleSubsection", "ExampleSubsection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->1875074719,ExpressionUUID->"179bf208-e8b4-4946-9c39-ee09d55020e4"], + +Cell[BoxData[ + RowBox[{"Let", "[", + RowBox[{"Qubit", ",", "S", ",", "A"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->376599101,ExpressionUUID->"123b2022-ea12-445b-bc48-5dbc03fc14fc"], + +Cell[TextData[{ + "Consider a system register of ", + StyleBox["n", + FontSlant->"Italic"], + " qubits." +}], "ExampleText", + CellID->866782798,ExpressionUUID->"71437043-8ce2-45de-bccb-7004f5e180ab"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "3"}], ";"}], "\[IndentingNewLine]", + RowBox[{"SS", "=", + RowBox[{"S", "[", + RowBox[{ + RowBox[{"Range", "@", "$n"}], ",", "$"}], "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1636908385,ExpressionUUID->"9630e648-2915-4bdf-8f6b-951366a44da5"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`S[1, Q3`$]], ",", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`S[2, Q3`$]], ",", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->403831826,ExpressionUUID->"4f1e3a4e-9d00-4d86-9c2f-8b46e997de75"] +}, Open ]], + +Cell[TextData[{ + "We are going to block-encode a matrix representing a linear operator acting \ +on the system register by using an ancilla register of ", + StyleBox["m", + FontSlant->"Italic"], + " qubits." +}], "ExampleText", + CellID->764294589,ExpressionUUID->"16b82599-0e7e-484c-b08b-dc2868d40a18"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$m", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"AA", "=", + RowBox[{"A", "[", + RowBox[{ + RowBox[{"Range", "@", "$m"}], ",", "$"}], "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1399464616,ExpressionUUID->"ea494152-9833-4434-82d3-6fa5db91a0e7"], + +Cell[BoxData[ + RowBox[{"{", + InterpretationBox[ + SubscriptBox["A", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`A[1, Q3`$]], "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->659474466,ExpressionUUID->"2c8dc63f-7d2b-47ea-aba1-fd18ab1e59b7"] +}, Open ]], + +Cell["\<\ +For later use, define a variable representing the total register.\ +\>", "ExampleText", + CellID->372084824,ExpressionUUID->"603891f7-14e4-448a-91d4-cf146a604d77"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"AS", "=", + RowBox[{"Join", "[", + RowBox[{"AA", ",", "SS"}], "]"}]}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->157256904,ExpressionUUID->"2e652a43-1815-4cbd-82dd-3b5ca9adb9e3"], + +Cell["\<\ +Take a matrix representing an operator on the system register.\ +\>", "ExampleText", + CellID->1611899718,ExpressionUUID->"8deb4abc-6a50-4c8f-82ef-de45fbe999de"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"in", "=", + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"ThePauli", "[", + RowBox[{"{", + RowBox[{"2", ",", "3", ",", "1"}], "}"}], "]"}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"I", "/", "2"}], ")"}], "*", + RowBox[{"ThePauli", "[", + RowBox[{"{", + RowBox[{"3", ",", "2", ",", "2"}], "}"}], "]"}]}]}], ")"}], "/", + "4"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"in", "//", "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->692353521,ExpressionUUID->"b1acf3b7-e0a1-4bc0-9444-11acd2b2f116"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "8"]}], "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "4"]}], "0", "0"}, + {"0", "0", + FractionBox["\[ImaginaryI]", "8"], "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "4"]}], "0", "0", "0"}, + {"0", + FractionBox["\[ImaginaryI]", "8"], "0", "0", "0", "0", "0", + FractionBox["\[ImaginaryI]", "4"]}, + { + RowBox[{"-", + FractionBox["\[ImaginaryI]", "8"]}], "0", "0", "0", "0", "0", + FractionBox["\[ImaginaryI]", "4"], "0"}, + {"0", + FractionBox["\[ImaginaryI]", "4"], "0", "0", "0", "0", "0", + FractionBox["\[ImaginaryI]", "8"]}, + { + FractionBox["\[ImaginaryI]", "4"], "0", "0", "0", "0", "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "8"]}], "0"}, + {"0", "0", "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "4"]}], "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "8"]}], "0", "0"}, + {"0", "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "4"]}], "0", + FractionBox["\[ImaginaryI]", "8"], "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 2, 4, 6, 8, 10, 12, 14, 16}, {{4}, {6}, {3}, {5}, {2}, {8}, { + 1}, {7}, {8}, {2}, {7}, {1}, {6}, {4}, {5}, {3}}}, { + Complex[0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]]}}]]]]], "Output", + CellLabel->"Out[5]//MatrixForm=", + CellID->1440034375,ExpressionUUID->"97c5a78a-8ed7-4c3b-8dc7-46d0e4f8a7da"] +}, Open ]], + +Cell["Block-encode the matrix using the ancilla register.", "ExampleText", + CellID->1643841179,ExpressionUUID->"26005c72-69a1-4504-b391-94da1c016c03"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"enc", "=", + RowBox[{"BlockEncoding", "[", + RowBox[{"in", ",", "SS", ",", "AA"}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->661576798,ExpressionUUID->"fd5a7788-83ca-4fea-8523-0231ab84b930"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["BlockEncoding", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"System Register: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]], ",", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]], ",", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Ancilla Register: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + InterpretationBox[ + SubscriptBox["A", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`A[1, Q3`$]], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"System Register: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]], ",", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]], ",", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Ancilla Register: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + InterpretationBox[ + SubscriptBox["A", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`A[1, Q3`$]], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{"0", "0", "0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", "8"]}]}, {"0", "0", + FractionBox["\[ImaginaryI]", "8"], "0"}, {"0", + FractionBox["\[ImaginaryI]", "8"], "0", "0"}, { + RowBox[{"-", + FractionBox["\[ImaginaryI]", "8"]}], "0", "0", "0"}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{4}, {3}, {2}, {1}}}, { + Complex[0, Rational[-1, 8]], Complex[0, Rational[1, 8]], + Complex[0, Rational[1, 8]], Complex[ + 0, Rational[-1, 8]]}}]]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`Private`vec, + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[6]=", + CellID->469594900,ExpressionUUID->"e9ab5767-e908-42b3-8bb4-2634da8a028f"] +}, Open ]], + +Cell["Display the block encoding in a quantum circuit.", "ExampleText", + CellID->1494129546,ExpressionUUID->"66cc5797-a5cb-45c5-9a25-af2a8883ee86"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"qc", "=", + RowBox[{"QuantumCircuit", "[", "enc", "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->1308995251,ExpressionUUID->"f9d583fb-7129-4e7a-b3ce-b12f3fa000d6"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {2, -1}}, {{0, -2}, {2, -2}}, {{0, -3}, {2, -3}}, {{ + 0, -4}, {2, -4}}}], {LineBox[{{1, -1}, {1, -2}, {1, -3}, {1, -4}}], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}, + RoundingRadius->0.4]}, InsetBox[ + StyleBox["\<\"enc\"\>", + StripOnInput->False, + FontSize->Scaled[0.2], + FontWeight->"Light", + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {0, 1}], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox["\<\"A\"\>", + StripOnInput->False, + FontSize->Scaled[0.2], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->118.8, + PlotRange->{{0, 2}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[ + Q3`BlockEncoding[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 2, 4, 6, 8, 10, 12, 14, 16}, {{4}, {6}, {3}, {5}, {2}, {8}, { + 1}, {7}, {8}, {2}, {7}, {1}, {6}, {4}, {5}, {3}}}, { + Complex[0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]]}}], { + $CellContext`S[1, Q3`$], + $CellContext`S[2, Q3`$], + $CellContext`S[3, Q3`$]}, { + $CellContext`A[1, Q3`$]}, "Label" -> "A"]]]], "Output", + CellLabel->"Out[7]=", + CellID->1942813907,ExpressionUUID->"84f90627-c77b-4de9-8b12-06b5ce422493"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "a20f1672-c138-401c-8ce8-e15d5988af2e"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->271351881,ExpressionUUID->"ef2b0cd9-2f7b-437a-9408-1df44b6e052e"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"enc", "=", + RowBox[{"BlockEncoding", "[", + RowBox[{"in", ",", "SS", ",", "AA", ",", + RowBox[{"\"\\"", "->", "\"\\""}]}], "]"}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{"QuantumCircuit", "[", "enc", "]"}], "\[IndentingNewLine]", + RowBox[{"Expand", "[", "enc", "]"}], "\[IndentingNewLine]", + RowBox[{"ExpandAll", "[", "enc", "]"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1522210377,ExpressionUUID->"eba9a383-53ce-4191-a151-cd0243830a95"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {2, -1}}, {{0, -2}, {2, -2}}, {{0, -3}, {2, -3}}, {{ + 0, -4}, {2, -4}}}], {LineBox[{{1, -1}, {1, -2}, {1, -3}, {1, -4}}], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}, + RoundingRadius->0.4]}, InsetBox[ + StyleBox["\<\"enc\"\>", + StripOnInput->False, + FontSize->Scaled[0.2], + FontWeight->"Light", + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {0, 1}], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox["\<\"A\"\>", + StripOnInput->False, + FontSize->Scaled[0.2], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->118.8, + PlotRange->{{0, 2}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[ + Q3`BlockEncoding[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 2, 4, 6, 8, 10, 12, 14, 16}, {{4}, {6}, {3}, {5}, {2}, {8}, { + 1}, {7}, {8}, {2}, {7}, {1}, {6}, {4}, {5}, {3}}}, { + Complex[0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]]}}], { + $CellContext`S[1, Q3`$], + $CellContext`S[2, Q3`$], + $CellContext`S[3, Q3`$]}, { + $CellContext`A[1, Q3`$]}, "Label" -> "A"]]]], "Output", + CellLabel->"Out[1]=", + CellID->14958706,ExpressionUUID->"f3636a4b-0eab-4571-86e1-62f3383b5475"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {4, -1}}, {{0, -2}, {4, -2}}, {{0, -3}, {4, -3}}, {{ + 0, -4}, {4, -4}}}], { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox[ + TemplateBox[{"\"W\"", "\"\[Dagger]\""}, + "Superscript"], + StripOnInput->False, + FontSize->Scaled[0.1], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -2}, {2, -3}, {2, -4}, {2, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], + DiskBox[{2, -2}, 0.09, + NCache[{Rational[1, 4] Pi, Rational[5, 4] Pi}, {0.7853981633974483, + 3.9269908169872414`}]], + {GrayLevel[0], + DiskBox[{2, -2}, 0.09, + NCache[{Rational[-3, 4] Pi, Rational[1, 4] Pi}, {-2.356194490192345, + 0.7853981633974483}]]}}, + {GrayLevel[1], EdgeForm[Opacity[1]], + DiskBox[{2, -3}, 0.09, + NCache[{Rational[1, 4] Pi, Rational[5, 4] Pi}, {0.7853981633974483, + 3.9269908169872414`}]], + {GrayLevel[0], + DiskBox[{2, -3}, 0.09, + NCache[{Rational[-3, 4] Pi, Rational[1, 4] Pi}, {-2.356194490192345, + 0.7853981633974483}]]}}, + {GrayLevel[1], EdgeForm[Opacity[1]], + DiskBox[{2, -4}, 0.09, + NCache[{Rational[1, 4] Pi, Rational[5, 4] Pi}, {0.7853981633974483, + 3.9269908169872414`}]], + {GrayLevel[0], + DiskBox[{2, -4}, 0.09, + NCache[{Rational[-3, 4] Pi, Rational[1, 4] Pi}, {-2.356194490192345, + 0.7853981633974483}]]}}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{1.6, -1.4}, {2.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "\<\"\[Ellipsis]\"\>"], + StripOnInput->False, + FontSize->Scaled[0.1], + FontWeight->"Light", + FontSlant->Italic], {2., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -4.4}, {3.4, -1.6}]}, InsetBox[ + StyleBox["\<\"V\"\>", + StripOnInput->False, + FontSize->Scaled[0.1], + FontWeight->"Light", + FontSlant->Italic], {3., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->190.79999999999998`, + PlotRange->{{0, 4}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[{Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 5]] - 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + + Rational[1, 2] 2^Rational[-1, 2] $CellContext`S[3, 4] + + Rational[-1, 2] 2^Rational[-1, 2] $CellContext`S[3, 5], "Label" -> + Superscript["W", "\[Dagger]"]}, + Q3`UniformlyControlledGate[{ + $CellContext`S[1, Q3`$], + $CellContext`S[2, Q3`$], + $CellContext`S[3, Q3`$]}, { + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3]}, "Label" -> "\[CapitalOmega]", + "Label" -> "A"], {Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5]] + Complex[0, -1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 4] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 5], "Label" -> + "V"}, "Visible" -> { + $CellContext`A[1, Q3`$]}]]], "Output", + CellLabel->"Out[1]=", + CellID->155385043,ExpressionUUID->"d2f38512-8efb-49a0-88c2-80867fd62527"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {11, -1}}, {{0, -2}, {11, -2}}, {{0, -3}, {11, -3}}, {{ + 0, -4}, {11, -4}}}], { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox[ + TemplateBox[{"\"W\"", "\"\[Dagger]\""}, + "Superscript"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -2}, {2, -3}, {2, -4}, {2, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{2, -2}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{2, -3}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{2, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{1.6, -1.4}, {2.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "0"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {2., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{3, -2}, {3, -3}, {3, -4}, {3, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{3, -2}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{3, -3}, 0.09]}, + DiskBox[{3, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -1.4}, {3.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "1"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {3., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{4, -2}, {4, -3}, {4, -4}, {4, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{4, -2}, 0.09]}, + DiskBox[{4, -3}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{4, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "2"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {4., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{5, -2}, {5, -3}, {5, -4}, {5, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{5, -2}, 0.09]}, + DiskBox[{5, -3}, 0.09], DiskBox[{5, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{4.6, -1.4}, {5.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "3"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {5., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{6, -2}, {6, -3}, {6, -4}, {6, -1}}], + DiskBox[{6, -2}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{6, -3}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{6, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{5.6, -1.4}, {6.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "4"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {6., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{7, -2}, {7, -3}, {7, -4}, {7, -1}}], + DiskBox[{7, -2}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{7, -3}, 0.09]}, + DiskBox[{7, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{6.6, -1.4}, {7.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "5"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {7., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{8, -2}, {8, -3}, {8, -4}, {8, -1}}], + DiskBox[{8, -2}, 0.09], DiskBox[{8, -3}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{8, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{7.6, -1.4}, {8.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "6"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {8., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{9, -2}, {9, -3}, {9, -4}, {9, -1}}], + DiskBox[{9, -2}, 0.09], DiskBox[{9, -3}, 0.09], DiskBox[{9, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{8.6, -1.4}, {9.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"\[CapitalOmega]\"\>", "7"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {9., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{9.6, -4.4}, {10.4, -1.6}]}, InsetBox[ + StyleBox["\<\"V\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {10., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->442.8, + PlotRange->{{0, 11}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[{Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 5]] - 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + + Rational[1, 2] 2^Rational[-1, 2] $CellContext`S[3, 4] + + Rational[-1, 2] 2^Rational[-1, 2] $CellContext`S[3, 5], "Label" -> + Superscript["W", "\[Dagger]"]}, + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 0}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 0], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 1}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 1], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 0}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 2], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 3], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 0}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 4], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 1}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 5], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 0}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 6], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> + Subscript["\[CapitalOmega]", 7], "Label" -> "\[CapitalOmega]", "Label" -> + "A"], {Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5]] + Complex[0, -1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 4] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 5], "Label" -> + "V"}, "Visible" -> { + $CellContext`A[1, Q3`$]}]]], "Output", + CellLabel->"Out[1]=", + CellID->216302949,ExpressionUUID->"e7d9fc72-7fd6-4ab1-93a0-f41ac51df6a1"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "799559e2-e98c-4caf-9c7e-148a300b4bd8"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->2088356695,ExpressionUUID->"54894bb6-fd7a-4527-a283-51bc1f6487f6"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"enc", "=", + RowBox[{"BlockEncoding", "[", + RowBox[{"in", ",", "SS", ",", "AA", ",", + RowBox[{"\"\\"", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\"", ",", "\"\\""}], "}"}]}], + "}"}]}]}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"QuantumCircuit", "[", "enc", "]"}], "\[IndentingNewLine]", + RowBox[{"Expand", "[", "enc", "]"}], "\[IndentingNewLine]", + RowBox[{"ExpandAll", "[", "enc", "]"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->678008436,ExpressionUUID->"98b71f21-4a45-4668-b233-8cd0c3900d9e"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {2, -1}}, {{0, -2}, {2, -2}}, {{0, -3}, {2, -3}}, {{ + 0, -4}, {2, -4}}}], {LineBox[{{1, -1}, {1, -2}, {1, -3}, {1, -4}}], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}, + RoundingRadius->0.4]}, InsetBox[ + StyleBox["\<\"enc\"\>", + StripOnInput->False, + FontSize->Scaled[0.2], + FontWeight->"Light", + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {0, 1}], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox["\<\"A\"\>", + StripOnInput->False, + FontSize->Scaled[0.2], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->118.8, + PlotRange->{{0, 2}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[ + Q3`BlockEncoding[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 2, 4, 6, 8, 10, 12, 14, 16}, {{4}, {6}, {3}, {5}, {2}, {8}, { + 1}, {7}, {8}, {2}, {7}, {1}, {6}, {4}, {5}, {3}}}, { + Complex[0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[1, 4]], Complex[ + 0, Rational[-1, 8]], Complex[0, Rational[-1, 4]], Complex[ + 0, Rational[1, 8]], Complex[0, Rational[-1, 4]]}}], { + $CellContext`S[1, Q3`$], + $CellContext`S[2, Q3`$], + $CellContext`S[3, Q3`$]}, { + $CellContext`A[1, Q3`$]}, "Label" -> {"A", {"U", "G", "V"}}]]]], "Output",\ + + CellLabel->"Out[1]=", + CellID->1777171622,ExpressionUUID->"d4e53767-8a11-469b-a427-e81031fe5cd9"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {4, -1}}, {{0, -2}, {4, -2}}, {{0, -3}, {4, -3}}, {{ + 0, -4}, {4, -4}}}], { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox[ + TemplateBox[{"\"V\"", "\"\[Dagger]\""}, + "Superscript"], + StripOnInput->False, + FontSize->Scaled[0.1], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -2}, {2, -3}, {2, -4}, {2, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], + DiskBox[{2, -2}, 0.09, + NCache[{Rational[1, 4] Pi, Rational[5, 4] Pi}, {0.7853981633974483, + 3.9269908169872414`}]], + {GrayLevel[0], + DiskBox[{2, -2}, 0.09, + NCache[{Rational[-3, 4] Pi, Rational[1, 4] Pi}, {-2.356194490192345, + 0.7853981633974483}]]}}, + {GrayLevel[1], EdgeForm[Opacity[1]], + DiskBox[{2, -3}, 0.09, + NCache[{Rational[1, 4] Pi, Rational[5, 4] Pi}, {0.7853981633974483, + 3.9269908169872414`}]], + {GrayLevel[0], + DiskBox[{2, -3}, 0.09, + NCache[{Rational[-3, 4] Pi, Rational[1, 4] Pi}, {-2.356194490192345, + 0.7853981633974483}]]}}, + {GrayLevel[1], EdgeForm[Opacity[1]], + DiskBox[{2, -4}, 0.09, + NCache[{Rational[1, 4] Pi, Rational[5, 4] Pi}, {0.7853981633974483, + 3.9269908169872414`}]], + {GrayLevel[0], + DiskBox[{2, -4}, 0.09, + NCache[{Rational[-3, 4] Pi, Rational[1, 4] Pi}, {-2.356194490192345, + 0.7853981633974483}]]}}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{1.6, -1.4}, {2.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "\<\"\[Ellipsis]\"\>"], + StripOnInput->False, + FontSize->Scaled[0.1], + FontWeight->"Light", + FontSlant->Italic], {2., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -4.4}, {3.4, -1.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.1], + FontWeight->"Light", + FontSlant->Italic], {3., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->190.79999999999998`, + PlotRange->{{0, 4}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[{Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 5]] - 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + + Rational[1, 2] 2^Rational[-1, 2] $CellContext`S[3, 4] + + Rational[-1, 2] 2^Rational[-1, 2] $CellContext`S[3, 5], "Label" -> + Superscript["V", "\[Dagger]"]}, + Q3`UniformlyControlledGate[{ + $CellContext`S[1, Q3`$], + $CellContext`S[2, Q3`$], + $CellContext`S[3, Q3`$]}, { + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3]}, "Label" -> "G", + "Label" -> {"A", {"U", "G", "V"}}], {Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5]] + Complex[0, -1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 4] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 5], "Label" -> + "U"}, "Visible" -> { + $CellContext`A[1, Q3`$]}]]], "Output", + CellLabel->"Out[1]=", + CellID->1720888478,ExpressionUUID->"ae03c329-6b3a-4bb1-9797-297de0e172b7"], + +Cell[BoxData[ + InterpretationBox[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {11, -1}}, {{0, -2}, {11, -2}}, {{0, -3}, {11, -3}}, {{ + 0, -4}, {11, -4}}}], { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -1.6}]}, InsetBox[ + StyleBox[ + TemplateBox[{"\"V\"", "\"\[Dagger]\""}, + "Superscript"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {1., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -2}, {2, -3}, {2, -4}, {2, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{2, -2}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{2, -3}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{2, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{1.6, -1.4}, {2.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "0"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {2., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{3, -2}, {3, -3}, {3, -4}, {3, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{3, -2}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{3, -3}, 0.09]}, + DiskBox[{3, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -1.4}, {3.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "1"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {3., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{4, -2}, {4, -3}, {4, -4}, {4, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{4, -2}, 0.09]}, + DiskBox[{4, -3}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{4, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "2"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {4., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{5, -2}, {5, -3}, {5, -4}, {5, -1}}], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{5, -2}, 0.09]}, + DiskBox[{5, -3}, 0.09], DiskBox[{5, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{4.6, -1.4}, {5.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "3"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {5., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{6, -2}, {6, -3}, {6, -4}, {6, -1}}], + DiskBox[{6, -2}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{6, -3}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{6, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{5.6, -1.4}, {6.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "4"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {6., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{7, -2}, {7, -3}, {7, -4}, {7, -1}}], + DiskBox[{7, -2}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{7, -3}, 0.09]}, + DiskBox[{7, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{6.6, -1.4}, {7.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "5"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {7., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{8, -2}, {8, -3}, {8, -4}, {8, -1}}], + DiskBox[{8, -2}, 0.09], DiskBox[{8, -3}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], DiskBox[{8, -4}, 0.09]}, + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{7.6, -1.4}, {8.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "6"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {8., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{9, -2}, {9, -3}, {9, -4}, {9, -1}}], + DiskBox[{9, -2}, 0.09], DiskBox[{9, -3}, 0.09], DiskBox[{9, -4}, 0.09], + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{8.6, -1.4}, {9.4, -0.6}]}, InsetBox[ + StyleBox[ + SubscriptBox["\<\"G\"\>", "7"], + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {9., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{9.6, -4.4}, {10.4, -1.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {10., -3.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->442.8, + PlotRange->{{0, 11}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]], + Q3`QuantumCircuit[{Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[3, 5]] - 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + Rational[-1, 2] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4], + $CellContext`S[3, 5]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 4]] + 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5], + $CellContext`S[3, 5]] + + Rational[1, 2] 2^Rational[-1, 2] $CellContext`S[3, 4] + + Rational[-1, 2] 2^Rational[-1, 2] $CellContext`S[3, 5], "Label" -> + Superscript["V", "\[Dagger]"]}, + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 0}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 0], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 1}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 1], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 0}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 2], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1}, + Rational[1, 8] 55^Rational[1, 2] $CellContext`A[1, 1] + + Rational[3, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 3], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 0}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 4], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 0, $CellContext`S[3, Q3`$] -> 1}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 5], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 0}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 6], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], + Q3`ControlledGate[{$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1}, + Rational[3, 8] 7^Rational[1, 2] $CellContext`A[1, 1] + + Rational[1, 8] $CellContext`A[1, 3], "Label" -> Subscript["G", 7], + "Label" -> "G", "Label" -> {"A", {"U", "G", "V"}}], {Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 4]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 5]] + Complex[0, -1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 4]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 4], + $CellContext`S[2, 5]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, 1] 2^Rational[-1, 2] Q3`Multiply[ + $CellContext`S[1, 5], + $CellContext`S[2, 3], + $CellContext`S[3, 3]] + Complex[0, + Rational[-1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 4] + Complex[0, + Rational[1, 2]] 2^Rational[-1, 2] $CellContext`S[2, 5], "Label" -> + "U"}, "Visible" -> { + $CellContext`A[1, Q3`$]}]]], "Output", + CellLabel->"Out[1]=", + CellID->662891950,ExpressionUUID->"2567c1bc-4327-4d55-a0d9-6bb52819d165"] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["UniformlyControlledGate"]], + "paclet:Q3/ref/UniformlyControlledGate", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "65a02b25-298d-4e99-89af-56ba81ed714f"]], "SeeAlso",ExpressionUUID-> + "da9fbca1-7f49-422f-9607-e9d25e507957"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"bddb2576-f466-4296-a351-\ +56d35cbfe4d6"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{ + "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox["Block Encoding", + BaseStyle->"Link", + ButtonData->"paclet:Q3/tutorial/BlockEncoding"]], "TechNotes", + ExpressionUUID->"0120ba02-0c82-46d5-92b8-817737dcfd6a"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems with Q3"]], + "paclet:Q3/tutorial/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "55e1dab5-974e-4290-9a31-2a14869aaf35"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quick Quantum Computing with Q3"]], + "paclet:Q3/tutorial/QuickQuantumComputingWithQ3"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "3c64db10-6a9d-41c9-a7b8-f8a16959ed5b"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "78f2382b-cbb4-448f-98ac-8f9097cd8cbd"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"14917614-3586-4a47-819a-\ +897b83da961a"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems"]], + "paclet:Q3/guide/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "3e22b4d5-6d88-4a7f-bccb-d075797d93f8"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3"]], "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "61afb9b9-38d9-488b-97a5-40878bc73cff"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"e5c8f9ee-3510-4c2f-9a31-\ +093f91499e18"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "A. Gilyen, Y. Su, G. Hao, and N. Wiebe (2019)"}]]]], + "https://doi.org/10.1145/3313276.3316366"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "de23db0b-c83e-47e6-837c-4127ad7c5ca9"]}]],ExpressionUUID-> + "582a12ce-69d7-410a-9219-83a2ee76c97d"], + ", Proceedings of the 51st Annual ACM SIGACT Symposium on Theory of \ +Computing, \"Quantum singular value transformation and beyond: exponential \ +improvements for quantum matrix arithmetics.\"" + }], "RelatedLinks",ExpressionUUID-> + "e4fd812d-c8d5-43bd-a512-f20547b2a274"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], "L. Lin (2022)"}]]]], + "https://arxiv.org/abs/2201.08309"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "4a078e50-9487-45e1-b8bb-a29207a243d1"]}]],ExpressionUUID-> + "d9448c2b-55bc-4157-b2cd-1fbc15961993"], + ", arXiv:2201.08309, \"Lecture Notes on Quantum Algorithms for \ +Scientific Computation.\"" + }], "RelatedLinks",ExpressionUUID-> + "e0ce257d-e15b-4443-869f-cec1f53ee130"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "J. M. Martyn, Z. M. Rossi, A. K. Tan, I. L. Chuan \ +(2021)"}]]]], "https://doi.org/10.1103%2Fprxquantum.2.040203"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "3e99e614-8163-46aa-96d2-dc13df5f4280"]}]],ExpressionUUID-> + "fc1f11c9-1a19-455c-be87-d3a930862e6a"], + ", PRX Quantum 2, 4 040203, \"Grand Unification of Quantum \ +Algorithms.\"" + }], "RelatedLinks",ExpressionUUID-> + "5184f669-7aca-4880-b484-a93958088d9b"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "M. Nielsen and I. L. Chuang (2022)"}]]]], + "https://doi.org/10.1017/CBO9780511976667"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "e2b309ee-eb5f-4713-8fbe-e5486cddfb20"]}]],ExpressionUUID-> + "b5c43213-2042-4c21-9f5a-9405956c318e"], + StyleBox[ + ", Quantum Computation and Quantum Information (Cambridge University \ +Press).", + FontSlant->"Plain"] + }], "RelatedLinks",ExpressionUUID-> + "b777ee43-3997-4f9a-aa98-0bca11f1f44f"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "7a5c4778-ce50-4666-920a-d94845b7cdfb"]}]],ExpressionUUID-> + "19e8ac01-fdc2-431e-a8c7-9b9ebc69298a"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "864de614-d177-4cac-a476-8a58a41aa0c5"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"175cafa1-e3c7-405b-a8ab-\ -88b6253d81da"], + }]], "RelatedLinksSection",ExpressionUUID->"643fde7d-eaca-41e8-ba3c-\ +3c01ea1e1181"], -Cell[" ", "FooterCell",ExpressionUUID->"ff1bde9b-9ab1-4b29-addb-175fe9a88e89"] +Cell[" ", "FooterCell",ExpressionUUID->"1045f9e1-6fa4-4d82-bd0e-77311c12f8e3"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -2253,12 +3835,14 @@ TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", "ExampleCounter" -> 1, "Openers" -> { - "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, - "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, - "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> - True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "PrimaryExamplesSection" -> Open, + "ExampleSection" -> {"0" -> Open, "1" -> Closed}, "AllOptsTable" -> + Closed, "NotesSection" -> Closed, "ExampleSubsection" -> {"0" -> Closed}}, + "NewStyles" -> True, "CitationPopupData" -> $Failed, "ShowCitation" -> + False, "HasOptions" -> True, "RootCaptions" -> "", + "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 6, 3, 14, 55, 21.468467}", + "built" -> "{2024, 6, 29, 13, 39, 31.920495}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> { "quantum singular-value transform (QSVT)", @@ -2284,7 +3868,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"210e3a93-816c-4264-8b21-957bb62516ec" +ExpressionUUID->"cb2ef83a-67ed-4d6b-b73d-e805f180c5c5" ] (* End of Notebook Content *) @@ -2292,143 +3876,229 @@ ExpressionUUID->"210e3a93-816c-4264-8b21-957bb62516ec" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[13757, 374, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"ab395445-6603-4e09-be31-cd43a1186a50", + Cell[17108, 484, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"dce3d4a0-836d-4c43-acc9-b434d1acc5b3", CellTags->"PrimaryExamplesSection", - CellID->1685246199]} + CellID->539956152]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 93829, 2293} + {"PrimaryExamplesSection", 160380, 3877} } *) (*NotebookFileOutline Notebook[{ -Cell[585, 21, 7028, 175, 57, "AnchorBarGrid",ExpressionUUID->"3ad59a88-d0b0-42bb-8241-a66d5e67645c", +Cell[585, 21, 7028, 175, 57, "AnchorBarGrid",ExpressionUUID->"c60dd3cf-c4e4-4402-aa00-20b047b6a66e", CellID->1], -Cell[7616, 198, 85, 0, 23, "ContextNameCell",ExpressionUUID->"5dab263b-ef9b-44cd-9010-d921d054167e"], +Cell[7616, 198, 85, 0, 23, "ContextNameCell",ExpressionUUID->"569d58b3-cd84-4fee-b3e9-c20aa4887062"], Cell[CellGroupData[{ -Cell[7726, 202, 1387, 38, 60, "ObjectNameGrid",ExpressionUUID->"783804fb-3881-4a8d-b8a3-1056bbd1a7e4"], +Cell[7726, 202, 1387, 38, 60, "ObjectNameGrid",ExpressionUUID->"2ce97ba2-849d-402a-bc91-0c9a8d3b6798"], Cell[9116, 242, 2295, 65, 136, "Usage",ExpressionUUID->"8413d501-f1c5-494e-8418-ab42652b7777", CellID->2139940575] }, Open ]], Cell[CellGroupData[{ -Cell[11448, 312, 1899, 47, 37, "NotesSection",ExpressionUUID->"c25df7f4-ecb6-4598-9c01-ef5756a6b295", +Cell[11448, 312, 1898, 47, 37, "NotesSection",ExpressionUUID->"6b1a341f-bac2-47b6-aeed-1d8b128dd65b", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1192351708], -Cell[13350, 361, 280, 7, 70, "Notes",ExpressionUUID->"a1ecd3b3-5c7b-445b-89e3-919f08c38308", - CellID->2072607716] + CellID->203830331], +Cell[13349, 361, 280, 7, 70, "Notes",ExpressionUUID->"a1ecd3b3-5c7b-445b-89e3-919f08c38308", + CellID->2072607716], +Cell[13632, 370, 2062, 68, 70, "Notes",ExpressionUUID->"c42c3b63-4aac-47b3-aa3c-d4d2c09f8110", + CellID->1333943237], +Cell[15697, 440, 1284, 38, 70, "Notes",ExpressionUUID->"ba388e21-3c75-489d-a0de-1929a4e34416", + CellID->320383127] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[13757, 374, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"ab395445-6603-4e09-be31-cd43a1186a50", +Cell[17108, 484, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"dce3d4a0-836d-4c43-acc9-b434d1acc5b3", CellTags->"PrimaryExamplesSection", - CellID->1685246199], -Cell[15150, 413, 191, 3, 31, "Input",ExpressionUUID->"7421fae1-ac1f-43f9-ae7c-3b8a1ca32273", + CellID->539956152], +Cell[18500, 523, 191, 3, 31, "Input",ExpressionUUID->"7421fae1-ac1f-43f9-ae7c-3b8a1ca32273", CellID->466743568], Cell[CellGroupData[{ -Cell[15366, 420, 1367, 36, 31, "ExampleSection",ExpressionUUID->"b7cae802-d245-4805-bca9-9464acf938df", - CellID->771046310], -Cell[16736, 458, 218, 5, 29, "Input",ExpressionUUID->"1e11fcff-b05d-4068-b297-fa645cc693ef", +Cell[18716, 530, 1368, 36, 31, "ExampleSection",ExpressionUUID->"31d76f22-ff6d-45ca-8f60-00d8041e5010", + CellID->1924638089], +Cell[20087, 568, 218, 5, 29, "Input",ExpressionUUID->"1e11fcff-b05d-4068-b297-fa645cc693ef", CellID->311642837], -Cell[16957, 465, 196, 6, 38, "ExampleText",ExpressionUUID->"9d7cad13-c6ee-4034-bb15-70d23dbc9d5b", +Cell[20308, 575, 196, 6, 38, "ExampleText",ExpressionUUID->"9d7cad13-c6ee-4034-bb15-70d23dbc9d5b", CellID->1521877654], Cell[CellGroupData[{ -Cell[17178, 475, 457, 13, 66, "Input",ExpressionUUID->"c3cb4a75-8750-4532-8f67-45e17beb33bd", +Cell[20529, 585, 457, 13, 66, "Input",ExpressionUUID->"c3cb4a75-8750-4532-8f67-45e17beb33bd", CellID->2067036557], -Cell[17638, 490, 596, 19, 37, "Output",ExpressionUUID->"97305c04-ddd0-4b85-897b-e74bf26f8bf5", - CellID->1882639010] +Cell[20989, 600, 596, 19, 37, "Output",ExpressionUUID->"9bc5213a-0f87-4146-bd97-b38701d8a232", + CellID->1974896852] }, Open ]], -Cell[18249, 512, 298, 7, 57, "ExampleText",ExpressionUUID->"0cb2d8bc-a08f-4c47-92b3-c9a8db63d431", +Cell[21600, 622, 298, 7, 57, "ExampleText",ExpressionUUID->"0cb2d8bc-a08f-4c47-92b3-c9a8db63d431", CellID->489786172], Cell[CellGroupData[{ -Cell[18572, 523, 329, 9, 48, "Input",ExpressionUUID->"c478501b-4486-4c18-aa5e-d17f0c72fbd9", +Cell[21923, 633, 329, 9, 48, "Input",ExpressionUUID->"c478501b-4486-4c18-aa5e-d17f0c72fbd9", CellID->1692008167], -Cell[18904, 534, 448, 14, 37, "Output",ExpressionUUID->"75c62446-dbb1-4773-a4ce-464a2d8487f2", - CellID->1478085105] +Cell[22255, 644, 448, 14, 37, "Output",ExpressionUUID->"839dd08c-2bd5-45ba-bf83-b04f3b0b4c89", + CellID->1224459765] }, Open ]], -Cell[19367, 551, 171, 3, 38, "ExampleText",ExpressionUUID->"85124225-b41a-4476-a2d6-62f04fce3ead", +Cell[22718, 661, 171, 3, 38, "ExampleText",ExpressionUUID->"85124225-b41a-4476-a2d6-62f04fce3ead", CellID->745459262], -Cell[19541, 556, 252, 7, 29, "Input",ExpressionUUID->"5b5ab331-dc39-499d-87ab-c6c58c1aad39", +Cell[22892, 666, 252, 7, 29, "Input",ExpressionUUID->"5b5ab331-dc39-499d-87ab-c6c58c1aad39", CellID->776733676], -Cell[19796, 565, 169, 3, 38, "ExampleText",ExpressionUUID->"5e3bebba-5717-429a-bd09-f8f8c726984c", +Cell[23147, 675, 169, 3, 38, "ExampleText",ExpressionUUID->"5e3bebba-5717-429a-bd09-f8f8c726984c", CellID->1666669546], Cell[CellGroupData[{ -Cell[19990, 572, 635, 19, 48, "Input",ExpressionUUID->"f0bae31a-6e06-4ef4-9358-2245858460c8", +Cell[23341, 682, 635, 19, 48, "Input",ExpressionUUID->"f0bae31a-6e06-4ef4-9358-2245858460c8", CellID->959780981], -Cell[20628, 593, 2399, 59, 232, "Output",ExpressionUUID->"141085d5-5033-4d1a-bcf9-5698f344995e", - CellID->388766686] +Cell[23979, 703, 2399, 59, 232, "Output",ExpressionUUID->"71e314a4-5f75-41a2-acee-6c1d8e94dfec", + CellID->230027356] }, Open ]], -Cell[23042, 655, 150, 1, 70, "ExampleText",ExpressionUUID->"6e89f723-53f1-415b-a4e3-58c341e31ac9", +Cell[26393, 765, 150, 1, 70, "ExampleText",ExpressionUUID->"6e89f723-53f1-415b-a4e3-58c341e31ac9", CellID->1833361766], Cell[CellGroupData[{ -Cell[23217, 660, 252, 6, 70, "Input",ExpressionUUID->"681a9289-c96d-460c-b267-7d4364bb4e8e", +Cell[26568, 770, 252, 6, 70, "Input",ExpressionUUID->"681a9289-c96d-460c-b267-7d4364bb4e8e", CellID->68546426], -Cell[23472, 668, 7388, 155, 70, "Output",ExpressionUUID->"89a44ab0-c820-4aa4-aa49-2cf6b5c5932e", - CellID->394892105] +Cell[26823, 778, 7388, 155, 70, "Output",ExpressionUUID->"897686bd-220f-42f7-9c29-63286a940198", + CellID->375592456] }, Open ]], -Cell[30875, 826, 145, 1, 70, "ExampleText",ExpressionUUID->"9fd48db8-4cfa-4315-bef0-6938f96f62f8", +Cell[34226, 936, 145, 1, 70, "ExampleText",ExpressionUUID->"9fd48db8-4cfa-4315-bef0-6938f96f62f8", CellID->88969382], Cell[CellGroupData[{ -Cell[31045, 831, 219, 5, 70, "Input",ExpressionUUID->"4b85ebc5-0bbe-414b-8936-a361ace5db7a", +Cell[34396, 941, 219, 5, 70, "Input",ExpressionUUID->"4b85ebc5-0bbe-414b-8936-a361ace5db7a", CellID->1551551898], -Cell[31267, 838, 2244, 52, 205, "Output",ExpressionUUID->"9be34463-f2e2-4d0a-88f2-ad8c7103ce30", - CellID->781168981] +Cell[34618, 948, 2244, 52, 205, "Output",ExpressionUUID->"b462011b-5f1b-489d-a8fd-8df4a0ae74ee", + CellID->902256453] }, Open ]], -Cell[33526, 893, 245, 4, 70, "ExampleText",ExpressionUUID->"bf37df37-f9c1-4c55-b4a3-8b3952164124", +Cell[36877, 1003, 245, 4, 70, "ExampleText",ExpressionUUID->"bf37df37-f9c1-4c55-b4a3-8b3952164124", CellID->1436470908], Cell[CellGroupData[{ -Cell[33796, 901, 417, 12, 70, "Input",ExpressionUUID->"ebb1ea6a-6d33-474d-a99d-edfa8966e75e", +Cell[37147, 1011, 418, 12, 70, "Input",ExpressionUUID->"ebb1ea6a-6d33-474d-a99d-edfa8966e75e", CellID->2003141392], -Cell[34216, 915, 2400, 59, 232, "Output",ExpressionUUID->"5528ed8c-d449-4c7d-9575-02a0fbe14a24", - CellID->2094726860] +Cell[37568, 1025, 2399, 59, 232, "Output",ExpressionUUID->"8c4940af-782f-4e12-8329-0c2793475561", + CellID->330995392] }, Open ]], -Cell[36631, 977, 3057, 92, 70, "ExampleText",ExpressionUUID->"63bd978e-06e4-4793-873c-edc8481cd028", +Cell[39982, 1087, 3057, 92, 70, "ExampleText",ExpressionUUID->"63bd978e-06e4-4793-873c-edc8481cd028", CellID->763152763], Cell[CellGroupData[{ -Cell[39713, 1073, 298, 7, 70, "Input",ExpressionUUID->"a93ae4db-6aa9-4871-ad00-246b248c16fb", +Cell[43064, 1183, 299, 7, 70, "Input",ExpressionUUID->"a93ae4db-6aa9-4871-ad00-246b248c16fb", CellID->39073415], -Cell[40014, 1082, 7039, 157, 210, "Output",ExpressionUUID->"94e1a086-b6c1-48eb-9a46-f4584b9be0b9", - CellID->1514338456], -Cell[47056, 1241, 11908, 243, 213, "Output",ExpressionUUID->"bec23eb2-ed68-4740-b58a-cf4c69dd8d57", - CellID->1657729395] +Cell[43366, 1192, 7039, 157, 210, "Output",ExpressionUUID->"a2a5b169-e443-4ce7-b73a-e1abd2062308", + CellID->1016200793], +Cell[50408, 1351, 11907, 243, 213, "Output",ExpressionUUID->"534a51b3-fa14-4abc-8f18-ba7d3152023b", + CellID->349283360] }, Open ]], -Cell[58979, 1487, 184, 3, 70, "ExampleText",ExpressionUUID->"5441af8f-c8d0-4696-8607-4e1dcca82b9d", +Cell[62330, 1597, 184, 3, 70, "ExampleText",ExpressionUUID->"5441af8f-c8d0-4696-8607-4e1dcca82b9d", CellID->532372496], Cell[CellGroupData[{ -Cell[59188, 1494, 447, 13, 70, "Input",ExpressionUUID->"d21b8612-66a3-40a6-8033-20feddd6896e", +Cell[62539, 1604, 447, 13, 70, "Input",ExpressionUUID->"d21b8612-66a3-40a6-8033-20feddd6896e", CellID->1651031722], -Cell[59638, 1509, 2540, 61, 232, "Output",ExpressionUUID->"dbc1e59b-f9fd-4396-8e14-12916e67a56c", - CellID->686825796] +Cell[62989, 1619, 2540, 61, 232, "Output",ExpressionUUID->"735d2c07-3228-4f00-8725-ce64b7f9027a", + CellID->142883923] }, Open ]], Cell[CellGroupData[{ -Cell[62215, 1575, 245, 7, 70, "Input",ExpressionUUID->"ad0cc927-3da0-4792-b16d-87e559de1842", +Cell[65566, 1685, 245, 7, 70, "Input",ExpressionUUID->"ad0cc927-3da0-4792-b16d-87e559de1842", CellID->1011213466], -Cell[62463, 1584, 6516, 115, 576, "Output",ExpressionUUID->"f2906055-fe1e-40aa-b177-40926d06295f", - CellID->1972107473] +Cell[65814, 1694, 6516, 115, 576, "Output",ExpressionUUID->"66892ea0-96bf-4c10-83c4-59abe3dca687", + CellID->1991411206] }, Open ]], -Cell[68994, 1702, 183, 3, 70, "ExampleText",ExpressionUUID->"5517c82a-c4e3-4e4e-a933-b435adfa57ef", +Cell[72345, 1812, 183, 3, 70, "ExampleText",ExpressionUUID->"5517c82a-c4e3-4e4e-a933-b435adfa57ef", CellID->73177469], Cell[CellGroupData[{ -Cell[69202, 1709, 290, 8, 70, "Input",ExpressionUUID->"e8487b53-be54-4294-9fe6-75ed04402688", +Cell[72553, 1819, 291, 8, 70, "Input",ExpressionUUID->"e8487b53-be54-4294-9fe6-75ed04402688", CellID->264598071], -Cell[69495, 1719, 116, 1, 70, "EchoTiming",ExpressionUUID->"00990ced-bb7f-420c-98ee-62756cee7585", - CellID->1959853836], -Cell[69614, 1722, 6362, 153, 52, "Output",ExpressionUUID->"3b7aaa50-f304-40c5-8177-cb95ff0c3018", - CellID->1159243966] +Cell[72847, 1829, 116, 1, 70, "EchoTiming",ExpressionUUID->"d64f2ee4-ee98-4ca0-a059-ecc8965f5bb1", + CellID->1671930460], +Cell[72966, 1832, 6361, 153, 52, "Output",ExpressionUUID->"b3b26a16-8468-4a92-9b83-a0a09c9e1dc6", + CellID->311720225] }, Open ]], Cell[CellGroupData[{ -Cell[76013, 1880, 391, 11, 70, "Input",ExpressionUUID->"15cc2578-c4f4-41bd-ad0f-70767c6e7439", +Cell[79364, 1990, 391, 11, 70, "Input",ExpressionUUID->"15cc2578-c4f4-41bd-ad0f-70767c6e7439", CellID->1548810753], -Cell[76407, 1893, 6515, 115, 576, "Output",ExpressionUUID->"858e033b-6d34-4b68-a3dc-167ce438b2dd", - CellID->927880748] +Cell[79758, 2003, 6515, 115, 576, "Output",ExpressionUUID->"08a2083a-5648-4c9a-b5fa-2ba9e9b72735", + CellID->255013269] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], +Cell[CellGroupData[{ +Cell[86422, 2126, 1395, 36, 70, "ExampleSection",ExpressionUUID->"b169a046-4ea5-4db1-af6e-64676768e95c", + CellID->651243633], +Cell[CellGroupData[{ +Cell[87842, 2166, 1403, 36, 70, "ExampleSubsection",ExpressionUUID->"179bf208-e8b4-4946-9c39-ee09d55020e4", + CellID->1875074719], +Cell[89248, 2204, 218, 5, 70, "Input",ExpressionUUID->"123b2022-ea12-445b-bc48-5dbc03fc14fc", + CellID->376599101], +Cell[89469, 2211, 195, 6, 70, "ExampleText",ExpressionUUID->"71437043-8ce2-45de-bccb-7004f5e180ab", + CellID->866782798], +Cell[CellGroupData[{ +Cell[89689, 2221, 329, 9, 70, "Input",ExpressionUUID->"9630e648-2915-4bdf-8f6b-951366a44da5", + CellID->1636908385], +Cell[90021, 2232, 595, 19, 37, "Output",ExpressionUUID->"4f1e3a4e-9d00-4d86-9c2f-8b46e997de75", + CellID->403831826] +}, Open ]], +Cell[90631, 2254, 298, 7, 70, "ExampleText",ExpressionUUID->"16b82599-0e7e-484c-b08b-dc2868d40a18", + CellID->764294589], +Cell[CellGroupData[{ +Cell[90954, 2265, 329, 9, 70, "Input",ExpressionUUID->"ea494152-9833-4434-82d3-6fa5db91a0e7", + CellID->1399464616], +Cell[91286, 2276, 281, 8, 37, "Output",ExpressionUUID->"2c8dc63f-7d2b-47ea-aba1-fd18ab1e59b7", + CellID->659474466] +}, Open ]], +Cell[91582, 2287, 171, 3, 70, "ExampleText",ExpressionUUID->"603891f7-14e4-448a-91d4-cf146a604d77", + CellID->372084824], +Cell[91756, 2292, 252, 7, 70, "Input",ExpressionUUID->"2e652a43-1815-4cbd-82dd-3b5ca9adb9e3", + CellID->157256904], +Cell[92011, 2301, 169, 3, 70, "ExampleText",ExpressionUUID->"8deb4abc-6a50-4c8f-82ef-de45fbe999de", + CellID->1611899718], +Cell[CellGroupData[{ +Cell[92205, 2308, 635, 19, 70, "Input",ExpressionUUID->"b1acf3b7-e0a1-4bc0-9444-11acd2b2f116", + CellID->692353521], +Cell[92843, 2329, 2400, 59, 232, "Output",ExpressionUUID->"97c5a78a-8ed7-4c3b-8dc7-46d0e4f8a7da", + CellID->1440034375] +}, Open ]], +Cell[95258, 2391, 150, 1, 70, "ExampleText",ExpressionUUID->"26005c72-69a1-4504-b391-94da1c016c03", + CellID->1643841179], +Cell[CellGroupData[{ +Cell[95433, 2396, 253, 6, 70, "Input",ExpressionUUID->"fd5a7788-83ca-4fea-8523-0231ab84b930", + CellID->661576798], +Cell[95689, 2404, 6912, 145, 70, "Output",ExpressionUUID->"e9ab5767-e908-42b3-8bb4-2634da8a028f", + CellID->469594900] +}, Open ]], +Cell[102616, 2552, 147, 1, 70, "ExampleText",ExpressionUUID->"66cc5797-a5cb-45c5-9a25-af2a8883ee86", + CellID->1494129546], +Cell[CellGroupData[{ +Cell[102788, 2557, 219, 5, 70, "Input",ExpressionUUID->"f9d583fb-7129-4e7a-b3ce-b12f3fa000d6", + CellID->1308995251], +Cell[103010, 2564, 2194, 50, 171, "Output",ExpressionUUID->"84f90627-c77b-4de9-8b12-06b5ce422493", + CellID->1942813907] +}, Open ]], +Cell[CellGroupData[{ +Cell[105241, 2619, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"ef2b0cd9-2f7b-437a-9408-1df44b6e052e", + CellID->271351881], +Cell[CellGroupData[{ +Cell[105508, 2628, 533, 12, 70, "Input",ExpressionUUID->"eba9a383-53ce-4191-a151-cd0243830a95", + CellID->1522210377], +Cell[106044, 2642, 2192, 50, 171, "Output",ExpressionUUID->"f3636a4b-0eab-4571-86e1-62f3383b5475", + CellID->14958706], +Cell[108239, 2694, 7004, 156, 175, "Output",ExpressionUUID->"d2f38512-8efb-49a0-88c2-80867fd62527", + CellID->155385043], +Cell[115246, 2852, 12019, 249, 178, "Output",ExpressionUUID->"e7d9fc72-7fd6-4ab1-93a0-f41ac51df6a1", + CellID->216302949] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[127314, 3107, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"54894bb6-fd7a-4527-a283-51bc1f6487f6", + CellID->2088356695], +Cell[CellGroupData[{ +Cell[127582, 3116, 685, 16, 70, "Input",ExpressionUUID->"98b71f21-4a45-4668-b233-8cd0c3900d9e", + CellID->678008436], +Cell[128270, 3134, 2215, 51, 171, "Output",ExpressionUUID->"d4e53767-8a11-469b-a427-e81031fe5cd9", + CellID->1777171622], +Cell[130488, 3187, 6996, 156, 175, "Output",ExpressionUUID->"ae03c329-6b3a-4bb1-9797-297de0e172b7", + CellID->1720888478], +Cell[137487, 3345, 11795, 241, 178, "Output",ExpressionUUID->"2567c1bc-4327-4d55-a0d9-6bb52819d165", + CellID->662891950] +}, Open ]] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[83164, 2017, 838, 21, 70, "SeeAlsoSection",ExpressionUUID->"3d104380-23c8-4a4e-b57e-4420ab4a00fd"], -Cell[84005, 2040, 1731, 43, 70, "TechNotesSection",ExpressionUUID->"299abc3c-ebb4-4134-9fd7-18095ddee82b"], -Cell[85739, 2085, 1045, 27, 70, "MoreAboutSection",ExpressionUUID->"b29de1d3-f405-485f-8597-f265918a6b08"], -Cell[86787, 2114, 4834, 128, 70, "RelatedLinksSection",ExpressionUUID->"175cafa1-e3c7-405b-a8ab-88b6253d81da"], -Cell[91624, 2244, 78, 0, 70, "FooterCell",ExpressionUUID->"ff1bde9b-9ab1-4b29-addb-175fe9a88e89"] +Cell[149651, 3599, 838, 21, 70, "SeeAlsoSection",ExpressionUUID->"bddb2576-f466-4296-a351-56d35cbfe4d6"], +Cell[150492, 3622, 1731, 43, 70, "TechNotesSection",ExpressionUUID->"14917614-3586-4a47-819a-897b83da961a"], +Cell[152226, 3667, 1045, 27, 70, "MoreAboutSection",ExpressionUUID->"e5c8f9ee-3510-4c2f-9a31-093f91499e18"], +Cell[153274, 3696, 4834, 128, 70, "RelatedLinksSection",ExpressionUUID->"643fde7d-eaca-41e8-ba3c-3c01ea1e1181"], +Cell[158111, 3826, 78, 0, 70, "FooterCell",ExpressionUUID->"1045f9e1-6fa4-4d82-bd0e-77311c12f8e3"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/ChebyshevCoefficients.nb b/Q3/Documentation/English/ReferencePages/Symbols/ChebyshevCoefficients.nb new file mode 100644 index 000000000..af852620e --- /dev/null +++ b/Q3/Documentation/English/ReferencePages/Symbols/ChebyshevCoefficients.nb @@ -0,0 +1,6388 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 14.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 352689, 6378] +NotebookOptionsPosition[ 343666, 6194] +NotebookOutlinePosition[ 346480, 6261] +CellTagsIndexPosition[ 346356, 6255] +WindowTitle->ChebyshevCoefficients +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[GridBox[{ + {GridBox[{ + { + ItemBox[Cell[BoxData[ + RowBox[{ + TemplateBox[{12}, + "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", + TextAlignment->Center,ExpressionUUID-> + "6eb4a180-75c4-47fc-8eca-153b04b6ffaf"], + TemplateBox[{8}, + "Spacer1"]}]], + TextAlignment->Center,ExpressionUUID-> + "bc1d1033-76ba-4226-aa82-90024f971f6a"], + Background->RGBColor[0.490196, 0.576471, 0.690196], + ItemSize->Full], ""} + }, + GridBoxAlignment->{"Rows" -> {{Center}}}, + GridBoxItemSize->{"Columns" -> {Full, + Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "See Also", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "2d9222f6-25fb-476b-9673-9448f39f07ef"] + }],ExpressionUUID->"3032cf59-e1ce-47e5-b279-cd648f5d1976"], + StripOnInput->False],{ + "\"ChebyshevT\"" :> Documentation`HelpLookup["paclet:ref/ChebyshevT"], + "\"ChebyshevU\"" :> + Documentation`HelpLookup["paclet:ref/ChebyshevU"], Delimiter, + StyleBox[ + "\"Functions\"", "SeeAlsoSection", FontSize -> 14, FontSlant -> + "Italic", StripOnInput -> False] :> + NotebookFind[EvaluationNotebook[], "SeeAlsoSection", All, CellStyle], + StyleBox[ + "\"ChebyshevSeries\"", "SeeAlsoRelated", StripOnInput -> False] :> + Documentation`HelpLookup["paclet:Q3/ref/ChebyshevSeries"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"SeeAlso"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "5063b84f-17b2-4810-99a7-99135b022f75"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "046d15b6-f7f9-4a72-af62-48ba1bedf707"] + }],ExpressionUUID->"b4292d79-8a9f-423a-acc0-c014875d42eb"], + StripOnInput->False],{ + "\"Quantum Information Systems\"" :> + Documentation`HelpLookup[ + "paclet:Q3/guide/QuantumInformationSystems"], + "\"Quantum Many-Body Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], + "\"Quantum Spin Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumSpinSystems"], + "\"Q3: Symbolic Quantum Simulation\"" :> + Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "6596f4cf-3f65-4664-91c3-abd68c92b408"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "b0d7d07a-50e6-4d00-ba32-1d45b74e4668"] + }],ExpressionUUID->"072c8ee5-d7b0-41c7-bfeb-57c7d027d2da"], + StripOnInput->False],{ + "\"Quantum Information Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumInformationSystems"], + "\"Quantum Many-Body Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumManyBodySystems"], + "\"Quantum Spin Systems with Q3\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/QuantumSpinSystems"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "59922a27-142d-4519-8ef0-ea9f83925e82"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "URL", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "a9998125-c687-478d-84a4-3bbacde62c29"] + }],ExpressionUUID->"46d9af25-ff02-40f5-96e0-f49cf479013f"], + StripOnInput->False],{ + "\"Q3/ref/ChebyshevCoefficients\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/ChebyshevCoefficients"]}, Visible -> + False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/\ +ChebyshevCoefficients.html"], StandardForm]], "Input", TextClipboardType -> + "PlainText"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/ChebyshevCoefficients" <> ".html"], None}]}]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"URLMenu"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "b55130c5-7936-46dd-aab0-03aa5d4076c7"] + }], "AnchorBar", + CacheGraphics->False,ExpressionUUID-> + "9746bce8-eea1-4e76-bbfc-17c669f8a3e0"]} + }]], "AnchorBarGrid", + CellID->1,ExpressionUUID->"ab4882ac-3158-498f-a62e-b83dbf985882"], + +Cell["Q3`", "ContextNameCell",ExpressionUUID->"a7626f9f-813d-4132-9544-e810f825e900"], + +Cell[CellGroupData[{ + +Cell[BoxData[GridBox[{ + {Cell[TextData[{ + Cell[ + "ChebyshevCoefficients", "ObjectName",ExpressionUUID-> + "419f94b3-9ff8-4566-8bf7-656ee4cc6851"], + Cell[BoxData[ + TemplateBox[{8}, + "Spacer1"]],ExpressionUUID->"41fc9cdc-7166-4de1-9d5c-15867b2dd77f"], + Cell[BoxData[ + ""], "ObjectNameTranslation",ExpressionUUID-> + "f409a0c7-9668-4b14-8046-9c91189771e2"] + }],ExpressionUUID->"b6f0fa92-f2e1-445a-99ea-070872d0b101"], Cell[BoxData[ + TooltipBox[ + StyleBox[ + TagBox[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"NEW IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->18, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False], + Deploy, + DefaultBaseStyle->"Deploy"], "NewInGraphic", + StripOnInput->False], + "New in 14", + TooltipDelay->0.3]], + Magnification->1,ExpressionUUID-> + "9c4cbbdf-0435-4ba3-8d70-de99e7479acc"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"9a9457d9-fbff-48d2-8e4c-52e0c24446df"], + +Cell[BoxData[GridBox[{ + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ChebyshevCoefficients"]], + "paclet:Q3/ref/ChebyshevCoefficients", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["func", "TI"], ",", + StyleBox["n", "TI"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "647a6a58-7c19-4843-9d53-16cc8c90ead7"], + "\[LineSeparator]returns a list ", + Cell[BoxData[ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["0", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["n", "TI"]]}], "}"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "5fdf3ab2-d4e5-4907-92cb-08d46b1e02d3"], + " of the Chebyshev coefficients that approximates function ", + Cell[BoxData[ + StyleBox["func", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "115326b8-1038-4767-b476-a2c877188673"], + "." + }],ExpressionUUID->"ca3803b0-ae8b-4318-8bd5-8acac410f7c2"]} + }]], "Usage", + CellID->674803996,ExpressionUUID->"a7b736cf-4bbb-4e31-af4c-41872ad060c1"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"fa754f90-4835-4ef9-a0b0-91bb753ea7bf"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"4700b98c-6fff-4578-bb05-411d96a05ae3"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"5a86251b-b747-4ee7-af4d-8975feb8691b"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"e808a2a5-9229-48be-a863-804f70d03fd6"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->295725692,ExpressionUUID->"1d480a36-98ca-4944-b09a-170bc55d5617"], + +Cell[TextData[{ + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{"f", "(", "x", ")"}], "\[TildeTilde]", + RowBox[{ + SubsuperscriptBox["\[Sum]", + RowBox[{"k", "=", "0"}], "n"], + RowBox[{ + SubscriptBox["c", "k"], + RowBox[{ + SubscriptBox["T", "k"], "(", "x", ")"}]}]}]}], TraditionalForm]], + ExpressionUUID->"0665ae0b-d4fe-42c9-b837-c42ac297165d"], + ", where ", + Cell[BoxData[ + FormBox[ + RowBox[{ + SubscriptBox["T", "k"], "(", "x", ")"}], TraditionalForm]],ExpressionUUID-> + "2266314a-6918-4cb3-8aea-de1b36397145"], + " is the Chebyshev polynomial of the first kind." +}], "Notes", + CellID->569620965,ExpressionUUID->"2cfcc01a-0974-4afd-8505-251bcc26f120"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], + Alternatives[True, Open]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "03a9b158-6149-48ad-8104-e1c05691a9f3"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"8a0ac1eb-b248-439a-9a30-f445786f172a"], + "Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(2)", "ExampleCount",ExpressionUUID-> + "cded97eb-e8dc-479d-8cf5-7bebd20ce7ac"] +}], "PrimaryExamplesSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellTags->"PrimaryExamplesSection", + CellID->984546286,ExpressionUUID->"95dd94c2-ee19-4eb2-aa2a-4654f0b04b7b"], + +Cell[BoxData[ + RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", + CellLabel->"In[1]:=", + CellID->782669342,ExpressionUUID->"5e56e190-91b8-4d64-b695-ddaf97b02c5d"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "94518e07-a00e-449c-b169-0e3b01186a79"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"5dff6764-822f-42df-94bb-e30505875d43"], + "Basic Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(2)", "ExampleCount",ExpressionUUID-> + "2c57e472-4f81-4669-9283-55f670c9b26c"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->907928667,ExpressionUUID->"63c2ac82-9432-4df9-aafb-66bd529157d2"], + +Cell["Consider a function.", "ExampleText", + CellID->1160309461,ExpressionUUID->"a3dc0d86-f1e3-4247-979f-fcbec970221e"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"f", "[", "x_", "]"}], ":=", + RowBox[{"3", "*", + RowBox[{"x", "^", "2"}], "*", + RowBox[{"Exp", "[", + RowBox[{ + RowBox[{"-", "2"}], "*", "x"}], "]"}], "*", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "x", "*", "Pi"}], "]"}]}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1725921001,ExpressionUUID->"99c005b7-8b67-4492-94b3-ed045bdbcba6"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"f", "[", "x", "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->2006035471,ExpressionUUID->"f278a174-4fe8-42bc-a579-bee15a19c1f4"], + +Cell[BoxData[ + GraphicsBox[ + InterpretationBox[{ + TagBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], Thickness[Large], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwtm3k4lO/3x0vJkiShlJ0kCVmjOKOUUiQiEUWlUhGVNbv6SCVZswvJTihr +DpMi+zoz9p0xYw1ZKv3me12/v+Z6Xc/znOec837f93nuP0bU2t7wJtOGDRve +bNqw4X+/ssBH+/dvFlP19lmJUsia9qviAatrszg+xJL2rvUT5BUcllxYmsVT +5q79n75+AwUpPetx+ixeChR4uD+tE1R3+Hc3kGeRfM+LquwwBoSR+bqo3Fn0 +S8ra+mLTEhj+15ipeHUWw7YqeOw6sJkQqtVz5pDZLHaN5Bqalm8mdPymTkga +z6KR0X6FKn1mgsmDzRJ7zs6iHHGyZavDFoL55aOxG1RnUTx6cGdgJivhxsH0 +l42cs8h70lrSbIWD4Nzsf/9WxQxezF62dnflJrykO5EXi2fwRU25zUgpNyGJ +5Y6Wb8EMtl8OP9D6m5vQAHq8cWkzuGzjV6j5ZCdBLI/3S1vIDF771up8y5mH +0BScyqF5awbPbvtgJHSJjzCa9dap3orx/JWI8bVgPsJqbeCg6ZUZ/Kq+Mfpa +HR9BYqN94cMLM/iHOUav9ugugpuD6pX0ozMoOTz+cDv/boKkYW0mD9cM1vs/ +JuZ/4SccsyvlTWKfQd4w4T8ac/yEC4FZXnLMM7i+84GGidgewhNisJHu2jR2 +hwUMyT7dQ2hTuPzba3QamWUecQec3Evw2EnTpRdP45tYnXi+jwKEjo6ttCqr +aRxdCDaOVxYm+Nz4VJF5ZRrj63/IUS8JE2QXLUPDL01jBJNueaerMCFgZ/6x +O3rT6Da1YSa2XJigYWj6mkttGn/9/HxrXkiEkNqconSVaxqtVLV3fY0UIRhd +1Wc7s3Ua945dWeBJFSFsmF3uU9gyjUlsp0vVC0UIZpxn/9vyZwpPH1wOZmoR +IWzXm+/KnpjC4n1Hxf5jFiW41Gl4/amYwlinXBnf26KEfWYTRuMlU7juxTYh +9kiU0DYZLNVSOIXMnjolUV6iBBm20dbkjCk8+GJBkT1ClDCkEyhxNmIKq7mu +31urFCUEkRVXld5MoYVQRPP5elHCsVt9jUIvpzC+s+/Ok05RQsQzeeefPlMo +ZlzTYT4pStD9RvoRdX8KF9h+ealuFyMsX/SO97s9hUZBypG6u8UIKaMHHt6/ +PoUtM+lsKqJihH+bPAS0Lk9hpEtEaISCGKHwuLg9VXsKg5Vpp3yNxAiClfY8 +qgJTOP3Kt1QiSIzQwK38SH3XFP47tdKcHSZGcLu51q7BzXi/YBLLzhgxAon9 +aag26xQ6nKHfdfwgRgg2juY2XKTjNQuF2YAKMYJm2lVH41k6qnp2/Pn1VYww +vSbRZkqj49ptJ93jP8QIuom5b64O0nFy9aqyQ7sYYRO9mut+Ax15Vg3VlMbF +CPkagQ8e1NDxVYCqSjBNjHAt+HzLQyIdS0X1QutmxAjlyt2v3YrpeNmoYr37 +lxjBNiBh1qOAjq2Pnxp/XBMj8PfcOO+TQ8f3Ry7G2ayLEZy8ZzkDUug4xyH9 +xo5ZnCDRXmj3IoGO9p6tT6tYxQnt+9yagqLpWNNR+WdhqzhBvn5zUHgwI17K +MtPKDnFCv2Dd9NsXdHwUw9Hzg0ec8PLBa73YZ3TkW95U475LnDDJu2db8hM6 +unDa3vMWECe8vT1wL9WZjlk19XbtQuKEU2UpDemOdMTbS3wsouKExW22Mtn3 +6VigY/t8r7g4Iema3Mu823TkgI80rn3iBIOCRXrBdTrmO168OiEpTvjHXHq2 +yJKOvTxDWxOkxAlXMrW3VlykY47xanz+QXEC+zrb3arzdDz/JquJ85A4ocSg +ua5al45qG9/WnpMVJ9xODpOuPUlHhYKLH+/JiRP4fl0OrCfQ0dvGI9tOXpxQ +fVqY1nSUjr6GOUOGh8UJjjGjZ9pU6Phs2t+RX0GcIDKTnt55mI4shQn+RAY3 +E+zZumToSJ6NO6avKE7wDFW607ufjtNewljOYJnx1doBMTpuTKyW51QSJ3Qf +QakRQTrm5R36fJzBAS/8A8Z307Hp39pDMwar9J+hTu6kY3NwQ5Axg8fkt5+e +5qRjypjWQSUGh/l1fJhjo2Nizer9X4z4x0lRLIubGX7gCnGPZfCc1NVby/9o +yPb4g4skgxPcJWrW1mhofa7zeRgjX/2mScn1JRpeu/KpfZxR3x+R3Gcb52no +mDTgJsjgjIePxjdP0fC8EC35CKMfpt/VTrFO0PB97O2HRxj92sL/7/3WYRr2 ++0xtE2T089PdaubtfTQ0C9/8dlxGnHBExO5wKpmGZdb81s4MPUo7dllotNFQ +7OH+bOoBcYLG86qAjgYazno1fFBn6Fepcbfwbg0NdZzeed9n6Hv8J88gE5GG +IQfUbXwkxAnfUiu2RpfTUGXLvv+cxMQJddu5r9d+pCG7EKcyM8NPetVlQVez +aLjTc6twwl5xQovLzdJfqTT8r8R0fQ+/OKFzqHjHvlgaTplFmpTsFCcMFlyt +9HlGw6aDC17hLOIE69tsU7t9aDjmT5fU3szot0DBrjx3GsrztCmTNogTaE+3 +2Pc/oGGWHJ/2+1UxwtKlbMGj5jT8ab790OKkGMGF49KZNmMa6tadE/o6JkZY +q9zw+I4BDRvj6yechsQIG6QvNkSepGHX38nSVxQxAvufNbdFORraskdYe3wT +I7zKS0l9IU3DfWu7d7lUihG4buq3ie2jYUKB6Y7LZWIE3qZ3By7soWEBkl42 +5YkRRBJPU7I301A/SjX8ZbQYQVk7QvlW1yRKUc1sntwRIxSvgNV6+yTe1KS/ +n7MWI6hnT74Mb5rEnx1hv/WuiBEIfBqjX79O4vZv3DHV+oz9hzoSIpIzib9a +6H6pjP3w2svDc12+k8jdUPH8+i9RglthyLNGj0nUDZi9zTwrSgjvXRCocplE +S/W2wvAJUUKdzOczaXaT+MXFQtiXIkpQbFRPdjKbxKjjHTxBJaKELZzaJjsV +GPfvllgKdhElZL02KT83RMVIunWkAl2E8L2oyJDQS0VDh6S50SERwtDA7klF +MhXz9iysPaeIEPjke3j3NlIxIds2NeubCMGr5ar9ZDEVxUJLpi8liBAMd9wR +exZMRVsWryRrAxHCSoh7AAIVeaKS+vQvChMmBKpop9SpKJ1uULpdQ5hASt2i +16RERfUuzvel+4QJBaVvdvQdoOLXjRspzb+ECHbDH6LXdlKx+kcAx4a3QoSR +wx1ZytQJNC54nlhCEiQ0tci0ZgZPYJwB7/lQHQFCMmc//9uhcRQ/qa6zbQs/ +IVb3sGP78zEMKwt8JePFTfC9Z+Vy4Mwomly3OVH3io3QH2QZW3piFBVsuI4L +X2UjqH80rzyrOYrLrGmTb+TZCD+XjFntFEexyOXJYks7K8HKS/dtvuAoXrRU +ECvby0oghCgWH/05ghH733rf+riFsF7EvKIXM4Kdny6on1jaRDDrZhIYCB/B +5/W/T72r20T4/OcfPAgeQdV35lxiiZsIdlpr/4U8ZdzvqGv+8uwmQl/dzC6y +/QjyHhc/xZLCRCjvI6te0x7BV8zZr/LMNxLcN2U4O04Po7lhgDhP41+wi7Lc +co06jM/3BqiuPv0L1nI7w/VGhrEgVt5WBP6CrvmTfKmuYfRbmk9Szv8Duwv0 +p/urhzH68F9fz5jfUGi9YH02dhjzrX8vJbqtwkzVMX2Js8N4cKHNovLuEgxf +mu/dcWoYZz5+cNl1aAk6p9/f/UcYRo3LYScKZhahnH/7826VYXRNyuIpcVyE +Fw5DX4PFhnGu2O/juscCSIk+U/u7OoRDnx45u7ybByvvZglS2hC+7YrM9zwy +BSZdCZp9yUN4hZ+f91UTHXQVHpiOxg9h+DM3YZGbdFAa5Xr5M2wIj3qxbugI +pQHracMFTp8hdAp2fOmwTIWc7Z1VOpeH0PFyxOBj8hj8ju+2LGEbwrynNBeu +xQGYW85wqdw8hGVbNzRyaA3AqIF7SM2/QWwpzHjG8bofmpgEvncuMfh10GZe +2T5IsrE49HNoEKuHRxq1XLrhtOzgb+nSQdz+yXDL12OdEP5l7G2s7SBe3HXh +C7LUgKVLtKfqzUFkespnqF/7DaQUz99ouzqIx569+Cb+ohpK04rlWI0H8ev6 +WFr8LiL0h774/hAG0U3R9p1NZCnstz28qMsziGeL/kXzeiTCnMR41xjnILJR +3sc/FXwLJQPR6M02iJuCYmJmU4IgMoOV7/7fAQyN0VY75nINB71zTmi3DWDY +/nt+1zckoeOhtfif7gNodHgL62npEtycfN1WymEAs4oH1a8JlGHE7kZlS5sB +VLrEOwPsX7BsU2LDD4MBPBjpM593rxI3d59cS9w3gNlNhz4Txaox4tkb4/PN +/ShWXO3PJFOPpQNSHFli/fhvisKzb6AdnxzbmB29ux/zeObmzyp3oEZUl95z +zn58q3/7QnxgB1YaBr62WevD53JxD2oVOrHmG51btK0PPQM4tE65krAjM4c/ +wqcPj43kBwYOUDCC9b9Sf+c+bPRLP1Qp1YWXbl41f3i/D3U5tFZkHLqwW4gr +zuByH7qej/uX868Lh944iGw93IfODZ+b7+zswRlnpf3eg73Ysr3u/XW+Pszr +4Ki1I/WijnOnoI1RHzocHrtt0dCLuQfUezNf9+EiLTxDvbgX3XpVtDZv6cff +FsuHll73YlZYquH6ZD+yapcq2UIvpvG6jg3rDGJdYkinqXIvanEmjWZdG8SX +f22ddA72IuthMlHIleGTor3FErt68em95dzfaYPIJ+1xdGCmB0dk183fM3wo +zkU4fjG+B9FHm8iVNYRB8kNutqE9WHd/flSyaghXDHwLvAN6cNLJbq23cwgb +3lRLZDv2YM33qC0H14fw0c4zLFt0erBtc9PoFd1h7FekgcCxHswU8Or3vjKM +py++cFE43IMCRaL9p+2GUTC8cdJyLyOee+nq9+Bh/M5n2FA0240Gw2enn7cO +o7zqAiNSN354oWfVO8jYFy6FaYx2deMOFfIcaXYY7d+Scriqu3HZwPP+d44R +3L3H/M2dt92Yr+94IO74CPqq//nh9aqbMR82fdc8P8KY63FMEb7dODaWE/rS +fASrYgYeEu914/SBmAbZhyNoK3jDZK9WNx5p2LIWEz+CHRrMrw+rdKOpJP1G +dtoIalqm1ugc7Ebh8j089vkjuDOBeuQRbzc+kEMd5m8j6InPHQLZu7H7vGJL +d+MIUgekMxIZPnD8N5NiTRrBcpH7exsnu/B35En1F+MjKKnFeXGkvwu3me9f +l5kZwWCr3Jer7QxfHevl8VsawZtJ83/3VXShRuF+gv6mUWwhhqgcK+jC03ek +L1WzjaL6iKK9YVoX6lmRvs1tH0VOCadBz5Au3PklJ9tu7yi6aO/iD/+vC1M2 +npWqEhnF4RvFFzKfdOFXsPtbv28Uzz29HFjF8O1FK9fs19KMOfJ+jUi26UJS +bloxh9woin2P+T1t3oVxHdwJJxhz5uX4MaXNF7owp/vDoJLqKF7b7/Ve/mgX +nv189tFpxlyq0xHpPyXfhdfyH3y7qzWKSrer+Cz2deGhKZr9We1RjA+wPv9w +TxeuZHX/nDg1imzpmwKeb+/CiEbFRi3G3Hv0I6UyYXMXVnwt97h8dhT7J0+u +flqlIO/HbX5yeqN4mn3icMMMBekPX5tX649ivnSA7fAIBd1L3J7uNhhF4dZr +JQe7KFhxs4BZ6gIjX2c11sdNFDwVOCa8xuAVQe5LFV8pKPxjTve14SjerKa9 +Zymh4I33/n8nGNxm+3XRIIeCgx+FczYbjaLmjtgT0ckUtKribB9jXM8sehQy +8paC+rvvDb9g8G5LvSGZIAqOJwgZLjPi+2+WlHfyo2DTnq7I/71/PmPdE10o +eMyc/4AIIz/LC+RGVjsK+rvtd+9n5F+3nCtgeJ2CB7l5N91g1KcaH3A3xpSC +d53KlT8y6k/Rtiod1aMg4Sf+953RHy66GpvsCQq2b35+P0VnFD3ecJs6H2HU +n6hjfvbkKNJU6amVhygoene+uuw44zui/+sSmzgFxTZoCf2CUfzqH6tttJuC +VYqfuteOjaL8wcehsdsoOHEp+H6d2ijGtuoNjzFR0NWXfOamCkMfF8nDcitk +lOq8MFyvwPBPNbmpapiMmveJO9YZfjl/N09wK4WMpvXsr+okR7F8x/N7FxvJ +WCFw4NUNsVEMt1RnnygiY7h/5RATP0O/ldiTHK/IaP84Q2WJ4edP8Y/DjH3J ++F2uWEl9fQTFTuqPxDuT0Wvvg2MGKyP4+80/78PWZJT2EJOcp49gzkHrchNV +MqY1pXtxt47g3jb1rYkyZFSt4qDRf4xggMtOs0lRMkaFaLRGEUfQ6lv1sjsH +Gc3v8tQ9KhhBnqv7Fd8NkTBSjkdLMXQEfZg3+NJIJNRPcrAvDxzBmUxKi2ID +Ceez29wEfUewZuW53ffPJLy72t12+8EIuoVMpdNfkDCjqV1Q/uwIDnz7KKKi +QkJnW4EvvavD+MRoVfuIDAlPr17ibGHsT7uHCHfUxUjI0ta7J3VsGA3+NH/U +5CSh7OLtnN8tw1ipMHNcZ7wTK1gMs41ThzExQfqmaUQntuvlRG49N4zWrsnp +br86MFljhf/90yFc30JvfDLVgU5/n4w+dxnC6DCFn57DHSh3MeKA+d0hbMut +Uvdr6sCqi3qnqw2G8MT4QP2L1A6svRlVW7xnCCWMBGZiTTrQQsvz6p3MQRyT +CVfAz+3YVhf0OtpvAKU9389QM9tx8rNVFMv1AbRr/pTB/a4dMzacnjI7PoAr +DiQxmxftGPBf/MLnDQPIXrRr57Zr7bib8/kmkyf9KK8VvWDG1o4+5tcFS+z7 +0N04ofCXeRv+ffvkkszZHtzhma4iu7EV41Zfyr77ScJnn6VquZZb8JZSEPlS +GwnXZj5cXphqQfvwh8q8+SQcvpr6pJjSgm79sjfeO5AwXyuZeDyvBauPFH6S +mO9EQ+Y4/UtXW9A9qlVtfL4D9/OLNm5wb8YMrnSnwD9tKKMyK/N+oQFrDAaP +VD9vQhtZL6+SvgYUHPYhqpxrwgTJ7W2NNQ1ISdrCOcDZhNy75Jx/xTTg8int +zLawRlxetqvS0W7AmFNl4xeSG5BYMmNMC6tHR3kzQ/b6OjTVmPGUU6nDjtVz +igM6NRii7Nl6QqQOI4QTl6t31GD9IU4JU/Y6FLvv7k7v+Y6aQrI/vPt/4OY6 +wbLfD76j+L/7O9ue/cCHKdVRcvHfcKZy+sMjci0uJcrs5WGuRj/t6ZYSlxo8 +M3SWaeOWKiSenjqvdL0G540tKPJdlbhBj96Uo1eDWuuKrClZlfjEeLIhWawG +LRJOlF+8WIlONmO1rxq+I2nhzzmiHuLtgL5KK5HvGLE3Lvzqx3JMfdkLvezf +8c3vrpsq18pxNLinwmTpG7qJ1+8J316OVlFd5WfrvqE86fdhmn0ZmmV0Fis/ ++oax4Bv1U6UUzzU05rHVVuMJhT/xDv1FGNjSIOefX43/eFUMieFFWNtRn7Me +W42bEq2Wo/SK8GTfj6wFh2oUWGcP76v4jJoz39L69lbjz6k7ovkfPqE8V0Xi +R/uveFJA0ds2pAB5L+YEX95FxPMHl3/yhudivuSL0pObiKhinH1KUSYXDVZv +jR6erULz6pv+stU5GBgveoS9pgo3ae0PKP+VjevUsIFSpypcqPUsk7TJwnEP +d1kBUiUq6Vr+y7qfjn4GpqasxEqMUeURtOZORxFxZd/F7Eo0mPM3pBeloVnt +TGfD00p8IVGg48ychk3c1h4eypXoNfWq2iojFe3Ov3n75QBi2b2VA/17UjBt +UXcqfCMin7LWZ8+GZByO2kyw66rA2ZeXgyY8k9Fk1HlC6HkFDo2qznOOJyG4 +Wqp4U7/gn7K8lrgv75Ar+WDH8Q/l+IHK78skloC6p8f27/Uqx4a5G9v/i4tH +/+l49wUThi4+jcd99sTjiiq3eMqWcnx9q9mleXccDjWsODDblKHTBHt4omQM +5v/6tr1WohS3eviVujyNxKCMJKLmaglSgt6MnOaMxLuWXo8/NZZgArlLOvtt +BEp8P9KT5FSCbZFuClL54RgRnpnqUVuM1c31l5KWQ9HxTMDlxdhinDaZL2l8 +GYrn/97guOtQjNlvth5yFQ9F1ptCjqZ7inEqdDvHKeMQdFN6o6F4rwgtz/m/ +sK8LRhPq/bl0QhFel9loY3Q3GBVjdZNFeIsw7qdkfNK2YJzatJmNk+GLpx+d +teezgtCy3amDup3hk2DXKof5F3jc8crd+IJCzJd7omuz9gyFJNWEeAMK8dpT +B+s9t57h7y7e1hdXCnEg6bTJedJTLNRqVnFlLsSCfyrUfeX+KLnjONPFSwV4 +m8T3lZ7ii0zfhD7VHWT4jC7Vy7HPFwdcft/S2lCAJys1Knw/+ODbwcJG2fR8 +NPLZlmFS4I3sefuj2H5/RP3OxfdbGjxw/Prmc97NH7HLgoluMfcEv+4aWv+V +/BHPetTHMPM/wSde0TdGz33EH8LsTvzObjijv00e4/OQJ3DHVv6bzljHRBtW +fpiHXHIfK0oynPDD5+/hWTp5+E3xCd+FxcdYeWzDsuJQLjKL7ihQCX2E73vG +Xk365yBboLZ70roDdj/hS4hTzMEY74D+5XsOyCmkk3dhOBtPctSNP+x/gE7X +0tpKIBsls3d7O4Xb46kx212Ba5kYtHDtzLbXd9HtWYyUZnomvuu5/kQ01hZz +9jeo/byUiZKjzt5zOXdwl+2hK2afMtDzxPjw47FbSJ2ZTZR+kI4LXzo2Cofd +QIFgkfx+oXR00DyVwN54HQ0OX/ga0piGVO5RGeGt17H4Yf7YmnQacj/bae8W +YYXPVx5J14+l4uzPhpHfzRZYEfX+qFdYKsbI5eXYBl/Bn+qkc4onUpGfOFHA +ZmaOZh6q9jGJ7zEtQODeadbLKM20VnDXPAXlV3PMehouomWy9Ddh9hRMmj1r +199mhCHa5qT24mT0D8rhWRg0xLVn5StH+ZLR3Z6ni8hzAWWlptnmqpPQriht +XUXdAK1/CO5NeZjEOB/MvLJo0sf6rV4aHK3vcMT8I+eRnLO4ITtXv9LrHU6N +3xKKUNRFJf3Bq49k32F4lF7h0PfTGBus5dv7IhF5D0ueOsB3CinSrEGXX8Wj +gF/7ma7zWki4fyevihaHL42hfaMGAdNy69oOnI7DtX4tSfJdTXRVerVrjSkW +dc8SLwyEquOw04ya9bUYpHnkN238cQR1S85fqfsSjX3/Zi18d6riHk3ud9Eu +UVjWcuyMx7gi+no//MpEeouZNYkW1PsKSCd2jNkqvsUsq5HlENbDWK4TKX10 +JgK73zVV76bLoETgyrnksxH4Z6/mxvhX0viy4bL91vRwhiWnnjkYSqHFBYHC +nuth2NxoFNijKYFTC0tqj6tD0Sa5VMfmvhg+iWhGzn2hyOMjcHSxWAQ51NJP +pj0NwbZHGW57tYQwtse3Xmv8DVbIHZ90PrUXZTyvXOg59QYDHXhzdnjvxjIR +FfKjD8G4YSnt8jqdFwvr276dbw3CYYlNa7JGO7CD61mrb8gr3JVNGToXzokL +xmp9n4xeYsM+v+LcLnbkjpmiUnle4N/P6aFEexZUGExY3Et6jjdzVLm+GW3G +C/uMNpyPDMDic/8Zr/lsxAe2Wzh8Tf/DB+Uzxwyn/1YE55bs+sT/DLd69vmr +XlmtyF28J07t9ke/1zFPCGeWKprUROT2xvqhi0aMG1f2fMWMZ7u6voUvHk9T +/i9lw3TFtupnp3yEfLDHQ/nIA+eJClPuRym30Qt3lloWLOcOV0TGdpc1aXmg +LXdpi7tqXwVJUqtdqdoNs8uGzTJMSRU8Hz/Qok+5IK+IM7EitaXC6Cgn08Yf +jzFuZEr+CHttRci3R/y3zj7Ero3CrIE5lRUt53vkGxsfIPOHPzsebPpcIVTo +F2yTeA9NRakhgocyK2JqDVDh/S08rHaDeS4yvmJ3n+DMero1MvORbeU4gyoO +jnSqRViYY1316n/DH5wrJDkeRMreuoB9LaL6WfqmFd4dUh17v2qgguvR0pfm +QhUy2/tsmQ9JwDlDk1v6o20apHnfBK6V00A6MdxKGdLSnDu//6e9owlsZxPo +Yl28o+keeqrurtI1+C/tuqWqj5/muqdrTILcTQhztfU6Vx2u6W2bda9d2ha2 +fxUslHZP0dxkMqDBImkPjR3JwoaEj5pfRZ7/F8flCALv7wpYjZRq+keIPVAN +egQXsVZIsvar5imOctPWrc7QMnXhFgulXpPF11jr7nNX+DCpJvmN1qZZuzxz +gJnlCSTzaGjpr1E0A+8HcCf4e0Ihd3vNkT2DmqnzwR4CPt5w5d+1F3aXRzWf +ZfU5TKIPuIhKc73SmdS8dUva5vO6LxR4J/uemp/RPC3mbOan4Q9PhY9qxn38 +qSnV91Xf4MlTmCQqLa1d/KXJ9pbrhGDZM7hVpuu6entNk2ZooUpb/Q86X9nf +b1hY16zblnGw6MhzeGU0+7vp70bIrP0l7O8cCAUprWY6XzfDS78TPBc+v4CL +y6Jks0YWuKcZzCq09BJcOX+IcwlvBb3V3j80xSDYd7FZ4E4ZJ8gWHpgvcnwN +jpGF1z4a7oAA1TJHomkwkKrZI9fsd8JK2NCU1EowVJ68Vc9WxAu3f7Lceh35 +Bi5qpoqYHNgNlPOyQ0sqIcB7Nxsu1u6BEnb3TuLjUFhg2raF74wIJB7ibc8V +C4Pk/d4hcZvE4JlBbktscxj01c29HO4Rh4sRI/VOByLAspJSoza5H46WePy4 +ToqAmhO9gtwi0iDWu6vGwC8SMnYIsim5yMCc6DmidN9baB9eiBuvkQey9jju +CoyCnznKBz2lFKDilveXzarRkDdJuOgYowgvsguL+4NjoHdR3UKoVAUcW/Q/ +12vEgmumHTXD5giYLlALimmxkLB84obGfnWQVBPMDdGOBw9+gv3OcQ3guFKU +5TUfD9+vXTaQGANY8LyQcS8+Af7pKQzT/hDg2jDRUPxJIoR8cb7dqXACOhZe +t0a1JULr+esSdZbaoMNsYcB14B1A5HVW44iTICu1rPe38x0ULnr/npY6DUlq +1Q0PZZKgcRiUzf3PAO/ZN2dpvknQRUmnC0zpwp/7B8+Q5ZLBQv8w1WRID34U +XNX++DwF4vVDNjQqGsKxbzJf9w+mgNKN9xkXeI0gj7SqFa/yHgrPHLAr+GsE +Eauh8GLkPWyMvLvr+ogx3IBa9ZsaH+Chg5140WYzoBiEl/SEfoCO5d1PbIXN +4ay19RFD2gco0+jUjNe6AgpP/yhDZBpIJ+f9a4+1hH918of559PB2SgHj1Os +wLH3b+5rnQxQZTri+t7fGsan62S3xGcAH8fMQW7l69DAdVNmQTcT+LYVbJRJ +ugHRJlH7G1OywPgG8/ZzObdAeXijkI9pLrx3DDt5INwOZEsvzcun50KZwYbU +0sf2IBmSXT24mgtywzdbBQ89gK3vspQT9fKgzOzbv+BdDvDHwLT330weWJKG +RwI2P4S+vNwDeDgfrijfcO0lOEN3rNnOXWb5sF+jnF7f6gykAOa/dr75cG7D +7s+UGy7QdM28Rag9HyTtRrcYvnGFCi4WZ89HBdC4fqDz16YnkPDAslqjqBCy +eEyvf0nzhtgrbDnhA4XA5eL06RmTD7w9XRg5zfIJ7sR4Xbxr4QPBIux340w/ +wa932fUBfL7g3fJpx9/VT1B5LSNQPMIPrOS3XS0/VgSPS940Hq1/BuJzZavq +xBI4me/CQeEMgieNJ/wXp0vgN7mBxygyCEgZ9Zw5/KXwZL8ZiIu+hsCbPeKi +DqVQNx/PZSUQDHPda3osImVgkv9JYfXoG6j4ppbU7lEO/+6YlA5Hh4JZTJHu +PTWECmEPc4fOt1DoAp37biKEX7lu4ysbBZwmNVcHghFaVbNVFAOioIqL/MiQ +itBf397moBENPCfcz8eerYTv5t6DF3JjwL042tV3rRJ+NPrNsObFw5nkrkZ9 +UyI4H2d79fd1Esw9zbH5dp8IeRURnR3VSfD2tt+/o35E+FcQszq1mgTUQ4cO +H8ghwoMwntm+G8kQUOwdtmnzVzA1/O9voUYK1DbuNy/O/QrByy5Pv6+9B52V +x1RRlm9grfdw5kN8OpzU49609KkG/u576+L4KQ9eXyV7yxc1gJtVveoX82J4 +NnUMxhsaoH6Por3Pk2LwdE36GzPcAMQEPX61uGKwC73vxsLZCKKDPUve/cWg +X7PpUf+NRoiw3SNoc60EOOXkb73kbgJq0Qc9EatSCFoP0KPeb4ZjdP/X4kbl +8OzFzNZ4v2ag+di7PHIoB8/dF+uMoprBzuzoiYzX5WCnIKzDOMyA2rkv2cT6 +cthfYCZSv60FviwekYw+/gVYJub4k260gCartLundAXU6AtuM+BuhYNHbkav +DSDwyA7xOQq0go51/0v9FYRr296LhEm2guoQ4SiwVsJavYwSRb0VXI9IXz8i +UgkyZ46ZX7veCpH9IkTd85UQfMI8/UFhK5CjDxFr0yuhV0y4IKSiFc6kv/D7 +UlgJB5hGygtrW2E14olbHFYCsdK2ZaW3FYYVvMyFOithScNt2Zu5DTY41xwW +/lcJZkeiTr4xaYPnItZdy/pVkLrL4nzBtTbolng78MK0ChZ+iVzutG0D6WNs +j1itq+Dlp7R7/F5twOQXl1T6qApQoTj03Yc2sB+biVl/WwUSh8hDH1faoMA/ +N3OotwoecMTQ25naYS9HRTB9tAq+0C2Xljja4ewki2/PVBWYZIyzqou2Qw/F +b+benyoI2P9LjnimHWK7zn25sIcI06K8nm3RjPtBQI3pAhGOuL9zqEpph+tM +yVZHLxHBt+PQzbycduDU2mt+2YIIfP+dOhdEbIeCc5zqJ+4QQXPKeY8urR0O +mFoy1XsRIeDkZk61xXbY8Cx06/6nRGiLD94otd4OonGtvTaBRLC5kE5l5u4A +/iEXkzdhRHj9uftzlVoHCOsGSgd9IEL39lsZeSc6GPtg06/NWUSQuLMQl6DX +AaG5KkGWeUQo3svx1MOqA5K25ySXFBOB6fFbl3t3OyCqr2e0tJwI55ok7pk/ +7oC8ojvO8ZVEGPTWMFJ73gGLD/j4OWqJIN3945RUaAdsfTg7FV5PhEeKJuq7 +4jpA0zAuZmMzEVjH7USX8jrguaMMr2cnEQzhN89oaQfYPbmXGkQhQuzb/1jb +qztAm7G1efcQ4fDZxNk8Sgewi6aZsA4R4UmKzEjCcAeYpZ3pixshwve/xaSg +qQ5IuR9hzjNOBLO81i/3NnSC5npiazKNCClslh/N2Tsha1U4tHyKCDPWtBRd +nk54yd048GmG0X/eTS+lpDqhyCci78xPIjTYvfbapdAJDWcObxhdYOhRu/fh +lmOdwBO07GC5RIRromk2Syc74U+08lTxLyJkuCmZjZ7vhGNvHxgvLBNhsb1S +r/1yJ+RV24RtW2Xod0hPi3i9E2I/bg9mWWPo96xL6eP9TnDziJUbYnD7wE2p +ROdO0OB0MYv+TQQhtZ97X/t0wvazOisKf4hwO8Rzu+eLTog0npzLYHA+nX3T +/fBOSCU6yzD9JcIf7chf5gmd4NR2KvQIg0/Fi9N00zvhdNrYNn0GBy/n9qkV +dEKcj9DT4wzuNjjWKvWlE5qnfg3xMlgio7Z6V00nyP3L3VbLiG+3ybh4S2sn +JAV+nzdlcPGVocylbkb/DBecaxn5MX2+nzA62gl/CQcD+Rh8bvtaSPtMJ9hH +JXCfYNQTcfvZM+JKJwQeqvitx6h/sIrb7SMTCdxfH5ZXXWH4Y2/C/UQOEjhp +D0WvM/r3+NFBq9d8JMj+NS+ZwugvH/tsuYkoCb77OjYxLzLen5C/W0iGBB+l +PayBoY+ZstOjMRUS7Nlp/cNgjlF/nVpLlhYJODRrJtUYesZf+3vw0TkS9LWm +ZazRiQC/Kv87eokER65eXgiZZOgtehrq7pGg1ky87Mwoo/6irTFvnElAuxXG +fpvhr2/nmn+Z+pLARMHf16Kf4VcXk5yJSBI8cDcMbiQz9N62hz03iQSedqdW +dTqIcDa576ZTNgm8no3KR7UQIajphiDzVxKc0Nv9GRnrQf6GlGtDIwnuKD3v +CqsmQusqvSOUQgKJA+bOBMb64dn38KXYDAl6DD627ikiwudSFerkCgkW/vbZ +nMknwiWDtRMfN5EhQfDLfv1sIkS7+/wGfjIk7vo+1JVEhGM7Tl5ikSADofTe +52txROhLZS1okiVDyQ+8/yWSCCJtr20ttMlgccUAVl4QIVUqvsvNngwxdId4 +B0cinK6wUj7uRgb3Yxc/v79LhEmjfW/YnpIh691m+dwbRJDxyjr9NpoMzIYa +24+bMPzXWVr06RsZHM48WL+pSoSLdz13erSQYehCbPIJOSIsbThur91DhitX +pgm/JBn7ncwPyfY5MmwcEFbp5iVChS85fG4vBbL1Tfpj5qvg2u6Y+SJJCjgf +TOMVoVbBxhxLPa/DFFBb+v3Tpb8KtLvGNnPqUKAkJMkjra4K6uQWHx50pIDS +h6jVv4lVQO7lMrSppcByS9zvJyerQPfFTcqjNgq8t+7dsle9CsrVSi39eikQ +p/Jic6hsFSRGXL+bOEeBts+zTVy7quC2wWf/7t1dUHe34/GJccb8+mpepH+n +CyRPVGb5e1TCPcc8DYuHXXD07n7PKvtK6Bdhrr7r0QUuaryMz0vGfPLIaQl4 +0wUhZhGZoScr4YXqRhqxpAvy7KvMj2+tBIHMVAFV9m6YbzLLZhZGCLr8O+kk +Tzf8qcg5VLVeARtYDQ5cFOoG1bnjkof7K2D0xqqyg0I3CG/jKpGNrYBsoXPn +M826QWvtxc4kngrQDJn3Ec7shoXglhmX5XK45npsguVcD6QbapR4PS0F6Ru1 +nTMmPeCexfPbzrQUFvQvVnda9YBBg1U368FSeCZx712ycw98movh02gugazm +GHNI7oE80FDO2lkCq/t+Nzut9UBMF5Gt8WURhLSVFI+l9QJLElOyt1YhXPly +8kNDQS9Icnv8FGUvhH1preEFFb3wwCDW9VFbARR7TDr6dPSCdoKnoqx1AfRL +8R8S3NAHIU9H4n975IO0l8u7i5f6wJWZNKf+IQ++HlQN/MrcD+nPf0+m+6eD +pdzF5Pnt/fBbE4njW9NhRcGhXHhPP4h52BRmhKSBjHrmjLtsP8i5Du+ui/8A +YaeFjZQu9cPxzvpop4/vweYmi8D7tH644pajx1L1DlgTyNnPzg4A/f6ElOee +UJBkK6emnB4EI93Hb1KYglGw/O5J5oAhOEWwC4hq+4wb1pjSHYeHoTGq+ZT2 +1u+4fOGL5bd9o3Cbr/Gv8/1m9O3K7dM8OAqWJ/JUE0KbkdMq6Uqx/Cj0/E41 +yixpRskH/5llHh0FpVHj18VMLXgx6ILJmwuM5zk+V3XqtWBe3ZiehccoPD58 +jNNgqAXvnODUWOoYhfhvhctmf1pxsW5DuV33KJAe7Hjrvq0NvQ0X1KkDo5A7 +c/NpoFAbvrWiHOmhjYKaRXatI6ENv3slKVVtGAMlmQC/O35tKFauIvNKZgyK +ed7mdzC3Y4/S1b37/MfAOWdoV/PvdrRZVd7+9PkYrG9/QFNj78C5LxybxoLG +YFy2iyd4dwdu1imlpUSNQXNNPcu6UgfKXuYtlcgdg0MnJgL77nWgt0e9qUT3 +GHCnz4SEUTqQ/XjSOf+BMXi3fak2bawDw7e4EkZHx8D7wi1M/dmBGa8lpVJm +x8BEc9/Lqxyd2P7OZ1mceRxKhN2ZiJqdKPldNUJcfhx8a9UrlBM6MS+QM9BP +eRwe0v+QujM6Uf38mMeI+jicW2RWv/25E89TQm4mnxyHXVWyz442dqILbVpJ +3HwcOh8GtVatdmI9Z0q72LNxsPFk81XXJ6FJu1uN74txMDt5U8LMlISDkRfK +hoPHIVwgveKaNQkXRf4lJcWMQ4bw/RdiTiQUUjRzFPs4Dq2kYSunWBI+uMS1 +Q6x3HJpbDKz0R0lonSYXvW9oHL7J7fp6fIqExqv64gfGx2Ew1sBUZJGE6jGv +lOXnxoG9ynk0YhMZmQfYzTQ3T0DZtvK/9qJkjLZhTjaTmQCyXved76ZkfFkk +IWN5eAKCJMnxOlfJ6MWq/clKZQIKy2IVPt4k440M35rbhAnQzI88qeFIRrmZ +f3SnixMgHFX/QzWQjNWP15RCn0xAeqOVatYnMn7+zl8R4TMBt+8JDWSXkjF9 +l5pO9LMJWKJel49EMgaVOF9+FzwBlarxqSI/yHj576JHbsoECNZ41m3rIeM5 +fR6WgvQJMLbUTz07QEbNBMXgzzkT0BYk3PdghIwSWo5JX4onIHNsTsWBTsYZ +/9nv9Q0TUFeXkXh6jYxDnZwGza0T4LDxr2nlXzJ2SMp2tZEmYG/9+j7hjRQs +qb1H7xqcgHBJi743LBTM4n/5qG9sAnwm84ves1Mw3jbz7yBtAkY/ZzxL3EZB +fw7aduriBPglDo3o7qSgkwVbFH11Ap6OSVxf46XgnRwpsdn1CZCL5i4J3k1B +fYNbSr9YqeC+36bBQZCCWu+efVndRgV58173cmEKKv18f+ovNxXKvguOT4tS +kD9s1HSzIBU4ucNbNktS8IifMN8jMSokChSycEtR0MTRrH1kPxXE2TfbbpSm +4COr8GCjQ1RYeoGzbQcpGGLQovdVgQrtfAZvnh2iYB5s3ap4hAq7Z/R0BOQo +2Cx7qjZJgwoJst7sYfIUnBH0ecp9ggrWXb3t04cpyLGt/LjvaSpk9AXEHlCk +oPSfX//m9aiwU5xioaNEwdP0w1+sjKggHKq3Q0eZgjbd99xaTangKBaTJ6VC +wac/PqhqWVJhoOud8hSDU4qHF/OuU+Fnv0P0G1UKEj8I5ovcoYLJE92u3Uco +OBhhah9sR4UvB6KnfBi8/jRUZsMjKoSHrjc1MFjgcdOkvSsVLidpu68y+OgN +tg8DnlSI9rk9xaJGQTMj7Rvn/akQnxouuMK47nLcSxSfU6GLJMlex+CIw6X9 +sq+p0H8oNduDwYUiSzHxYVQQFG/ctJPBbdvlL3NGU0HvtT9rICO/+XVbPs8E +Krh+HC0aZuTPNfO+fTqFCqiozCnIYNm+wWCLDIZectMsaoz6zzXs1W/MpUKS +QsE7FUZ/bMtMtmp8osIWLQsKL6N/ARlvarNKqaDbPZdGYvT3Q1TDU4FKKvz4 +ncTlyuj/qPPxDX/qGP01koixZujFdMvjy90WKixznS1JZ+gpYlLs1tNJhZN3 +4WbbAQpaKMkulQ5SYX+37tXafRR8In4nX3qcChxlyhnh4hSM5k6xj6ZT4XZb ++BNthp9Ic/w0119UiFK/XXBKgIKLAxc/TP6mwnS+NF80PwV3Nr++cXnjJCTl +Mv1t4qOgQTbzwBGOSWhzjDfu46Lgjzvz7cuikxAtHqX4chMFqaYyb27tn4S4 +yabP9H9k3HL6lj5ZZhIa2LQrZf6Q8bhkX+1n1Un4/OQ/W6NFMpYP1355rDcJ +kTt36Cgy1mt36yb3McNJ4FEI3ZfQT8aVSs0jxqaTsMXD/O1UFxmVEwrzla4z +4qWfPCnTQsYc88QPCy6T8GryPy4oI6MSWXxti+cknJ8uaOT7TMYyww/n9vhN +guBxK8GOPDLWnsmZJ7yahP3XX/j8e0/GEdXyo0HvJqGz/W8V/2sy7uahNEvV +TcLpMMCrV8gY/9pc7FjzJHBRxT1CjMm4b+vAo/MdkzAu38WdqU9GBaZxfqf+ +SbhWNNzzikBGvbmF619/MvIRv/zfHnEy+jZsX7HYS4Pj0SJNxiMkZD0dqusg +QgNhYyqN2k3C11/54vz30YCNvOO0dRsJY0sFj2fK0WAs+sEwSxUJi9IOvlw5 +QYPBg8rOwnEknPLXEQm9R4P408rB/xmQ8JKG1+naLzRYvnLhp0dKJ/YujW8n +EmlQHTPNuy+qE61z9MllNTSwuy2aWviqE+8JC9nkttLgyiKovXLqRN+NX/wi +xmhA63K/u0+nE3O+rVXc2EYHDq4W2z8jjPmq76S80YIOMq73D8dzdGDglv4/ +a1Z0oPpNdduut+N2PFm9aEMHkoBPsOhcO+6R5zWiPqBDcuZFc732dpTjLnzQ +7E8HuRMhvIlv29GMNJ8Zl0UH4ViH9yDcjh8t74up/6HDvv/Or1AE2tD605xg +4sYpcLp8QSSSvQ15OB7xb2GZgjkXx36NlVZ0KnHjatsxBX0/6lxPtreiOk/A ++p39U0DoMPgCAa1I/JHUHWU4BS9H6+4sTbdghxIlZDVtCr48ZlPYb9iMK+wn +NpUYT4O+i5D2SM0P5J7hDCOaTYN7xtFdV2N/4MHWbomGq9Og1Uzv+fLgB1pG +Op4auDMNf1jy/0nw/8Cv4knPmT2nob3wiEjC7VoMOraRyzB1GriMlfLsmGpw +nx0K0H9NA962YB8Sq0bD1qMqgm9nGOvt8Y0TJ8uR/ejWqvK4GRgzplo6ksuw +KqX77JXkGSAfYmd1u1OG8i6uVjE5M2B1ZL6T91UpcgoXveT/NgNSbLUuwW3F ++OOewgjvzxkor6zQ3HvpExJYDwRznpuFI1M25z6FZ+GKw8qenAuzYFQ+XPEu +PxNze2re612aBaddEgdvNWegUK5N2UvrWRDVV1ryYU3HP8Yp4+yuszAXUfR4 +j+t7LEoW1mBJnYUDku3/DaXHot222ZrUzFn46XdKnmUwGiWdKwxPfZyFqq1m +7Cx8URima3H7afksXJK+fzvBJxwd56NDN7XPgqp2XvXPnJcobW4rlEyZhSyn +W2Z2/M9xqFot/Xj/LPzZcTD9u99TNHhLqfCZnAXFoNgjJ/KeICtT2hnR2VkI +u7cv84r/Y8S7zh2Vi7MQePnR99y8e+jUeerqtbVZyOjZ3/477wr+//8fGed4 +3kztBfeK/wNcDgo8 + "]]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, + {"WolframDynamicHighlight", <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], + StyleBox[ + DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, + Slot["HighlightElements"], + Slot["LayoutOptions"], + Slot["Meta"], + Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + Line[CompressedData[" +1:eJwtm3k4lO/3x0vJkiShlJ0kCVmjOKOUUiQiEUWlUhGVNbv6SCVZswvJTihr +DpMi+zoz9p0xYw1ZKv3me12/v+Z6Xc/znOec837f93nuP0bU2t7wJtOGDRve +bNqw4X+/ssBH+/dvFlP19lmJUsia9qviAatrszg+xJL2rvUT5BUcllxYmsVT +5q79n75+AwUpPetx+ixeChR4uD+tE1R3+Hc3kGeRfM+LquwwBoSR+bqo3Fn0 +S8ra+mLTEhj+15ipeHUWw7YqeOw6sJkQqtVz5pDZLHaN5Bqalm8mdPymTkga +z6KR0X6FKn1mgsmDzRJ7zs6iHHGyZavDFoL55aOxG1RnUTx6cGdgJivhxsH0 +l42cs8h70lrSbIWD4Nzsf/9WxQxezF62dnflJrykO5EXi2fwRU25zUgpNyGJ +5Y6Wb8EMtl8OP9D6m5vQAHq8cWkzuGzjV6j5ZCdBLI/3S1vIDF771up8y5mH +0BScyqF5awbPbvtgJHSJjzCa9dap3orx/JWI8bVgPsJqbeCg6ZUZ/Kq+Mfpa +HR9BYqN94cMLM/iHOUav9ugugpuD6pX0ozMoOTz+cDv/boKkYW0mD9cM1vs/ +JuZ/4SccsyvlTWKfQd4w4T8ac/yEC4FZXnLMM7i+84GGidgewhNisJHu2jR2 +hwUMyT7dQ2hTuPzba3QamWUecQec3Evw2EnTpRdP45tYnXi+jwKEjo6ttCqr +aRxdCDaOVxYm+Nz4VJF5ZRrj63/IUS8JE2QXLUPDL01jBJNueaerMCFgZ/6x +O3rT6Da1YSa2XJigYWj6mkttGn/9/HxrXkiEkNqconSVaxqtVLV3fY0UIRhd +1Wc7s3Ua945dWeBJFSFsmF3uU9gyjUlsp0vVC0UIZpxn/9vyZwpPH1wOZmoR +IWzXm+/KnpjC4n1Hxf5jFiW41Gl4/amYwlinXBnf26KEfWYTRuMlU7juxTYh +9kiU0DYZLNVSOIXMnjolUV6iBBm20dbkjCk8+GJBkT1ClDCkEyhxNmIKq7mu +31urFCUEkRVXld5MoYVQRPP5elHCsVt9jUIvpzC+s+/Ok05RQsQzeeefPlMo +ZlzTYT4pStD9RvoRdX8KF9h+ealuFyMsX/SO97s9hUZBypG6u8UIKaMHHt6/ +PoUtM+lsKqJihH+bPAS0Lk9hpEtEaISCGKHwuLg9VXsKg5Vpp3yNxAiClfY8 +qgJTOP3Kt1QiSIzQwK38SH3XFP47tdKcHSZGcLu51q7BzXi/YBLLzhgxAon9 +aag26xQ6nKHfdfwgRgg2juY2XKTjNQuF2YAKMYJm2lVH41k6qnp2/Pn1VYww +vSbRZkqj49ptJ93jP8QIuom5b64O0nFy9aqyQ7sYYRO9mut+Ax15Vg3VlMbF +CPkagQ8e1NDxVYCqSjBNjHAt+HzLQyIdS0X1QutmxAjlyt2v3YrpeNmoYr37 +lxjBNiBh1qOAjq2Pnxp/XBMj8PfcOO+TQ8f3Ry7G2ayLEZy8ZzkDUug4xyH9 +xo5ZnCDRXmj3IoGO9p6tT6tYxQnt+9yagqLpWNNR+WdhqzhBvn5zUHgwI17K +MtPKDnFCv2Dd9NsXdHwUw9Hzg0ec8PLBa73YZ3TkW95U475LnDDJu2db8hM6 +unDa3vMWECe8vT1wL9WZjlk19XbtQuKEU2UpDemOdMTbS3wsouKExW22Mtn3 +6VigY/t8r7g4Iema3Mu823TkgI80rn3iBIOCRXrBdTrmO168OiEpTvjHXHq2 +yJKOvTxDWxOkxAlXMrW3VlykY47xanz+QXEC+zrb3arzdDz/JquJ85A4ocSg +ua5al45qG9/WnpMVJ9xODpOuPUlHhYKLH+/JiRP4fl0OrCfQ0dvGI9tOXpxQ +fVqY1nSUjr6GOUOGh8UJjjGjZ9pU6Phs2t+RX0GcIDKTnt55mI4shQn+RAY3 +E+zZumToSJ6NO6avKE7wDFW607ufjtNewljOYJnx1doBMTpuTKyW51QSJ3Qf +QakRQTrm5R36fJzBAS/8A8Z307Hp39pDMwar9J+hTu6kY3NwQ5Axg8fkt5+e +5qRjypjWQSUGh/l1fJhjo2Nizer9X4z4x0lRLIubGX7gCnGPZfCc1NVby/9o +yPb4g4skgxPcJWrW1mhofa7zeRgjX/2mScn1JRpeu/KpfZxR3x+R3Gcb52no +mDTgJsjgjIePxjdP0fC8EC35CKMfpt/VTrFO0PB97O2HRxj92sL/7/3WYRr2 ++0xtE2T089PdaubtfTQ0C9/8dlxGnHBExO5wKpmGZdb81s4MPUo7dllotNFQ +7OH+bOoBcYLG86qAjgYazno1fFBn6Fepcbfwbg0NdZzeed9n6Hv8J88gE5GG +IQfUbXwkxAnfUiu2RpfTUGXLvv+cxMQJddu5r9d+pCG7EKcyM8NPetVlQVez +aLjTc6twwl5xQovLzdJfqTT8r8R0fQ+/OKFzqHjHvlgaTplFmpTsFCcMFlyt +9HlGw6aDC17hLOIE69tsU7t9aDjmT5fU3szot0DBrjx3GsrztCmTNogTaE+3 +2Pc/oGGWHJ/2+1UxwtKlbMGj5jT8ab790OKkGMGF49KZNmMa6tadE/o6JkZY +q9zw+I4BDRvj6yechsQIG6QvNkSepGHX38nSVxQxAvufNbdFORraskdYe3wT +I7zKS0l9IU3DfWu7d7lUihG4buq3ie2jYUKB6Y7LZWIE3qZ3By7soWEBkl42 +5YkRRBJPU7I301A/SjX8ZbQYQVk7QvlW1yRKUc1sntwRIxSvgNV6+yTe1KS/ +n7MWI6hnT74Mb5rEnx1hv/WuiBEIfBqjX79O4vZv3DHV+oz9hzoSIpIzib9a +6H6pjP3w2svDc12+k8jdUPH8+i9RglthyLNGj0nUDZi9zTwrSgjvXRCocplE +S/W2wvAJUUKdzOczaXaT+MXFQtiXIkpQbFRPdjKbxKjjHTxBJaKELZzaJjsV +GPfvllgKdhElZL02KT83RMVIunWkAl2E8L2oyJDQS0VDh6S50SERwtDA7klF +MhXz9iysPaeIEPjke3j3NlIxIds2NeubCMGr5ar9ZDEVxUJLpi8liBAMd9wR +exZMRVsWryRrAxHCSoh7AAIVeaKS+vQvChMmBKpop9SpKJ1uULpdQ5hASt2i +16RERfUuzvel+4QJBaVvdvQdoOLXjRspzb+ECHbDH6LXdlKx+kcAx4a3QoSR +wx1ZytQJNC54nlhCEiQ0tci0ZgZPYJwB7/lQHQFCMmc//9uhcRQ/qa6zbQs/ +IVb3sGP78zEMKwt8JePFTfC9Z+Vy4Mwomly3OVH3io3QH2QZW3piFBVsuI4L +X2UjqH80rzyrOYrLrGmTb+TZCD+XjFntFEexyOXJYks7K8HKS/dtvuAoXrRU +ECvby0oghCgWH/05ghH733rf+riFsF7EvKIXM4Kdny6on1jaRDDrZhIYCB/B +5/W/T72r20T4/OcfPAgeQdV35lxiiZsIdlpr/4U8ZdzvqGv+8uwmQl/dzC6y +/QjyHhc/xZLCRCjvI6te0x7BV8zZr/LMNxLcN2U4O04Po7lhgDhP41+wi7Lc +co06jM/3BqiuPv0L1nI7w/VGhrEgVt5WBP6CrvmTfKmuYfRbmk9Szv8Duwv0 +p/urhzH68F9fz5jfUGi9YH02dhjzrX8vJbqtwkzVMX2Js8N4cKHNovLuEgxf +mu/dcWoYZz5+cNl1aAk6p9/f/UcYRo3LYScKZhahnH/7826VYXRNyuIpcVyE +Fw5DX4PFhnGu2O/juscCSIk+U/u7OoRDnx45u7ybByvvZglS2hC+7YrM9zwy +BSZdCZp9yUN4hZ+f91UTHXQVHpiOxg9h+DM3YZGbdFAa5Xr5M2wIj3qxbugI +pQHracMFTp8hdAp2fOmwTIWc7Z1VOpeH0PFyxOBj8hj8ju+2LGEbwrynNBeu +xQGYW85wqdw8hGVbNzRyaA3AqIF7SM2/QWwpzHjG8bofmpgEvncuMfh10GZe +2T5IsrE49HNoEKuHRxq1XLrhtOzgb+nSQdz+yXDL12OdEP5l7G2s7SBe3HXh +C7LUgKVLtKfqzUFkespnqF/7DaQUz99ouzqIx569+Cb+ohpK04rlWI0H8ev6 +WFr8LiL0h774/hAG0U3R9p1NZCnstz28qMsziGeL/kXzeiTCnMR41xjnILJR +3sc/FXwLJQPR6M02iJuCYmJmU4IgMoOV7/7fAQyN0VY75nINB71zTmi3DWDY +/nt+1zckoeOhtfif7gNodHgL62npEtycfN1WymEAs4oH1a8JlGHE7kZlS5sB +VLrEOwPsX7BsU2LDD4MBPBjpM593rxI3d59cS9w3gNlNhz4Txaox4tkb4/PN +/ShWXO3PJFOPpQNSHFli/fhvisKzb6AdnxzbmB29ux/zeObmzyp3oEZUl95z +zn58q3/7QnxgB1YaBr62WevD53JxD2oVOrHmG51btK0PPQM4tE65krAjM4c/ +wqcPj43kBwYOUDCC9b9Sf+c+bPRLP1Qp1YWXbl41f3i/D3U5tFZkHLqwW4gr +zuByH7qej/uX868Lh944iGw93IfODZ+b7+zswRlnpf3eg73Ysr3u/XW+Pszr +4Ki1I/WijnOnoI1RHzocHrtt0dCLuQfUezNf9+EiLTxDvbgX3XpVtDZv6cff +FsuHll73YlZYquH6ZD+yapcq2UIvpvG6jg3rDGJdYkinqXIvanEmjWZdG8SX +f22ddA72IuthMlHIleGTor3FErt68em95dzfaYPIJ+1xdGCmB0dk183fM3wo +zkU4fjG+B9FHm8iVNYRB8kNutqE9WHd/flSyaghXDHwLvAN6cNLJbq23cwgb +3lRLZDv2YM33qC0H14fw0c4zLFt0erBtc9PoFd1h7FekgcCxHswU8Or3vjKM +py++cFE43IMCRaL9p+2GUTC8cdJyLyOee+nq9+Bh/M5n2FA0240Gw2enn7cO +o7zqAiNSN354oWfVO8jYFy6FaYx2deMOFfIcaXYY7d+Scriqu3HZwPP+d44R +3L3H/M2dt92Yr+94IO74CPqq//nh9aqbMR82fdc8P8KY63FMEb7dODaWE/rS +fASrYgYeEu914/SBmAbZhyNoK3jDZK9WNx5p2LIWEz+CHRrMrw+rdKOpJP1G +dtoIalqm1ugc7Ebh8j089vkjuDOBeuQRbzc+kEMd5m8j6InPHQLZu7H7vGJL +d+MIUgekMxIZPnD8N5NiTRrBcpH7exsnu/B35En1F+MjKKnFeXGkvwu3me9f +l5kZwWCr3Jer7QxfHevl8VsawZtJ83/3VXShRuF+gv6mUWwhhqgcK+jC03ek +L1WzjaL6iKK9YVoX6lmRvs1tH0VOCadBz5Au3PklJ9tu7yi6aO/iD/+vC1M2 +npWqEhnF4RvFFzKfdOFXsPtbv28Uzz29HFjF8O1FK9fs19KMOfJ+jUi26UJS +bloxh9woin2P+T1t3oVxHdwJJxhz5uX4MaXNF7owp/vDoJLqKF7b7/Ve/mgX +nv189tFpxlyq0xHpPyXfhdfyH3y7qzWKSrer+Cz2deGhKZr9We1RjA+wPv9w +TxeuZHX/nDg1imzpmwKeb+/CiEbFRi3G3Hv0I6UyYXMXVnwt97h8dhT7J0+u +flqlIO/HbX5yeqN4mn3icMMMBekPX5tX649ivnSA7fAIBd1L3J7uNhhF4dZr +JQe7KFhxs4BZ6gIjX2c11sdNFDwVOCa8xuAVQe5LFV8pKPxjTve14SjerKa9 +Zymh4I33/n8nGNxm+3XRIIeCgx+FczYbjaLmjtgT0ckUtKribB9jXM8sehQy +8paC+rvvDb9g8G5LvSGZIAqOJwgZLjPi+2+WlHfyo2DTnq7I/71/PmPdE10o +eMyc/4AIIz/LC+RGVjsK+rvtd+9n5F+3nCtgeJ2CB7l5N91g1KcaH3A3xpSC +d53KlT8y6k/Rtiod1aMg4Sf+953RHy66GpvsCQq2b35+P0VnFD3ecJs6H2HU +n6hjfvbkKNJU6amVhygoene+uuw44zui/+sSmzgFxTZoCf2CUfzqH6tttJuC +VYqfuteOjaL8wcehsdsoOHEp+H6d2ijGtuoNjzFR0NWXfOamCkMfF8nDcitk +lOq8MFyvwPBPNbmpapiMmveJO9YZfjl/N09wK4WMpvXsr+okR7F8x/N7FxvJ +WCFw4NUNsVEMt1RnnygiY7h/5RATP0O/ldiTHK/IaP84Q2WJ4edP8Y/DjH3J ++F2uWEl9fQTFTuqPxDuT0Wvvg2MGKyP4+80/78PWZJT2EJOcp49gzkHrchNV +MqY1pXtxt47g3jb1rYkyZFSt4qDRf4xggMtOs0lRMkaFaLRGEUfQ6lv1sjsH +Gc3v8tQ9KhhBnqv7Fd8NkTBSjkdLMXQEfZg3+NJIJNRPcrAvDxzBmUxKi2ID +Ceez29wEfUewZuW53ffPJLy72t12+8EIuoVMpdNfkDCjqV1Q/uwIDnz7KKKi +QkJnW4EvvavD+MRoVfuIDAlPr17ibGHsT7uHCHfUxUjI0ta7J3VsGA3+NH/U +5CSh7OLtnN8tw1ipMHNcZ7wTK1gMs41ThzExQfqmaUQntuvlRG49N4zWrsnp +br86MFljhf/90yFc30JvfDLVgU5/n4w+dxnC6DCFn57DHSh3MeKA+d0hbMut +Uvdr6sCqi3qnqw2G8MT4QP2L1A6svRlVW7xnCCWMBGZiTTrQQsvz6p3MQRyT +CVfAz+3YVhf0OtpvAKU9389QM9tx8rNVFMv1AbRr/pTB/a4dMzacnjI7PoAr +DiQxmxftGPBf/MLnDQPIXrRr57Zr7bib8/kmkyf9KK8VvWDG1o4+5tcFS+z7 +0N04ofCXeRv+ffvkkszZHtzhma4iu7EV41Zfyr77ScJnn6VquZZb8JZSEPlS +GwnXZj5cXphqQfvwh8q8+SQcvpr6pJjSgm79sjfeO5AwXyuZeDyvBauPFH6S +mO9EQ+Y4/UtXW9A9qlVtfL4D9/OLNm5wb8YMrnSnwD9tKKMyK/N+oQFrDAaP +VD9vQhtZL6+SvgYUHPYhqpxrwgTJ7W2NNQ1ISdrCOcDZhNy75Jx/xTTg8int +zLawRlxetqvS0W7AmFNl4xeSG5BYMmNMC6tHR3kzQ/b6OjTVmPGUU6nDjtVz +igM6NRii7Nl6QqQOI4QTl6t31GD9IU4JU/Y6FLvv7k7v+Y6aQrI/vPt/4OY6 +wbLfD76j+L/7O9ue/cCHKdVRcvHfcKZy+sMjci0uJcrs5WGuRj/t6ZYSlxo8 +M3SWaeOWKiSenjqvdL0G540tKPJdlbhBj96Uo1eDWuuKrClZlfjEeLIhWawG +LRJOlF+8WIlONmO1rxq+I2nhzzmiHuLtgL5KK5HvGLE3Lvzqx3JMfdkLvezf +8c3vrpsq18pxNLinwmTpG7qJ1+8J316OVlFd5WfrvqE86fdhmn0ZmmV0Fis/ ++oax4Bv1U6UUzzU05rHVVuMJhT/xDv1FGNjSIOefX43/eFUMieFFWNtRn7Me +W42bEq2Wo/SK8GTfj6wFh2oUWGcP76v4jJoz39L69lbjz6k7ovkfPqE8V0Xi +R/uveFJA0ds2pAB5L+YEX95FxPMHl3/yhudivuSL0pObiKhinH1KUSYXDVZv +jR6erULz6pv+stU5GBgveoS9pgo3ae0PKP+VjevUsIFSpypcqPUsk7TJwnEP +d1kBUiUq6Vr+y7qfjn4GpqasxEqMUeURtOZORxFxZd/F7Eo0mPM3pBeloVnt +TGfD00p8IVGg48ychk3c1h4eypXoNfWq2iojFe3Ov3n75QBi2b2VA/17UjBt +UXcqfCMin7LWZ8+GZByO2kyw66rA2ZeXgyY8k9Fk1HlC6HkFDo2qznOOJyG4 +Wqp4U7/gn7K8lrgv75Ar+WDH8Q/l+IHK78skloC6p8f27/Uqx4a5G9v/i4tH +/+l49wUThi4+jcd99sTjiiq3eMqWcnx9q9mleXccDjWsODDblKHTBHt4omQM +5v/6tr1WohS3eviVujyNxKCMJKLmaglSgt6MnOaMxLuWXo8/NZZgArlLOvtt +BEp8P9KT5FSCbZFuClL54RgRnpnqUVuM1c31l5KWQ9HxTMDlxdhinDaZL2l8 +GYrn/97guOtQjNlvth5yFQ9F1ptCjqZ7inEqdDvHKeMQdFN6o6F4rwgtz/m/ +sK8LRhPq/bl0QhFel9loY3Q3GBVjdZNFeIsw7qdkfNK2YJzatJmNk+GLpx+d +teezgtCy3amDup3hk2DXKof5F3jc8crd+IJCzJd7omuz9gyFJNWEeAMK8dpT +B+s9t57h7y7e1hdXCnEg6bTJedJTLNRqVnFlLsSCfyrUfeX+KLnjONPFSwV4 +m8T3lZ7ii0zfhD7VHWT4jC7Vy7HPFwdcft/S2lCAJys1Knw/+ODbwcJG2fR8 +NPLZlmFS4I3sefuj2H5/RP3OxfdbGjxw/Prmc97NH7HLgoluMfcEv+4aWv+V +/BHPetTHMPM/wSde0TdGz33EH8LsTvzObjijv00e4/OQJ3DHVv6bzljHRBtW +fpiHXHIfK0oynPDD5+/hWTp5+E3xCd+FxcdYeWzDsuJQLjKL7ihQCX2E73vG +Xk365yBboLZ70roDdj/hS4hTzMEY74D+5XsOyCmkk3dhOBtPctSNP+x/gE7X +0tpKIBsls3d7O4Xb46kx212Ba5kYtHDtzLbXd9HtWYyUZnomvuu5/kQ01hZz +9jeo/byUiZKjzt5zOXdwl+2hK2afMtDzxPjw47FbSJ2ZTZR+kI4LXzo2Cofd +QIFgkfx+oXR00DyVwN54HQ0OX/ga0piGVO5RGeGt17H4Yf7YmnQacj/bae8W +YYXPVx5J14+l4uzPhpHfzRZYEfX+qFdYKsbI5eXYBl/Bn+qkc4onUpGfOFHA +ZmaOZh6q9jGJ7zEtQODeadbLKM20VnDXPAXlV3PMehouomWy9Ddh9hRMmj1r +199mhCHa5qT24mT0D8rhWRg0xLVn5StH+ZLR3Z6ni8hzAWWlptnmqpPQriht +XUXdAK1/CO5NeZjEOB/MvLJo0sf6rV4aHK3vcMT8I+eRnLO4ITtXv9LrHU6N +3xKKUNRFJf3Bq49k32F4lF7h0PfTGBus5dv7IhF5D0ueOsB3CinSrEGXX8Wj +gF/7ma7zWki4fyevihaHL42hfaMGAdNy69oOnI7DtX4tSfJdTXRVerVrjSkW +dc8SLwyEquOw04ya9bUYpHnkN238cQR1S85fqfsSjX3/Zi18d6riHk3ud9Eu +UVjWcuyMx7gi+no//MpEeouZNYkW1PsKSCd2jNkqvsUsq5HlENbDWK4TKX10 +JgK73zVV76bLoETgyrnksxH4Z6/mxvhX0viy4bL91vRwhiWnnjkYSqHFBYHC +nuth2NxoFNijKYFTC0tqj6tD0Sa5VMfmvhg+iWhGzn2hyOMjcHSxWAQ51NJP +pj0NwbZHGW57tYQwtse3Xmv8DVbIHZ90PrUXZTyvXOg59QYDHXhzdnjvxjIR +FfKjD8G4YSnt8jqdFwvr276dbw3CYYlNa7JGO7CD61mrb8gr3JVNGToXzokL +xmp9n4xeYsM+v+LcLnbkjpmiUnle4N/P6aFEexZUGExY3Et6jjdzVLm+GW3G +C/uMNpyPDMDic/8Zr/lsxAe2Wzh8Tf/DB+Uzxwyn/1YE55bs+sT/DLd69vmr +XlmtyF28J07t9ke/1zFPCGeWKprUROT2xvqhi0aMG1f2fMWMZ7u6voUvHk9T +/i9lw3TFtupnp3yEfLDHQ/nIA+eJClPuRym30Qt3lloWLOcOV0TGdpc1aXmg +LXdpi7tqXwVJUqtdqdoNs8uGzTJMSRU8Hz/Qok+5IK+IM7EitaXC6Cgn08Yf +jzFuZEr+CHttRci3R/y3zj7Ero3CrIE5lRUt53vkGxsfIPOHPzsebPpcIVTo +F2yTeA9NRakhgocyK2JqDVDh/S08rHaDeS4yvmJ3n+DMero1MvORbeU4gyoO +jnSqRViYY1316n/DH5wrJDkeRMreuoB9LaL6WfqmFd4dUh17v2qgguvR0pfm +QhUy2/tsmQ9JwDlDk1v6o20apHnfBK6V00A6MdxKGdLSnDu//6e9owlsZxPo +Yl28o+keeqrurtI1+C/tuqWqj5/muqdrTILcTQhztfU6Vx2u6W2bda9d2ha2 +fxUslHZP0dxkMqDBImkPjR3JwoaEj5pfRZ7/F8flCALv7wpYjZRq+keIPVAN +egQXsVZIsvar5imOctPWrc7QMnXhFgulXpPF11jr7nNX+DCpJvmN1qZZuzxz +gJnlCSTzaGjpr1E0A+8HcCf4e0Ihd3vNkT2DmqnzwR4CPt5w5d+1F3aXRzWf +ZfU5TKIPuIhKc73SmdS8dUva5vO6LxR4J/uemp/RPC3mbOan4Q9PhY9qxn38 +qSnV91Xf4MlTmCQqLa1d/KXJ9pbrhGDZM7hVpuu6entNk2ZooUpb/Q86X9nf +b1hY16zblnGw6MhzeGU0+7vp70bIrP0l7O8cCAUprWY6XzfDS78TPBc+v4CL +y6Jks0YWuKcZzCq09BJcOX+IcwlvBb3V3j80xSDYd7FZ4E4ZJ8gWHpgvcnwN +jpGF1z4a7oAA1TJHomkwkKrZI9fsd8JK2NCU1EowVJ68Vc9WxAu3f7Lceh35 +Bi5qpoqYHNgNlPOyQ0sqIcB7Nxsu1u6BEnb3TuLjUFhg2raF74wIJB7ibc8V +C4Pk/d4hcZvE4JlBbktscxj01c29HO4Rh4sRI/VOByLAspJSoza5H46WePy4 +ToqAmhO9gtwi0iDWu6vGwC8SMnYIsim5yMCc6DmidN9baB9eiBuvkQey9jju +CoyCnznKBz2lFKDilveXzarRkDdJuOgYowgvsguL+4NjoHdR3UKoVAUcW/Q/ +12vEgmumHTXD5giYLlALimmxkLB84obGfnWQVBPMDdGOBw9+gv3OcQ3guFKU +5TUfD9+vXTaQGANY8LyQcS8+Af7pKQzT/hDg2jDRUPxJIoR8cb7dqXACOhZe +t0a1JULr+esSdZbaoMNsYcB14B1A5HVW44iTICu1rPe38x0ULnr/npY6DUlq +1Q0PZZKgcRiUzf3PAO/ZN2dpvknQRUmnC0zpwp/7B8+Q5ZLBQv8w1WRID34U +XNX++DwF4vVDNjQqGsKxbzJf9w+mgNKN9xkXeI0gj7SqFa/yHgrPHLAr+GsE +Eauh8GLkPWyMvLvr+ogx3IBa9ZsaH+Chg5140WYzoBiEl/SEfoCO5d1PbIXN +4ay19RFD2gco0+jUjNe6AgpP/yhDZBpIJ+f9a4+1hH918of559PB2SgHj1Os +wLH3b+5rnQxQZTri+t7fGsan62S3xGcAH8fMQW7l69DAdVNmQTcT+LYVbJRJ +ugHRJlH7G1OywPgG8/ZzObdAeXijkI9pLrx3DDt5INwOZEsvzcun50KZwYbU +0sf2IBmSXT24mgtywzdbBQ89gK3vspQT9fKgzOzbv+BdDvDHwLT330weWJKG +RwI2P4S+vNwDeDgfrijfcO0lOEN3rNnOXWb5sF+jnF7f6gykAOa/dr75cG7D +7s+UGy7QdM28Rag9HyTtRrcYvnGFCi4WZ89HBdC4fqDz16YnkPDAslqjqBCy +eEyvf0nzhtgrbDnhA4XA5eL06RmTD7w9XRg5zfIJ7sR4Xbxr4QPBIux340w/ +wa932fUBfL7g3fJpx9/VT1B5LSNQPMIPrOS3XS0/VgSPS940Hq1/BuJzZavq +xBI4me/CQeEMgieNJ/wXp0vgN7mBxygyCEgZ9Zw5/KXwZL8ZiIu+hsCbPeKi +DqVQNx/PZSUQDHPda3osImVgkv9JYfXoG6j4ppbU7lEO/+6YlA5Hh4JZTJHu +PTWECmEPc4fOt1DoAp37biKEX7lu4ysbBZwmNVcHghFaVbNVFAOioIqL/MiQ +itBf397moBENPCfcz8eerYTv5t6DF3JjwL042tV3rRJ+NPrNsObFw5nkrkZ9 +UyI4H2d79fd1Esw9zbH5dp8IeRURnR3VSfD2tt+/o35E+FcQszq1mgTUQ4cO +H8ghwoMwntm+G8kQUOwdtmnzVzA1/O9voUYK1DbuNy/O/QrByy5Pv6+9B52V +x1RRlm9grfdw5kN8OpzU49609KkG/u576+L4KQ9eXyV7yxc1gJtVveoX82J4 +NnUMxhsaoH6Por3Pk2LwdE36GzPcAMQEPX61uGKwC73vxsLZCKKDPUve/cWg +X7PpUf+NRoiw3SNoc60EOOXkb73kbgJq0Qc9EatSCFoP0KPeb4ZjdP/X4kbl +8OzFzNZ4v2ag+di7PHIoB8/dF+uMoprBzuzoiYzX5WCnIKzDOMyA2rkv2cT6 +cthfYCZSv60FviwekYw+/gVYJub4k260gCartLundAXU6AtuM+BuhYNHbkav +DSDwyA7xOQq0go51/0v9FYRr296LhEm2guoQ4SiwVsJavYwSRb0VXI9IXz8i +UgkyZ46ZX7veCpH9IkTd85UQfMI8/UFhK5CjDxFr0yuhV0y4IKSiFc6kv/D7 +UlgJB5hGygtrW2E14olbHFYCsdK2ZaW3FYYVvMyFOithScNt2Zu5DTY41xwW +/lcJZkeiTr4xaYPnItZdy/pVkLrL4nzBtTbolng78MK0ChZ+iVzutG0D6WNs +j1itq+Dlp7R7/F5twOQXl1T6qApQoTj03Yc2sB+biVl/WwUSh8hDH1faoMA/ +N3OotwoecMTQ25naYS9HRTB9tAq+0C2Xljja4ewki2/PVBWYZIyzqou2Qw/F +b+benyoI2P9LjnimHWK7zn25sIcI06K8nm3RjPtBQI3pAhGOuL9zqEpph+tM +yVZHLxHBt+PQzbycduDU2mt+2YIIfP+dOhdEbIeCc5zqJ+4QQXPKeY8urR0O +mFoy1XsRIeDkZk61xXbY8Cx06/6nRGiLD94otd4OonGtvTaBRLC5kE5l5u4A +/iEXkzdhRHj9uftzlVoHCOsGSgd9IEL39lsZeSc6GPtg06/NWUSQuLMQl6DX +AaG5KkGWeUQo3svx1MOqA5K25ySXFBOB6fFbl3t3OyCqr2e0tJwI55ok7pk/ +7oC8ojvO8ZVEGPTWMFJ73gGLD/j4OWqJIN3945RUaAdsfTg7FV5PhEeKJuq7 +4jpA0zAuZmMzEVjH7USX8jrguaMMr2cnEQzhN89oaQfYPbmXGkQhQuzb/1jb +qztAm7G1efcQ4fDZxNk8Sgewi6aZsA4R4UmKzEjCcAeYpZ3pixshwve/xaSg +qQ5IuR9hzjNOBLO81i/3NnSC5npiazKNCClslh/N2Tsha1U4tHyKCDPWtBRd +nk54yd048GmG0X/eTS+lpDqhyCci78xPIjTYvfbapdAJDWcObxhdYOhRu/fh +lmOdwBO07GC5RIRromk2Syc74U+08lTxLyJkuCmZjZ7vhGNvHxgvLBNhsb1S +r/1yJ+RV24RtW2Xod0hPi3i9E2I/bg9mWWPo96xL6eP9TnDziJUbYnD7wE2p +ROdO0OB0MYv+TQQhtZ97X/t0wvazOisKf4hwO8Rzu+eLTog0npzLYHA+nX3T +/fBOSCU6yzD9JcIf7chf5gmd4NR2KvQIg0/Fi9N00zvhdNrYNn0GBy/n9qkV +dEKcj9DT4wzuNjjWKvWlE5qnfg3xMlgio7Z6V00nyP3L3VbLiG+3ybh4S2sn +JAV+nzdlcPGVocylbkb/DBecaxn5MX2+nzA62gl/CQcD+Rh8bvtaSPtMJ9hH +JXCfYNQTcfvZM+JKJwQeqvitx6h/sIrb7SMTCdxfH5ZXXWH4Y2/C/UQOEjhp +D0WvM/r3+NFBq9d8JMj+NS+ZwugvH/tsuYkoCb77OjYxLzLen5C/W0iGBB+l +PayBoY+ZstOjMRUS7Nlp/cNgjlF/nVpLlhYJODRrJtUYesZf+3vw0TkS9LWm +ZazRiQC/Kv87eokER65eXgiZZOgtehrq7pGg1ky87Mwoo/6irTFvnElAuxXG +fpvhr2/nmn+Z+pLARMHf16Kf4VcXk5yJSBI8cDcMbiQz9N62hz03iQSedqdW +dTqIcDa576ZTNgm8no3KR7UQIajphiDzVxKc0Nv9GRnrQf6GlGtDIwnuKD3v +CqsmQusqvSOUQgKJA+bOBMb64dn38KXYDAl6DD627ikiwudSFerkCgkW/vbZ +nMknwiWDtRMfN5EhQfDLfv1sIkS7+/wGfjIk7vo+1JVEhGM7Tl5ikSADofTe +52txROhLZS1okiVDyQ+8/yWSCCJtr20ttMlgccUAVl4QIVUqvsvNngwxdId4 +B0cinK6wUj7uRgb3Yxc/v79LhEmjfW/YnpIh691m+dwbRJDxyjr9NpoMzIYa +24+bMPzXWVr06RsZHM48WL+pSoSLdz13erSQYehCbPIJOSIsbThur91DhitX +pgm/JBn7ncwPyfY5MmwcEFbp5iVChS85fG4vBbL1Tfpj5qvg2u6Y+SJJCjgf +TOMVoVbBxhxLPa/DFFBb+v3Tpb8KtLvGNnPqUKAkJMkjra4K6uQWHx50pIDS +h6jVv4lVQO7lMrSppcByS9zvJyerQPfFTcqjNgq8t+7dsle9CsrVSi39eikQ +p/Jic6hsFSRGXL+bOEeBts+zTVy7quC2wWf/7t1dUHe34/GJccb8+mpepH+n +CyRPVGb5e1TCPcc8DYuHXXD07n7PKvtK6Bdhrr7r0QUuaryMz0vGfPLIaQl4 +0wUhZhGZoScr4YXqRhqxpAvy7KvMj2+tBIHMVAFV9m6YbzLLZhZGCLr8O+kk +Tzf8qcg5VLVeARtYDQ5cFOoG1bnjkof7K2D0xqqyg0I3CG/jKpGNrYBsoXPn +M826QWvtxc4kngrQDJn3Ec7shoXglhmX5XK45npsguVcD6QbapR4PS0F6Ru1 +nTMmPeCexfPbzrQUFvQvVnda9YBBg1U368FSeCZx712ycw98movh02gugazm +GHNI7oE80FDO2lkCq/t+Nzut9UBMF5Gt8WURhLSVFI+l9QJLElOyt1YhXPly +8kNDQS9Icnv8FGUvhH1preEFFb3wwCDW9VFbARR7TDr6dPSCdoKnoqx1AfRL +8R8S3NAHIU9H4n975IO0l8u7i5f6wJWZNKf+IQ++HlQN/MrcD+nPf0+m+6eD +pdzF5Pnt/fBbE4njW9NhRcGhXHhPP4h52BRmhKSBjHrmjLtsP8i5Du+ui/8A +YaeFjZQu9cPxzvpop4/vweYmi8D7tH644pajx1L1DlgTyNnPzg4A/f6ElOee +UJBkK6emnB4EI93Hb1KYglGw/O5J5oAhOEWwC4hq+4wb1pjSHYeHoTGq+ZT2 +1u+4fOGL5bd9o3Cbr/Gv8/1m9O3K7dM8OAqWJ/JUE0KbkdMq6Uqx/Cj0/E41 +yixpRskH/5llHh0FpVHj18VMLXgx6ILJmwuM5zk+V3XqtWBe3ZiehccoPD58 +jNNgqAXvnODUWOoYhfhvhctmf1pxsW5DuV33KJAe7Hjrvq0NvQ0X1KkDo5A7 +c/NpoFAbvrWiHOmhjYKaRXatI6ENv3slKVVtGAMlmQC/O35tKFauIvNKZgyK +ed7mdzC3Y4/S1b37/MfAOWdoV/PvdrRZVd7+9PkYrG9/QFNj78C5LxybxoLG +YFy2iyd4dwdu1imlpUSNQXNNPcu6UgfKXuYtlcgdg0MnJgL77nWgt0e9qUT3 +GHCnz4SEUTqQ/XjSOf+BMXi3fak2bawDw7e4EkZHx8D7wi1M/dmBGa8lpVJm +x8BEc9/Lqxyd2P7OZ1mceRxKhN2ZiJqdKPldNUJcfhx8a9UrlBM6MS+QM9BP +eRwe0v+QujM6Uf38mMeI+jicW2RWv/25E89TQm4mnxyHXVWyz442dqILbVpJ +3HwcOh8GtVatdmI9Z0q72LNxsPFk81XXJ6FJu1uN74txMDt5U8LMlISDkRfK +hoPHIVwgveKaNQkXRf4lJcWMQ4bw/RdiTiQUUjRzFPs4Dq2kYSunWBI+uMS1 +Q6x3HJpbDKz0R0lonSYXvW9oHL7J7fp6fIqExqv64gfGx2Ew1sBUZJGE6jGv +lOXnxoG9ynk0YhMZmQfYzTQ3T0DZtvK/9qJkjLZhTjaTmQCyXved76ZkfFkk +IWN5eAKCJMnxOlfJ6MWq/clKZQIKy2IVPt4k440M35rbhAnQzI88qeFIRrmZ +f3SnixMgHFX/QzWQjNWP15RCn0xAeqOVatYnMn7+zl8R4TMBt+8JDWSXkjF9 +l5pO9LMJWKJel49EMgaVOF9+FzwBlarxqSI/yHj576JHbsoECNZ41m3rIeM5 +fR6WgvQJMLbUTz07QEbNBMXgzzkT0BYk3PdghIwSWo5JX4onIHNsTsWBTsYZ +/9nv9Q0TUFeXkXh6jYxDnZwGza0T4LDxr2nlXzJ2SMp2tZEmYG/9+j7hjRQs +qb1H7xqcgHBJi743LBTM4n/5qG9sAnwm84ves1Mw3jbz7yBtAkY/ZzxL3EZB +fw7aduriBPglDo3o7qSgkwVbFH11Ap6OSVxf46XgnRwpsdn1CZCL5i4J3k1B +fYNbSr9YqeC+36bBQZCCWu+efVndRgV58173cmEKKv18f+ovNxXKvguOT4tS +kD9s1HSzIBU4ucNbNktS8IifMN8jMSokChSycEtR0MTRrH1kPxXE2TfbbpSm +4COr8GCjQ1RYeoGzbQcpGGLQovdVgQrtfAZvnh2iYB5s3ap4hAq7Z/R0BOQo +2Cx7qjZJgwoJst7sYfIUnBH0ecp9ggrWXb3t04cpyLGt/LjvaSpk9AXEHlCk +oPSfX//m9aiwU5xioaNEwdP0w1+sjKggHKq3Q0eZgjbd99xaTangKBaTJ6VC +wac/PqhqWVJhoOud8hSDU4qHF/OuU+Fnv0P0G1UKEj8I5ovcoYLJE92u3Uco +OBhhah9sR4UvB6KnfBi8/jRUZsMjKoSHrjc1MFjgcdOkvSsVLidpu68y+OgN +tg8DnlSI9rk9xaJGQTMj7Rvn/akQnxouuMK47nLcSxSfU6GLJMlex+CIw6X9 +sq+p0H8oNduDwYUiSzHxYVQQFG/ctJPBbdvlL3NGU0HvtT9rICO/+XVbPs8E +Krh+HC0aZuTPNfO+fTqFCqiozCnIYNm+wWCLDIZectMsaoz6zzXs1W/MpUKS +QsE7FUZ/bMtMtmp8osIWLQsKL6N/ARlvarNKqaDbPZdGYvT3Q1TDU4FKKvz4 +ncTlyuj/qPPxDX/qGP01koixZujFdMvjy90WKixznS1JZ+gpYlLs1tNJhZN3 +4WbbAQpaKMkulQ5SYX+37tXafRR8In4nX3qcChxlyhnh4hSM5k6xj6ZT4XZb ++BNthp9Ic/w0119UiFK/XXBKgIKLAxc/TP6mwnS+NF80PwV3Nr++cXnjJCTl +Mv1t4qOgQTbzwBGOSWhzjDfu46Lgjzvz7cuikxAtHqX4chMFqaYyb27tn4S4 +yabP9H9k3HL6lj5ZZhIa2LQrZf6Q8bhkX+1n1Un4/OQ/W6NFMpYP1355rDcJ +kTt36Cgy1mt36yb3McNJ4FEI3ZfQT8aVSs0jxqaTsMXD/O1UFxmVEwrzla4z +4qWfPCnTQsYc88QPCy6T8GryPy4oI6MSWXxti+cknJ8uaOT7TMYyww/n9vhN +guBxK8GOPDLWnsmZJ7yahP3XX/j8e0/GEdXyo0HvJqGz/W8V/2sy7uahNEvV +TcLpMMCrV8gY/9pc7FjzJHBRxT1CjMm4b+vAo/MdkzAu38WdqU9GBaZxfqf+ +SbhWNNzzikBGvbmF619/MvIRv/zfHnEy+jZsX7HYS4Pj0SJNxiMkZD0dqusg +QgNhYyqN2k3C11/54vz30YCNvOO0dRsJY0sFj2fK0WAs+sEwSxUJi9IOvlw5 +QYPBg8rOwnEknPLXEQm9R4P408rB/xmQ8JKG1+naLzRYvnLhp0dKJ/YujW8n +EmlQHTPNuy+qE61z9MllNTSwuy2aWviqE+8JC9nkttLgyiKovXLqRN+NX/wi +xmhA63K/u0+nE3O+rVXc2EYHDq4W2z8jjPmq76S80YIOMq73D8dzdGDglv4/ +a1Z0oPpNdduut+N2PFm9aEMHkoBPsOhcO+6R5zWiPqBDcuZFc732dpTjLnzQ +7E8HuRMhvIlv29GMNJ8Zl0UH4ViH9yDcjh8t74up/6HDvv/Or1AE2tD605xg +4sYpcLp8QSSSvQ15OB7xb2GZgjkXx36NlVZ0KnHjatsxBX0/6lxPtreiOk/A ++p39U0DoMPgCAa1I/JHUHWU4BS9H6+4sTbdghxIlZDVtCr48ZlPYb9iMK+wn +NpUYT4O+i5D2SM0P5J7hDCOaTYN7xtFdV2N/4MHWbomGq9Og1Uzv+fLgB1pG +Op4auDMNf1jy/0nw/8Cv4knPmT2nob3wiEjC7VoMOraRyzB1GriMlfLsmGpw +nx0K0H9NA962YB8Sq0bD1qMqgm9nGOvt8Y0TJ8uR/ejWqvK4GRgzplo6ksuw +KqX77JXkGSAfYmd1u1OG8i6uVjE5M2B1ZL6T91UpcgoXveT/NgNSbLUuwW3F ++OOewgjvzxkor6zQ3HvpExJYDwRznpuFI1M25z6FZ+GKw8qenAuzYFQ+XPEu +PxNze2re612aBaddEgdvNWegUK5N2UvrWRDVV1ryYU3HP8Yp4+yuszAXUfR4 +j+t7LEoW1mBJnYUDku3/DaXHot222ZrUzFn46XdKnmUwGiWdKwxPfZyFqq1m +7Cx8URima3H7afksXJK+fzvBJxwd56NDN7XPgqp2XvXPnJcobW4rlEyZhSyn +W2Z2/M9xqFot/Xj/LPzZcTD9u99TNHhLqfCZnAXFoNgjJ/KeICtT2hnR2VkI +u7cv84r/Y8S7zh2Vi7MQePnR99y8e+jUeerqtbVZyOjZ3/477wr+//8fGed4 +3kztBfeK/wNcDgo8 + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>]]& )[<| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>], + ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { + 4.503599627370496*^15, -4.503599627370496*^15}}], + Selectable->False]}, + Annotation[{{{{}, {}, + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + Line[CompressedData[" +1:eJwtm3k4lO/3x0vJkiShlJ0kCVmjOKOUUiQiEUWlUhGVNbv6SCVZswvJTihr +DpMi+zoz9p0xYw1ZKv3me12/v+Z6Xc/znOec837f93nuP0bU2t7wJtOGDRve +bNqw4X+/ssBH+/dvFlP19lmJUsia9qviAatrszg+xJL2rvUT5BUcllxYmsVT +5q79n75+AwUpPetx+ixeChR4uD+tE1R3+Hc3kGeRfM+LquwwBoSR+bqo3Fn0 +S8ra+mLTEhj+15ipeHUWw7YqeOw6sJkQqtVz5pDZLHaN5Bqalm8mdPymTkga +z6KR0X6FKn1mgsmDzRJ7zs6iHHGyZavDFoL55aOxG1RnUTx6cGdgJivhxsH0 +l42cs8h70lrSbIWD4Nzsf/9WxQxezF62dnflJrykO5EXi2fwRU25zUgpNyGJ +5Y6Wb8EMtl8OP9D6m5vQAHq8cWkzuGzjV6j5ZCdBLI/3S1vIDF771up8y5mH +0BScyqF5awbPbvtgJHSJjzCa9dap3orx/JWI8bVgPsJqbeCg6ZUZ/Kq+Mfpa +HR9BYqN94cMLM/iHOUav9ugugpuD6pX0ozMoOTz+cDv/boKkYW0mD9cM1vs/ +JuZ/4SccsyvlTWKfQd4w4T8ac/yEC4FZXnLMM7i+84GGidgewhNisJHu2jR2 +hwUMyT7dQ2hTuPzba3QamWUecQec3Evw2EnTpRdP45tYnXi+jwKEjo6ttCqr +aRxdCDaOVxYm+Nz4VJF5ZRrj63/IUS8JE2QXLUPDL01jBJNueaerMCFgZ/6x +O3rT6Da1YSa2XJigYWj6mkttGn/9/HxrXkiEkNqconSVaxqtVLV3fY0UIRhd +1Wc7s3Ua945dWeBJFSFsmF3uU9gyjUlsp0vVC0UIZpxn/9vyZwpPH1wOZmoR +IWzXm+/KnpjC4n1Hxf5jFiW41Gl4/amYwlinXBnf26KEfWYTRuMlU7juxTYh +9kiU0DYZLNVSOIXMnjolUV6iBBm20dbkjCk8+GJBkT1ClDCkEyhxNmIKq7mu +31urFCUEkRVXld5MoYVQRPP5elHCsVt9jUIvpzC+s+/Ok05RQsQzeeefPlMo +ZlzTYT4pStD9RvoRdX8KF9h+ealuFyMsX/SO97s9hUZBypG6u8UIKaMHHt6/ +PoUtM+lsKqJihH+bPAS0Lk9hpEtEaISCGKHwuLg9VXsKg5Vpp3yNxAiClfY8 +qgJTOP3Kt1QiSIzQwK38SH3XFP47tdKcHSZGcLu51q7BzXi/YBLLzhgxAon9 +aag26xQ6nKHfdfwgRgg2juY2XKTjNQuF2YAKMYJm2lVH41k6qnp2/Pn1VYww +vSbRZkqj49ptJ93jP8QIuom5b64O0nFy9aqyQ7sYYRO9mut+Ax15Vg3VlMbF +CPkagQ8e1NDxVYCqSjBNjHAt+HzLQyIdS0X1QutmxAjlyt2v3YrpeNmoYr37 +lxjBNiBh1qOAjq2Pnxp/XBMj8PfcOO+TQ8f3Ry7G2ayLEZy8ZzkDUug4xyH9 +xo5ZnCDRXmj3IoGO9p6tT6tYxQnt+9yagqLpWNNR+WdhqzhBvn5zUHgwI17K +MtPKDnFCv2Dd9NsXdHwUw9Hzg0ec8PLBa73YZ3TkW95U475LnDDJu2db8hM6 +unDa3vMWECe8vT1wL9WZjlk19XbtQuKEU2UpDemOdMTbS3wsouKExW22Mtn3 +6VigY/t8r7g4Iema3Mu823TkgI80rn3iBIOCRXrBdTrmO168OiEpTvjHXHq2 +yJKOvTxDWxOkxAlXMrW3VlykY47xanz+QXEC+zrb3arzdDz/JquJ85A4ocSg +ua5al45qG9/WnpMVJ9xODpOuPUlHhYKLH+/JiRP4fl0OrCfQ0dvGI9tOXpxQ +fVqY1nSUjr6GOUOGh8UJjjGjZ9pU6Phs2t+RX0GcIDKTnt55mI4shQn+RAY3 +E+zZumToSJ6NO6avKE7wDFW607ufjtNewljOYJnx1doBMTpuTKyW51QSJ3Qf +QakRQTrm5R36fJzBAS/8A8Z307Hp39pDMwar9J+hTu6kY3NwQ5Axg8fkt5+e +5qRjypjWQSUGh/l1fJhjo2Nizer9X4z4x0lRLIubGX7gCnGPZfCc1NVby/9o +yPb4g4skgxPcJWrW1mhofa7zeRgjX/2mScn1JRpeu/KpfZxR3x+R3Gcb52no +mDTgJsjgjIePxjdP0fC8EC35CKMfpt/VTrFO0PB97O2HRxj92sL/7/3WYRr2 ++0xtE2T089PdaubtfTQ0C9/8dlxGnHBExO5wKpmGZdb81s4MPUo7dllotNFQ +7OH+bOoBcYLG86qAjgYazno1fFBn6Fepcbfwbg0NdZzeed9n6Hv8J88gE5GG +IQfUbXwkxAnfUiu2RpfTUGXLvv+cxMQJddu5r9d+pCG7EKcyM8NPetVlQVez +aLjTc6twwl5xQovLzdJfqTT8r8R0fQ+/OKFzqHjHvlgaTplFmpTsFCcMFlyt +9HlGw6aDC17hLOIE69tsU7t9aDjmT5fU3szot0DBrjx3GsrztCmTNogTaE+3 +2Pc/oGGWHJ/2+1UxwtKlbMGj5jT8ab790OKkGMGF49KZNmMa6tadE/o6JkZY +q9zw+I4BDRvj6yechsQIG6QvNkSepGHX38nSVxQxAvufNbdFORraskdYe3wT +I7zKS0l9IU3DfWu7d7lUihG4buq3ie2jYUKB6Y7LZWIE3qZ3By7soWEBkl42 +5YkRRBJPU7I301A/SjX8ZbQYQVk7QvlW1yRKUc1sntwRIxSvgNV6+yTe1KS/ +n7MWI6hnT74Mb5rEnx1hv/WuiBEIfBqjX79O4vZv3DHV+oz9hzoSIpIzib9a +6H6pjP3w2svDc12+k8jdUPH8+i9RglthyLNGj0nUDZi9zTwrSgjvXRCocplE +S/W2wvAJUUKdzOczaXaT+MXFQtiXIkpQbFRPdjKbxKjjHTxBJaKELZzaJjsV +GPfvllgKdhElZL02KT83RMVIunWkAl2E8L2oyJDQS0VDh6S50SERwtDA7klF +MhXz9iysPaeIEPjke3j3NlIxIds2NeubCMGr5ar9ZDEVxUJLpi8liBAMd9wR +exZMRVsWryRrAxHCSoh7AAIVeaKS+vQvChMmBKpop9SpKJ1uULpdQ5hASt2i +16RERfUuzvel+4QJBaVvdvQdoOLXjRspzb+ECHbDH6LXdlKx+kcAx4a3QoSR +wx1ZytQJNC54nlhCEiQ0tci0ZgZPYJwB7/lQHQFCMmc//9uhcRQ/qa6zbQs/ +IVb3sGP78zEMKwt8JePFTfC9Z+Vy4Mwomly3OVH3io3QH2QZW3piFBVsuI4L +X2UjqH80rzyrOYrLrGmTb+TZCD+XjFntFEexyOXJYks7K8HKS/dtvuAoXrRU +ECvby0oghCgWH/05ghH733rf+riFsF7EvKIXM4Kdny6on1jaRDDrZhIYCB/B +5/W/T72r20T4/OcfPAgeQdV35lxiiZsIdlpr/4U8ZdzvqGv+8uwmQl/dzC6y +/QjyHhc/xZLCRCjvI6te0x7BV8zZr/LMNxLcN2U4O04Po7lhgDhP41+wi7Lc +co06jM/3BqiuPv0L1nI7w/VGhrEgVt5WBP6CrvmTfKmuYfRbmk9Szv8Duwv0 +p/urhzH68F9fz5jfUGi9YH02dhjzrX8vJbqtwkzVMX2Js8N4cKHNovLuEgxf +mu/dcWoYZz5+cNl1aAk6p9/f/UcYRo3LYScKZhahnH/7826VYXRNyuIpcVyE +Fw5DX4PFhnGu2O/juscCSIk+U/u7OoRDnx45u7ybByvvZglS2hC+7YrM9zwy +BSZdCZp9yUN4hZ+f91UTHXQVHpiOxg9h+DM3YZGbdFAa5Xr5M2wIj3qxbugI +pQHracMFTp8hdAp2fOmwTIWc7Z1VOpeH0PFyxOBj8hj8ju+2LGEbwrynNBeu +xQGYW85wqdw8hGVbNzRyaA3AqIF7SM2/QWwpzHjG8bofmpgEvncuMfh10GZe +2T5IsrE49HNoEKuHRxq1XLrhtOzgb+nSQdz+yXDL12OdEP5l7G2s7SBe3HXh +C7LUgKVLtKfqzUFkespnqF/7DaQUz99ouzqIx569+Cb+ohpK04rlWI0H8ev6 +WFr8LiL0h774/hAG0U3R9p1NZCnstz28qMsziGeL/kXzeiTCnMR41xjnILJR +3sc/FXwLJQPR6M02iJuCYmJmU4IgMoOV7/7fAQyN0VY75nINB71zTmi3DWDY +/nt+1zckoeOhtfif7gNodHgL62npEtycfN1WymEAs4oH1a8JlGHE7kZlS5sB +VLrEOwPsX7BsU2LDD4MBPBjpM593rxI3d59cS9w3gNlNhz4Txaox4tkb4/PN +/ShWXO3PJFOPpQNSHFli/fhvisKzb6AdnxzbmB29ux/zeObmzyp3oEZUl95z +zn58q3/7QnxgB1YaBr62WevD53JxD2oVOrHmG51btK0PPQM4tE65krAjM4c/ +wqcPj43kBwYOUDCC9b9Sf+c+bPRLP1Qp1YWXbl41f3i/D3U5tFZkHLqwW4gr +zuByH7qej/uX868Lh944iGw93IfODZ+b7+zswRlnpf3eg73Ysr3u/XW+Pszr +4Ki1I/WijnOnoI1RHzocHrtt0dCLuQfUezNf9+EiLTxDvbgX3XpVtDZv6cff +FsuHll73YlZYquH6ZD+yapcq2UIvpvG6jg3rDGJdYkinqXIvanEmjWZdG8SX +f22ddA72IuthMlHIleGTor3FErt68em95dzfaYPIJ+1xdGCmB0dk183fM3wo +zkU4fjG+B9FHm8iVNYRB8kNutqE9WHd/flSyaghXDHwLvAN6cNLJbq23cwgb +3lRLZDv2YM33qC0H14fw0c4zLFt0erBtc9PoFd1h7FekgcCxHswU8Or3vjKM +py++cFE43IMCRaL9p+2GUTC8cdJyLyOee+nq9+Bh/M5n2FA0240Gw2enn7cO +o7zqAiNSN354oWfVO8jYFy6FaYx2deMOFfIcaXYY7d+Scriqu3HZwPP+d44R +3L3H/M2dt92Yr+94IO74CPqq//nh9aqbMR82fdc8P8KY63FMEb7dODaWE/rS +fASrYgYeEu914/SBmAbZhyNoK3jDZK9WNx5p2LIWEz+CHRrMrw+rdKOpJP1G +dtoIalqm1ugc7Ebh8j089vkjuDOBeuQRbzc+kEMd5m8j6InPHQLZu7H7vGJL +d+MIUgekMxIZPnD8N5NiTRrBcpH7exsnu/B35En1F+MjKKnFeXGkvwu3me9f +l5kZwWCr3Jer7QxfHevl8VsawZtJ83/3VXShRuF+gv6mUWwhhqgcK+jC03ek +L1WzjaL6iKK9YVoX6lmRvs1tH0VOCadBz5Au3PklJ9tu7yi6aO/iD/+vC1M2 +npWqEhnF4RvFFzKfdOFXsPtbv28Uzz29HFjF8O1FK9fs19KMOfJ+jUi26UJS +bloxh9woin2P+T1t3oVxHdwJJxhz5uX4MaXNF7owp/vDoJLqKF7b7/Ve/mgX +nv189tFpxlyq0xHpPyXfhdfyH3y7qzWKSrer+Cz2deGhKZr9We1RjA+wPv9w +TxeuZHX/nDg1imzpmwKeb+/CiEbFRi3G3Hv0I6UyYXMXVnwt97h8dhT7J0+u +flqlIO/HbX5yeqN4mn3icMMMBekPX5tX649ivnSA7fAIBd1L3J7uNhhF4dZr +JQe7KFhxs4BZ6gIjX2c11sdNFDwVOCa8xuAVQe5LFV8pKPxjTve14SjerKa9 +Zymh4I33/n8nGNxm+3XRIIeCgx+FczYbjaLmjtgT0ckUtKribB9jXM8sehQy +8paC+rvvDb9g8G5LvSGZIAqOJwgZLjPi+2+WlHfyo2DTnq7I/71/PmPdE10o +eMyc/4AIIz/LC+RGVjsK+rvtd+9n5F+3nCtgeJ2CB7l5N91g1KcaH3A3xpSC +d53KlT8y6k/Rtiod1aMg4Sf+953RHy66GpvsCQq2b35+P0VnFD3ecJs6H2HU +n6hjfvbkKNJU6amVhygoene+uuw44zui/+sSmzgFxTZoCf2CUfzqH6tttJuC +VYqfuteOjaL8wcehsdsoOHEp+H6d2ijGtuoNjzFR0NWXfOamCkMfF8nDcitk +lOq8MFyvwPBPNbmpapiMmveJO9YZfjl/N09wK4WMpvXsr+okR7F8x/N7FxvJ +WCFw4NUNsVEMt1RnnygiY7h/5RATP0O/ldiTHK/IaP84Q2WJ4edP8Y/DjH3J ++F2uWEl9fQTFTuqPxDuT0Wvvg2MGKyP4+80/78PWZJT2EJOcp49gzkHrchNV +MqY1pXtxt47g3jb1rYkyZFSt4qDRf4xggMtOs0lRMkaFaLRGEUfQ6lv1sjsH +Gc3v8tQ9KhhBnqv7Fd8NkTBSjkdLMXQEfZg3+NJIJNRPcrAvDxzBmUxKi2ID +Ceez29wEfUewZuW53ffPJLy72t12+8EIuoVMpdNfkDCjqV1Q/uwIDnz7KKKi +QkJnW4EvvavD+MRoVfuIDAlPr17ibGHsT7uHCHfUxUjI0ta7J3VsGA3+NH/U +5CSh7OLtnN8tw1ipMHNcZ7wTK1gMs41ThzExQfqmaUQntuvlRG49N4zWrsnp +br86MFljhf/90yFc30JvfDLVgU5/n4w+dxnC6DCFn57DHSh3MeKA+d0hbMut +Uvdr6sCqi3qnqw2G8MT4QP2L1A6svRlVW7xnCCWMBGZiTTrQQsvz6p3MQRyT +CVfAz+3YVhf0OtpvAKU9389QM9tx8rNVFMv1AbRr/pTB/a4dMzacnjI7PoAr +DiQxmxftGPBf/MLnDQPIXrRr57Zr7bib8/kmkyf9KK8VvWDG1o4+5tcFS+z7 +0N04ofCXeRv+ffvkkszZHtzhma4iu7EV41Zfyr77ScJnn6VquZZb8JZSEPlS +GwnXZj5cXphqQfvwh8q8+SQcvpr6pJjSgm79sjfeO5AwXyuZeDyvBauPFH6S +mO9EQ+Y4/UtXW9A9qlVtfL4D9/OLNm5wb8YMrnSnwD9tKKMyK/N+oQFrDAaP +VD9vQhtZL6+SvgYUHPYhqpxrwgTJ7W2NNQ1ISdrCOcDZhNy75Jx/xTTg8int +zLawRlxetqvS0W7AmFNl4xeSG5BYMmNMC6tHR3kzQ/b6OjTVmPGUU6nDjtVz +igM6NRii7Nl6QqQOI4QTl6t31GD9IU4JU/Y6FLvv7k7v+Y6aQrI/vPt/4OY6 +wbLfD76j+L/7O9ue/cCHKdVRcvHfcKZy+sMjci0uJcrs5WGuRj/t6ZYSlxo8 +M3SWaeOWKiSenjqvdL0G540tKPJdlbhBj96Uo1eDWuuKrClZlfjEeLIhWawG +LRJOlF+8WIlONmO1rxq+I2nhzzmiHuLtgL5KK5HvGLE3Lvzqx3JMfdkLvezf +8c3vrpsq18pxNLinwmTpG7qJ1+8J316OVlFd5WfrvqE86fdhmn0ZmmV0Fis/ ++oax4Bv1U6UUzzU05rHVVuMJhT/xDv1FGNjSIOefX43/eFUMieFFWNtRn7Me +W42bEq2Wo/SK8GTfj6wFh2oUWGcP76v4jJoz39L69lbjz6k7ovkfPqE8V0Xi +R/uveFJA0ds2pAB5L+YEX95FxPMHl3/yhudivuSL0pObiKhinH1KUSYXDVZv +jR6erULz6pv+stU5GBgveoS9pgo3ae0PKP+VjevUsIFSpypcqPUsk7TJwnEP +d1kBUiUq6Vr+y7qfjn4GpqasxEqMUeURtOZORxFxZd/F7Eo0mPM3pBeloVnt +TGfD00p8IVGg48ychk3c1h4eypXoNfWq2iojFe3Ov3n75QBi2b2VA/17UjBt +UXcqfCMin7LWZ8+GZByO2kyw66rA2ZeXgyY8k9Fk1HlC6HkFDo2qznOOJyG4 +Wqp4U7/gn7K8lrgv75Ar+WDH8Q/l+IHK78skloC6p8f27/Uqx4a5G9v/i4tH +/+l49wUThi4+jcd99sTjiiq3eMqWcnx9q9mleXccDjWsODDblKHTBHt4omQM +5v/6tr1WohS3eviVujyNxKCMJKLmaglSgt6MnOaMxLuWXo8/NZZgArlLOvtt +BEp8P9KT5FSCbZFuClL54RgRnpnqUVuM1c31l5KWQ9HxTMDlxdhinDaZL2l8 +GYrn/97guOtQjNlvth5yFQ9F1ptCjqZ7inEqdDvHKeMQdFN6o6F4rwgtz/m/ +sK8LRhPq/bl0QhFel9loY3Q3GBVjdZNFeIsw7qdkfNK2YJzatJmNk+GLpx+d +teezgtCy3amDup3hk2DXKof5F3jc8crd+IJCzJd7omuz9gyFJNWEeAMK8dpT +B+s9t57h7y7e1hdXCnEg6bTJedJTLNRqVnFlLsSCfyrUfeX+KLnjONPFSwV4 +m8T3lZ7ii0zfhD7VHWT4jC7Vy7HPFwdcft/S2lCAJys1Knw/+ODbwcJG2fR8 +NPLZlmFS4I3sefuj2H5/RP3OxfdbGjxw/Prmc97NH7HLgoluMfcEv+4aWv+V +/BHPetTHMPM/wSde0TdGz33EH8LsTvzObjijv00e4/OQJ3DHVv6bzljHRBtW +fpiHXHIfK0oynPDD5+/hWTp5+E3xCd+FxcdYeWzDsuJQLjKL7ihQCX2E73vG +Xk365yBboLZ70roDdj/hS4hTzMEY74D+5XsOyCmkk3dhOBtPctSNP+x/gE7X +0tpKIBsls3d7O4Xb46kx212Ba5kYtHDtzLbXd9HtWYyUZnomvuu5/kQ01hZz +9jeo/byUiZKjzt5zOXdwl+2hK2afMtDzxPjw47FbSJ2ZTZR+kI4LXzo2Cofd +QIFgkfx+oXR00DyVwN54HQ0OX/ga0piGVO5RGeGt17H4Yf7YmnQacj/bae8W +YYXPVx5J14+l4uzPhpHfzRZYEfX+qFdYKsbI5eXYBl/Bn+qkc4onUpGfOFHA +ZmaOZh6q9jGJ7zEtQODeadbLKM20VnDXPAXlV3PMehouomWy9Ddh9hRMmj1r +199mhCHa5qT24mT0D8rhWRg0xLVn5StH+ZLR3Z6ni8hzAWWlptnmqpPQriht +XUXdAK1/CO5NeZjEOB/MvLJo0sf6rV4aHK3vcMT8I+eRnLO4ITtXv9LrHU6N +3xKKUNRFJf3Bq49k32F4lF7h0PfTGBus5dv7IhF5D0ueOsB3CinSrEGXX8Wj +gF/7ma7zWki4fyevihaHL42hfaMGAdNy69oOnI7DtX4tSfJdTXRVerVrjSkW +dc8SLwyEquOw04ya9bUYpHnkN238cQR1S85fqfsSjX3/Zi18d6riHk3ud9Eu +UVjWcuyMx7gi+no//MpEeouZNYkW1PsKSCd2jNkqvsUsq5HlENbDWK4TKX10 +JgK73zVV76bLoETgyrnksxH4Z6/mxvhX0viy4bL91vRwhiWnnjkYSqHFBYHC +nuth2NxoFNijKYFTC0tqj6tD0Sa5VMfmvhg+iWhGzn2hyOMjcHSxWAQ51NJP +pj0NwbZHGW57tYQwtse3Xmv8DVbIHZ90PrUXZTyvXOg59QYDHXhzdnjvxjIR +FfKjD8G4YSnt8jqdFwvr276dbw3CYYlNa7JGO7CD61mrb8gr3JVNGToXzokL +xmp9n4xeYsM+v+LcLnbkjpmiUnle4N/P6aFEexZUGExY3Et6jjdzVLm+GW3G +C/uMNpyPDMDic/8Zr/lsxAe2Wzh8Tf/DB+Uzxwyn/1YE55bs+sT/DLd69vmr +XlmtyF28J07t9ke/1zFPCGeWKprUROT2xvqhi0aMG1f2fMWMZ7u6voUvHk9T +/i9lw3TFtupnp3yEfLDHQ/nIA+eJClPuRym30Qt3lloWLOcOV0TGdpc1aXmg +LXdpi7tqXwVJUqtdqdoNs8uGzTJMSRU8Hz/Qok+5IK+IM7EitaXC6Cgn08Yf +jzFuZEr+CHttRci3R/y3zj7Ero3CrIE5lRUt53vkGxsfIPOHPzsebPpcIVTo +F2yTeA9NRakhgocyK2JqDVDh/S08rHaDeS4yvmJ3n+DMero1MvORbeU4gyoO +jnSqRViYY1316n/DH5wrJDkeRMreuoB9LaL6WfqmFd4dUh17v2qgguvR0pfm +QhUy2/tsmQ9JwDlDk1v6o20apHnfBK6V00A6MdxKGdLSnDu//6e9owlsZxPo +Yl28o+keeqrurtI1+C/tuqWqj5/muqdrTILcTQhztfU6Vx2u6W2bda9d2ha2 +fxUslHZP0dxkMqDBImkPjR3JwoaEj5pfRZ7/F8flCALv7wpYjZRq+keIPVAN +egQXsVZIsvar5imOctPWrc7QMnXhFgulXpPF11jr7nNX+DCpJvmN1qZZuzxz +gJnlCSTzaGjpr1E0A+8HcCf4e0Ihd3vNkT2DmqnzwR4CPt5w5d+1F3aXRzWf +ZfU5TKIPuIhKc73SmdS8dUva5vO6LxR4J/uemp/RPC3mbOan4Q9PhY9qxn38 +qSnV91Xf4MlTmCQqLa1d/KXJ9pbrhGDZM7hVpuu6entNk2ZooUpb/Q86X9nf +b1hY16zblnGw6MhzeGU0+7vp70bIrP0l7O8cCAUprWY6XzfDS78TPBc+v4CL +y6Jks0YWuKcZzCq09BJcOX+IcwlvBb3V3j80xSDYd7FZ4E4ZJ8gWHpgvcnwN +jpGF1z4a7oAA1TJHomkwkKrZI9fsd8JK2NCU1EowVJ68Vc9WxAu3f7Lceh35 +Bi5qpoqYHNgNlPOyQ0sqIcB7Nxsu1u6BEnb3TuLjUFhg2raF74wIJB7ibc8V +C4Pk/d4hcZvE4JlBbktscxj01c29HO4Rh4sRI/VOByLAspJSoza5H46WePy4 +ToqAmhO9gtwi0iDWu6vGwC8SMnYIsim5yMCc6DmidN9baB9eiBuvkQey9jju +CoyCnznKBz2lFKDilveXzarRkDdJuOgYowgvsguL+4NjoHdR3UKoVAUcW/Q/ +12vEgmumHTXD5giYLlALimmxkLB84obGfnWQVBPMDdGOBw9+gv3OcQ3guFKU +5TUfD9+vXTaQGANY8LyQcS8+Af7pKQzT/hDg2jDRUPxJIoR8cb7dqXACOhZe +t0a1JULr+esSdZbaoMNsYcB14B1A5HVW44iTICu1rPe38x0ULnr/npY6DUlq +1Q0PZZKgcRiUzf3PAO/ZN2dpvknQRUmnC0zpwp/7B8+Q5ZLBQv8w1WRID34U +XNX++DwF4vVDNjQqGsKxbzJf9w+mgNKN9xkXeI0gj7SqFa/yHgrPHLAr+GsE +Eauh8GLkPWyMvLvr+ogx3IBa9ZsaH+Chg5140WYzoBiEl/SEfoCO5d1PbIXN +4ay19RFD2gco0+jUjNe6AgpP/yhDZBpIJ+f9a4+1hH918of559PB2SgHj1Os +wLH3b+5rnQxQZTri+t7fGsan62S3xGcAH8fMQW7l69DAdVNmQTcT+LYVbJRJ +ugHRJlH7G1OywPgG8/ZzObdAeXijkI9pLrx3DDt5INwOZEsvzcun50KZwYbU +0sf2IBmSXT24mgtywzdbBQ89gK3vspQT9fKgzOzbv+BdDvDHwLT330weWJKG +RwI2P4S+vNwDeDgfrijfcO0lOEN3rNnOXWb5sF+jnF7f6gykAOa/dr75cG7D +7s+UGy7QdM28Rag9HyTtRrcYvnGFCi4WZ89HBdC4fqDz16YnkPDAslqjqBCy +eEyvf0nzhtgrbDnhA4XA5eL06RmTD7w9XRg5zfIJ7sR4Xbxr4QPBIux340w/ +wa932fUBfL7g3fJpx9/VT1B5LSNQPMIPrOS3XS0/VgSPS940Hq1/BuJzZavq +xBI4me/CQeEMgieNJ/wXp0vgN7mBxygyCEgZ9Zw5/KXwZL8ZiIu+hsCbPeKi +DqVQNx/PZSUQDHPda3osImVgkv9JYfXoG6j4ppbU7lEO/+6YlA5Hh4JZTJHu +PTWECmEPc4fOt1DoAp37biKEX7lu4ysbBZwmNVcHghFaVbNVFAOioIqL/MiQ +itBf397moBENPCfcz8eerYTv5t6DF3JjwL042tV3rRJ+NPrNsObFw5nkrkZ9 +UyI4H2d79fd1Esw9zbH5dp8IeRURnR3VSfD2tt+/o35E+FcQszq1mgTUQ4cO +H8ghwoMwntm+G8kQUOwdtmnzVzA1/O9voUYK1DbuNy/O/QrByy5Pv6+9B52V +x1RRlm9grfdw5kN8OpzU49609KkG/u576+L4KQ9eXyV7yxc1gJtVveoX82J4 +NnUMxhsaoH6Por3Pk2LwdE36GzPcAMQEPX61uGKwC73vxsLZCKKDPUve/cWg +X7PpUf+NRoiw3SNoc60EOOXkb73kbgJq0Qc9EatSCFoP0KPeb4ZjdP/X4kbl +8OzFzNZ4v2ag+di7PHIoB8/dF+uMoprBzuzoiYzX5WCnIKzDOMyA2rkv2cT6 +cthfYCZSv60FviwekYw+/gVYJub4k260gCartLundAXU6AtuM+BuhYNHbkav +DSDwyA7xOQq0go51/0v9FYRr296LhEm2guoQ4SiwVsJavYwSRb0VXI9IXz8i +UgkyZ46ZX7veCpH9IkTd85UQfMI8/UFhK5CjDxFr0yuhV0y4IKSiFc6kv/D7 +UlgJB5hGygtrW2E14olbHFYCsdK2ZaW3FYYVvMyFOithScNt2Zu5DTY41xwW +/lcJZkeiTr4xaYPnItZdy/pVkLrL4nzBtTbolng78MK0ChZ+iVzutG0D6WNs +j1itq+Dlp7R7/F5twOQXl1T6qApQoTj03Yc2sB+biVl/WwUSh8hDH1faoMA/ +N3OotwoecMTQ25naYS9HRTB9tAq+0C2Xljja4ewki2/PVBWYZIyzqou2Qw/F +b+benyoI2P9LjnimHWK7zn25sIcI06K8nm3RjPtBQI3pAhGOuL9zqEpph+tM +yVZHLxHBt+PQzbycduDU2mt+2YIIfP+dOhdEbIeCc5zqJ+4QQXPKeY8urR0O +mFoy1XsRIeDkZk61xXbY8Cx06/6nRGiLD94otd4OonGtvTaBRLC5kE5l5u4A +/iEXkzdhRHj9uftzlVoHCOsGSgd9IEL39lsZeSc6GPtg06/NWUSQuLMQl6DX +AaG5KkGWeUQo3svx1MOqA5K25ySXFBOB6fFbl3t3OyCqr2e0tJwI55ok7pk/ +7oC8ojvO8ZVEGPTWMFJ73gGLD/j4OWqJIN3945RUaAdsfTg7FV5PhEeKJuq7 +4jpA0zAuZmMzEVjH7USX8jrguaMMr2cnEQzhN89oaQfYPbmXGkQhQuzb/1jb +qztAm7G1efcQ4fDZxNk8Sgewi6aZsA4R4UmKzEjCcAeYpZ3pixshwve/xaSg +qQ5IuR9hzjNOBLO81i/3NnSC5npiazKNCClslh/N2Tsha1U4tHyKCDPWtBRd +nk54yd048GmG0X/eTS+lpDqhyCci78xPIjTYvfbapdAJDWcObxhdYOhRu/fh +lmOdwBO07GC5RIRromk2Syc74U+08lTxLyJkuCmZjZ7vhGNvHxgvLBNhsb1S +r/1yJ+RV24RtW2Xod0hPi3i9E2I/bg9mWWPo96xL6eP9TnDziJUbYnD7wE2p +ROdO0OB0MYv+TQQhtZ97X/t0wvazOisKf4hwO8Rzu+eLTog0npzLYHA+nX3T +/fBOSCU6yzD9JcIf7chf5gmd4NR2KvQIg0/Fi9N00zvhdNrYNn0GBy/n9qkV +dEKcj9DT4wzuNjjWKvWlE5qnfg3xMlgio7Z6V00nyP3L3VbLiG+3ybh4S2sn +JAV+nzdlcPGVocylbkb/DBecaxn5MX2+nzA62gl/CQcD+Rh8bvtaSPtMJ9hH +JXCfYNQTcfvZM+JKJwQeqvitx6h/sIrb7SMTCdxfH5ZXXWH4Y2/C/UQOEjhp +D0WvM/r3+NFBq9d8JMj+NS+ZwugvH/tsuYkoCb77OjYxLzLen5C/W0iGBB+l +PayBoY+ZstOjMRUS7Nlp/cNgjlF/nVpLlhYJODRrJtUYesZf+3vw0TkS9LWm +ZazRiQC/Kv87eokER65eXgiZZOgtehrq7pGg1ky87Mwoo/6irTFvnElAuxXG +fpvhr2/nmn+Z+pLARMHf16Kf4VcXk5yJSBI8cDcMbiQz9N62hz03iQSedqdW +dTqIcDa576ZTNgm8no3KR7UQIajphiDzVxKc0Nv9GRnrQf6GlGtDIwnuKD3v +CqsmQusqvSOUQgKJA+bOBMb64dn38KXYDAl6DD627ikiwudSFerkCgkW/vbZ +nMknwiWDtRMfN5EhQfDLfv1sIkS7+/wGfjIk7vo+1JVEhGM7Tl5ikSADofTe +52txROhLZS1okiVDyQ+8/yWSCCJtr20ttMlgccUAVl4QIVUqvsvNngwxdId4 +B0cinK6wUj7uRgb3Yxc/v79LhEmjfW/YnpIh691m+dwbRJDxyjr9NpoMzIYa +24+bMPzXWVr06RsZHM48WL+pSoSLdz13erSQYehCbPIJOSIsbThur91DhitX +pgm/JBn7ncwPyfY5MmwcEFbp5iVChS85fG4vBbL1Tfpj5qvg2u6Y+SJJCjgf +TOMVoVbBxhxLPa/DFFBb+v3Tpb8KtLvGNnPqUKAkJMkjra4K6uQWHx50pIDS +h6jVv4lVQO7lMrSppcByS9zvJyerQPfFTcqjNgq8t+7dsle9CsrVSi39eikQ +p/Jic6hsFSRGXL+bOEeBts+zTVy7quC2wWf/7t1dUHe34/GJccb8+mpepH+n +CyRPVGb5e1TCPcc8DYuHXXD07n7PKvtK6Bdhrr7r0QUuaryMz0vGfPLIaQl4 +0wUhZhGZoScr4YXqRhqxpAvy7KvMj2+tBIHMVAFV9m6YbzLLZhZGCLr8O+kk +Tzf8qcg5VLVeARtYDQ5cFOoG1bnjkof7K2D0xqqyg0I3CG/jKpGNrYBsoXPn +M826QWvtxc4kngrQDJn3Ec7shoXglhmX5XK45npsguVcD6QbapR4PS0F6Ru1 +nTMmPeCexfPbzrQUFvQvVnda9YBBg1U368FSeCZx712ycw98movh02gugazm +GHNI7oE80FDO2lkCq/t+Nzut9UBMF5Gt8WURhLSVFI+l9QJLElOyt1YhXPly +8kNDQS9Icnv8FGUvhH1preEFFb3wwCDW9VFbARR7TDr6dPSCdoKnoqx1AfRL +8R8S3NAHIU9H4n975IO0l8u7i5f6wJWZNKf+IQ++HlQN/MrcD+nPf0+m+6eD +pdzF5Pnt/fBbE4njW9NhRcGhXHhPP4h52BRmhKSBjHrmjLtsP8i5Du+ui/8A +YaeFjZQu9cPxzvpop4/vweYmi8D7tH644pajx1L1DlgTyNnPzg4A/f6ElOee +UJBkK6emnB4EI93Hb1KYglGw/O5J5oAhOEWwC4hq+4wb1pjSHYeHoTGq+ZT2 +1u+4fOGL5bd9o3Cbr/Gv8/1m9O3K7dM8OAqWJ/JUE0KbkdMq6Uqx/Cj0/E41 +yixpRskH/5llHh0FpVHj18VMLXgx6ILJmwuM5zk+V3XqtWBe3ZiehccoPD58 +jNNgqAXvnODUWOoYhfhvhctmf1pxsW5DuV33KJAe7Hjrvq0NvQ0X1KkDo5A7 +c/NpoFAbvrWiHOmhjYKaRXatI6ENv3slKVVtGAMlmQC/O35tKFauIvNKZgyK +ed7mdzC3Y4/S1b37/MfAOWdoV/PvdrRZVd7+9PkYrG9/QFNj78C5LxybxoLG +YFy2iyd4dwdu1imlpUSNQXNNPcu6UgfKXuYtlcgdg0MnJgL77nWgt0e9qUT3 +GHCnz4SEUTqQ/XjSOf+BMXi3fak2bawDw7e4EkZHx8D7wi1M/dmBGa8lpVJm +x8BEc9/Lqxyd2P7OZ1mceRxKhN2ZiJqdKPldNUJcfhx8a9UrlBM6MS+QM9BP +eRwe0v+QujM6Uf38mMeI+jicW2RWv/25E89TQm4mnxyHXVWyz442dqILbVpJ +3HwcOh8GtVatdmI9Z0q72LNxsPFk81XXJ6FJu1uN74txMDt5U8LMlISDkRfK +hoPHIVwgveKaNQkXRf4lJcWMQ4bw/RdiTiQUUjRzFPs4Dq2kYSunWBI+uMS1 +Q6x3HJpbDKz0R0lonSYXvW9oHL7J7fp6fIqExqv64gfGx2Ew1sBUZJGE6jGv +lOXnxoG9ynk0YhMZmQfYzTQ3T0DZtvK/9qJkjLZhTjaTmQCyXved76ZkfFkk +IWN5eAKCJMnxOlfJ6MWq/clKZQIKy2IVPt4k440M35rbhAnQzI88qeFIRrmZ +f3SnixMgHFX/QzWQjNWP15RCn0xAeqOVatYnMn7+zl8R4TMBt+8JDWSXkjF9 +l5pO9LMJWKJel49EMgaVOF9+FzwBlarxqSI/yHj576JHbsoECNZ41m3rIeM5 +fR6WgvQJMLbUTz07QEbNBMXgzzkT0BYk3PdghIwSWo5JX4onIHNsTsWBTsYZ +/9nv9Q0TUFeXkXh6jYxDnZwGza0T4LDxr2nlXzJ2SMp2tZEmYG/9+j7hjRQs +qb1H7xqcgHBJi743LBTM4n/5qG9sAnwm84ves1Mw3jbz7yBtAkY/ZzxL3EZB +fw7aduriBPglDo3o7qSgkwVbFH11Ap6OSVxf46XgnRwpsdn1CZCL5i4J3k1B +fYNbSr9YqeC+36bBQZCCWu+efVndRgV58173cmEKKv18f+ovNxXKvguOT4tS +kD9s1HSzIBU4ucNbNktS8IifMN8jMSokChSycEtR0MTRrH1kPxXE2TfbbpSm +4COr8GCjQ1RYeoGzbQcpGGLQovdVgQrtfAZvnh2iYB5s3ap4hAq7Z/R0BOQo +2Cx7qjZJgwoJst7sYfIUnBH0ecp9ggrWXb3t04cpyLGt/LjvaSpk9AXEHlCk +oPSfX//m9aiwU5xioaNEwdP0w1+sjKggHKq3Q0eZgjbd99xaTangKBaTJ6VC +wac/PqhqWVJhoOud8hSDU4qHF/OuU+Fnv0P0G1UKEj8I5ovcoYLJE92u3Uco +OBhhah9sR4UvB6KnfBi8/jRUZsMjKoSHrjc1MFjgcdOkvSsVLidpu68y+OgN +tg8DnlSI9rk9xaJGQTMj7Rvn/akQnxouuMK47nLcSxSfU6GLJMlex+CIw6X9 +sq+p0H8oNduDwYUiSzHxYVQQFG/ctJPBbdvlL3NGU0HvtT9rICO/+XVbPs8E +Krh+HC0aZuTPNfO+fTqFCqiozCnIYNm+wWCLDIZectMsaoz6zzXs1W/MpUKS +QsE7FUZ/bMtMtmp8osIWLQsKL6N/ARlvarNKqaDbPZdGYvT3Q1TDU4FKKvz4 +ncTlyuj/qPPxDX/qGP01koixZujFdMvjy90WKixznS1JZ+gpYlLs1tNJhZN3 +4WbbAQpaKMkulQ5SYX+37tXafRR8In4nX3qcChxlyhnh4hSM5k6xj6ZT4XZb ++BNthp9Ic/w0119UiFK/XXBKgIKLAxc/TP6mwnS+NF80PwV3Nr++cXnjJCTl +Mv1t4qOgQTbzwBGOSWhzjDfu46Lgjzvz7cuikxAtHqX4chMFqaYyb27tn4S4 +yabP9H9k3HL6lj5ZZhIa2LQrZf6Q8bhkX+1n1Un4/OQ/W6NFMpYP1355rDcJ +kTt36Cgy1mt36yb3McNJ4FEI3ZfQT8aVSs0jxqaTsMXD/O1UFxmVEwrzla4z +4qWfPCnTQsYc88QPCy6T8GryPy4oI6MSWXxti+cknJ8uaOT7TMYyww/n9vhN +guBxK8GOPDLWnsmZJ7yahP3XX/j8e0/GEdXyo0HvJqGz/W8V/2sy7uahNEvV +TcLpMMCrV8gY/9pc7FjzJHBRxT1CjMm4b+vAo/MdkzAu38WdqU9GBaZxfqf+ +SbhWNNzzikBGvbmF619/MvIRv/zfHnEy+jZsX7HYS4Pj0SJNxiMkZD0dqusg +QgNhYyqN2k3C11/54vz30YCNvOO0dRsJY0sFj2fK0WAs+sEwSxUJi9IOvlw5 +QYPBg8rOwnEknPLXEQm9R4P408rB/xmQ8JKG1+naLzRYvnLhp0dKJ/YujW8n +EmlQHTPNuy+qE61z9MllNTSwuy2aWviqE+8JC9nkttLgyiKovXLqRN+NX/wi +xmhA63K/u0+nE3O+rVXc2EYHDq4W2z8jjPmq76S80YIOMq73D8dzdGDglv4/ +a1Z0oPpNdduut+N2PFm9aEMHkoBPsOhcO+6R5zWiPqBDcuZFc732dpTjLnzQ +7E8HuRMhvIlv29GMNJ8Zl0UH4ViH9yDcjh8t74up/6HDvv/Or1AE2tD605xg +4sYpcLp8QSSSvQ15OB7xb2GZgjkXx36NlVZ0KnHjatsxBX0/6lxPtreiOk/A ++p39U0DoMPgCAa1I/JHUHWU4BS9H6+4sTbdghxIlZDVtCr48ZlPYb9iMK+wn +NpUYT4O+i5D2SM0P5J7hDCOaTYN7xtFdV2N/4MHWbomGq9Og1Uzv+fLgB1pG +Op4auDMNf1jy/0nw/8Cv4knPmT2nob3wiEjC7VoMOraRyzB1GriMlfLsmGpw +nx0K0H9NA962YB8Sq0bD1qMqgm9nGOvt8Y0TJ8uR/ejWqvK4GRgzplo6ksuw +KqX77JXkGSAfYmd1u1OG8i6uVjE5M2B1ZL6T91UpcgoXveT/NgNSbLUuwW3F ++OOewgjvzxkor6zQ3HvpExJYDwRznpuFI1M25z6FZ+GKw8qenAuzYFQ+XPEu +PxNze2re612aBaddEgdvNWegUK5N2UvrWRDVV1ryYU3HP8Yp4+yuszAXUfR4 +j+t7LEoW1mBJnYUDku3/DaXHot222ZrUzFn46XdKnmUwGiWdKwxPfZyFqq1m +7Cx8URima3H7afksXJK+fzvBJxwd56NDN7XPgqp2XvXPnJcobW4rlEyZhSyn +W2Z2/M9xqFot/Xj/LPzZcTD9u99TNHhLqfCZnAXFoNgjJ/KeICtT2hnR2VkI +u7cv84r/Y8S7zh2Vi7MQePnR99y8e+jUeerqtbVZyOjZ3/477wr+//8fGed4 +3kztBfeK/wNcDgo8 + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, + "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{False, False}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + AxesStyle->Large, + DisplayFunction->Identity, + Frame->{{True, True}, {True, True}}, + FrameLabel->{{ + FormBox[ + TagBox["\"f(x)\"", HoldForm], TraditionalForm], None}, { + FormBox[ + TagBox["\"x\"", HoldForm], TraditionalForm], None}}, + FrameStyle->Large, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{Automatic, Automatic}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + ImagePadding->All, + ImageSize->Large, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.025], + Scaled[0.025]}, { + Scaled[0.025], + Scaled[0.025]}}, + Ticks->{Automatic, Automatic}]], "Output", + CellLabel->"Out[2]=", + CellID->1553981165,ExpressionUUID->"7efae748-0413-4f44-b6c2-143f96688df1"] +}, Open ]], + +Cell["Calculate the Chebyshev coefficients.", "ExampleText", + CellID->1125515293,ExpressionUUID->"c9e1439d-1d3d-42ca-b4f9-8dd7362005cb"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"ChebyshevCoefficients", "[", + RowBox[{"f", ",", "2"}], "]"}], "//", "Simplify"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->2107496239,ExpressionUUID->"ddf05184-2712-4587-9c2c-2dfa5898c3d6"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"3.062759054857176`", ",", + RowBox[{"-", "5.64768083681407`"}], ",", "3.062759054857175`"}], + "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->652329967,ExpressionUUID->"7158eb78-5346-41d3-9c8c-01823add6d01"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"cc", "=", + RowBox[{ + RowBox[{"ChebyshevCoefficients", "[", + RowBox[{"f", ",", "7"}], "]"}], "//", "N"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->1713910240,ExpressionUUID->"d98e515c-3602-4a57-9e24-96fb2ce38442"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"1.5486812738439206`", ",", + RowBox[{"-", "2.808641684641369`"}], ",", "1.3769706370605979`", ",", + "0.1874141937221444`", ",", + RowBox[{"-", "1.3641124919024084`"}], ",", "2.0687364333043425`", ",", + RowBox[{"-", "1.6855946487513542`"}], ",", "0.9709515038561375`"}], + "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->858481312,ExpressionUUID->"a6ba7af5-cd6d-4c88-bd08-3ad399cb5f29"] +}, Open ]], + +Cell["\<\ +With the above coefficients, construct an approximate polynomial.\ +\>", "ExampleText", + CellID->986330755,ExpressionUUID->"a9ba06a1-2fa6-41cf-beae-45aad319c816"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"g", "=", + RowBox[{"ChebyshevSeries", "[", "cc", "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->97760346,ExpressionUUID->"f44c18b7-428c-4c89-9229-0a69257dd0cc"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["ChebyshevSeries", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["7", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["7", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Coefficients: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1.5486812738439206`", ",", + RowBox[{"-", "2.808641684641369`"}], ",", + "1.3769706370605979`", ",", "0.1874141937221444`", ",", + RowBox[{"-", "1.3641124919024084`"}], ",", + "2.0687364333043425`", ",", + RowBox[{"-", "1.6855946487513542`"}], ",", + "0.9709515038561375`"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`ChebyshevSeries[{1.5486812738439206`, -2.808641684641369, + 1.3769706370605979`, 0.1874141937221444, -1.3641124919024084`, + 2.0687364333043425`, -1.6855946487513542`, 0.9709515038561375}, 0], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[5]=", + CellID->1545112933,ExpressionUUID->"30f5aced-3868-4738-9007-7af6ce75e182"] +}, Open ]], + +Cell["\<\ +Compare the approximate polynomial with the original function.\ +\>", "ExampleText", + CellID->436466161,ExpressionUUID->"66053806-6169-4f95-95bd-f08a3445a7b7"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"f", "[", "x", "]"}], ",", + RowBox[{"g", "[", "x", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"PlotLegends", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->1462330341,ExpressionUUID->"22764333-aa9c-4541-a7a6-4b363a18396a"], + +Cell[BoxData[ + GraphicsBox[ + TagBox[RasterBox[CompressedData[" +1:eJzs3flXVfmd//te994f7ro/3X/hrpWqVFU6SaXTSTo9JN2VdCed/nZ1Okln +7rJGUBzQci61LFBEERnEgUEcQFScEAFBFCdURMUZcECRGZnn8ZzTd5uT78dT +CMhWOJ+99/v5WK6sbtyc896f81rx88o5Z+//78PgXwT8H3/xF38x//82/uMX +Hyz+p08//WDpL/9f4//5rznzZwTO+eTjf52z4JPATz79mw//T+OH/4/xH4// +r7/4i6f/9/8AAAAAAAAAAAAAAGBGAAAAAABMjO76Aoeb3IxZLbFWm8eLqSaO +qSbCavN4MdXEMdXEWW0qq83jxVQTx1QTZ7WprDaPl4SprHmOcBJnJ9Zq83gx +1cQx1URYbR4vppo4ppo4q01ltXm8mGrimGrirDaV1ebxkjCVNc8RTuLsxFpt +Hi+mmjimmgirzePFVBPHVBNntamsNo8XU00cU02c1aay2jxeEqay5jnCSZyd +WKvN48VUE8dUE2G1ebyYauKYauKsNpXV5vFiqoljqomz2lRWm8dLwlTWPEc4 +CYkFzCLnkICcQwJyDgnY7cNeSCxgFjmHBOQcEpBzSMBuH/ZCYgGzyDkkIOeQ +gJxDAnb7sBcSC5hFziEBOYcE5BwSsNuHvZAxwKyrV6/qHgGYcuQcEpBzwCy6 +A6YaGQPMYj8DCcg5JCDngFl0B0w1MgaYxX4GEpBzSEDOAbPoDphqZAwwi/0M +JCDnkICcA2bRHTDVyBhgFvsZSEDOIQE5B8yiO2CqkTHALPYzkICcQwJyDphF +d8BUI2OAWexnIAE5hwTkHDCL7oCpRsZG5fF4+usutl4MrUn7flXy61U7vlaT ++tetF1e5+lp0jwb92M9AAnIOCcg5YBbdAVONjD2vr+Zc/aF/rdr2lVH+bH+z +9fzntFTh2M9AAnIOCcg5YBbdAVONjPnyuAZbz68YvZn6/KlJ/eveynzdw0Ib +9jOQgJxDAnIOmEV3wFQjY4p7qKcx5w8vLKfqT/vVGN0jQw/2M5CAnEMCcg6Y +RXfAVCNjXp7hgcbs3325gb7WfGpuT2V+f/2l7vsZLedX1O77xxEVtfViiO7B +oQH7GUhAziEBOQfMojtgqpExr+aC2b7Fsy79nYGmWyOO8biH265vrdr+pu+R +bUWrtQwMjdjPQAJyDgnIOWAW3QFTjYwZOm8m+VbOhsxfugbafQ8ofdSckHFj +XkzBeyE5y8I3lSV80/f4zts7NA0OPdjPQAJyDgnIOWAW3QFTjYwNNt+pSn5D +lc36Q//qHuhUf/u4oTM0+YJRS33/zA9LLk341rOKmvx6f/0ljacAP2M/AwnI +OSQg54BZdAdMNeEZ87iH6g/927ML86Z8e7irRv3t8UuVH6w6NqKcev8sDEu6 +l/g19YuPd33H1ftE44nAn9jPQAJyDgnIOWCW8O4APxCesc6bib6f1FV3jfF4 +PLvzSp+vpdNCc1RjDV0bWZn0mvrd8n2/MX5L7+nAP9jPQAJyDgnIOWCW8O4A +P5CcMVdvU/XOb6iC2XJmgfqr58tp1N4rpY9ahl1u428bW3sSMm58vCZ3e9SX +rqp0KSdW39nAf9jPQAJyDgnIOWCW5O4A/5Ccsdbzn/t+stfV3+r9ed6lR77N +NHDt8avlDc//utFVDxaUnd78U/Ug9xK/dq6If+mcj/0MJCDnkICcA2ZJ7g7w +jwAfumfxq+HOKt/LInWVpnp/fvdx6/uhz75zOivyRHVj5ziPc+PGjfuJf6ke +Jy/uP29VNPnlDKAN+xlIQM4hATkHJiLgy3SPA4cTm7GWMwt973bqcQ8bP+zp +HwqOKlDlNCD8eNW45dTr3tl430/5RkRFNbX3Tv0ZQBv2M5CAnEMCcg6YJbY7 +wG9kZmy4q6Yq+auqUfY8OOL9eULGDd9P9t64P6FL8no8nor0/1CPdnXr34Zs +O+P9piocif0MJCDnkICcA2bJ7A7wJ5kZa70Y8uzN0wP/4vE87ZJ3Hjb7ltP0 +E+UTf8DBltLH255dy3dT5JL0kyZ+HfbCfgYSkHNIQM4Bs2R2B/iTwIy5B7t8 +L9vbff/w0x+6PUu3nFXl9LOt58y+AdpauEw9ZmnC25+sOlxR2z41ZwDN2M9A +AnIOCcg5YJbA7gA/E5ixzts7VJGs3fN3HveQ8cOTVx77vnn6EtXS1ddc5VN7 +d0TNMkquy82nfB2I/QwkIOeQgJwDZgnsDvAzaRnzeDx1+3+sWmTHtU3GDwcG +h2euP6HKadKRmy/34O0lseqR7yZ+/ZPQQ8cuPpzU8WEJ7GcgATmHBOQcMEta +d4D/SctYf+2FZ9fa3f6mq6/F+OHRwgeqnH6yJq+9q//lHtw91FOT+tfq8ZOj +go1Ha3vZR4NlsZ+BBOQcEpBzwCxp3QH+Jy1jzQVzVH9sPv3p//zpzdMZEfmq +nx48de9VHr/j+mb1+OUJ3/g49HBCxo1Jmh1WwX4GEpBzSEDOAbOkdQf4n6iM +uQc6qra/pfpjf32x8cPjlypVOZ2+9nhv/9ArPcVgV3XKt9RTJG6YZzzs4/qO +SToDWAL7GUhAziEBOQfMEtUdoIWojHWVpT27rUz6O8ZPXG73vJgCnzdP7776 +s/h+C7U04e2PQjPW7y5+9YeFdbCfgQTkHBKQc8AsUd0BWojKWGPWb0dcGano +dp0qpx+F5Xb2DLz6s7gHOqp3va2eaHPkYuPB71W1vvojwyLYz0ACcg4JyDlg +lqjuAC3kZGy4u/7ZlZG2fWW4q9r4YUjyBdVPd2bfnqznar8SqZ7oevz3poVk +he0smqwHh3bsZyABOYcE5BwwS053gC5yMtZ5M0F1xoajvzJ+8ri+w/eep/XN +3ZP1XE/vherzRdfwdWuMx79f3TZZjw+92M9AAnIOCcg5YJac7gBd5GSsPuNd +VRi7SlOMn+zMua3KacRkf0W05dxS9XRnNv/EeIoNey5P7lNAF/YzkICcQwJy +DpglpztAFyEZG+6s8vlw72uuvuZhl3vGume3lbla3jC5zzjYes/348QLwxKN +Z6lq7JzcZ4EW7GcgATmHBOQcMEtId4BGQjLWeTNJVcXG7N8bPykurVflNCgi +36irk/6kjTl/UE96KPaPxhNtOXht0p8F/sd+BhKQc0hAzgGzhHQHaCQkYw1H +f/3sw713dhk/2bDniuqnqbl3puJJeyvz1ZM+SHzzk9CD00JznrT1TsVzwZ/Y +z0ACcg4JyDlglpDuAI0kZMzV31q17bVnV+7tqe/oHng/9Jjqp4/rO6bieT1u +V+2+H6jn3RS55OlVgnMm7SrB0IX9DCQg55CAnANmSegO0EtCxrrvH1IlsT7j +XeMnuRcfqnL62dZzU/fUHdc2qacu3voD4+k+XpPX0z80dc8IP2A/AwnIOSQg +54BZEroD9JKQsaaTs1RJbL8aY/xkWfw51U+Nrjp1Tz3c01iV/Lp69s/WbDae +8dhUPiP8gP0MJCDnkICcA2ZJ6A7Qy/EZ87gGq3d9UzXEgaZb9c3dqpy+H3qs +o3tgSgdoyg9Uz3449g/Gk86PPeXxeKb0STGl2M9AAnIOCcg5YJbjuwO0c3zG ++usuqnpYk/Z9oxgeOXv/2W1PUyf5tqfP66s+7XOVpLc+CT1kPO+N+0+m+nkx +ddjPQAJyDgnIOWCW47sDtHN8xtqK16p62HJuifGTz7Y++3Dv6ZKqqR7A43HX +7v0HNUNc5FLjeaP2Xpnq58XUYT8DCcg5JCDngFmO7w7QzvEZqz/0M9UNex8d +a2j50od7u3oH/TBDx7WNaobCzT82nnpaSE5LR58fnhpTgf0MJCDnkICcA2Y5 +vjtAO2dnzNXbpIphVfLr7oHOrPMVqp+uTbnknzGGu2qfjbHtK3NWpxjPnnHm +vn+eHZOO/QwkIOeQgJwDZjm7O8AKnJ2xngcZqhU2ZP7K+EnItguqn5688thv +kzRm/VZNkhwVbDz7pzFcJcmu2M9AAnIOCcg5YJazuwOswNkZazm31OfOMlEd +3QOqnBp/2rr6/TZJV/keNcmVrX/nHeDOw2a/DYBJxH4GEpBzSEDOAbOc3R1g +BQE+dM8y+erS31GtsL/u4tlr1aqcrkw6789JXAPtVclvqGEWr0kwZthy8Jo/ +Z8BkYT8DCcg5JCDnwEQEfJnuceBwDs7YcE/9s299bn/TPdy/cX+J6qdHzvr7 +659N+QFqnrToT4wZPlqd29M35Ocx8OrYz0ACcg4JyDlgloO7AyzCwRnz/fJp +Y9Zvh13ugPDjqp8+quvw9zwPc9Q8txP+alpIljHGicuVfh4Dr479DCQg55CA +nANmObg7wCIcnLEvf/k0uqyyRZXTWZEn/H9tIvdwf/Wub6qRVoZHG5N8nljo +5zHw6tjPQAJyDgnIOWCWg7sDLMLBGRvx5dN9J8pVP008ckPLSC1nFqqRDsf+ +wTtMbVOXlmHw0tjPQAJyDgnIOWCWg7sDLMKpGXv+y6fLtp5T/bS4tF7LVH21 +hWqqe4l/+WHIEWOY/SfvahkGL439DCQg55CAnANmObU7wDqcmrERXz5t97mz +zLTQHF1XJfK4XTVpf6MGW7suzJhnXkwBN0K1F/YzkICcQwJyDpjl1O4A63Bq +xkZ8+fT8zVrVT0O2XdA4WFvRajVYbtwvvCPdq2rVOBLMYj8DCcg5JCDngFlO +7Q6wDqdmbMSXTxMybqh+evDUPY2DDTTdUoM9TPpqQOgBY6SdObc1jgSz2M9A +AnIOCcg5YJZTuwOsw5EZc/W1PPvyafIb7uH+4KiTqp/efaz5zcq6/T9W48Wu +X26MFBSR73K79U6FiWM/AwnIOSQg54BZjuwOsBRHZqz38QlVABuO/GdDS7cq +px+vyRt2aW6CHdc2qvFOb/6pd7BbD5r0ToWJYz8DCcg5JCDngFmO7A6wFEdm +rK14nSqAbUWrCq5WqX4akVqse7r/Gep8rMarTHptxqp9xmBJmTd1z4WJYj8D +Ccg5JCDngFmO7A6wFEdmrDHrN6oA9jzM2XTgmuqnWYUVuqd7qj7jXTXhxvWf +GYPNWMdHfG2D/QwkIOeQgJwDZjmyO8BSnJcxj3uoasdbqv0N99TPijyh+mlF +TbvuAZ/quLFVTXhq08/4iK+9sJ+BBOQcEpBzwCzndQdYjfMyNtB0U1W/2r1/ +X9f07MunAeF5brcl7jQ61PFIDfko6fXA0P18xNdG2M9AAnIOCcg5YJbzugOs +xnkZ6ypNUdWv6eQs3y+fRqZd1j3dM/WHfqbmjF7/OR/xtRH2M5CAnEMCcg6Y +5bzuAKtxXsaaT3+qel/nrW1bDvp8+fS8Jb586tVeEqvmPB73H3zE10bYz0AC +cg4JyDlglvO6A6zGeRmr2/8j1fv6G64ERxWofvqguk33dM8MtpSpOSuS3vg4 +9LAx4TY+4msH7GcgATmHBOQcMMt53QFW47CMuQc6VOmrSv7qk+YWVU4/CsvV +fufTEerS31HTrlsXZgw5c/0Jt8cS35DFONjPQAJyDgnIOWCWw7oDLMhhGeur +LVSNr/7w/zp/s1b10zU7i3RPN1LbpTVq2syNv7Xgm7wYFfsZSEDOIQE5B8xy +WHeABTksY773bWk5t3Rnzm3VTw+euqt7upH6Gy6rae8mfv39kKPGnOknynXP +hRdgPwMJyDkkIOeAWQ7rDrAgh2Ws6eRM1fi6ytJWJBSqfnr93hPd043k8bhr +Ur+jBl4ZHmPMuXjzGd1z4QXYz0ACcg4JyDlglsO6AyzIYRmr3fdDVfe666+/ +H3pM9dPu3kHd042i5ewiNfDemI+8oza09OieC+NhPwMJyDkkIOeAWQ7rDrAg +J2XM1d/mc3GkN8ofNahyujDutO7pRtdbma9mvhH/Xe+0xy4+1D0XxsN+BhKQ +c0hAzgGznNQdYE1OylhfzblnF0fKeDf7fIXqpwkZN3RPNzr3cF/1jq+psReG +JRrTrt5xUfdcGA/7GUhAziEBOQfMclJ3gDU5KWNfujhS4Wcx+66qfnryymPd +042p6XiAGnt71Gxj2mmhOV2W/DQyvNjPQAJyDgnIOWCWk7oDrMlJGWs6OevZ +xZHK98yOPKH66eOGTt3Tjan7broa+8KWd7wDF96o0T0XxsR+BhKQc0hAzgGz +nNQdYE1Oylhd+juq6DU+LFbl9OM1eW63R/d0Y3L1NauxK5Nem74q3Zg5Np1/ +Ma2L/QwkIOeQgJwDZjmpO8CaHJMx92CXz8WRvlp085Hqp2E7i3RP9wINR36u +ht8Q8YW3Uw8Ou3TPhdGxn4EE5BwSkHPALMd0B1iWYzLWX1/87OJIh/51d26p +6qfpJ8t1T/cC7Vdj1PDZG//LO/aN+5a7YSu82M9AAnIOCcg5YJZjugMsK8CH +7lleSdednariNZ+e/0XSedVPS8obdU/3AgNPrqvh7yZ+fVpIljH29qxbuufC +6NjPQAJyDgnIOTARAV+mexw4nGMy1nJ2sap47TeSPlydq/ppR/eA7ulewONx +16R+R82/PHyjMfbsDSc9Hut+bVYy9jOQgJxDAnIOmOWY7gDLckzG6jPefXaV +oVv5qpzOjS7QPdqENJ+er+ZPiZ7uHb6itl33XBgF+xlIQM4hATkHzHJMd4Bl +OSNjHrerasdbqt+duXRL9VO7XAi3p+Komv/S1h94hz9QcFf3XBgF+xlIQM4h +ATkHzHJGd4CVOSNjQ+0PVLmrSft+8tFn/TTz3APd002Ia6C9Kvl1dRYzV6UZ +wy+PP6d7LoyC/QwkIOeQgJwDZjmjO8DKnJGxnofZqtk9yX3fqHWqn96uaNI9 +3UQ1HP21OovY9cu887d19eueCyOxn4EE5BwSkHPALGd0B1iZMzLWfiXy2cV7 +i9a8H3pM9dPuvkHd001Ux/Ut6ixy4/7TO//Za9W658JI7GcgATmHBOQcMMsZ +3QFW5oyMPTn+iWp2D4t3q3I6P/aU7tFMGGwpVWdxP/GtD0IyjVPYuL9E91wY +if0MJCDnkICcA2Y5ozvAypyRsdq9/6CaXeG5AtVP4+xW7mr3/K06kS/WRhmn +ELj2uMvt1j0XvoT9DCQg55CAnANmOaM7wMockDH3YJfqdFXJb2zPLFH9NKuw +Qvd05rScW6rOZU/Mx96zuPu4Vfdc+BL2M5CAnEMCcg6Y5YDuAItzQMYGGktU +p6s/+NPPEwtVP71ln4sjefVWHlfncnXr33KXGWtiPwMJyDkkIOeAWQ7oDphq +g4OD3d3dL/3rDshYd/le1emaCuZ8uDpX9dPOngHd05njHuyuSn5DnU7w6l1P +7zKTUKh7LnwJ+xlIQM4hATkHzHJAd8BUuH//fnp6ekxMzJIlSwL+JDg4ODw8 +fOfOnWfOnBkeHp74QzkgY60XQ559vrdwgyqnwVEFukd7GY05f1Snszlysfdc +OrptVrSdjf0MJCDnkICcA2Y5oDtgcnV2dm7fvj1gXJ9//vnduxP9RKgDMtaY +84dnn4k9vVf10w17ruge7WV03tqmTud43H94z+X8zVrdc+EZ9jOQgJxDAnIO +mOWA7oBJdOfOnblz545fTpWUlBSPx/PCx3RAxmp2f1cVusPZJ1U/PXjKll/b +HGy773OXma+9H3LUOJf4w9d1z4Vn2M9AAnIOCcg5YJYDugMmS0dHx6effjrB +cup14sSJFz6s3TPm6m979uHeHW+t3XVR9dPi0nrd072kmt3fUye1LHyTcS6z +I1/8UsJv2M9AAnIOCcg5YJbduwMmi8fjiYmJGVE/ly1bVlxc3NjY2NXVde/e +vZSUlBEHBAUF1da+4HOhds9Yf33xs4v3Hv73metPqH5a3/zyl43Sq/n0p+qk +tkfN9p5OVWOn7rnwZ+xnIAE5hwTkHDDL7t0Bk+X69esjuueOHTsGBwdHHFZW +VjZr1izfw9atWzf+I9s9Y74X763Pn6PK6Udhue4JfLzZmrrvHVAndXbzT7xn +lHPhoe658GfsZyABOYcE5Bwwy+7dAZPl8OHDvq0zNDR0rIv0nj592vfIGTNm +DA0NjfPIds9YW1GYqnL3Tq5V/XRl0nndo7284e46dVIPk776UWiGcUZrUy7p +ngt/xn4GEpBzSEDOAbPs3h0wWUZ8uPfWrVtjHenxeFasWOF7cGVl5TiPbPeM +Pcn7UFW5wtwdqp9uy7ype7RXUrf/R+q8QtdGGmf04ercwSGX7rnwFPsZSEDO +IQE5B8yye3fAZBlxZaSurq5xDk5OTvY9+OzZs+McbPeM1e77R9Xjdu8/ovrp +8UuVukd7Ja3nP1fnlRb9ifekbj1o0j0XnmI/AwnIOSQg54BZdu8OmCxz5szx +rZwdHR3jHJyamup7cF5e3jgH2zpj7uH+qm2v/e8e99rn8QWqn5ZVtuie7pX0 +PspV/fTSlh96T2rP8TLdc+Ep9jOQgJxDAnIOmGXr7oBJFBoa6ls5b9++Pc7B +a9eu9T34ypUr4xxs64wNtpSpEle77x8/WHVM9dPuvpEXj7IX10C7qt6Pk74S +uGq/cVLL48/pngtPsZ+BBOQcEpBzwCxbdwdMosTExBFX5XW73aMeWV5eHvBl +NTU14zyyrTPW8zD72c1Pj05T5TQ4qkD3aJOgIeM/1NlFRKz+c+/utXfvdgb2 +M5CAnEMCcg6YZevugEl09+7dEa0zMzPT89z9U1pbW5csWeJ7WHh4+PiPbOuM +dZTEqgZ3J3up6qeRaZd1jzYJ2orXqbM7GPue99SKS+t1zwX2MxCBnEMCcg6Y +ZevugMkVHR09oqKuX7++oqLCexfUtra2kydPzp492/eAwMDAsrIXfGPR1hlr +PhWsGtypwzGqn6afLNc92iToqy1UZ3c9/nveU9uRPd5Hu+Ef7GcgATmHBOQc +MMvW3QGTq7+/PyIiImA0QUFBz//QKKdFRUUvfFhbZ6z+8L+rBrcjJUX106Lb +dbpHmwRPr/60/S11gnNWPz3BhXGndc8F9jMQgZxDAnIOmGXr7oBJNzAwkJmZ +OWPGjFFbqq/Vq1e/8J1TL/tmzOPxVO/4S1XfFkdnqn5a2zTe/XdspDHnD+oE +Y9Yv955dS0ef7rmkYz8DCcg5JCDngFn27Q6YCm1tbRkZGYGBgS/sp7GxsRUV +FRN5zLEe4arlXbv47A4sj3a8rcrp+6E5xZev6J5ucpRlf6bOMWvjr70nmHqk +UPdc0h06dEj3CMCUI+eQgJwDYxmnaEx15YFd3L17d8RdUF8oLS3t+WsojWDf +jPXVnFXdrfLgL1Q/XbrlrO7RJs3Ak+vqHEsTjA6ebZxg/OHruueS7ir/ezsE +IOeQgJwDZtm3O2By3bhx4/kvmX7++ef79++/ePFiSUlJdnb25s2bn6+oO3fu +HOtONF72zVjn7e2qu93OmK366aYD13SPNmk8blf1rrfVaS4MSzROcM6Gk7rn +ko79DCQg55CAnANm2bc7YBL19fXNnTvXt3UGBgZmZGQMDw+POPLevXvLli0b +UVELCsa7Gah9M9ZauFwVt9P7V6t+euTsfd2jTaam/AB1mvGRC7znWNfcrXsu +0djPQAJyDgnIOWCWfbsDJlF2dvaIyllSUjLWwYODgyEhIb4HL1y4cGhoaKzj +7Zuxxuzfq+KWsnOr6qdXyhp0jzaZuu7sUqeZv+ld7zmevPxY91yisZ+BBOQc +EpBzwCz7dgdMok8//dS3byYmJo5/fHV19Yhr/BYWFo51sH0zVrP7e6q4LY/a +o/ppvbPeWxxqu69O837iW++HHDXOMTadf091Yj8DCcg5JCDngFn27Q6YLF1d +XSPePO3s7Hzhb+3du9f3V1JTU8c60qYZcw92q9ZWlfzGtJAsbzn9cHWu2/2C +S0LZTk3a95818fCNxmlOX3fc/aIrX2HqsJ+BBOQcEpBzwCybdgdMoocPH/o2 +zaVLl07kty5fvuz7W1FRUWMdadOMDTbfeXbx3j3vqDdPl209p3u0ydd8er46 +2R1Rs7xn+qiuQ/dccrGfgQTkHBKQc8Asm3YHTKIRTTMsLGwiv1VbW+v7W8uW +LRvrSJtmrOdhtqpsZfv/qPrp5oPOuXiv0n3/kDrZs5v/xXumORce6p5LLvYz +kICcQwJyDphl0+6ASVRaWurbNDdu3DiR36qurvb9rZCQkLGOtGnGOq5tUpXt +wr5PVT/NOOOoi/d6DffUq5N9lPT6R6GHjTON2F2sey652M9AAnIOCcg5YJZN +uwMm0Yjvny5evNgzgS8eFhUV+f7W9u3bxzrSphlrObNAVbZDO8NUPy0urdc9 +2pSoO/DP6nxXrV1vnOnHYbnDrvHubIupw34GEpBzSEDOAbNs2h0wuRYuXOhb +NsvLy1/4K9u2bfP9lRMnTox1pE0z1nD0V6qvRW3cpPppzZMu3aNNidYLK9X5 +7on+2Huy5Y9bdc8lFPsZSEDOIQE5B8yyaXfA5IqLi/Mtm2vWrHG5XOMcf/v2 +7YAvu3fv3lgH2zRjNanfUX1t9upUb197P/SYU99S7K3MU+d7aesPvOd72Ikf +ZrYF9jOQgJxDAnIOmGXT7oDJVVxcPKJvpqWlud2jF7GmpqZFixb5Hrx06dLB +wcGxHtyOGXMPdKqy9nj7W+rmMgvjzugebaq4Bzqqtr3251NO+sr0VenG+a7Z +WaR7LqHYz0ACcg4JyDlglh27A6ZCfHz8iIq6fv36x48f+x5jNNYTJ07MmjXL +97DAwMAHDx6M88h2zNhA003VTyvSfqw+3Bu974ru0aZQw5Gfq7OOiFjlvdnr +4PB476RjirCfgQTkHBKQc8AsO3YHTIXu7u4FCxYEPCc0NHTnzp27d+/esGHD +vHnznj/g8OHD4z+yHTPWU3FUNbWbe57dXGZvfpnu0aZQ++X1zy4JFfvf3lMu +q2zRPZdE7GcgATmHBOQcMMuO3QFTpKysLDg4+PkGOo7o6Ojxv6n6P/bMWMe1 +ONXUTqfOU/30dEmV7tGmUH/teXXWN+K/++evoJ4e85vFmDrsZyABOYcE5Bww +y47dAVOno6MjISFhIs103rx5Fy5cmMhj2jFjLWcWqqa2NylU9VNnv5noGR6o +2v6WOvE5q1OMUw7jK6g6sJ+BBOQcEpBzwCw7dgdMtdu3b4eEhAQGBo7aTOfM +mbNz587u7u4JPpodM9Zw9Neqpq2NilH9tLWzX/doU6sx54/qxGPXL/N+BXWI +r6D6HfsZSEDOIQE5B8yyY3eAfwwNDdXU1Fy+fDkzM3Pv3r0FBQWlpaVtbW1m +H8eOGavZ/b0RbyMafz4Oy/V4PLpHm1od17eoE8/e+F9/vguqo981tib2M5CA +nEMCcg6YZcfuAHuxXcbcQ73Pbi6T/FV1c5ll8ed0jzblBppuqHMvS/jmeyHZ +xolncBdUv2M/AwnIOSQg54BZtusOsB3bZWywtfzZzWVSf6A+3Bu3v0T3aFPO +43ZVp3xLnf6isETjxMN38RVUf2M/AwnIOSQg54BZtusOsB3bZay3Ml8VtFtp +v1b9dP/Ju7pH84emE9PV6SdsmG+c+EdhucMut+65ZGE/AwnIOSQg54BZtusO +sB3bZazz1jZV0M6mzFD99Oz1at2j+UNXaao6/by4n3vP/V5Vq+65ZGE/AwnI +OSQg54BZtusOsB3bZaz1wkpV0NITl6l+KqSj+X68+U9fQX167pnnHuieSxb2 +M5CAnEMCcg6YZbvuANuxXcae5H2oCtqGDWtVP+3oHtA9mj94PO7qXW+rFZgf +lmyce8TuYt1zycJ+BhKQc0hAzgGzbNcdYDu2y1jdgZ+odrZ4TYK3nAaE5+me +y3+e5H2kVmDjn+6Capy+2+3we+tYCvsZSEDOIQE5B8yyXXeA7dguY9U7vqba +WUDoAW8/XZFQqHsu/+m4sVWtQObG33pX4FFdu+65BGE/AwnIOSQg54BZtusO +sB17ZczV26SqWeX2b6oP924+eE33aP7T33BFLcKN+O96V+DYxYe65xKE/Qwk +IOeQgJwDZtmrO8CO7JWxgcZrz64OlPLPqp8ePHVP92j+4xkeqNr+plqHmav2 +GCsQvfeK7rkEYT8DCcg5JCDngFn26g6wowAfumd5sZ6Ko6qXFe38neqn52/W +6h7NrxqzfqPWYX1EqLECM9blezx8BdVP2M9AAnIOCcg5MBEBX6Z7HDicvTLW +cX2L6mVHE4JUP31Q06Z7NL9qv7xercP+mPe9i1Dd2Kl7LinYz0ACcg4JyDlg +lr26A+zIXhlrObdU9bL4qCWqn3b3Duoeza/6qk+rdSje+gPvIpy4XKl7LinY +z0ACcg4JyDlglr26A+zIXhlrPPbfqpeFrVvn7WXT1x3XPZe/uQc6nl0nKum1 +T0IPGuuw6UCJ7rmkYD8DCcg5JCDngFn26g6wI3tlrC79HdXLFoRt8/bTL5LO +655Lg/pD/6aWYvXaCGMdZm84qXsoKdjPQAJyDgnIOWCWvboD7MhGGfN43FXJ +b6hS9lHoYW8/3Xrouu7RNGi9sFItRWr0dO9SPGnr1T2XCOxnIAE5hwTkHDDL +Rt0BNmWjjA1316lG9mD7t9WXTzPO3Nc9mgY9FVlqNc5t/vOtdgpv1OieSwT2 +M5CAnEMCcg6YZaPuAJuyUcb66y+pRnZ9+09UP714u073aBoMd9er1ahIeuOD +kExjKZKP3tI9lwjsZyABOYcE5Bwwy0bdATZlo4x13z+kGllBwrObnz6qa9c9 +mh61+/5RLciK8I3GUizedEb3UCKwn4EE5BwSkHPALBt1B9iUjTLWXhKr6lha +zAzVT3v7h3SPpkfzmflqQbZtmOtdjS5ht9rRgv0MJCDnkICcA2bZqDvApmyU +sZYzC1Qd27h+mbeOzVx/Qvdc2nSX71MLcmLTv3sXpKS8Ufdczsd+BhKQc0hA +zgGzbNQdYFM2ylhj1m9VHQtZu8Fbx0KTL+ieS5uh9gdqQe4mfv29kGxjQfYc +L9M9l/Oxn4EE5BwSkHPALBt1B9iUjTJWu/fvVR2bt3qHt58mZNzQPZc2Ho+n +JuXbak0WhSU+vRvsNol3g/Uz9jOQgJxDAnIOmGWj7gCbskvGPK7Bqm2veYvY +422veS9Xa/zJPPdA92g6NeUHqn66OXKxsSAfrDo2OOTSPZfDsZ+BBOQcEpBz +wCy7dAfYl10yNtT5WBWx8uTvqosjFZfW6x5Np85b29SyZG/8L++alFW26J7L +4djPQAJyDgnIOWCWXboD7MsuGeuvvaCKWFHCT1U/fdzQqXs0nQaeXFfLcivh +2941OXL2vu65HI79DCQg55CAnANm2aU7wL7skrHuu/tVEcuK+43qp/2Dw7pH +08njHqre8TW1MnNWpxhrEpFarHsuh2M/AwnIOSQg54BZdukOsC+7ZMz35qcp +0dO95XT2hpO659KvMeePamWiIlYayxIQnud2e3TP5WTsZyABOYcE5Bwwyy7d +AfZll4y1nF2kWlhc5FJvPw3bcVH3XPq1X41RK3Mo9r///LHn+g7dczkZ+xlI +QM4hATkHzLJLd4B92SVjvu8Srlq73tvCtmXe1D2Xfv2159XKXN36t96VOX6p +UvdcTsZ+BhKQc0hAzgGz7NIdYF92yVhd+juqhS0I2+ZtYVnnK3TPpZ97sLsq ++fU/33kn6SuBq/YbKxN3oET3XE7GfgYSkHNIQM4Bs+zSHWBftsiYx+Op2v6m +6qcfhx7m5jK+Go78XC1O+Lpwvpk71djPQAJyDgnIOWCWLboDbM0WGXP1PlH9 +637SN9TFex/VtesezRLailar9dkT/bF3cZ609eqey7HYz0ACcg4JyDlgli26 +A2zNFhnzvctn8dYfqn7a3TuoezRL6K3MU+tzYcs73sUpvFGjey7HYj8DCcg5 +JCDngFm26A6wNVtkrOdhjupfeXE/9/avgPA83XNZhauvWa3Po6TXPwrNMNYn ++egt3XM5FvsZSEDOIQE5B8yyRXeArdkiY503k1T/So/5wNtPl209p3suC6nb +/2O1RCvDo431WbzpjO6hHIv9DCQg55CAnANm2aI7wNZskbHWiyGqfCVsmO/t +p9H7ruiey0Jazi1VS7QjapZ3ibr4/PPUYD8DCcg5JCDngFm26A6wNVtkrCk/ +UJWviIjV3vK1O7dU91wW0n3voFqiU5t+5l2ia3cbdc/lTOxnIAE5hwTkHDDL +Ft0BthbgQ/csY6rPeFeVr2Xhm7zlK+/SI91zWchQ5+NnlzhOfGtaSJaxROkn +y3XP5UzsZyABOYcE5ByYiIAv0z0OHM4WGatJ/Y4qXzNXpXn7aQlvDn5Zze7v +qVVaumaLsURhO4t0D+VM7GcgATmHBOQcMMsW3QG2Zv2MuYf7Ve2qTHrd+86g +8ae6sVP3aNbSXDBbLVR85AJjiT4Oy3W53brnciD2M5CAnEMCcg6YZf3uALuz +fsaGOh6p2nUz/jvq5qf9g8O6R7OWrjs71ULlxv3Cu0qP6tp1z+VA7GcgATmH +BOQcMMv63QF2Z/2M9ddeULXr3OZ/8dauoIh83XNZzmDzHbVQpQlvexcqv7hS +91wOxH4GEpBzSEDOAbOs3x1gd9bPmO+VabM2/tpbu1Ymndc9l+V43K7qXd9U +a/Vp2HZjoTYfvKZ7LgdiPwMJyDkkIOeAWdbvDrA762es41qc6ly7owO9/XTT +gRLdc1nRk9z31VrFrF9uLNTc6ALdQzkQ+xlIQM4hATkHzLJ+d4DdWT9jrYXL +VOfaHLnY20/TT3DnlFF0XN+s1upI7O+9a9XW1a97LqdhPwMJyDkkIOeAWdbv +DrA762fsSd6HqnOtWbfW27kKrlbpnsuK+usvqbW6Hv8971oVl9brnstp2M9A +AnIOCcg5YJb1uwPszvoZqz/0r6pzLVkT7+1ctyqadM9lRU/vxZP8hlquoFV7 +jbVKyyvVPZfTsJ+BBOQcEpBzwCzrdwfYnfUzVpPyV6pwzfhT4TL+NLT06J7L +ohqO/kotV0TEamOtvtjGtaQmGfsZSEDOIQE5B8yyfneA3Vk8Y0/fEPzfbetR +0uvvhWQbhWtaSM6wy617NItqK16nViw95gNjuT5YdWxo2KV7LkdhPwMJyDkk +IOeAWRbvDnAAi2dsqPOxals347/jffM0OIpr0o6pr6pArdilLT/0rti9qlbd +czkK+xlIQM4hATkHzLJ4d4ADWDxjvhf8Kdz8Y2/bWrX9ou65rMs10K5WrDLp +tY9DDxkrlnPhoe65HIX9DCQg55CAnANmWbw7wAEsnrGeB0dU28qJ+5W3n249 +dF33XJbme0Wp0LWRxorFpvPv72RiPwMJyDkkIOeAWRbvDnAAi2es82aCqlp7 +Yj729tMDBXd1z2VpredXqEXbFTXDWLHZkSd0D+Uo7GcgATmHBOQcMMvi3QEO +YPGMtV4MUVUrYcN8bz89xc1Px9VTkakW7ezmn3gX7Ulbr+65nIP9DCQg55CA +nANmWbw7wAEsnrGmE0Gqaq2PCOXmpxMx3FWrFq0i6c0PQjKNRbtwq1b3XM7B +fgYSkHNIQM4BsyzeHeAAFs9YQ+YvVdVaHr7R20/rm7t1z2V1tXv/Qa3bsvBN +xqLtzLmteyjnYD8DCcg5JCDngFkW7w5wAItnrHbP36meNWd1irefDg5xN88X +aD41T61b0oZ5xqItjz+neyjnYD8DCcg5JCDngFkW7w5wACtnzON2VSW/rnqW +93OqM9dzqZ8X6ypLU+t2PO4/jHWbFprTPzisey6HYD8DCcg5JCDngFlW7g5w +BitnbLinUZWssoRvet88XZl0XvdcNjDYdl8tXXniN94LyTaWrvRRs+65HIL9 +DCQg55CAnANmWbk7wBmsnLGBphuqZF3a8kNvP43bX6J7LhvweDw1KX+lVm9B +WJKxdEfOPtA9l0Own4EE5BwSkHPALCt3BziDlTPWW3lcNaz8Te96++me42W6 +57KHpuMBavXiIpcaSxeZdln3UA7BfgYSkHNIQM4Bs6zcHeAMVs5YV2mKalgH +Y9/z9tP84krdc9lD580EtXpZG39tLN30dcc9Ho/uuZyA/QwkIOeQgJwDZlm5 +O8AZrJyx9ssRqmFtj5rt7acl5Y2657KHgcZravVuxn/Hu3p1TdyaZxKwn4EE +5BwSkHPALCt3BziDlTPWfHq+algx61d4G9bjhk7dc9mDxzVYteMttYCzV6ca +q3fmWrXuuZyA/QwkIOeQgJwDZlm5O8AZrJyxxpw/qHoVujbS20+7+wZ1z2Ub +jdm/VwsYGRFirN62zJu6h3IC9jOQgJxDAnIOmGXl7gBnsHLG6vb/2OcKtNuM +evXxmjzdQ9lJ+9WoEV/gXbz5jO6hnID9DCQg55CAnANmWbk7wBmsnLHqHX+p +6lVA6AHqlVl9NefUAl7e+vfeN6B7+oZ0z2V77GcgATmHBOQcMMvK3QHOEOBD +9yxf4h7oVN3qQeKb3m4VsbtY91x24h7sqtr2mncNHyd9JTB0v7GGN+4/0T2X +7bGfgQTkHBKQc2AiAr5M9zhwOMtmbLDtvuqnJVu/7+2nyUdv6Z7LZuoz3lXL +GLZunbGGB0/d1T2U7bGfgQTkHBKQc8Asy3YHOIZlM+b72dTTm3/q7adHzj7Q +PZfNtF4MVcu4OzrAWMPwXZd0D2V77GcgATmHBOQcMMuy3QGOYdmMdd/dr4pV +5sbfevtp4Y0a3XPZTO+jY2oZz2/5kbGGn6zJc7s9uueyN/YzkICcQwJyDphl +2e4Ax7BsxjquxalilRo93dtPSx+16J7LZly9T9QyPkz66ochGdxD9tWxn4EE +5BwSkHPALMt2BziGZTPWen6FKlabIxd7+2lja4/uueynLv0dtZKfh8cYy3jy +8mPdQ9kb+xlIQM4hATkHzLJsd4BjWDZjTfkBqlWtWxfm7adDwy7dc9lPy9lF +aiWTo+YYyxh/+LruoeyN/QwkIOeQgJwDZlm2O8AxLJuxhiP/qVrVsvBNRqua +uf6E7qFsyfebvAWb/s1Yyfmxp3QPZW/sZyABOYcE5Bwwy7LdAY5h2YzV7vk7 +1armrE4xWtWKhELdQ9nSUMcjtZL3E782LSTLWMyO7gHdc9kY+xlIQM4hATkH +zLJsd4BjWDNjHo+7KvmrqlV9GHLEqFTRe6/onsuuanZ/Vy3m4jXxxmJeLW/Q +PZSNsZ+BBOQcEpBzwCxrdgc4iTUz5uprVn2qPPEb3i+f7sq5o3suu2o6EaTW +c2vkQmMx9+aX6R7KxtjPQAJyDgnIOWCWNbsDrKanp6e7u/vlfteaGRtsKVV9 +6vLWv/f206zCCt1z2VXn7e1qPXPifmks5qrtF3UPZWPsZyABOYcE5Bwwy5rd +Adq5XK5bt27t2rVr6dKlQUFBAX8SHBwcHh6+Y8eO69dNXJ3Vmhnrqz494pI+ +xp8Lt2p1z2VXA0231HreSfiWsZgfrc4ddrl1z2VX7GcgATmHBOQcMMua3QF6 +PXjwICQkJGBcUVFRtbUTanPWzFj33XTVp45s/J23n5ZXtuiey6487uHqnd9Q +Szp39U5jPStq2nXPZVfsZyABOYcE5Bwwy5rdARrl5eWN30yVwMDAkpKSFz6g +NTPWcS1OlanU6OneftrY2qN7Lht7cmyaWtLo9SuM9cwteqR7KLtiPwMJyDkk +IOeAWdbsDtAlNzd3guXUa86cOY2NjeM/pjUz1np+hSpTmyMXe/vp0LBL91w2 +1nFto1rSw7F/MNYzNp1/lF8S+xlIQM4hATkHzLJmd4AWDx48eP4d0qSkJOPn +3d3dRg8tLi7+4osvRhwTEhIyNDQ0zsNaM2NN+YGqTK1bF2aUqZnrT+geyt76 +64rUkpbEf99Y0uCok7qHsiv2M5CAnEMCcg6YZc3uAP9zuVwjuufMmTNLS0tH +HGZU0T179oyoqON/yteaGWs48p+qTC0L32SUqRUJhbqHsjf3cF9V8htqVWes +2musanN7n+65bIn9DCQg55CAnANmWbM7wP9OnTrlWzmDgoLKysa8f2VkZKTv +wTt37hznka2Zsdo9f6+a1JzVKUaTit57RfdQtteQ+Uu1qmv/9K70pTt1uoey +JfYzkICcQwJyDphlze4A/1u9erVv5Txy5Mg4Bz969Mj34IULF3o8nrEOtmDG +jGl93+n7MCTDaFK7cu7onsv22i6tUau6N+YjY1V35458Cx4TwX4GEpBzSEDO +AbMs2B3gf42Njb59c/78+f39/eMcb/S7RYsW+X5Ntbu7e6yDLZgxV3+rqlH3 +Ev/Se3GkrMIK3XPZXu/jE2phL275J2NVv9h2XvdQtsR+BhKQc0hAzgGzLNgd +4H/Z2dm+/TQ3N/eFv1JeXn758uWysrLq6uq2tja32z3WkRbM2GDrXVWjrm79 +W28/PX9zQrdzxTh8i39l0msfhx7+cHXusGvMbGAs7GcgATmHBOQcMMuC3QH+ +Fxsb69tPq6qqJvHBLZixvppzqkad3vxTbz8tr2zRPZcT1B34iVrbkLUbjIV9 +UN2meyj7YT8DCcg5JCDngFkW7A7wv8WLF6tyOnfu3HHeDH0JFsxY9/1DqkMd +3fgbbz9tbO3RPZcTtBYuU2u7M2qmsbC5Fx/qHsp+2M9AAnIOCcg5YJYFuwP8 +rK+vz/fN0y1btqi/qqurO3z4cFxc3BdffLFkyZKYmJiMjIySkpKOjo6JP74F +M9ZxY6vqUGnRn3j76dCwS/dcTtBzP8Pnvel/NRY27sB4tx/CqNjPQAJyDgnI +OWCWBbsD/KyiosK3n+7bt8/4YUNDQ0RERMAYgoKCTp48Oc41e31ZMGNtRatU +h0rYMN/oUDPXn9A9lEMMd1aptX2Q+Nb7IUeDowp0D2U/7GcgATmHBOQcMMuC +3QF+duPGDd/uefTo0fPnz8+aNWuscqrExMRM5I1UC2asuWCO6lCRESFGP12R +UKh7KOeoSfsbtbxL1sQby9veNd7loPE89jOQgJxDAnIOmGXB7gA/u3Tpkm/r +3LBhwwubqTJ//vxx7izjZcGMNWb/ThWoL9ZGGQUqeu8V3UM5R9PJmWp5t0Qu +Mpa3uLRe91A2w34GEpBzSEDOAbMs2B3gZ2fPnh2ngS5atGjz5s3p6enGf/re +81TZvn37+I8/1iNf1edh6j+oArUgbJtRoCJ3ntI4j8OUHgtRy5u98VdP63/K +ad1D2cyhQ4d0jwBMOXIOCcg5MJZxCoh/ShAs6/jx46MGY9asWWfOnBlxcEFB +QVBQ0Igj7969O87jWzBj1bveVgUqMHS/UaCyCit0D+UcA0031PLeTvi2sbyh +yRd0D2UzV/nf2yEAOYcE5Bwwy4LdAX6WlZU16tumjY2Nox5fW1s7d+5c34OX +L1/uco158VurZcw93K/a08Okr3ov3nv+Zq3uuZzD4x6q3vE1tcizV6d+FJY7 +7JrMmxY5HvsZSEDOIQE5B8yyWneA/+Xm5j7fT69fvz7OrxQUFIw4vq6ubqyD +rZax4a5qVZ1uxf+1t5+WPmrWPZejNGb/fsQVqCpq23UPZSfsZyABOYcE5Bww +y2rdAf53+vTpEWXT9xaoo3K73V988YXvr1y5Mub1hayWsYEn11R1urjln7z9 +tL75BVd5gintVyLVIu+Ped9Y4eOXKnUPZSfsZyABOYcE5Bwwy2rdAf5XVFQ0 +op8WFxe/8LcyMzN9f+Xo0aNjHWm1jPVW5qvqlL/pXW8/7R8c1j2Xo/RVn1aL +fGnLD40V3nzwmu6h7IT9DCQg55CAnANmWa07wP+uX78+op/W1NS88LdG3JUm +Pj5+rCOtlrGu8j2qOh2O/aNRnQLCj+seymncAx1qkSuTXvs49NCnMad0D2Un +7GcgATmHBOQcMMtq3QH+V1lZOaKfDg4OvvC3KioqfH9lzZo1Yx1ptYx1XNuo +qlNK9Ayjny7ePPIyxXh19Qd/qtY5ZO0GY507ewZ0D2Ub7GcgATmHBOQcMMtq +3QH+Z7TRwMBA37LZ2dn5wt8qKyvz/ZWYmJixjrRaxlovrFS9aUvkIqM3rU25 +pHsoB2otXKbWeUfULGOdr5Y36B7KNtjPQAJyDgnIOWCW1boDtFi+fLlv2bx/ +//4Lf+XMmTO+v5KSkjLWkVbLWNPJmao3RUSsMnpTQsYN3UM5UPf9Q2qdT236 +mbHO+06U6x7KNtjPQAJyDgnIOWCW1boDtEhMTPQtm+np6S/8FeMY31/Jysoa +60irZawx6zeqN30eHmP0pgMFd3UP5UBDnY/VOt9PfGtaSFbYjou6h7IN9jOQ +gJxDAnIOmGW17gAtjP/y9C2bCxYsGBgY76uCvb298+bN8/2Ve/fujXWw1TJW +t/9HqjfND0s2+unJy491D+VMNbu/p5Z68ZqEj9fkud0e3UPZA/sZSEDOIQE5 +B8yyWneAFkNDQ8HBwb59c//+/eMcb/yt78FLlizxeMbsHVbLWPWut1VpCgzd +b/TTkvJG3UM5U9OJGWqpN0cuNpa6sr5D91D2wH4GEpBzSEDOAbOs1h2gy759 ++3wrZ2Bg4MWLo38a89atWzNmzPA9OCMjY5xHtlTG3MP9qjE9Snrde/PTR3Xt +uudyps5b29RqZ238tbHUJy5X6h7KHtjPQAJyDgnIOWCWpboDNOrr61u0aFHA +l6Wnp/tey9ftdhtVdMQxCxcu7OnpGeeRLZWx4a4a1ZhuJXzb20/bu/p1z+VM +A0+uPVvt+L82ljr+8HXdQ9kD+xlIQM4hATkHzLJUd4Bet27dGnGjGUNQUFBc +XFxqamp0dPSIzwB7Gb81/sNaKmMDT66rxnRxyz8ZjWlaaA5fipwiHtdg1Y63 +1ILPWr17wcbTuoeyB/YzkICcQwJyDphlqe4A7YqLi6dPn/58CR1Ldnb2Cx/T +UhnrfXxS1aX8Te8a/XTOhpO6h3KyxqzfqgVfHxFqLHh376DuoWyA/QwkIOeQ +gJwDZlmqO8AKbt++/fwHfZ83c+bMK1euTOQBLZWx7vJ9qi5lxP7BqEsrk87r +HsrJ2i+vVwueHvOBseDX7nI1qhdjPwMJyDkkIOeAWZbqDrCIgYGBzMzMxYsX +j9pMg4OD9+3b19TUNMFHs1TGOq5tUnUpNXq6UZei902oZePl9FUVqAUv2vJD +7jY7QexnIAE5hwTkHDDLUt0BluLxeCorK8+ePZuVlbVnz57Dhw8b/3dpaWl/ +v7mrCVkqY60XvlB1aWvkQqMu7cy+rXsoJ3MNtKsFr0x67ePQw+G7inQPZQPs +ZyABOYcE5Bwwy1LdAY5kqYw1F8we8XXIzHMPdA/lcHUHfqLW/Iu1UQHhee6x +75YLL/YzkICcQwJyDphlqe4AR7JUxnwv17MyPNrop2evV+seyuFazi1Va749 +arax5lUNnS/+NdnYz0ACcg4JyDlglqW6AxzJUhmr2/9j1ZXmhyUbXenWg4l+ +kRYvp/veQbXmBZv+zVjzgqtVuoeyOvYzkICcQwJyDphlqe4AR7JUxqp3va26 +UuCq/UZXqm7kvbypNdRRqdb8XuLXpoVkJWTc0D2U1bGfgQTkHBKQc8AsS3UH +OJJ1MuZxDaii9Cjp9fdCsrkdp3/U7P6uWvlFYYmLNp3RPZHVsZ+BBOQcEpBz +wCzrdAc4lXUyNtxdp1rS7YS/MsrpB6uO6R5KhKb8QLXymyKXGCvf0zekeyhL +Yz8DCcg5JCDngFnW6Q5wKutkbKDp5oh7cX4ac0r3UCJ03kxUK39042+Mlb9x +/4nuoSyN/QwkIOeQgJwDZlmnO8CprJOxvqoC1ZJObvpfRksKSb6geygRBhpL +1MrfjP+OsfIHT93TPZSlsZ+BBOQcEpBzwCzrdAc4lXUy1n03XbWkI7G/N1pS +bDr/avjD02/+bn9LLf7MVWnrUot1D2Vp7GcgATmHBOQcMMs63QFOZZ2MdVzf +rCrS7uhAo5/uyrmjeygpGo7+Wi1+RMTqwLXHPR6P7qGsi/0MJCDnkICcA2ZZ +pzvAqQJ86J2k9WKIqkjxkQuMfpp57oHekeRoK16nFn9fzIfG4tc86dI9lHWx +n4EE5BwSkHNgIgK+TPc4cDjrZKy5YLaqSJERIUZFOnutWvdQUvQ+PqkW/+KW +fzIW/3RJle6hrIv9DCQg55CAnANmWac7wKmsk7HG7N+rivTF2iiuIutPrv5W +35vPfhR6eFvmTd1DWRf7GUhAziEBOQfMsk53gFNZJ2N1B36iKtKCsCSjnz5u +6NQ9lCB1B/5Zrf/K8Oglm8/qnsi62M9AAnIOCcg5YJZ1ugOcyjoZq0n9jupH +M1btNfppR/eA7qEEaTm3RK3/9qjZ00Jy+gaGdA9lUexnIAE5hwTkHDDLOt0B +TmWRjHncLlWOHid9ZVpI1rTQHDeXkPWj7rv7R9x/9lZFk+6hLIr9DCQg55CA +nANmWaQ7wMEskjFXX7MqR2UJ3zTK0ewNJ3UPJctQ+0P1EtxL/MtpIVkZZ+7r +Hsqi2M9AAnIOCcg5YJZFugMczCIZG2y9q8rRla1/Z/TTFQmFuocSx/cj1gvD +ktbvLtY9kUWxn4EE5BwSkHPALIt0BziYRTLWX3tBNaMzm39i9NMNey7rHkqc +pvwA9SrERS6dsS7fw0esR8N+BhKQc0hAzgGzLNId4GAWyVhPRZZqRjlxvzL6 +afLRW7qHEqfzZoJ6FTI3/tZ4Feqau3UPZUXsZyABOYcE5BwwyyLdAQ5mkYx1 +3dmpmtH+mPeNZnTw1D3dQ4kz0HhVvQo34r9rvArnrtfoHsqK2M9AAnIOCcg5 +YJZFugMczCIZa7+ywffmJkYzOnnlse6hxPG4Bqq2v6leiKBVe7Zn8S72KNjP +QAJyDgnIOWCWRboDHMwiGWsp/Mz3m49GP71a3qB7KIkajv5KvRDr1oUt23pO +90RWxH4GEpBzSEDOAbMs0h3gYBbJWFN+oKpFa9eFGf20oqZd91AStRWHqxdi +b8xH00Jz+geHdQ9lOexnIAE5hwTkHDDLIt0BDmaRjDUc/S9Vi1aEbzT6aUtH +n+6hJOqtzFcvxIUt7xgvROmjZt1DWQ77GUhAziEBOQfMskh3gINZJGN16e+o +WvRp2HajFg273LqHksjV16JeiEdJr38UmpF57oHuoSyH/QwkIOeQgJwDZlmk +O8DBLJKx6l1vq1oUGLp/RkS+7onkqtv/I/VafB4es2HPFd0TWQ77GUhAziEB +OQfMskh3gINZIWNPLxvr857deyHZS7ec1T2UXC1nF6mXIzkqeOb6E7onshz2 +M5CAnEMCcg6YZYXuAGezQsaGe+pVIbqT8FfvheSsSy3WPZRc3XfT1ctxYtO/ +Gy9HY2uP7qGshf0MJCDnkICcA2ZZoTvA2ayQscHmO6oQFW/9gVGIEjJu6B5K +rqH2B+rluJv49fdCss/frNU9lLWwn4EE5BwSkHPALCt0BzibFTLWV3NOFaJT +m35m9NP0E+W6h5LL4/HUpHxbvSILwpJ25tzWPZS1sJ+BBOQcEpBzwCwrdAc4 +mxUy1vMgQ7WhrI2/NvppXtEj3UOJ9uT4J+oV2bj+s+UJhbonshb2M5CAnEMC +cg6YZYXuAGezQsY6byerNrQv5kOjn166U6d7KNE6bmxVr0jmxt++H3psYMil +eygLYT8DCcg5JCDngFlW6A5wNitkrP3yep8Lxs4x+mn541bdQ4nW33BZvSLX +47/39BWpbNE9lIWwn4EE5BwSkHPALCt0BzibFTLWcm6p76dJjTbU0NKteyjR +PMMDVclvqBclaNXerPMVuoeyEPYzkICcQwJyDphlhe4AZ7NCxpryA1QVWrtu +jdFP+waGdA8lXUPmr3xflOh9V3RPZCHsZyABOYcE5BwwywrdAc5mhYw1HH1W +hVaEb/woLFf3RPiftktr1IuyJ/rj2ZEndE9kIexnIAE5hwTkHDDLCt0BzmaF +jNWlv6Oq0Kdh2z+NPaV7IvxPb2WeelHOb/nReyE5TW29uoeyCvYzkICcQwJy +Dphlhe4AZwvwoWuG6pRvqSoUuGp/SPIFXZNAcfU1qxflUdLrH4ZkXLzNRZX/ +jP0MJCDnkICcAxMR8GW6x4HDac+Yxz2kelBl0mvvhWTHpvOPhSX4vq+9Ijw2 +5dgd3RNZBfsZSEDOIQE5B8zS3h1gaG5ufvDggfHfYAUFBYcPH96xY0dKSkpy +cvLBgwdPnDhx5cqV+/fvNzU1ud1u3ZO+DO0Zc/U+USWoNOHt90JydmTf1jsS +vFrOLFAvzbYNc1cmndc9kVWwn4EE5BwSkHPALO3dQay+vr6SkpJdu3YtWrQo +YGLmzZtnlNbLly/39PToHt8E7RkbbC1XJejK1r8z+unhM/f1jgSv7vK96qXJ +3/TuB6uODQ67dA9lCexnIAE5hwTkHDBLe3eQxqiW+fn569evnzFjxgRr6fMC +AwMjIiLy8vK6u21wE0/tGeuvvaBK0JnNPzH6acHVKr0jwWuw7b56acoTv/Fe +SPa9qlbdQ1kC+xlIQM4hATkHzNLeHeTo6Og4ePDg7NmzX7qWPm/WrFnp6elt +bW26T2482jPW8zBblaCcuF8a/bSkvFHvSPDyeDw1KX+lXp35Yck5Fx7qHsoS +2M9AAnIOCcg5YJb27iBBc3NzWlpaUFDQJDZTXzNmzEhNTW1qatJ9oqPTnrGu +OztVA9of877RTytq2vWOBOVJ3kfq1Yldv2zj/hLdE1kC+xlIQM4hATkHzNLe +HZxtcHBw375906dPH79gLlmyJDY2Njk5+cCBA3l5eefPn79+/XpxcXFBQUFm +ZqbRbRMSEtauXTt+ww0MDNy9e3d/f7/ukx5Je8bar8aoBrQzaubT+2y2c59N +q+i4vkW9Okdifx8cdVL3RJbAfgYSkHNIQM4Bs7R3BwerqKhYvnz5WHXS+Ktd +u3YVFRW1tLRM8AGHhobu3buXnZ0dHR09a9assapuaWnplJ6XWdoz1nphpWpA +WyIXGf2Ui/BYR3/9JfXqXIv/G+PVaeno0z2UfuxnIAE5hwTkHDBLe3dwJKNI +Hjx4MDAw8Pn++Pnnn+fn57e3v+rnS10u1+3btzdt2jTqs6SkpPT1WWWTrz1j +zaeCVQOKjAgJXHtc7zzw5R7ur0p+Q71AM1btu3SnXvdQ+rGfgQTkHBKQc8As +7d3Bedra2lauXDmiMAYFBW3btu3evXuT/nStra1HjhxZuHDhiGdcvHhxTU3N +pD/dS9CesSfHpqn6E7o2cmHcGb3zYISGI79QL1D4ujVpedb6AIAW7GcgATmH +BOQcMEt7d3Aeo4T69sS5c+fm5eVN9R1LXS5XcXHxZ5995vvUFy5cmNInnSDt +GavPeFfVnyVrtobtuKh3HozQVhSmXqC06E9Ctlkit3qxn4EE5BwSkHPALO3d +wXlUPw0KCjpw4MBUN1Nfw8PD+fn5RiOmn/qq3fsPqv7MWZ0Sd4ArxFpL76Nc +9QIVbv7xh6tzh11u3UNpxn4GEpBzSEDOAbO0dwfn8fbT5OTkiV/4aHIZjTg9 +PX3GjBn0U6/qnV9X9eeT0EMpx+7onQcjuHqfqBfoYdJXPww58qDG0rf09QP2 +M5CAnEMCcg6Ypb07OI/b7W5ubtY9xdOvwQ4PD+ue4im9GfO4BlX3eZT0+nsh +OZnnHmicB6OqS/8n9TItD9+YV/RI90SasZ+BBOQcEpBzwCz6qX11dHQYXVj3 +FC+mN2PDPY2q+NxJ+JbRT0+XVGmcB6NqPj1fvUxJG+ZtEv8ZbPYzkICcQwJy +DphFP/Wz3t7eU6dOuVyvev/Ns2fPzpo16+bNm5My1ZTSm7HB1nJVfC5v/Xuj +n16726hxHoyqqyxNvUzH4/5jbnSB7ok0Yz8DCcg5JCDngFn0Uz+rrq421nzt +2rUv/e3Uzs7OuLg47xWQ6Kcv1F9XpIrP2c0/Mfrpw9pXvfksJt1g6131MpUn +fOO9kOy2rn7dQ+nEfgYSkHNIQM4Bs+infubtp4bg4OCSEtMfYjQK6fz589Ud +ZOinL9T76JgqPrlxvzD6aUtHn8Z5MCqPx1296231Sn0atv1KWYPuoXRiPwMJ +yDkkIOeAWfRTP1P91CstLW1oaGgivzg4OJiamhrwZfTTF+oq36Naz6HYPxr9 +dHD4VT9cjanwJPcD9UrFrF++N79M90Q6sZ+BBOQcEpBzwCz6qZ+N6KeGkJCQ ++vr68X+rsrJy+fLlAc+hn75Qx/UtqvWkRgcGrj2ucRiMo+PaJvVKZcT+YdX2 +i7on0on9DCQg55CAnANm0U/97Pl+apg1a1ZhYeGox7vd7uzs7OnTpz//W3Pm +zDEezc/zvwS9GWsrClOtJ2HD/IVxpzUOg3H4flO4ZOv3PwrLHXbZ4PLUU4T9 +DCQg55CAnANm0U/9zOVyHTx48PmyaUhMTOzr+9JXI5ubm9etWzfqwbGxsa2t +rbrOwhS9GWs5s0C1nuj1K4S/K2dl7uG+quSvqhdr+qr0R3Vyr2TFfgYSkHNI +QM4Bs+inWpSXly9atOj51vnZZ59VVlZ6j7lw4cLs2bOfPyY4OPj8+fNaxzdH +b8aeHP9YVZ4169Zu3C/9xppW1nDk574vVm7RI90TacN+BhKQc0hAzgGz6Ke6 +9PT0bN269fn6OWPGjMOHD4/6V4a4uLj2dpu9qaQ3Yw2Zv1KVZ3l43M6c2xqH +wfjailapF2t3dEBsutx/09nPQAJyDgnIOWAW/VSvwsLCWbNmjVpFR5g7d25R +UZHueV+G3ozV7f+R711LDp+5r3EYjM/3ZkCFm388K/KE7om0YT8DCcg5JCDn +gFn0U+0aGxvXrFkzfjndsmVLR0eH7klfkt6M1aR82/crjScvP9Y4DMY33NOo +XqyHSV/9ICSzoaVb91B6sJ+BBOQcEpBzwCz6qRW4XK6MjIyxyqm9vm36PI0Z +83jcVdte8/adx0lfmRaSVVz6glv5QK/afT9UFXVZ+Kaz12xwheqpwH4GEpBz +SEDOAbPop1ZQXl4+6u1NvZYuXWocoHvGl+d7Ln5+ald/qyo7dxO//l5ITvlj +e1z0WKzm05+ql2zbhuDEIzd0T6QH+xlIQM4hATkHJmJE/dE9jmg9PT07duwY +/8O9Xmlpaf39/brnfRkaMzbU/lCVnWvxf2P007omoZ8XtYvuu+nqJSvY9G8L +Np7WPZEe7GcgATmHBOQcMIt+qlFJScmCBQtGbaOBgYGOeSNVY8YGGktU2Tm/ +5UdGP+3uHdQ1DCZiqKNSvWT3E782LSSrs2dA91AasJ+BBOQcEpBzwCz6qRad +nZ0JCQmjNtOVK1dWV1c3NzdHRESMesDu3bvt9Uaqxoz1Vp1UZSd/07vTQnM8 +Ho+uYTBBNbu/p161z9ZsvizyK8PsZyABOYcE5Bwwi37qf5cuXZo3b96o3XPf +vn1DQ0Pew9xud05OzowZM54/bMmSJWVlZXrPYuI0Zqz73gHVdI5s/J3k+5XY +SHPBHPWqJW6YtzuvVPdEGrCfgQTkHBKQc8As+qmfVVdXj9pMFy5ceOfOneeP +f/z48YoVK0b9ldTUVFu8kaoxY503k1TT2RPz8Wdbz+maBBPXVbbb913vzxPt +ff3ql8N+BhKQc0hAzgGz6Kd+Nmo/3bJlS3f3mNftGRwcTEtLG7Wi3rx505/D +vxyNGWu/vF41neSo4PBdl3RNgokbarvve9XlD0KzB4ZcuofyN/YzkICcQwJy +DphFP/WzEf109uzZE7y96a1bt+bPn08/NaWl8DPVdOIil24+eE3XJJg4j8dT +k/rX6oVbvCb+zsNm3UP5G/sZSEDOIQE5B8yin/qZbz8NDw9vamqa+O92dXVt +2rSJfjpxTSeCVM1ZF7E6NXeUT1DDgnxfuPjIBYdP39M9kb+xn4EE5BwSkHPA +LPqpn3n76fTp048ePep2u1/iEc6ePTtr1iz66UQ0Zv9O1ZyV4TFHzj7QNQlM +6bqzU71weXE/X5si7oPZ7GcgATmHBOQcMIt+6mdNTU2rV69+9OjRqzxIY2Pj +mjVr6KcvVH/wp6rmLAxLPHW1StckMGWwpUy9cGUJ3wwIz3W7Zd0YiP0MJCDn +kICcA2bRT23K5XIdP368udkG38vTmLGatL9RNWfmqrSr5Q26JoEpHo+7OuVb +Pv/bQtKjunbdQ/kV+xlIQM4hATkHzKKfYqppzFjV9jdVx/kw5Mi9qlZdk8Cs +puMB6rXbHLk4r+iVPnJgO+xnIAE5hwTkHDCLfjrpGhsb4+LiXvETvK+ovr4+ +MTFx0me4cuXKrP9t3rx5LteE7vqhK2PuwW5VcB4kvvleSE5DS4+WSfASOm9t +Uy9fTtwvN+4v0T2RX7GfgQTkHBKQc8As+umku3fvnvfiRUZD9P/nbzs6OlJT +UwMDA40BLly4MImP3NbWNnfuXN+rBw8NDU3kF3VlbLirRhWcm/HfMfppT/+E +BoYVDDTdUi/fnYRvzd5wUvdEfsV+BhKQc0hAzgGz6KeTTvVTQ1BQ0IEDB3p7 +e/3wvAMDA1lZWbNnz1bPPon91OPxREVFjbj7qsX7qW/BKdryww9WHdMyBl6O +xz1cvfMb6hX8NGx7Y6ugt7/Zz0ACcg4JyDlgFv100lVWVo7ocXPnzjVa6pMn +T6boGevr69PT0+fNmzfieS9fvjxZT5Gfnx/wHIv3076ac6rdnNr0s+AoWW/A +OcCT3A/UK7hx/Wdnr1frnsh/2M9AAnIOCcg5YBb9dCqUlpYuWbLk+UIXHR19 +7dq1CX5t84UGBweLiooiIiKef6Lg4GDjryblWQw1NTVBQUG266c9FZmq3WRv +/K/l8ee0jIGX1nFjq3oFszb+OinTBndTmizsZyABOYcE5Bwwi346Rfr7+1NT +U5/vdIZFixbt27evpKSks7PzJR65oaHh7Nmz27ZtG/FtUCU2NratrW2yTsQo +oV988cWoT2Txftp1Z5dqN/tj3o9ILdYyBl7aQOM19QreSvj2wrgzuifyH/Yz +kICcQwJyDphFP51SZWVlo76RqqxYsSIlJeXixYt3796tra3t6OjwfXfVKICt +ra2VlZW3b98+depUfHz8/Pnzx3m02bNnFxYWTu4ppKenj/V0Fu+n7SWxqt3s +jJoZf/i6ljHw0jyuwaodX1MvYvDqXV29g7qH8hP2M5CAnEMCcg6YRT+dav39 +/bm5ueP3yhHmzJmzaNEi3ysdvVBQUNCePXsm8W1Tr9LS0nGe1OL9tPXCSlVt +tkQuSssr1TIGXkXjsf9WL2LM+hVXyhp0T+Qn7GcgATmHBOQcMIt+6h+Dg4MF +BQVG65x45Zwgo8YeOnTo5T4qPL6enp6FCxeqJwoODl6wYIGN+mnzqWBVbSIj +QrIKK7SMgVfRcS1OvYhHNv4u7XiZ7on8hP0MJCDnkICcA2bRT/1peHi4sLBw +5cqVk9JMjfKYnZ09dTev2bp1q+/TFRUVhYeH26ifPjk2TVWb0LWRZ64Juvqr +Y/TXF6sX8Ub8d79IOq97Ij9hPwMJyDkkIOeAWfRTLZqamgoKCmJiYka9Lu44 +AgMDjZJo1NLHjx97PJ6pm/DChQu+z2t0VeOH9uqn9RnvqmqzdM2Wa3cbtYyB +V+EZHqja/uazr6CGpQ0OTc7lry2O/QwkIOeQgJwDZtFP9RoYGLh+/frBgweT +k5M3bNjw+eefBwcHqwI4a9asZcuWRUREJCQk7Nu3r6ioqLu72w9TGfXZ99uv +Cxcu9D6vvfpp7b4f+F5ap6KmXcsYeEWN2b9Tr+OGiC9KHzXrnsgf2M9AAnIO +Ccg5YBb91IIGBwfb2tr6+vq0PLvb7V67dq1vD719+7b3r+zVT6t3fl31mk9C +Dz1pm6oPQmNKtV+NVq/j4dg/Zpy5r3sif2A/AwnIOSQg54BZ9FOMkJ2d7VtC +09LS1F/ZqJ96XAOq1DxKev29kJz+weH/n737DG7rOtAGvPtlspmdyc7uzuz+ +2R+b2d3IcokTl8QlcRK3ON1OYqfZjuUiq1qyLVmyFUuyRYnqpESJEgvYRIoU +i1jF3nvvvfcKEgRAgOhAvivTOYAogsQl77kX5HmfwexkLeCeQ+IleF7eJv40 +YO30o2Xkrazzf/IMG/exxXoGWICcAwuQcwC+0E/BUX9//44dO0gDPXz4sNFo +v+PkOuqnZu0kKTVtAQ+/45kh/hxAEFbT/FDwveTd/PB0rNVK8cxrN4H1DLAA +OQcWIOcAfKGf0pCcnJyent7Y2Dg9PU31KkbCMhgMXCF1vBYTV1cdn7CO+qlR +0UkaTY3fDz64kCf+HEAoEymvkHfz3FmPgXGV1DOiDusZYAFyDixAzgH4Qj+l +Ye/evaTEZWdnSz0dV4WHhzvWT65lL3rCOuqn+vFK0miKrrxwNJCV+5JsSMrq +c+TdjLu4JatyQOoZUYf1DLAAOQcWIOcAfKGfCk6v1zuWuPLycsd/VSgUHh4e +x76QmJgo1STv1tjY6DhtT09Pi2XxjTxW3U+XVEtTc+4V0mgyLv/uyNUcqsMB +VU35QY57wz0Cc6WeEXXx8fFSTwGAOuQcWICcAzjjrCOgnwpuYmLC8dvb3Nzs ++K/Dw8Pkn65cuSLVJBdRqVT79u0jE9u9ezf3Vdz9tHW0/3SuI4o0mnif1wMS +G8WfAwjFapwbDLpn4d0clH3zY+8kqWdEXS3+3g4MQM6BBcg5AF/op4Lr7u52 +LHHV1dWO/+qe/fTSpUuOc87Pz1/yaeuon6oarpJ+GnFh+43sdvHnAAIaT/wN +eUNPn/GcVGilnhFdWM8AC5BzYAFyDsAX+qngHBsoJzQ01Nm/ukk/5dqo44Qv +Xrzo7JpO66ifzlZ6kjoT6LUvraxP/DmAgGYrT5I3NObiWyWNI1LPiC6sZ4AF +yDmwADkH4Av9VHBzc3OLjqCOj4+fnJxcaHPu1k/Hx8d3795NpvTBBx8olUpn +T15H/XSm8ACpMxfPHdnwdWbDmx/KJW9opd+PglOaV37Neob1DLAAOQcWIOcA +fKGfCs5mszmey+lo165dd/+Xtejq6lrjbAMDAxdNyde5nTt3Oj7Tx8eH/JOz +Q4L/JlHGprLeJXXm5JnTjd1T4s8BBGQ1qAb//oYOyDYd8U2XekZ0YT0DLEDO +gQXIOQBf6Kc0xMfHL9lPBdfU1LTGqV65ckWQmfj5+TkbYpsUGZtItt8x8/Cp +y/1jTncKw3oxFv9Lx785aOaNUs+IIqxngAXIObAAOQfgS5Lu4CaysrIOHDjw +k5/85A9/+ENERISAW1apVJ988okgvW956KfOjMU+R7rMPs+QGZVO/DmAsBTl +HuQ9jbqwta5jUuoZUYT1DLAAOQcWIOcAfEnSHdzB9evX/8HBkSNHhN3++Pj4 +0aNHBal+y0A/dWYk/FHSZXYcjzGaFt/LFdad+YFM8p6WX31mY1+TGesZYAFy +DixAzgH4kqQ7uINvfOMbXC39+te//vrrr3/yySeVlZWCD2GxWCoqKsLCwry8 +vDw9PT///PPPPvvswIEDjrXus7UZGBhY4yRTU1NPu2xRJ+W+KPJPaWlpzoYQ +P2M2m3UoaBO5Xea2kxv8XEVGWHQzQw6noHoG5Uo9I4qwngEWIOfAAuQcgC82 ++ynXHL/yla9w/fTDDz8UeWh3u34vL+vl+r0W/SwpMp2BD+73cXrtJlhfRmJf +IO+s59nzG3i3ONYzwALkHFiAnAPwxWY/nZubWzis98aNGyIPjX4qApOyj7SY +ev8nPg8qFXkCQImi9Ch5ZyMubG8fmJF6RrRgPQMsQM6BBcg5AF8M9tM//elP +zzzzzEI/ffDBB1944YWPP/5YtNHRT0VgmKwjLab06nPeN2pEngBQou1LJe9s +yZXnk4p6pJ4RLVjPAAuQc2ABcg7AF4P99D//8z//4U5PP/20aKNrtdq4uLjY +L9TUrLPetF766fxgLmkx2b4vBiWv9SpS4CYs81Pkne2X3eMVUSz1jGjBegZY +gJwDC5BzAL4Y7Ketra1FRUULzfTMmTP19fW9vb1ST2p9WC/9VNMdT1pM8qU/ +xeR2iDwBoGfoxrP2u6Ce97HabFLPiAqsZ4AFyDmwADkH4IvBfvo3h/NP4+Pj +pZ7LerJe+qm6JYRUmOiLb2dU9Is8AaBnpvgQeXOvee8anFBLPSMqsJ4BFiDn +wALkHIAvet0hobBb5Ifrc0M/XZ310k+VtRdIhQn1fq+0aVTkCQA92p5E8uYW +XflpdtWA1DOiAusZYAFyDixAzgH4otcd3jiWJvLD9bmhn66Ol5cXKae7d+82 +m82uvEr8fqoo+5xUmKvnDzb3ykWeANBj1oyRN7dPtvlqbJXUM6IC6xlgAXIO +LEDOAfhCP6X05QMhfj+dzv+QVBivs59v1ENAmTUY+UPy/p7zuSr1dKjAegZY +gJwDC5BzAL7QTyl9+UCI30+nMt8m/cXzzBmFWi/yBIAqecFH5P0N8d4jn52X +ekbCw3oGWICcAwuQcwC+cP4ppS8fCPH76UTyy6S/fHrK12yxijwBoErTFUfe +33zfX2zI84uxngEWIOfAAuQcgC9cv1fquWx84mdsJOY5ez89d03k0YE2s3qI +vL89gfeFptRLPSPhYT0DLEDOgQXIOQBf6KdSz2XjEz9jQ+HfI/3l6OVkkUcH +EQyEP0He4gtXg6WejvCwngEWIOfAAuQcgC/0U6nnsvGJn7HB4M3280+Di0Qe +HUQwmfs+eYuDvD7Q6IxSz0hgWM8AC5BzYAFyDsAXm/1Uo9H84z/+I9dPExMT +pZ7LxidyxqxGjePBnxej8XthA9J03CDvcq7vr+o7J6WekcCwngEWIOfAAuQc +gC82+ymISeSMOd4fszng0eCUZjFHB3GYlH3kXe4OfCA6u1XqGQkM6xlgAXIO +LEDOAfhCPwXaRM6YcaaNNJcqvx/G5HaIOTqIpv+a/Sxj36AIqacjMKxngAXI +ObAAOQfgC/0UaBM5Y/qxClJbiq78NL28T8zRQTRjmbvIGy3z3m80W6SekZCw +ngEWIOfAAuQcgC/0U6BtmwMRhpsfyCS1JePyb0saR0QYFMQ31xZB3uisyy91 +DCqknpGQsJ4BFiDnwALkHMAV2+4k9XRggxM5Y5rOGFJbEn1ea+iaEnN0EI1R +0UXe6M7AB5OLuqSekZCwngEWIOfAAuQcgC/0U6BN5IypmwJJbYm88G7viFLM +0UE0NputP/QR+11mImKlnpGQsJ4BFiDnwALkHIAv9FOgTeSMKavPkc4S7P3+ +pEIr5uggpuHUrfZ+evETq80m9YwEg/UMsAA5BxYg5wB8oZ8CbSJnTFFy2H5Z +1/OfzOtNYo4OYlI3h5D3Ov3y74Ym1VLPSDBYzwALkHNgAXIOwBf6KdAmcsam +ct8jncXr3HExhwaRGadbyXvdHvCd3KoBqWckGKxngAXIObAAOQfgC/0UaBM5 +Y6Mpr9v76cWLYg4NIrPZrP0h3yZv97WYZKlnJBisZ4AFyDmwADkH4Av9FGgT +OWODcb8mheWCX6iYQ4P4BpK2kLc7xPeI1NMRDNYzwALkHFiAnAPwhX4KtImc +sYHrPyKF5VJoophDg/iUDQHk7U699PtppU7qGQkD6xlgAXIOLEDOAfhCPwXa +xO6noQ+RwuIfUyjm0CA+g7yRvN2tAY+UNY9KPSNhYD0DLEDOgQXIOQBf6KdA +m5gZs9msg0GbFtrKoOybYbcaRRsaJGGzmvuDv0UqanRSptQzEgbWM8AC5BxY +gJwD8IV+CrSJmTGrQUWqSlfgt27md4k2NEilN/5V8qaH+3tIPR1hYD0DLEDO +gQXIOQBf6KdAm5gZM6kHSVVp9H8sq3JAtKFBKtM1l8mbnnzpT1rdRrjjLdYz +wALkHFiAnAPwhX4KtImZMYO8mVSViqtPl2+UsxFhGYbJWvKmN/t/t6FrSuoZ +CQDrGWABcg4sQM4B+EI/BdrEzJhupJhUlXzfXzT3ykUbGqRisxj7g+4n73tS +eoHUMxIA1jPAAuQcWICcA/CFfgq0iZkxbV8q6Slpl18eGFeJNjRIqDv29+R9 +jwo+I/V0BID1DLAAOQcWIOcAfKGfAm1iZmyuPZL0lJs+b8yoNsjdMGF5E+Ve +9v2nl14zmS1Sz2itsJ4BFiDnwALkHIAv9FOgTcyMqRqukp4ScWG7wbTuewq4 +Qj9eSd73Bv/Hu4YUUs9orbCeARYg58AC5ByAL/RToE3MjE2Xe5KeEnxhn2jj +grRsZsNA0L3krc/Mr5B6RmuF9QywADkHFiDnAHyhnwJtYmZsNPcAKSlBvp+L +Ni5IrvPGb8hbHxvuLfV01grrGWABcg4sQM4B+EI/BdrEzNjgra32fhpwQbRx +QXJDRafsp6D6brHabFLPaE2wngEWIOfAAuQcgC/0U6BNzIz1xtmv4xp6LUS0 +cUFyupES8tbX+T3ZP7a+L92M9QywADkHFiDnAHyhnwJtYmasJ/KnpKRcj44X +bVyQnNU0PxC0mbz72UVVUs9oTbCeARYg58AC5ByAL/RToE3U/afXnrSfhJiS +J9q44A46ouynoMaFe0k9nTXBegZYgJwDC5BzAL7QT4E2MTPWH/wgaSgpefWi +jQvuYKj4DHn3b/m+ZrWu41NQsZ4BFiDnwALkHIAv9FOgTbSM2ayWwb/Xk0HZ +N3Or+8UZF9yEzuEuqM0Bj/aPKaWe0ephPQMsQM6BBcg5AF/op0CbaBmzGJSk +nnQGPljVNi7OuOAmbBZjX9D9JAM5+UVSz2j1sJ4BFiDnwALkHIAv9FOgTbSM +mdSDpJs0+j/W1j8jzrjgPtqj/0gykHjNU+rprB7WM8AC5BxYgJwD8IV+CrSJ +ljHjdAvpJhVXfzw0qRZnXHAfI+W+JAOZV16xWK1Sz2iVsJ4BFiDnwALkHIAv +9FOgTbSM6UdLSTcpuPLz2Tm9OOOC+zBOt5IMdAR+u2d4ve5Dx3oGWICcAwuQ +cwC+WO6nMTExTz311L/92799/etff/bZZ0NDQ4uLi1944YUtW7ZIPbUNZZsD +qgPN96eTbpJ++Xcms4XqcOCGbDZrT/BD9lNQc9KlntEqYT0DLEDOgQXIOYAr +tt1J6ulIw9/f/x/u8j//8z/c//3v//5vqWe3oYiWMUVLJCkmSZf/Is6g4G7a +4t4iMUgOPSz1dFYJ6xlgAXIOLEDOAfhis5+WlZX90z/9E1dFv/e975WUlAwP +D4eGhv7rv/7rQktFPxWWaBkbq7Sfe5hwdac4g4K7GasJJTHIv/JLs2VdnoKK +9QywADkHFiDnAHyx2U8fe+yxhb2ler39FMXy8nL0UxpEy9hA/glSTOIDD4oz +KLgbx8s498ru6+hbl7cZwnoGWICcAwuQcwC+6HUHVZ2PyA8XJ2Y2m7/2ta9x +PdTf33/RP/385z9HPxWcaP20O+0jez8NOyHOoOCGOkOeIEnITouRejqrgfUM +sAA5BxYg5wB80esOZH0o2sPFiTU2Ni7sJ62qqlr0T0eOHEE/FZxo/bQjYZv9 +/NOoS+IMCm6oLWkvSUJq0AdST2c1sJ4BFiDnwALkHIAvBvtpdHT0Qj/t7u5e +9E9XrlxBPxWcaP20LfqP9laScE2cQcENTbbEkySUX33GYFp/V3LGegZYgJwD +C5BzAL4Y7KcFBQUL/bSiomLRP3322Wfop4ITr59G/JKEISsjSZxBwQ1ZdDOD +si+TMCDb1NLRK/WMeMN6BliAnAMLkHMAvhg8/3RsbGyhn/r5+S36p5deegn9 +VHDiHd8b+iPSTwuLisQZFNxTa9jzJAw5SUFST4c3rGeABcg5sAA5B+CLzev3 +Pvzww1wP/b//+z+j0Uj+Y1NT0//7f/8P/VRw4l0fKfhhUkkq61vEGRTcU1va +YfvOdNm7Uk+HN6xngAXIObAAOQfgi81+mpqaurAL9fHHHy8uLh4eHo6KivqP +//gP3F+GBvHuLxO0mVSS5u5RcQYF9zTTk0vCUO//hFZvknpG/GA9AyxAzoEF +yDkAX2z2U86hQ4f+4S7//u//vnBfVKlnt6GIkzGrWUf6SK/s3v4xlQiDgtvi +8tAvs/+9oq6+TuoZ8YP1DLAAOQcWIOcAfDHbTzk3b9588cUX/+u//utf/uVf +nn322ZiYmD179nD99KGHHpJ6ahuKOBkzaydIGWkNeHhaqRNhUHBnTRG/JZHI +jj0v9XT4wXoGWICcAwuQcwC+2OynTU1NMzMzd//33//+91w/ffrpp8Wf0gYm +TsaMs92kjNT4/UBvNIswKLizztzzJBL5AX+Qejr8YD0DLEDOgQXIOQBfbPbT +b3zjG1wPfffdO66a0tzc/NWvfpX77wcOHJBqYhuSOBnTjFaTMlJ69XkRRgQ3 +pxlvJJHoDHxwWqmRekY8YD0DLEDOgQXIOQBfbPbTl19+meuhX/nKV86ePcvV +0uHh4bCwsAceeID7j//8z/9cX18v9QQ3FHEyNtWZScpIgd9LIowIbs5ms3UF +OVzSuThD6hnxgPUMsAA5BxYg5wB8sdlPe3p6Fi6FtMjXvva1rKwsqWe30YiT +saHaG6SJ5Aa8KsKI4P4aYrba74J6/ZDU0+EB6xlgAXIOLEDOAfhis59yBgcH +d+/e/b//+79f/epXuVr65JNP7tu3r7y8XOp5bUDiZKy7+Kq9iQRvF2FEcH99 +leEkFeX+P7HZbFLPyFVYzwALkHNgAXIOwBez/ZSwWq1mM66lQ5E4GWvNOmW/ +WGv4RyKMCO7PpLFf1XlAtmloZN3cFRfrGWABcg4sQM4B+EI/BdrEyVhj8if2 +43tveIgwIqwLzSFPk2CUZF6TejquwnoGWICcAwuQcwC+0E+BNnEyVh+72359 +pMSLIowI60JDkv0PF/mh6+bjDusZYAFyDixAzgH4Qj8F2sTJWF3kX+y7yTJC +RRgR1oWRtmwSjMaAx80Wq9QzcgnWM8AC5BxYgJwD8IV+CrSJtP807LekhlQV +JYgwIqwLVrO+T3av/Uaobevj7lFYzwALkHNgAXIOwBf6KdAm0vmnIT8hHaSp +pkCEEWG9qLv2O5KN4sTzUk/HJVjPAAuQc2ABcg7AF/op0CZOxlqCvk86SHd7 +gwgjwnrRlHXefux30CtST8clWM8AC5BzYAFyDsAX+inQJk7GOmXfIR1kdHRI +hBFhvZgZabL/7SLwAe38vNQzWhnWM8AC5BxYgJwD8IV+CrSJk7EB2T2kg6jm +NCKMCOtIh+wR++HflZlST2dlWM8AC5BzYAFyDsAX+inQJkLGLEYNaR89gfdZ +rOvjGq0gmuqod+2noEZ/IvV0Vob1DLAAOQcWIOcAfKGfAm3bHFAaQj0zRNpH +a8CjlEaB9au9JJwkpDrweamnszKsZ4AFyDmwADkHcMW2O0k9HdjgRMjY+EAj +aR/1gT+kPRysO/OqyUHZlwkZkG2alk9IPaMVYD0DLEDOgQXIOQBf6KdAmwgZ +62sptO8dk/2U9nCwHjUEPUtCUpsXJvV0VoD1DLAAOQcWIOcAfKGfAm0iZKyt +MolUj8rg39EeDtajqvhDJCRl196SejorwHoGWICcAwuQcwC+0E+BNhEy1pAf +RqpH+bU3aA8H61Fvcz4JSUfgdyxWi9QzWg7WM8AC5BxYgJwD8IV+CrSJkLHq +9Ev2fhq5i/ZwsB5ZzObOwAdJTvpbi6Se0XKwngEWIOfAAuQcgC/0U6BNhIyV +J56wH98b9zHt4WCdKgt7g+SkKuGw1NNZDtYzwALkHFiAnAPwhX4KtImQsdLo +g/brI6V40h4O1qmanGCSk4agZ6WeznKwngEWIOfAAuQcgC/0U6BNhIyVROy0 +318m6zLt4WCdmp4aH5BtIlHRzI5IPSOnsJ4BFiDnwALkHIAv9FOgTYx+Gmo/ +brO1OJz2cLB+VQb+1B6VggCpp+MU1jPAAuQcWICcA/CFfgq0iZCxsqDfkdLR +U5tMezhYvwpjj9nvghrxZ6mn4xTWM8AC5BxYgJwD8IV+CrSJkDHHnWIjHW59 +XVaQVmtDOYlKr+x+m8Ug9YyWhvUMsAA5BxYg5wB8oZ/Cisxms1qttlqtq3u5 +CBmrC3iKlI6ZkRbaw8H6ZTRZWgK+S9Iy2pYl9YyWhvUMsAA5BxYg5wB8oZ/C +3Ww2G/dxGhUVdfHixUOHDm3fvp3Lya5du44dO+bv75+UlDQ4OOj61kTIWEvA +o6Rx6FXue9EbcAd5odvsV/FN2C/1dJaG9QywADkHFiDnAHyhn8IiPT09p06d +2rYsrrFGRkZqtVpXNkg7YzqDuTvwftI4rMY5qsPBeleaHUnS0hb0famnszSs +Z4AFyDmwADkH4Av9FAir1RoSErJ8M3W0b9++urq6FTdLO2PyWQ2pG4OyTTab +jepwsN6NT8r7ZJtJZrTT3VLPaAlYzwALkHNgAXIOwBf6KRDp6emul9MFu3bt +GhsbW36ztDM2ODhEuka37EGqY8HGUOT/EslMR/5FqaezBKxngAXIObAAOQfg +C/0UFvT29u7YsWNR/fT19a2urh4dHVWpVD09Pbm5ufv371/0HA8PD7PZvMyW +aWesva3J4XDNJ6iOBRtDTuxpkpnG8N9IPZ0lYD0DLEDOgQXIOQBf6KfAsVgs +n3zyyaJjd5f8RJ2fnw8NDV1UURMSEpbZOO2M1VUXkq7RHPIs1bFgY2hqrCOZ +6ZdtdsNzlrGeARYg58AC5ByAL/RT4PT19S2qnI2Njc6ebLVaz5075/jkw4cP +L7Nx2hkrL0i27wu79iLVsWBjMBjNtf4/ILEZa06UekaLYT0DLEDOgQXIOQBf +6KfAycjIcOybfn5+yz9foVDs3LnT8SV6vd7Zk2lnrCg93H67kMhXqY4FG0Zm +yF77bvebu6SezmJYzwALkHNgAXIOwBf6KXB8fHwcy2Zra+uKLzlx4oTjS3p6 +epw9k3bGchMu2/efxm6nOhZsGEU5CSQ2XUGPuNtln7GeARYg58AC5ByAL/RT +sFqte/bscSybCoVixVfJZDLHlxQVFTl7Ju2MZd04ad8RlvQR1bFgwxidUnYF +foskRzNWL/WM7oD1DLAAOQcWIOcAfKGfgsViuXXrVkREhK+v74kTJ44ePerK +q86fP+/YT8vLy509k3bGMsM/sV+/N8OD6liwkeT6/9F+l5ksT6mncwesZ4AF +yDmwADkH4Av9FFbBarXu3bvXsZ+2t7c7ezLtjGUEv2e//2mBO97LEtxT9k37 +keEtYT+Vejp3wHoGWICcAwuQcwC+0E9hFYqKihzL6fbt2+fmnN6hg/rxvYFv +kZYxWBVGdSzYSNo6ugZlf0+O7Jtm7ZTUM7LDegZYgJwDC5BzAL7QT4EvnU63 +f/9+x3569uzZZZ5PO2M5fr8n/XSyNYnqWLCRmC3Wcr/nSHgGKq9JPSM7rGeA +Bcg5sAA5B+AL/RT4ioqK2nanqqqqZZ5PO2MFV35JKoZqoIDqWLDBZEb81X7x +5xtvSD0dO6xngAXIObAAOQfgC/0UeCktLV1UTj09PZe/NwfVjJnMlvKrz5CK +YZA30hsLNp7KsjwSnh7Zt2xWk9Qz+hLWM8AC5BxYgJwD8IV+Cq6rq6vbsWOH +YzndtWvX0NDQ8q+imjHlnL7O/0lSMUzKPnpjwcaj0uhbAx4h+ZnuLZR6Rl/C +egZYgJwDC5BzAL7QT8FF9fX1O3fuXLTztKSkZMUXbnOiVghZBZVtAQ+RflFX +kSvIZoEdGX5/Ifkpjdgl9XS+FB8fL/UUAKhDzoEFyDmAM846AvopuKK0tHT7 +9u2LkhMbG+vKa6lmrHNQ0SfbTPqFzWygNxZsSAVpYSQ/rcE/lHo6X6rF39uB +Acg5sAA5B+AL/RRWlJ6efvefNaKjo118OdWM1bUN2a+/GrSZ3kCwUQ0Ojzn+ +iUOncItDxLGeARYg58AC5ByAL/RTWIbZbA4LC1tLOf0b5YyVVjeRZtEd/Ai9 +gWADK/b/FUlRZ+FlqadzG9YzwALkHFiAnAPwhX4Kzmi12nPnzt1dTlNTU3lt +h2rG8goK7c0izF0OzoT1JSfak6SoIeJlqadzG9YzwALkHFiAnAPwhX4KS5LL +5UeOHFnUTHfu3FleXs53U1Qzlp6eTJpFR8TP6Q0EG1hjQw1JUb9ss9WklXpG +WM8AE5BzYAFyDsAX+incrb+/f//+/YvK6Z49e9ra2laxNaoZS44PJ82iPfr3 +9AaCDcxgstQ73KVopClZ6hlhPQNMQM6BBcg5AF/op7BIS0vLe++9t6icHjx4 +cHh4eHUbpJqx+Kgr9uN749+mNxBsbDmh79kP8Y17T+rpYD0DTEDOgQXIOQBf +6KfgqL29fdeuXYvK6fHjx5VK5aq3STVjcWGn7ddHSv2A3kCwsZXlx9sPFA96 +1GazSTsfrGeABcg5sAA5B+AL/RSInp6eu/ecXr582WBY001F6fbTwL/azxzM +PUpvINjYpmfV3YEPkCwph2uknQ/WM8AC5BxYgJwD8IV+CgtUKtW+ffsWldOw +sDCr1brGLdPtp1f3kk4xWupFbyDY8PID/0yy1Jwq8d86sJ4BFiDnwALkHIAv +9FPgcCXU29t7UTmNiooS5ChHuuefXn6HdIrphmB6A8GGV5ASQLLUEvJjaSeD +9QywADkHFiDnAHyhnwKntLR0UTm9cOHC2vecLqCXMavVlnTJvs9rrusmpYGA +BQNDI/2ye0ic5hW9Ek4G6xlgAXIOLEDOAfhCPwWLxfLXv/51UT/19vYO5KOj +o8PZ9ullTDNvzLz8G3uhGMiiNBAwotj/1/bbFeVKebg41jPAAuQcWICcA/CF +fgp1dXXb1iwzM9PZ9ullbGJGW3jlZ6RQ6MfKKQ0EjMiNO0vi1BT2CwlngvUM +sAA5BxYg5wB8oZ9CXFzcOu2nvSPKiqtPk0JhnG6hNBAwoq29bVD2ZZy4/2HS +Tkk1E6xngAXIObAAOQfgC/0ULly4sE77aWP3VIP/46SfmlQDlAYCRlis1gq/ +50iiekplUs0E6xlgAXIOLEDOAfhCP4XDhw+vvZ/m5+c72z69jJU1j7YHfIe0 +CYtuhtJAwI7syCMkUY0RL0s1DaxngAXIObAAOQfgC/0UaKOXseyqgT7ZZtIm +bBYDpYGAHfV1VSRR/bLNVoNKkmlgPQMsQM6BBcg5AF/op0AbvYwl5beSKjEQ +dC+lUYApBpOl1v8pe66qr0syDaxngAXIObAAOQfgC/0UaKOXsZjUMtIj+kIf +pTQKsCY7/ID9EN+o1ySZA9YzwALkHFiAnAPwhX4KtNHLWHhcGukRvRE/ojQK +sKaqvMD+dw/ZfVbTvPhzwHoGWICcAwuQcwC+0E+BNnoZC4mItveI6F9SGgVY +o9WbGv0fI9EabUwQfw5YzwALkHNgAXIOwBf6KdBGL2OBQYH2S9nE/5HSKMCg +7NA99kN8Y94RfwJYzwALkHNgAXIOwBf6KdBGL2P+V71IiRhK3UppFGBQWaH9 +0PEe2bdsZrEvDY31DLAAOQcWIOcAfKGfAm30Mubn40FKxHjuPkqjAIOUc/qW +gEfs6Wq9JfIEsJ4BFiDnwALkHIAv9FOgjeL+U6+DpEHMlH1OaRRgU1bwLodD +fMXeO4/1DLAAOQcWIOcAfKGfAm2UMqYzmEO87ScJKmu9aYwCzCotuCXhIb5Y +zwALkHNgAXIOwBf6KdC2zYGAm51W6iIvvEsahLpJJuDGARYd4jvWkiLm6FjP +AAuQc2ABcg7gim13kno6sMFRytjguCre53VSHzQdN2iMAizLDpHsEF+sZ4AF +yDmwADkH4Av9FGijlLHWvum0y6+Q+qDtS6UxCrCsTLpDfLGeARYg58AC5ByA +L/RToI1SxqraxnN9f0Xqg26kiMYowDKV5s5DfJvFO8QX6xlgAXIOLEDOAfhC +PwXaKGUsr3ao9OpzpDsYJutojAKMk+oQX6xngAXIObAAOQfgC/0UaKOUsZSS +nhq/H5DuYJztpjEKMK68MFWSQ3yxngEWIOfAAuQcgC/0U6CNUsZuZLe3BDxK +uoNZM05jFGCcVIf4Yj0DLEDOgQXIOQBf6KdAG6WMBSU3dQc+QIqD1ThHYxQA +x0N8G8Q6xBfrGWABcg4sQM4B+EI/BdooZcwnunpQ9mVrGAz6ps1mpTEKQEWR +BIf4Yj0DLEDOgQXIOQBf6KdAG6WMnQ3NI61hMPTbNIYA4MxpDY6H+I6Icogv +1jPAAuQcWICcA/CFfgq0UcqYp18SqQxD179PYwiABTmOh/hGi3GIL9YzwALk +HFiAnAPwhX4KtFHKmMfFa6QyDMe8QGMIgAWOh/j2yh6wmvW0R8R6BliAnAML +kHMAvtBPgTZKGfvs7BX7VVWTXqExBMCCuXlDc8B37fvr62/SHhHrGWABcg4s +QM4B+EI/BdpoZMxothw/fY70hamMNwUfAsBRTthe+yG+ka/THg7rGWABcg4s +QM4B+EI/BdpoZEw5pz979jjpC9N5ewQfAsBRTXkuyVuf7F6LQU11OKxngAXI +ObAAOQfgC/0UaKORsTG55tK5T0lfmCk+JPgQAI4MRnOD/xP2G82Uh1EdDusZ +YAFyDixAzgH4Qj8F2mhkrHt4NsBrPykLs5Wegg8BsEju9Y/th/iGv0x1LKxn +gAXIObAAOQfgC/0UaKORsYauqTDv3aQsqOp8BB8CYJHmxmoSuQHZJsPcJL2x +sJ4BFiDnwALkHIAv9FOgjUbGSptGb1x8h5QFdUuw4EMALGKxWqv9nyapa8uj ++FcRrGeABcg5sAA5B+AL/RRoo5Gx7KqBRJ/XSFPQdMYKPgTA3fJjT5DUNYX8 +hN5AWM8AC5BzYAFyDsAX+inQRiNjSUXd6ZdfJk1hvj9d8CEA7tbb2z0g22Q/ +sHyyk9JAWM8AC5BzYAFyDsAX+inQRiNjkZlt+b6/IDVBN1Is+BAASyoN+JX9 +Kkkpn1EaBesZYAFyDixAzgH4Qj8F2mhkLDCpsezqs6QmGKbqBR8CYEklt66S +4LUGPUFpFKxngAXIObAAOQfgC/0UaKORsYvRtbV+3yc1wTTbLfgQAEuSy6d7 +ZfeR7I11ldIYBesZYAFyDixAzgH4Qj8F2mhkzDOsoiXgEdIRzNpxwYcAcKYo +2H5trpqYPTSGwHoGWICcAwuQcwC+0E+BNhoZ+9SvuDvwftIRrMY5wYcAcKY6 +P5pkr0v2oMWkF3wIrGeABcg5sAA5B+AL/RRoo5GxDy/kkIIwFLTJZrMJPgSA +M/M6fXvgQySBHWVRgg+B9QywADkHFiDnAHyhnwJtNDK293QCaQfD1x4SfPsA +yyu6/gFJYHXYy4JvH+sZYAFyDixAzgH4Qj8F2gTPmMVq3XMigrSD0RtPCbt9 +gBV1t1aSBA7INqmmR4TdPtYzwALkHFiAnAPwhX4KtAmesbl540eeMvsFVG/+ +TNjtA7iiNtB+h6OalFMCbxzrGWAAcg4sQM4B+EI/Bdq2ORBkgxMz2k9P+ZJq +MJH8iiCbBeClIsWLhLBRJvBOfKxngAXIObAAOQdwxbY7ST0d2OAEz1jfqNLj +9HlSDabStwi7fQBXzM5M9sk2kxz2tRYLuHGsZ4AFyDmwADkH4Av9FGgTPGPN +vfIzZ0+QXiDP3S3s9gFcVB76Z5LDsshdAm4Z6xlgAXIOLEDOAfhCPwXaBM9Y +ZevYxXNHSC+YKfpY2O0DuKil7Kb9RqiBD+r180JtGesZYAFyDixAzgH4Qj8F +2gTPWF7NoN/5A6QXKMo9hN0+gIssZlN74MMkinX514TaMtYzwALkHFiAnAPw +hX4KtAmesVslvSHee0gpUNZ6C7t9ANdVxH5EolgR9FuhNov1DLAAOQcWIOcA +fKGfAm2CZyw6pyPywrukFKibAoXdPoDrxvoaHG+EOj7SJ8hmsZ4BFiDnwALk +HIAv9FOgTfCMBac03/R5g5SCufZIYbcPwEt90HMkjcU3hTnaHOsZYAFyDixA +zgH4Qj8F2gTP2OXYuluX/kAagbY3WdjtA/DSkOVjvxFqwJNmi3Xt28R6BliA +nAMLkHMAvtBPgTbBM3Y6vDLb90XSCOaHcoXdPgAves1Mn+xe+1WSylLXvk2s +Z4AFyDmwADkH4Av9FGgTPGNHA0uKrrxA6oB+vFLY7QPwVRP5FglkYfBf1r5B +rGeABcg5sAA5B+AL/RRoEzxj+33yK6/+mNQB43SrsNsH4GukLY8Esld27/DI +yBo3iPUMsAA5BxYg5wB8oZ8CbYJnbMeZrAb/x0kdMKkHhd0+AF82m6016Psk +k7mxJ9e4QaxngAXIObAAOQfgC/0UaBM2Y1wR2HIsrT3gO6QLWHQzAm4fYHVa +s8+STNb6P6UzmNayNaxngAXIObAAOQfgC/0UaBM2Y/N60xvH0vpkm0kXsJkN +Am4fYHWM2ql+2T32G83kremy0ljPAAuQc2ABcg7AF/op0CZsxuTK+TePpZAW +MBS8WcCNA6xFY/QWkswc/1dtNtuqN4X1DLAAOQcWIOcAfKGfAm3CZmxwXLX9 +eCxpASPhjwq4cYC1mOktIsnsk21ubuta9aawngEWIOfAAuQcgC/0U6BN2Iy1 +9c/sPRFOWsBo9I8E3DjAWthstvaQH5Jw3go7vOpNYT0DLEDOgQXIOQBf6KdA +m7AZq2mfOOgZSCrAePwvBNw4wBr1l/iScDb4Pz4+rVnddrCeARYg58AC5ByA +L/RToE3YjBXWDx8+dYlUgImUPwi4cYA1shiUfUH3kXymxF9b3XawngEWIOfA +AuQcgC/0U6BN2IyllfWdOG2/kcdUxlsCbhxg7TqSdttvhHrlxbl54yo2gvUM +sAA5BxYg5wB8oZ8CbcJmLC6v89xZD7L+n87bI+DGAdZON9lA8jko+2ZadsEq +NoL1DLAAOQcWIOcAfKGfAm3CZuxaWqvPuU/J+n+m+JCAGwcQREfkr0hEE3zf +NZotfLeA9QywADkHFiDnAHyhnwJtwmbML74hwGs/WfzPVngKuHEAQcx2JJKI +dgc+kF/VwXcLWM8AC5BzYAFyDsAX+inQJmzGzkdWh3q/Rxb/yjofATcOIAib +1dQT+j2S0oirh602G68tYD0DLEDOgQXIOQBf6KdAm7AZ8wgui7q4laz81c1B +Am4cQCgTFd4kpXX+T9a2j/N6OdYzwALkHFiAnAPwhX4KtAmbsU+uFCX4vE5W +/pqOaAE3DiAUi256IOheEtTgoKu8Xo71DLAAOQcWIOcAfKGfAm3CZmyvV27q +pVfIsl/blyrgxgEENJT5vv1GM76/6hmedf21WM8AC5BzYAFyDsAX+inQts3B +2rf2jmcGt9Qny37dcMHatwlAg0He7HijmaAbKa6/FusZ2EisxjmTetAgb9SN +FCurz80UfSzP2zOV+U57ykeq+kvKOh9l7UVVnY+q3lfdFKBuCdV03ND2JM0P +5urHK42KDrN23GYxSP1FAKwSPs8BXLHtTlJPBzY4ATNmtljfOJZWcuV5suzX +T9QItXEAwfXH/oZkNebiWxMzGhdfiPUMrDs2q4UrobqRorm2iNmqU9N5eyZS +Xhm98cOhkPvIT8FaHsPXHhqLfX4y9dXpgn1cyZ1rj+TGMqkGbFaT1F86wHLw +eQ7AF/op0CZgxtRaA9dPq/x+SFYsRgXvO3cAiEbbe8vxRjMhCRUuvhDrGXB/ +Zu2kbihf1XBlOm/vePzPheqhvB/Bm8din5vK2jpbeVLTFWeQN1nNeqm/NwB2 ++DwH4Av9FGgTMGMTMxqunzb52+/cYZ4bFmrjAIKzWU391x4ncQ30/mhaqXPl +hVjPgBuymnX68UpVw1V51raRyCekaaMuPTaNxb0wnf++uilQP1ZhNc5J/Z0D +puHzHIAv9FOgTcCM9Y4ouX7aEfhtsg6x6HlccwZAfMp6XxLXJv/vhd1qdOVV +WM+Am7CZDV+cNHp2IvmVoeB7V1cYh8O+PRr99ETiS1Ppb4zF/3ws9jnu/44n +/bYzYfvfzzz94izUGq/ZqjOKco+Zkr9O538wlfXu5K0/jcf/fCTyyVUP/WVd +vfmzmeJPNF1xJtWA1N9RYA4+zwH4Qj8F2gTMWHOPnOun/bJ7yMLDZjEKtXEA +Giz62YGQB0hivc95KNQr70LFegakZVIPzrVem8p8Zzj0Adeb4EjkE1yjnCn6 +WFXvq+1J1I9Xctuxmp0G3vWc22w2i0FpnO3WjZZoOmO5MjtTdHAy9dXRqB/w +rasj1x+T5+xSt4QYZ9q4zQr0DQNwCp/nAHyhnwJtAmassnXs7WOJ9pVGyP1C +bRmAnpnSoyS0lVd/fC2tdcWXYD0D4rPZrPqJ6tkKz7GYZ13aKxr6rYnkVxSl +RzUdNwyTdVaDmu+IguTcaprnmqa295ay9iJXPF2c/JddNeK78tz35jqicKoI +0IPPcwC+0E+BNgEzllc7tPN4tOOfwYXaMgA9JvXgYNAmktvjZ7xnVCvsQsV6 +BkRjs1r0Y+WKkk+5T9QVC91Y7HMzRQc1HdFGRSf3wjUOTSnnVpPWMFk/1xbB +TXX85s+GHH76lv3SnleUe+iGC3F5JRAWPs8B+EI/BdoEzNitkt4PToTZlxMx +zwi1ZQCqpnJ2k9zm+/4i5Fbz8s/HegZEYJxuna3wvH1257LFbfTGD7n2qu1L +tczLhZ2AODm3GjVcAVfVX5pK3zJ87Tsrd9XQ+6cy3uLqrVkzJsL0YMPD5zkA +X+inQJuAGYvJ6fj4pD9ZRYwn/FqoLQNQZZA3Oi6APz3tJ5+dX+b5WM8APRbd +tLopcOz2jkXnHS3kfq7NqZuDTcoeejMRP+c2q4Vr5eqWUHnOjpHwR1bsqtxv +GVWdj3GmTeR5wkaCz3MAvtBPgTYBMxZ6q/noKR+ycphM/bNQWwagbTL1NRLd +jMu/kyU1LfNkrGdAcDabVTdSLM/ZNRS82en5mOGPTBfunx/ItJqW+/uJUKTN +OfcNMcibVY1+k2mvr3jz1rGYZ2arThumGnBJJeALn+cAfKGfAm0CZsw3rs7z +zBmyYJjK2irUlgFo042WkOgOyr65/2TIqNzpbRmxngEBWfSz6qaA0einnZWv +4WsPzRQd1A0X2qwmMSfmPjm3mrTzg7mK0qPLfJe+PNo56ilFuYdhsl7qKcO6 +4T45B6DEPDei7U0R8J4a6KewIoPBoFarrVbr6l4uYMbORlSdP3uMrBOm8z8Q +assAIhhPfImkN9HnVa+oamfPxHoGBGFS9syU/HUo9P6l21bwvfLsbfP96Taz +QZLpuWfOuW+auilw8tafhoLvWa6oRv9YWX3OqOiQer7g7twz5wACmq06NfTF +ZUuV1WfNc6Nr3yD6KSxpdnY2Jibm/PnzBw4c2PaFHTt2fPzxx/7+/k1NTRYL +j8s2Cpixz2Wll88fIssDRclhobYMIIL5/gyS3n7ZPXtPhLcPzCz5TKxnYI30 +o6VTmW87Pa3y5s/ULcEW3dLxE42b59yiV2i6bnIV3mnBXzj09+bPVA1XTOpB +qecLbsrNcw6wRjaLYSTie+QjUdOdsPZtop/CIjqdLj4+fvfu3ducO3r06PCw +q3eLEzBjBy4XBnp9SH4EZqtOC7VlABHYbNaxuJ+QACf4vH40sHTJ09mwnoHV +sVkt2p6k8fhfLl2mQu+fKfzIMFkn9TS/tF5ybjVptX2p03l7hsMeXKaoTiT9 +Tt0SYpmfknq+4F7WS84BVkfbk+hwEYNHBTkgB/0UHOn1+hMnTizTTImdO3dW +Vzs9OtGRgBnbfS7nmvcu8lOgqr8s1JYBxOH4Mb6wC7W8ZYl7WGA9A3zZLIa5 +9uvOTp8cjf6xuklmMSilnuYd1l3OuXXX/ED27aIa+i3nRXXTZPpfuJ90q3mF +2xwDI9ZdzgF4mUh+xb7nqNJTkG2inwJhsVh8fHxcKacLdu3a1dfXt+JmBczY +2ycyblx8h/wUqFtChNoygDhsVstY7POOu1D3Xcw3Wxaf3I31DLiOK03qltDR +qO8vvVMv5ZXbZ5haeZyUIZr1m/Pbe1R7kqaytg4F3+usqN6+6lTxIffZWw1S +Wb85B1iRcbrF8XPPpBoQZLPop0DcvHlzUQM9fPhwdnZ2f3//yMhIQUGBt7f3 +oiccPHjQaFzhal1CZcxosrxxLC3Bx36TDk1njCBbBhDT3btQM8oX/50H6xlw +hc1ivL3PNOoHS1376J7pvD2GKbe+zOwGyLlFPzvXETWZ+upQ0CanJ6jGPq9q +9DNrx6WeLEhjA+QcwBnHs5amMt4UarPop7BAo9G89957jt3z1KlT3H90fI7N +ZouKilpUUTMzM5ffslAZU87puX6adtl+FIG2L02QLQOI6fYu1DvOQn1t55ls +re6O+3pgPQPLs1nNms7Y0egfLVGIQu5XlB4xq4eknuPKNlLOzdoJdXPwRNJv +ljnul1u8aXtvSXW1ZJDKRso5gCOjosvxU07bmyLUltFPYUFycrJj6zxx4oSz +HaMJCQmOz/zwww+X34UqVMbG5Bqun+b6/or8IOiGCwXZMoDItD1JjrtQ3z9x +LSqr3fEJWM+AMzabTduXOhbz7BIHlIY9OFt50jIvl3qOrtqQOTcpe2erzoxE +Pun0uN/whxWlRwzyRqlnCiLZkDkH4Ezc+rPDQTv3WoU7kQT9FDhcwfzggw8c +W2dLS4uzJ1ut1sOHDzs+ub5+uUPIhMpYz/As10+Lr9h3POknagTZMoDI7rqQ +72tvHU+fmNGSJ2A9A0vSj5ZNONxF1155Qh+YrTol+f1i+NrAObdZLbrhgum8 +PUMhTu9NMxb3U3VT4Hq83q/ZYtXojDMq3di0ZmBc1TWkaOmV13VOVraOlzaN +FtQN5VQPZFT0p5b2Jhf3JBR238zvjMvrjMnpiM7puJHdTh7cf4nN7eT+lXsO +90zu+dyruNdyW+C2U9U23tA11dY/U902Udsx0Tk0Mz6jMZjMUn/1vG3gnAPL +rGbdUPBm8oEmz90t4MbRT4HT3d3t2Dc/++yz5Z9fUlLi+HyZTLbMk4XKWGP3 +FNdPq/zsx7MZZ9pXfhmAW7p7F+r5SPsFsbGegUWMiq6pjLeWPpq33GMd7TN1 +xELOLQblXFvEkn9VIGcKT2VtvX0NK8sKF3OgxGazzajm2wdmShpHUkp6ihtH +8moGb5X0cuUx9FbzlZv13EeTR3DZoatFH17M23km+63j6dzvYgkfb5/I2H0u +58Dlgs9kpWcjqnzj6sPSWm7md2VW9pc3j3JNeWhCrdQYrNYlbt0lCRZyDgzi +PtkcP8rM89MCbhz9FDiZmZmOfTM2Nnb558/Ozjo+//3331/myUJlrLxljPvF +1Oj/mP1nYT2cYAWwpEW7UBN9XuPiXdcxufCvWM8AYTWoFGWfcy3mrl6zWVFy +eF1fdYepnBsVXbOVniPXH3NWVEfCH+XeaON0q4CDGkyWaaWuf0zZ2D3F1c+0 +sj6udQYlN12IrjkeUv6xbyFX9LZ4SFk2qT64r+5Tv+Jz16tkyU1cgc2vHeK+ +DyNTc/N608rfO+EwlXNgxO0racQ8Qz6+uM8uYbePfgocPz8/Fw/uJT799FPH +lygUCmfPFCpjeTWD3K+bjoBvkx+HdXcwG4AjbW8yCfOAbNM+z5APL+YZTbdP +38B6Bv72xR8xNB03RiK+d3eXmc7bY1IPSj3BtWIw5zareX4wV56zc5kb04zH +/1LdErLiLzibzTY3b+TaVlv/TEXLWGZlf2xuJ9c9vaJqPpeV7ruYv/VkpuQN +0W0f205lHrpaxH2vwtNbMyr6azsmhifVBhOV2zAxmHPY8BwXMEMh91t0Qu48 +/Rv6KXzhwIEDjmVTpVKt+JJFlba11emffIXK2K2SXu53Sp/Mfqw7roII69oX +u1B/SvKcfvllLuExOR1/w3oG/vY3/UTNeOKLd5eXydRXDfJmqWcnDJZzbtEr +1C2h4wm/ctZSuQI7lrF9sPFWc/f4wq7PG9nt/gkNZyOqPvUv3uOV+6aHZMfZ +vnU8fceZrPe98w76Fh4OKDkeUn4mosr7Rs3luDpuhsEpzdfSWiMz26JzOuLy +OhMKupKKbp9eequ0N7W0l/tCFh7c/+b+S0pJT1JRD/cc7pnc869ntoWltXAt +m9vOpdi685HVJ8Mqdp3NfvtExptf7Od9k/LRxXu9cj1Dy2XJTdySo6Z9gqv/ +d9+fmi+Wcw4bks1mG7/5M/vO05JPBR8C/RTMZrNj09y1axcXvBVfFRMT4/iq +nJwcZ88UKmPcuv3NYymOx7YJslkACc33ZziuSA+dvMqtOYcm1VjPsMysnZzO +/3CJy+nEPDs/mCv17ITEbM5vX4RZZxqf1nQNKRpqipuSDvSFPOKsqLYFPBx5 +4d39nsFU+yb3ybPVM2PnmawToeVcweSqItccc2sGy1vGGrqmuHlyn0ty5bxm +3rj2vrZGRpNFqTFw373eEWVTj7y8eTS7aoBruOHprb5x9aeuVR66WsRVWqG+ +OVs80j66VMC1b24RUto02j+m4rubldmcw0Y135/ueAY9jYN50E9hbm7OsWke +PnzYlVdxhdTxVfHx8c6eKVTGQm81bz8e63CqziOCbBZAWhNJvyWpLrzyM245 +9LmstKYG16Zmkc1iVDX6DYd9e1FDGQ57kPvvNstGO2JkQ67bdQYz1+MGxlUt +vXKu3C1Up2tpt6vT6fDKT/1u7/q8+xJDbx1LPn3mZNbll/pld51o/PdH2dVn +L58/tM0jzvVu9faJjPe98w4HlJyNqPJPaLie2ZZc3JNfO1TTPtExqBiZmuOK +nuR9kxKL1To7p+fqZH3nZF7N4M38zoDERq69Hrhc8I5nxhpL636ffK6xxuV1 +VraOjck1y1+LaUPmfBHu08miV5jnRnSjJdruxLn2KHVziLY/nft/uYd+tEw/ +XmmYrDNOt5hmu81zoxb9rM26/i7FDH/78h7uL9hPNinYT2MU9FOQy+WOTfPc +uXOuvKqqqsrxVTdu3HD2TKEyxv1y33sinPxEjN74oSCbBZCWfqzCcQl64vRZ +bvETFFcs9bxAbLqhvCXvajqd/6FZOyH17Khw/3U71zvm9aYZlY6rct3Ds009 +8srW8YK6obSyPq6bcK3zanzD+cjqY0FlB7+41tDaj7nddfxGoNe+Gr8fOGup +vbJ7b136w7HTXluO3dpxOuvA5cIToeWXY+u4ySQVdefVDtV2THBTnVRodQZR +rwK0vqi1hv4xZVXbOPdWhqa2cP39o0sFq3773jmRcTSwNDilOad6oGtIoTPc +0bzcP+crshrnjLPdupEiTWeMqt5XUfaZPPe9ydQ/j9382UjkE0OhTm+itPxj +OOxBbi03nvjiVMZbM0UHlTXn59qv64byjYouq1kn9RcNS9N0x9+x81TVT2MU +9FMYGhpybJo+Pj6uvKq+vt7xVWFhYc6eKVTGzl6vOuApc7iCxM8F2SyA5Bzv +G8KtS988lvLOiXRuSSz1vEAkZs2YPGvbEtfJSXxxY9/leRXrdqvNxnVGs8Vq +NFsMJgtXBLR6k2beqNIYFGr9tFLH9bKxaQ1XJwfHVb0jys5BRWvfdGP3FNfa +KlvHShpH8muHsioHUkt7Ewq7Y3I6IjJauVpx9Wb9heia0+GVx4LLPvUr3u+T +z5XNrWvey7aWx6cnryRfebNb9qCztf1I1FPKWu8NcJks92GxWrn8NPXIs6sG +wtNbudL6wYW81b19B30Lr8Y3ZJT3dQwqyiurVx7bbVjm5frxSk1H9GzVGXnu +bu5TaCTc6cHnVB8jkU9Opr6qKD2ibgnVj5bikpjuwGY1jUb/mLxHM8Wf2P/J +ZusfU3GfvYIMhH4KnZ2djk3z6tWrrryqpaXF8VWBgYHOnilUxo4FlX16ypf8 +UEykvCLIZgEkZ1R0DAVtItn2Pf8Jt7zhlkZSzwuos1kt6ubg4bDFHWQk4rtz +HVFcFaM0rsFo5trcqHyuZ2Q2pbgnKqs9OKXpclzd7dZW0HUju51bnAclN/nF +375GjVdUzZmIKs+wCq67HQ0s/dS/+JMrRQcuF3Il7sOLee975+3xyuXa3K6z +2TvPZO84nbXtFPfIfPdk5lbu4ZnxzsLjxBKPt46nLfwPx4X9W8fT3779T+kL +jzc90rd4pG2RridSenDfoo8uFXDf0gs3ariCHJvbmVlx+/adXJsemlSr/n77 +TpvZoO1Nnkp/w/EjYtFjMvXPmq6bVtM8pbQwzmCyDI6ryppH4/I6L0TXcO/a +KtL4sW8h99OUUdHfOajQG93ouFazdkI3UqxuDpopOjiR/PLwtYckqaKuN9ap +rK3K2gu6oTzUVUnccc/TkPvMmjHut0ldxyT3Icb9IuCiHpDYKMhA6KfQ39/v +2DS9vLxceVVHR4fjq3x9fZ09c5sTtTy9fz7T4/R58nPRE/M7vlsAcFudCe+S +bLcHfOddj5vc53xofLHU8wKKGotj+iKfW7QAGwza1Jm0q66ycNWbLa2oziqo +TMgsu55cEhhb5HO94HRw3md+OR9fyt57PnP7qfQ3N+79Lt3h8faJtF1nMvZd +yPqrb/bxwNxzofmXIwuD4oojk0viM8rS8yoKSqoqq2r4vq315ZntqYf6w7/v +bOk+GPJAV8I7TQXXamt4bxx44d6+jLyKiKSSixEFh6/k7DjNez/7h95ZZ0Ly +wxNLsgsqa8R8v2qqG0oSW7K9O5L39kS/OBD6HaGa42DQ5oHQh/qvPdEf+shA +8P0DId8aCPl23/Vne6J/+8XjNz03ft0b9YveyOf7In7cf+1xbuhB539ycfHR +H/6Drvi3W7PONpTdEu97yLLqsv6w75Lvf0n49iNXc946fke2t51M5xVpZx0B +/RQW7QkNCAhw5VVtbW2Or/Lz83P2TKEytud8zpkznuTnQp67W5DNArgDy7zc +8ao41y9s5z7n3z2ZOTWLfSIbkNWkVZQfu3uP2OStPxoVna5swWyxTsxoW3rl +BXVDcXmd/gkNnmEVH10qWLQvEo81Prbc3tGZ9b537idXio4FlZ2NqLocWxeU +3BSZ1Z5U1J1dNVDaNNrQNdk1pBiTa0S41pDNZtOPV84UHrh7nzt5jN74obL6 +nGm2m+pMwJFaa2julaeW9l69Wf/xlUJeO1h3nM7icpVQ0NXUI9fqBD5lmAuM +SdWv7UnkPnAmkl8ZDn1glWUw5P6x2Ocm016bLtyvrD6rbgnV9qXqx8q5zyuz +dmLV54pajXPmuWGDvFE3lKfpiFbW+cwUfzKV/sbtM/GDN/Oa4WjUD7ifC21P +kuA34gRitvaifSdR4H07j99YMtI9w7NrHwv9FLq7u13cE+qosbHR8VUinH/K +9dOL546QH42ZooOCbBbATajq7Yev98k2f3gilPuc9wguW/7KkLDu6IbyR288 +tWhxNRL+CLc8c3ZvrxmVrrlHnlnRH5bacjq8ct/F/C0M7wPlvva3jqdzTXyr +Z8a2U5nc8n7n2ez3zufs9cr94EIeV9IP+hYeulp0OKDk86DS4yHl3HfsfGT1 +hega37i6gMTGkFvN4emt0Tkd8QVdt0p6syoHuI5f3jxa2zHB9f3u4dmhCfWk +QsuVTYPR7Mrd1iRhNWk1nbGTt/64zIp9PPFFdXPQRr24ljvjktM1pMis7PdP +aPjkShGveHPp5VKaVzPI5XB1H/4W3cz8UK6y5jxX9IbDH+ZbRYevfWci8aXp +/A+5tsgVW8NknVk7Kf4Pgs1qNqkHud6qbpLNFH08kfQb16/CNJH0W1Wdj3G6 +xW1/ftcXzbyxrHk0JDanV3Yf+SaHX9h5d3q5D+RLsXUD46q1D4p+Couuj3Tx +4kVXXrVop3xMTIyzZwqYMXVLKPnRUJQfE2qzAO7AataPRtlrS57vLxc+8G/m +u7RDDdwft26czv/g7tXUdME+x3OpuGbU3CtPK+vjlqmfyUrfPZkpeMV7xzNj +j1fux76Fn8tKuVrHPfb75HOd7lpaS0JBV2ppb3bV7dbGrUmq2sYbuia5+XQM +zPQMz/aPKbll86h8bmJGMzU7P63UKdQ65ZxerTXMzRs1OqNWb9IZuIdZbzRz +q3SD6fZVjIwLD/PiR2VVzcL/4F6l1XOvNc7rTUaT2WS2mC3WhYfFyrFZbTYs +NZdkUg1wTcTxo+Oux6bJ1Fc1HTcsBqXUk2VURWXN7bpacbuufnyl0PWf060n +M0+GVcTkdtR1TKo0Tm8vZbNZjYrOufbI6YL9S14DfLk2GvbtieRXZooPLVyD +yJ3/msE1Vu7L1HTHK8o+v31ftuB7V/zqRiKf5L403XChzWKUevrrz+CEOrm4 +51hw2cLxALcu/YF8Y9sCHt7qEU+C+tGlgusZba190wIeQIJ+CpOTk45N8/Tp +0668qqSkxPFVKSkpzp4pYMZUDVfITwf3G1mozQK4CW1fquPv1jNnTyx8+OfX +Dkk9NVgrbW/KSMT3Fi2fuMUktyacUelq2idiczvPXq/afS5njd2T67MHLhd6 +hlX4xtVHZLQu3O+ytmOic1DB9Uq3ut9l7fq/74ab4BqKbqR4umDfcOi3nC7X +g++dytqq7Um0GoW5wCa4aFHO5/Wm5l55YmH3+cjqnWeyXf/R3ueT7xffkPvF +rlWzaV4/Vq6q953KeJPXRY1GIp+YynxHWeM1359hUg+u3z/7WM16/Xgltyyc +St+yXOy/3Cn80EzhR7qhfJsVN11ajnJOz/0yCkpu2vvFxY7I4+gpH8fvp8+5 +T9/0SOd+y6SV9Y1Na2jMBP0U1Gq1Y9M8eNCl42a5Qur4quzsbGfPFDBjyuqz +5KdD1ej0jFeA9Wsy/S8k5M0Bj271SOB+NXC/CKaVOBF1vbLoZuQ5uxatlwaD +N1fHH7oYVbbqQvq+d+6J0PKAxMab+V0FdUPcindMrll040U3h34quNvH/XYn +cCv2oeB7nC7XQ+6XZ2/X9iShqIpjmZxz9XB8WlPSOBKa2nLYv3j54/Z3HI85 +deZk1IWtZVefHZA5f38XFdLwR7gOe7uQDuaatZNifuGisVmM+vEqZa337f2q +K303FCWHDZP45LHjQljVNn7uetX201lLBu+tY8m1fvYrszWHPl/ZMqLV0236 +6KfAef/990nT3L59u8ViWfElYWFhjv20vLzc2TMFzJii7DPyAzLXFiHUZgHc +h0nZNxRiP8Uj8sK7pIxIPTVYjfn+9Lt3m1ZcffrgyQDXq+iO01kewWXBKc1p +ZX11nZOj8jmjeeVPafeHfkqPZX5K3RI6kfS75ZbrIfdNZb6j6YzBrTqocj3n +BqO5Y2DmVknvheia987f/svV+yeueZ87Gu/zumNBWOERfO9E0m8UZZ9re5JM +qgGaX5k7suimNV1x8tzdw9eWuzrxWMwzytqLDH5/CLXWUNY86p/QsJC0ZR7h +F3Y4fusMk/UiTA/9FDinT592LJtyuXzFl5w7d87xJaOjo86eKWDGpgv2kx8Q +TXeCUJsFcCvK6nMk5/2yez7yDFr4HZFa2iv11IAHi352InvPokVRr+xemdeH +bx5LWe6kM8+Mz2WlXBvNrhpo7ZtWzuml/lJoQT8VgUk9qKr3HYv76bKN5p7J +1FfnWsPMc05/lcOq8cq5zWoxTreoW0K5hjUU8biLnbQj4NtZl1/iPluOnLr0 +oVf65di6jIr+3lGl+xzMLz6b1aQbLVGUHhm5vty3cfLWn7S9yTaL09N7NxIu +Dx0DM7G5nUcCSlw5VeRidG1ZSa7jtZQVJYfFmSr6KXDCw8Nd3Bm6wGw27969 +mzx/z549VqvTz0ABMybPsf8NZ34gS6jNArgVq1nXf83++7Twyk8Xflm86ZHO +/WaRenawApPZ0tY/nZ0c2iF7ZNFCqPTqc/s8Q5YopCczT4SWR2a2lTWPjsk1 +1nV7Rhhf6KdiMio6lDXnV7x+znj8L6cLPtJ0xVmtG2EfvTtYMedW07x+tExV +53P7irsONxpb/lHn92SCz2sXzx1Z8lNl4fGOZ4ZnaHlMbkdD16RmntFrBNls +Vv145RdF9TFn38yRiO/OVp40qfqlniwVo/K5rMoB7xs1206tfLU9LjORWe0L +FzuyWc3jiS+S79Jo1FOinRSAfgqcwsJCx34aGhq6/PMX3ZLGy8trmScLmDHH +U/P0o6VCbRbA3TTn+jn+6vQ6+/nCL47d53Kmlau80xxQxb0vudWDXlHV751K +SL70p0WLnz7ZZpnXB1uO3SJrgIO+hbKkpoK6oeHJVd5FYgNAP5WEcbpVWX1u +LPb5lRrQptHop9XNQTj6d42WzLllXj7fnzFbceL2nVNcvNdn8GbuybMVnvMD +meNjw8UNI8EpzbzuX7Nw85rcmsGBcZXF+W6FjYprW7qhvOm8vcvcqmYy7TVt +X9oGuN7vjEpX0jjin9Cw584rHTnbVfq+d97V+IauoTtuXaqqu+OySLqhfNHm +j34KHJVKtX37dtI39+7dOz+/3MVYuALr2E8TExOXebKAGXM8lcYw1SDUZgHc +Dbeemcp8h6S9LeDhbR5xC79HPvUvNhjX0zVwNjCrzdYzPBub2/lXv+KFd+fE +6bMtAYt3m5ZffeYjz6AtHmmfyUpvZLfXdbK7I2MR9FNpGWe7VfWXxxN+vWIz +4mqRstZbP16Fy5+uwkLObx+4q+jUdETPFB10/S4ww2Hfnkz/C1cT9KOlVtPS +CzOtztTYPRWX13kyrGKrZ4aLXfUdz4zjIeVRWe1VbeNclxH3WyIxq3Hu9u2D +U191ujv1+mPK6rMm9aDUM+Vndk5f3jIWcqv5o0sFKwZgy7G0o4GlXGw6BxVL +/rHCMFnveJm16YJ9Yn4t6Kew4Pz5846VMyHB6dmdExMTO3bscLye0uTkcleE +EzBjjmfQcL9YhdosgLvh1jNm9ZDj33jjfV4nv1Z8YmrX700BNgCjycJ1TFlS +k+Old9/1iE/weW3RIqdfdk98wEeRGc31nZPzlK92uB6hn7oJ89ywujl4MvXP +y13198u69OBUxpvqpgCDvNFmxR/KVmDWTswPZHakfMhVIdcP3B2JfEKeu1vd +EmKQN9t4HmXNFY3+MWVW5YBvXN373nmu71rd45V7Mbr2Vmlv+8CMnpk/gZqU +fbOVniMR33X2XnBpv337VDf+hTsxoy2qHw5Matzvk+/iGx2Q2MjV2Lll/0xq +NahHo3/smEmLfnaZ5wsO/RQWlJaWbrtTTk7O3U/jyunBgwcdnxYQELD8lgXM +mOMtyM2aMaE2C+BuFtbtiw6t+fy0N/kVE5nZJvUcmaMzmMubRy/F1t29h+LY +aa9m/8UrnN6onypHm6SetVtDP3U3FoNSWXth9MYPXdu19+BU+huq+sv68Uqr +ecNexYsXblWvH6vg+rs8Z9do1A9cLKTcYyzuJzPFhzRdN4XdZzej0lW0jIWn +tx4JKFn+5jV37FnzSPvUrzg4pbmwfnhkam7DnxFvsxi0PUmTt/64zLsz1x5p +NbvFXmbu7RgcV2VVDlyOrVvx0rvk8F2vqOrMin7u3XRlCK6Py7O3OX4HdCNF +tL+uRdBPYYHVavXw8FhUUVNSUoxG+x9Yenp69u3bt+g5Q0NDy29ZwIwNhz9M +flisBpVQmwVwN18eD2YxOh4z0Cp7fOF2qAuP5OIeqafJBIPJUtk67hNT+86J +JQ6c496Rmz5vLF7PBG9W1nrjSMgVoZ+6LavZoG4NV5R9NpH4kksN6/Y9TX6r +KD+m7Uk0qfrdeX+TsCzzU9zSXdXoJ899byzmGdcL6e3vWPLLs1Wn5geyLXqF +CFO9ffOaQUVqaS/3afa+98rnJJLHtlOZp65VRud0cJ+EkwrtBn5zTbPdinIP +x6XmHfu1wx9RVp81a8bFn5hWZ2rukScUdp+9XrXt1NJ3KV30eOt4+onQ8oSC +rq4hBd/LOKvqLzl+4bMVJyh9XctAPwWit7d321127drl5eXl5+d34MCBu/81 +JiZmxc0KmDHHQ49wZBFsYGTdfvsEkKBNJPbJV95y/AWUX7vCX4dg1UxmS13H +5JWb9VtPOr3g4WenLjYFLL4g5PjNnxmnW6Se/vqAfrouWHQzXOucKfzI9R2C +w9cemkx7bbbyJPdCo6Jrw/y+thpUhslaTWcMt2KfTP/LMteDXbrgXH9MnrVN +1XDFHfY4K9S66rbxG9ntXItx/axV7rH9dNapaxWRWe2lTaPDk+qNd50l7q3R +dMdPJL/i5A8Lm6fz3zdM0b0HKNco+0aVudWDAYmNH/sWuvjWcJ3UI7gsNrez +pVduMK3y+tvzA9mOX+9E0u8kuVoU+ik4ys3NvbuEOuPv77/MbWUIoTLGfWLY +f2RC7xdkmwDuyXHdzq3xHH9ZnPWyH+W75VhaVZsEf8vdwLi1VlOPnFsScGuw +ZZYBH13IKL+xd3DxuuUeZfVZRu6jJwj003XHpOyba4+cztszEvkkj2oWct/t +29bkf6Cqvzzfn3G7sZrd/ceEW5ObVP264QJ1S4ii9ChXt5e/jebSPT30gYmU +P3Qkv6/tSzPPjUj9NTnFfe4NjqvyagYDk3i0oYXH2ycyjgSUyJKbMiv72/qn +1Vp3f2ddZ5xumS7YPxR875JvLldgtX2pQv3txWA09wzP5tYMBqc0c99Prmm6 ++P1/92Tm2YiqpKKejoEZo3mt94QyyJuHQ7/l+BcVSfYX/w39FO5SUFCwa9cu +V8qpyeTS0WtCZcyim3H8kRFkmwDuyXHdbjXrHe8EMRj+2Hsnbzr+vbS1b1rC +qW4YXUOK0FvNO89mL1dLLxXE5Hb0txTcffnNsbif4KLifKGfrmsm9aCmM5bX +1WgdH6M3nppMfXWm+JCq3lfbnagfr+Q2KP5eRYt+1qjo1I0UaTpjlLUXZgo/ +mkz98xdn4G5axRc1FLyZa+Lc92Su/bpxunWhvKy7nM/rTS298qSibq+o6l3L +fiQu+dh9LufUtcrw9FaubXGlab03Vsv8lLLWeyTie85irG4K4HvG2e0TPJXz +9Z2TycU9vnH1B30Lt/D8DvvE1GZU9PePKQW8PZlJ1X/HIQHB9+rHq4TaOF/o +p3A3uVzu5+e3c+fOJZvp6dOne3p4nPgmVMa431z2D4TopwXZJoB7WrSeMcgb +HW+Q15O49U0P+x9X3z2Z2TuilGqq693EjOZmfte+Za98+MGFvKisdm4lYDMb +Zis971q4buL+o/vvD3JD627dDs5YdDPzQ7nKGq+p9C3OTt9zdZ9j+MNjcS9w +1VWe+56i9Iiy5ry6ScaVR21fmm64gFswG+TNRkWXSTVgnhs1a/9/e3fiHcV1 +J3r8nxlPnMTvTeZlOXmJMy+Tl5nJZOYkb2YymTkzc+I4i4SEMcYYiI0sAgaD +2QwYgwCDQGwSYhNGu0BoQUI72gVCe7da3VJL3Vp6US9+VygjF72pWqrqanV9 +P6ePj6OuunXb+d1bv1931S2Td87idYwvvOYs4n+KP4psYW64fLb3tr3zoq3l +xOyzz2ee5NrbM21NR601u8bL3zYXvm669XNRWQyd++pquvr8F9JXTHn/Yq3a +Pt19xWVpDTkPrPU4H7POPuowXi3p2nuhdl3EC0vCvUSR+8G5ms/yWu9WP2vs +No2Yp1f/S1+Mif9nRRCOXv9JuDCwVqfPT/WF3Nfj9RktMw1dJlGNZtxsST9d +HeG2kZCvhRWrMiozP2+rbBkZHZ9R4wN6ZowBC6PNdGercSCZqE8RjsPhaGpq +Ki4uzs3Nzc7OLi0tbWtrM5vN0bajVIy5J7qWRs3ojX9QpE0gPgXnM1MvruXb +UpYhPXkl7S1+OhzTtd/Xupk5d2n9wB/PVEdICTYcLM0q6HgyZF1cD8Rlbjbm +/k3gz6Y5P3KaGrT+NGvVWs/bEc5ChdhfIEpLc9Fvo1rGNt5f5742euOn4/fe +tDUfm+svFDWy37/8XU4JFufmybn6ztHr93sOXamPap2lgNfGw/f2nK89ffvx +7Yqn1a2GnkHrhM0R/3ezOgxV0qeTB7xGC14faC0SpWhhTd/5/Pb9l+o2H70v +f+Vk6WvTkXufXGvKf9jXNTCh9kPPPdOGgNW9puoPqHrEZVGfQm1KxZhIApcG +junOLxVpE4hPwfmM3+cx3f7nL08fmV97UP5CYvC7D4u40HdZHq+vsdt0JLsx +wt09KftLzn3e1tk/vvRUhYWfTes+Cn40pPXhH+PkiQNrVILl7QjH57KJM/hM +99XJ2g/Mhb82ZP9whVfPxvZluPL8CuSq9+ytZ+YGyxaq0SifRrooseN8es4t +Tj2iHDt16/H7p6p+G81SSyF/KBR1686zD0Vpdqmw8/PqZ1WPR9qfWYbG7FMz +rnioXsVJxGp39D9peZK/ZeDcKyEjp/7kq0cPpP1m5+0oPvjO/K3HHxzPbf68 +6lnbM0vkh5Mqy219EvAlkoj5mB09HOpTqE2pGHMMP1gaO+bC1xVpE4hPIfOZ +eVu/9Anvxpwf5d1/LD3BiZqrpp3nAoc2OGq7WNgR4V4qkVaJ3KDlyVhACuQa +awr+2dSQ/X+co4+0+iwJI7HzdkSwsPrQVJ9juHy68+Jk3b7xextMd36xcHlh +mLVo1HsNX/jGwuXE+f818eCdqYZDooh2jFQuPCJHuYXOdBXnPr/fNDHT2L1w +LevJGy1pq65YA17rPire8kn5zs8eHrxcf+JGy/n89tx7PaKMLasfFJVsedPQ +7Yre4kf9FS3DrU8txvGZMevshM1htTtFeWubcdlnF/4p/l38RfzdPDknthHF +7zPDVPegta3X0tBlqm41lDUMijZFy6J9cZQDl+r+eKb6nWPlAevmJe3KPX1o +U/DDrxdf3af+58WP123YfTH0F6EflezOrBHt32sc6h2eVPsX0nCcpvqAC/LH +72+Uc1WA2qhPoTalYmy2L//L4XNvgyJtAvEpXD4z+yxPeh6xlK0XOUDAWS// +YehbYPRJpCKFNX3bT1ZG+NZ674VHIplxuAIXfPN5nKHuNv0za1Wab35Wk4+T +YHSVt0MOv9/vdUy4rU+cxprZvruierU1fyKG4UTlu+K8by58fezzfzfd/n+j +139izPmRIfuvDFe+P3L5uyOXvrPwuvxdw5XviSJXvCWqzqHMV4Yv/MXIxW+a +C16beLDFWrNzqvFje/vZmac3HUP3XeYWz/RwbK5/0Hmci4rVMjnX2mspetR/ +Ib/jo4t1bx9Z4SWv8fn69c47+/d/UH3i/4asUgfOvFT4yT8dPvbJR1nP14yq +H+zsnxAFstb/tyyYeZI7dO5rLxanm1Z2kYDiqE+hNqVibKYn58trDyq2KdIm +EJ8i5DPW6nTp2cTenln8aCDgdJl5tz0eroPSkMfrq+8cPXy1QbqQVMBr2/EH +d6p6J2yhE1SnqT54VVKR+joMVTH+LAlM53k7dII4DyamaNPEjChayxoGr5Z0 +fXKtaceZ6jcOlmpebK7m9d6HnxYc/+XAmcA7QZYuebI/zvA64uI2HJ/HMVH1 +XuBXrzW7/H7FVgNeJepTqE2pGBN5uHQQKdImEJ8i5DN+r8t06+dfnlPOvuwy +N9e2GwNuqNyTWbPWV/VfmX7j1IX8jpSPwl7HK946n9/+zBB2xWPf/JyYYYKz +C2v1+z63Kgsn6hZ5O/SAOJdv3uMds852D0zUtBnyH/ZdLu46cb1574XaP3xa +kbq/JKqHsKj0+vWugg0HS7dnVO6/VHfq1uNrZT2l9QNN3WP9RtviTaOemdGp ++v0jWd8MfUn52ZctpamOkUoNr6F1mVuCb1qxtZzQqj8hUZ9CbUrFmK35+NI4 +mmo4pEibQHyKnM94poelN4wYrr7qdU529k8E3Bqz4VBZ18BEzPqsLavd+Xn1 +M5HDREgqDl2pr+sc9XgjZQXO0UcByxgOPX+gldNYE7PPoh/k7dAD4lwpPr9f +1IDG8ZknQ9aWJ2PVrYaSuoHbFb3Zpd2Zd9szbrbs/KxalLHiVPi7D4vEGXDb +8Qebj95/6+N7Gw+XiaLyjYOl6w8s/FP8+5uHysTfxbtbjz/YfrJyx5nq3Zk1 +ouQ8mtMo2hGtXS3pyqvsFe2Lo7Q8MfcOT5omZmYcbpm/MPo8zoXn0dz8x3A3 +PhuuvCrKWLf1idr/0V7olctmfbgj4KaV4cxXZvvyY9kNOahPoTalYkwM5C+/ +53l8UpE2gfi0bD4zN1gqPb+YC37l93lGzNMBz/F8bVf+zQdPFXx+d7xxuT0i +ediX9SjC9+rvnawsqOmzLXe/j29+9vmJO+hn04d/9M3Pxebj6A15O/SAONcz +11jTePnbAbd5Sl+jN/7e1vLpvK1f1W6Is5i99Uzwr7rG3L9xW3tUPfTKUJ9C +bUrFmDR1nO68qEibQHySk89M1u19sYza8cXzx3qKYi2gQNt59qFpIqEuTBUV +d1uvJeNmS4SnnKfuL8kq6BgYtclp0GmoNmT/VfDtQs7ROrU/i56Rt0MPiHN4 +XVP29nPG6z8JV6UunHGu/2Sqfr/TVO/3KbmWr2fWNNV4ZOTit0N8+1qVFreP +SKM+hdqUirHxB5uXxtTM05uKtAnEJzn5jDiFjX3+79JzzXTHhS+e127X7/cE +/J74292FeZW9kS9tjX9+v793eFJUnRGW0Xj9g4KPsxsaukwyP6zPPR28TMTQ +Zy9N1u6O2xN3wiBvhx4Q51jiGmuaqNgqfVRc8Gv4wjdGb/3MUpo623vb53Gu +7EBex8RMzzVz4evBT+7+07evhmplP5qyqE+htiSJ1bRjKU1ZGllzA0VKdQ+I +QzLzGXECevFXv5fmBooX3+roGw8u4rYefyD+rmbH1dJvnLpa0vXWx/ciLFuR +frq6pG4gqseaO0YqDFdfDTxxX/uxa4x8MhbI26EHxDkC+ObnZntvmYt+M3T2 +KxEK1f++BPfvrFVp0x3nHcMP5qd6fe7p4Ab9Pq9ndkycuWa6s63V74/e+IcI +xa/t8Um/N4oTZcwkvUjr7iDBKRVj5oJfLY0vHvGAxCY/n3Fbnwxf+Isvzz6Z +X5sbrlh8yz7r+ji7IbiOO3SlYcQc4gQXh/oMUzml3e8cK49QloqiNaes22iJ +7gLmhZ9NK7aF+Nm0bq/fo8d1jzVB3g49IM4Rjtdpnem+ai54bejsy8sWql++ +zn115NJ3DFd/YMj+oeHKqyNZ/yv4Od0hKtOsv5xqPOx1hV27Pq5Qn0JtSsWY +Ke9flkaZa6xZkTaB+BRVPuMYqXjxO9iX5gbLlt6taTOsPxD4Q+prO/M/yW0a +MtlV6Ptqeby+jr7xrIKOyL+WrttX/Flea9fAxAqe1+YYum+48v3g76hd5hY1 +PhHCIW+HHhDnWJbPZZ/tuzv+YLMoPKMoVOW9Rm/9bLrrkm9+VutPGQXqU6hN +qRgbldxXHuMVuYEYizafmXly/YXz0dk/d44+Wnp31jGf+XlbyBVuD16ub+u1 +xMMjua12Z3nT0JHsxt+HX/JIvH63p/B4blNDl2ne413BUXwum/RO9qX/XFP1 +B/xefjaNNfJ26AFxDvnE6dhhqDKXJI8sfIka4tZR2a+XTLf/ydZ8zD35VOvP +tBLUp1CbUjFmuPqDpXHnmR5RpE0gPq0gnxmv2PJizfXyvH1IukGfYeqDczUh +i77NR+/frug1T8b6KSoO13zLE/Plos73TlZGfiT6b3cXHs1pfNRhdM2vpCz9 +4vlJX1TxwV9Nj974e5elTdnPBZnI26EHxDlWbN4+7Bh+YG89PVH5h7G7/2HM ++evhzFdCFqQjF789eutn4/c22JqPi118rni8Pko+6lOoTakYkz62yeucVKRN +ID6tLJ8x3vip9GxlyP6hZ9oQsE1zz1jaqapwZeCOM9V5lb2DJrt6v6iOTzlE +mXmpsDP9dPVruyLVpAu/ln5Y9Mm1ptp2o8O1qvX23eMdpju/CPrZ9CtTjYfj +c5kInSBvhx4Q51CWz+P0OsbF+d0zPeyZGRUpsbKPpIkH1KdQm1IxNjdYNvv0 +1nTnRXvrqcQbiYDUyvIZn89nyP7rF0rUqz+Ytw8Gb/n4qXnX2YcRCsP1B0qP +XWsqrOnrGbTOOedX/EFss66GrtHqVkNOaff+S3XBd8KGfL15qOyzvFZRSrtX +dBGvlM9le/7o5MC1I0Zv/qMoWlfZOFaJvB16QJwD0aI+hdqIMSBaK85nfB6X +ueh3L5SoV74/P9UbcuPekcmMmy2/3V24bMG48XDZh+drT99+nHuvp/jRgKg3 +m7rH2p5ZOvsnugYmOvrGW56MPeow3m8culPVe6mw8+i1xqS9Rcv+PPrCkk27 +8j84V7P46+0q/st9aeGC3p6c4IeSD2d+3dbyqd+38qIbSiFvhx4Q50C0qB2g +NmIMiNZq8hm/zzt+f9OLt6V8y2UOu+T1rHP+XuPQnsyakAsoqf36w6cVF/I7 +GrtNs6v4lTaYy9Jmuv3PwXfoWEpTgq95hlbI26EHxDkQLWoHqI0YA6K1ynzG +7/dNVGwN+NFwbqAk8l5T039aQTdpb7F6BenvPyzac742p7S7qXtsek75ez+9 +zklrVVrwBb3Gaz92jFQqfjisBnk79IA4B6JF7QC1EWNAtFafz/j9fmt1ekCN +Znt8Us6+Pp+/32grfjSQcbPl3RMVr39QsJqCVOz+xzPV18p6atqNRsuMT7WV +l/xet709c+Tit4Iu6H1FfHDWQYpD5O3QA+IciBa1A9RGjAHRUiqfmWo6GlCs +jZdv9nuie9Cnx+szTcy09lruNw7dLH9yIb/jxI2Ww1cbPrpYt/dC7Yfna/dl +PTp0pf54btPZO23Zpd35D/sethlq2gxdA+Mre0pptEQxPvssz5D9wxAX9Ja9 +4ZkZjUEfsALk7dAD4hyIFrUD1EaMAdFSMJ+Z6ckZOvvyC0vX3vpZyEV91yin +oVp8ouDK1Jj7t+ItrXuHSMjboQfEORAtageojRgDoqVsPuM01kofH7xwyeuF +b8z23lbwEJpwjTWO5f9XcGUqPt3zp1CxQm+8I2+HHhDnQLSoHaA2YgyIluL5 +zLx90Jj7d4HX+t570+eyKXug2BCVqbnw18GV6dC5r1prdnmdVq07CFnI26EH +xDkQLWoHqI0YA6KlRj7jc8+M39sQUNAZrnxv2XV944pjpGLs7n+EqExFuX1/ +o8c+pHUHEQXydugBcQ5Ei9oBaiPGgGipl89Md10azvx64CJCJUme6RGVjqgI +v8c105NjvP6TkJWpueA193i71n1E1MjboQfEORAtageojRgDoqVqPjM/1Rti +QaHMr03VH/C5p9U77sp45yxTTUdHLn0nZGU6lv+fTlOD1n3ECpG3Qw+IcyBa +1A5QGzEGREvtfMbvm59q/DhgXV/xGrn4LfvjDN/8rKpHl9VDv88xUmkpWz90 +9ivhfjN1muq17iZWhbwdekCcA9GidoDaiDEgWrHJZ9zWJ6Y7vwwu/UayvjnV +cNAzq81jQ0WvxNENV18NWZaKcnX8/ltczZsYyNuhB8Q5EC1qB6iNGAOiFbN8 +xu/3zzy9abjyvdCV4L0NDkOV3++LQU/c1h5b87HRMHeYLjw1JusvJ+v2eWa0 +qZqhBvJ26AFxDkSL2gFqI8aAaMU4n/F5HLaWT4cvfCNkYThy+X9ba3Y5jbWK +P1F0fnpksu6j0Rs/FYcIV5aKlyhapzuz4uGqYyiLvB16QJwD0aJ2gNqIMSBa +muQzPpfd1nR0JOubYX/BvPANS0mSve0z11iTKGlXcAi/x+Ue75jpybFWbR+5 ++O0INenC4c7/j4kHW1j+KIGRt0MPiHMgWtQOUBsxBkRLw3xGFJ7T3VfCPclF +8nrJmPMjc/HvrTU77a2nZp7emBsscxprXGONrrFmUVQ6DFVzA0WiFLW1fGqt +TjcX/UZsP3T2z5dr9s+Gzr4sNp59eosfTBMeeTv0gDgHokXtALURY0C04iGf +cY4+mqjYGu6iX8Vfw5lftxQnzfRc8zontf7oiJF4iHNAbcQ5EC1qB6iNGAOi +FT/5jN/jmhsomajYNnL5u6pUpplfH73186mmYz43v5bqTvzEOaAe4hyIFrUD +1EaMAdGKw3zG7/e7rT3TnVnj9zcZr/146LOXVlaQGrJ/aClJtjV/4hip9MyO +af2xoKU4jHNAccQ5EC1qB6iNGAOiFf/5jM/jdI93zPUX2FvPTNbuGS/fbC7+ +/Vj+f5ru/Kvpzi/GPv83c8GvLKXrJiq2TdZ9ZG/PnBsodk90rWxVJSSq+I9z +YPWIcyBa1A5QW5KE1n0B1gbyGegBcQ49IM4BOZJepHV3kOCIMSBa5DPQA+Ic +ekCcA9GidoDaiDEgWuQz0APiHHpAnAPRonaA2ogxIFrkM9AD4hx6QJwD0aJ2 +gNqIMSBa5DPQA+IcekCcA9GidoDalI0xIhZ6QJxDD4hz6AFxDj0g28faQsQC +0SLOoQfEOfSAOIcekO1jbSFigWgR59AD4hx6QJxDD8j2sbYQsUC0iHPoAXEO +PSDOoQdk+1hbEjti460/i+iVfPRKjnjrzyJ6JR+9ki/eehVv/VlEr+SjV/LF +W6/irT+L9NCr+PyMSCSJHbHx1p9F9Eo+eiVHvPVnEb2Sj17JF2+9irf+LKJX +8tEr+eKtV/HWn0V66FV8fkYkksSO2HjrzyJ6JR+9kiPe+rOIXslHr+SLt17F +W38W0Sv56JV88dareOvPIj30Kj4/IxJJEgAAAADIo3X5AgAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAABQhtfrtT1nt9tjc0SXyyWO5fP5YnM46Bzx +hjVKq9BlyCCWiDfoClk3IMfNmzeT/tvo6KhKR5mcnMzJyTl48OCWLVsWj7Vu +3bpt27ZlZGS0traK0arScaFPMY43i8VyN3oGg0HZbiABaDVVMkUjlpiioVtk +3cCyBgYGkpOTl0bKyMiI4odwOBw3btxYv359Unjp6enDw8OKHxo6pEm8lZeX +RzhcOMXFxQr2AWudVlMlUzRiiSkaekbWDSzLZrNt375dGrGKjxSn07l79245 +J4KUlJT6+npljw690SresrKy5Bw0AMkPlmgVukzRiCWmaOgZWTewrOnp6fT0 +9IBwVXakeL3eo0ePyj8XpKam9vX1KdgB6IqG8bZnzx75x11C8oNFWoUuUzRi +iSkaekbWDSzLarXu3LkzOFaVHSnXr18PaD8tLa2kpKS/v18cqLy8/PDhwwEb +bN261e12K9gH6IdW8SbOCGKSl39GWFJaWqrIB8dap1XoMkUjlpiioVtk3cCy +2tvbN23aFHI2VnCkzMzMvPHGG9LG9+7dK/4o3cbv91+5ciWgD0VFRUr1Afqh +YbwZjUZpg8eOHTPLMz8/v8pDIwFoFbpM0YglpmjoFlk3EJmYbG/duhVyjCg+ +UvLy8qQt7969O9xXNNKlzAQxivkyB9HSMN5qa2ulDRYWFq6mNeiNVqHLFI1Y +YoqGDpF1A5H5/f66urp33303wjBRcKSIUH/rrbekLbe3t4fb2OfzpaWlSTdu +bm5WpBvQCW3jLTc3V9paZ2fnalqDrmgVukzRiCWmaOgNWTewLBG3H374YeQx +ouxIefr0qbTZHTt2RN6+qqpKuv2ZM2cU6QZ0Qtt4C7ihY3Z2djWtQVe0Cl2m +aMQSUzR0hawbkEPMxsGD4q233mpqajp79qwaI6WoqEja7LVr1yJvPzk5Kd1+ +48aNinQDOqFtvEnvK3n33XdX0xT0RqvQZYpGLDFFQ1fIugE5gkfKyZMnbTab +eEulkSLalzYb4TKDJQHPhLJarYr0BHqgYbyJHaXtZGRkrKwd6JNWocsUjVhi +ioaukHUDckhHyqFDh3p6epbeUmmkbNmyRdrs4qiMLGBwdXR0KNIT6IGG8fb4 +8WNpO0srb3g8HoPB0NjYWF9fL/7F6/WurH0kNq1ClykascQUDV0h6wbkWBwp +R44c6e3tDXhLjZEipn1pm6mpqX6/f9m9cnJypHvx3DHIpG283b17N2CGr6ur +27VrV3JyckCv9uzZIw7qcDhWdiAkHq1ClykascQUDb0h6wZkmp6eDvl3NUaK +OJa0zbS0NDl7iaEh3evGjRur7wn0QNt4C/gG8p133kmKaOvWraweiUVahS5T +NGKJKRo6RNYNrIYaI8VisUjbPHDggJy96urqpHtdvXp19T2BHmgbb8uuHh/S +5cuXuZwMWoUuUzRiiSkaWELWDcihxkgZGhqStnn06FE5ezU3N0v3On/+/Op7 +Aj3QMN4cDkf0ic+f5Ofnr+CISCRahS5TNGKJKRpYQtYNyKHGSOnp6ZG2eeLE +CTl7tbe3S/c6ffr06nsCPdAw3p48eRKc1bzzzjt5eXlGo9Htdtvt9q6uLpHn +bNy4MWCz1NRUk8m0goMiYWgVukzRiCWmaGAJWTcghxojpb+/X9rmoUOH5OzV +3d0t3ev48eOr7wn0QMN4u3fvXkBKs2vXLpHwBG85OTl59OjRgI337dvn8/lW +cFwkBq1ClykascQUDSwh6wbkUGOkBHwnc+rUKTl7dXZ2Svc6efLk6nsCPdAw +3kpLS6WLuotkZm5uLsL24qwRkP+0tLSs4LhIDFqFLlM0YokpGlhC1o01xOPx +OFZNNLKCQ6sxUp4+fSptU+Z3MgEPKeNK+MSjUpxrHm/z8/Mmk6mrq8vtdkfe +UmyWkpIiPW5eXt6Kj4u1TqvQ1XzIQFc0jzemaMQPsm6sIZmZmUmrtrJLx2Nw +p/aRI0fk7NXY2CjdKycnZ/U9QVxRKc7XVrxlZ2dLjyvzPhEkJK1Cd20NGax1 +ayvemKKhKrJurCFnzpxJWrWVzaJqjJSxsTFpm/v27ZOzV1VVlXSvO3furL4n +iCsqxfnaireAFd23b98em+MiDmkVumtryGCtW1vxxhQNVZF1Yw1JsPrUbrdL +29y6daucvcTQkO5VUlKy+p4grqgU52sr3gK+50xOTp6fn4/NoRFvtArdtTVk +sNatrXhjioaqyLqxhiRYfSpIl2oX07uc51yfP39e2pOamhpFeoL4oV6cr6F4 +m5qaCvhELpcrNodGHNIqdNfQkEECWEPxxhQNVZF1Yw3p6uoqWLWOjo4VHFql +kbJv3z5psxaLZdldDhw4IN3FYDAo0hPED/XifA3FW8A68DK/50Si0ip019CQ +QQJYQ/HGFA1VkXUDcqg0UrKysqTNLvu1jMfjWb9+/dL2GzZs4KFjkE+TeLPZ +bBkZGWKGT09P37Rpk/innL1E36RdPXz4cLTHRSLRaqpkikYsMUUDi8i6ATlU +GikPHjyQNpuZmRl5+4DFsWU+XBhYpEm8GQyGpBeNjY0tu1fA4pBXrlxZwaGR +MLSaKpmiEUtM0cAism5ADpVGis1mS05OXmr2zTffjPxQ7IAnj9y6dUuRbkAn +tIo36ZPfhdLS0sjbj4+Pp6amSncR55SVHRqJQavQZYpGLDFFA4vIugE5VBop +wsGDB6Ut37x5M9yWJpNp3bp1S1uKISbnS05ASpN4O3funPSgmzdvttvtEbY/ +ceJEwPZOp3Nlh0bC0GqqZIpGLDFFA1+QdQPyrGCkNDQ0VEiYzeaQm1VXVye9 +KORXl2KYbN26VbrZqVOnVvupoD9qxNuyof7o0aOAgx45ciTkTRzijwFruQui +zVV+aiQATUJXpeMC4TBFA1+QdQPyrGCkSFexFoqKikJuJmb7Xbt2BQwWMf+7 +3e6lbXp7e99+++2AbYaGhhT7eNANNeJt2VD3er179+4NaHDPnj2Dg4PSzSYn +JwO+2BTS09NZjgBfaBS6Kh0XCIcpGviCrBuQR72RIjx79iwpSGpq6qFDh06e +PBlwY8iinJwcRT8fdETxeJMT6larNXi2T05O3r17txhcZ86cef/994OPm5KS +0tPTo9p/CawxmoSuGscFImCKBsi6ATlUHSlCWVlZ8HAIJyMjg68rsRrKxpvM +UO/o6JCuS7Askfk8fvxYnf8AWKs0CV3FjwtExhQNnSPrBuRQe6QI5eXlAQvi +hRsm8/PzCn0s6JeC8SY/1Pv7+4OvIgtp+/btfC2PkDQJXWWPCyyLKRp6RtYN +yHHp0iVpuMpZwivgCoH79+8vu4vFYjl58mRKSkrIMbJv377e3l4lPg2wQKl4 +iyrU/X5/bW3ttm3bwp0L0tLS8vPzOR0gAk1CV8HjAnIwRUO3yLqBeONwOJqa +moqLi3Nzc7Ozs0tLS9va2sItRAasklbxZrfbnz59WllZuXjcgoKChw8fGgwG +tY+LhKFV6DJFI5aYogFVMaUDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAFTlcrnuvujhw4eRd+np6QnYxeFwxKa3AAAAAIBENTMzs3nz5qQX +iQo03PZWq3Xjxo3SjcXudrs9ln0GAAAAACSktra2gPr0vffec7vdwVv6fL4D +Bw4EbNzZ2Rn7PgMAAAAAEtLly5cDqs7s7OzgzfLz8wM2u379eux7CwAAAABI +VG63Oz09XVp4JicnP3v2TLpNf3//unXrpNvs3bvX6/Vq1WcAAAAAQEIaHBxM +SUmRlp+iYp2fn1981+l0bt++Xfruxo0bx8fHte0zAAAAACAhFRQUBFy+e+vW +rcW3zp8/H/BWQ0ODtr0FAAAAACQqn8+3f/9+aRGakpJiNBpbWloCitOsrCyt +OwsAAAAASGQTExNvvvmmtBRNS0t7++23pX/ZsWNHyNV9AQAAAABQUG1tbVJ4 +69evNxqNWvcRAAAAAKALp0+fDlefVlRUaN07AAAAAIBezM7Obt26Nbg4PXXq +lNZdAwAAAADoS2tra3B9arPZtO4XAAAAAEBfLl++HFyfij9q3S8AAAAAgI60 +tbWFu/9UvKV17wAAAAAAujA9Pb158+Zw9al4S2ygdR8BAAAAAInv+PHj4YrT +RZ9++qnWfQQAAAAAJLjKysqAavT+/fulpaUBfxSbad1TAAAAAEDCMpvNb7zx +hrQOPXjwoN/v9/l8+/btk/5dbCY21rq/AAAAAIAE5PV69+7dG1CEWiyWxXdN +JlNqaqr0XbGx2EXbPgMAAAAAEk9eXl7wlb3SDYqKigI2ELto1VsAAAAAQELq +6+tLTk6W1p4HDhzw+/3SbXw+3549e6TbiF3Ejlr1GQAAAACQYJxO5/bt28Nd +2StlNBpTUlKkW4odxe6x7zMAAAAAIPFcuHAh4MLde/fuhds4Pz8/YGOxeyx7 +CwAAAABISM3NzQH1ZvCVvVJer/eDDz4I2KWlpSWWfQYAAAAAJJ7du3fLubJX +anh4OOAqX9FIbHoLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIJb+P+RV +mnA= + "], {{0, 389.}, {624., 0}}, {0, 255}, + ColorFunction->RGBColor, + ImageResolution->{144., 144.}, + RasterInterpolation->"High"], + BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], + Selectable->False], + DefaultBaseStyle->"ImageGraphics", + ImageSize->Automatic, + ImageSizeRaw->{624., 389.}, + PlotRange->{{0, 624.}, {0, 389.}}]], "Output", + CellTags->"RasterizedOutput", + CellLabel->"Out[6]=", + CellID->1685794334,ExpressionUUID->"4bd265cb-786f-4804-8a00-f1c9b1d52708"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "55e2dc2c-0c0b-4172-ada8-58f08afdbd9c"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->1636275227,ExpressionUUID->"d4ba8401-3823-4e82-9d7c-64ad5261bbdf"], + +Cell[TextData[{ + "Take a random complex-valued polynomial of degree ", + StyleBox["d", + FontSlant->"Italic"], + "." +}], "ExampleText", + CellID->1317803133,ExpressionUUID->"6b93e928-159e-4d0e-b03f-f4037a055a69"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"$d", "=", "8"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->328644995,ExpressionUUID->"b589e771-d975-49bd-a9e5-778006331221"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "346", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->574881744,ExpressionUUID->"0fa5d9a4-cd69-498c-b67b-6655c7ab8b9f"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"cc", "=", + RowBox[{"RandomVector", "[", + RowBox[{"$d", "+", "1"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"f", "=", + RowBox[{"ChebyshevSeries", "[", "cc", "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->944181405,ExpressionUUID->"3a858217-e686-44d2-b40d-fe25861cf4bc"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["ChebyshevSeries", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Coefficients: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"0.6076019633999876`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.014059050161918663`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.4750749523599307`"}], "+", + RowBox[{"0.3810070972776334`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.9148960070373557`"}], "+", + RowBox[{"0.4389643239109824`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.32971232674467554`"}], "+", + RowBox[{"0.7512567885435097`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.46195206867527006`"}], "+", + RowBox[{"0.3049018768997871`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"0.7624995651461175`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.33644459428021545`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"0.22625539148055562`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5343409919789206`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.09212738841753598`"}], "-", + RowBox[{"0.7529427771884465`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.3840592721909637`"}], "+", + RowBox[{"0.8236684650060795`", " ", "\[ImaginaryI]"}]}]}], + "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`ChebyshevSeries[{ + Complex[0.6076019633999876, -0.014059050161918663`], + Complex[-0.4750749523599307, 0.3810070972776334], + Complex[-0.9148960070373557, 0.4389643239109824], + Complex[-0.32971232674467554`, 0.7512567885435097], + Complex[-0.46195206867527006`, 0.3049018768997871], + Complex[0.7624995651461175, 0.33644459428021545`], + Complex[0.22625539148055562`, 0.5343409919789206], + Complex[-0.09212738841753598, -0.7529427771884465], + Complex[-0.3840592721909637, 0.8236684650060795]}, 0], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[3]=", + CellID->905111046,ExpressionUUID->"989c701e-bce6-4c2f-8b5a-3e632abbf412"] +}, Open ]], + +Cell["Calculate the Chebyshev expansion coefficients.", "ExampleText", + CellID->1332458387,ExpressionUUID->"dfe2e548-b2e7-4f43-ba2e-2ce2058c7598"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"aa", "=", + RowBox[{"ChebyshevCoefficients", "[", + RowBox[{"f", ",", "$d"}], "]"}]}], ";"}], "]"}], "\[IndentingNewLine]", + RowBox[{"g", "=", + RowBox[{"ChebyshevSeries", "[", "aa", "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->1096082248,ExpressionUUID->"338070b8-8ec5-43bb-bf08-e68e7a8e272a"], + +Cell[BoxData["0.000852`"], "EchoTiming", + CellID->925171498,ExpressionUUID->"a9dcf704-6090-4371-8840-5e7683865b9c"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["ChebyshevSeries", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Coefficients: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"0.6076019633999898`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.014059050161922312`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.47507495235993213`"}], "+", + RowBox[{"0.38100709727762805`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.9148960070373509`"}], "+", + RowBox[{"0.43896432391097406`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.32971232674467715`"}], "+", + RowBox[{"0.7512567885435045`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.4619520686752659`"}], "+", + RowBox[{"0.3049018768997794`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"0.7624995651461162`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.33644459428021195`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"0.22625539148055784`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5343409919789168`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.09212738841753627`"}], "-", + RowBox[{"0.7529427771884479`", " ", "\[ImaginaryI]"}]}], + ",", + RowBox[{ + RowBox[{"-", "0.3840592721909631`"}], "+", + RowBox[{"0.8236684650060788`", " ", "\[ImaginaryI]"}]}]}], + "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`ChebyshevSeries[{ + Complex[0.6076019633999898, -0.014059050161922312`], + Complex[-0.47507495235993213`, 0.38100709727762805`], + Complex[-0.9148960070373509, 0.43896432391097406`], + Complex[-0.32971232674467715`, 0.7512567885435045], + Complex[-0.4619520686752659, 0.3049018768997794], + Complex[0.7624995651461162, 0.33644459428021195`], + Complex[0.22625539148055784`, 0.5343409919789168], + Complex[-0.09212738841753627, -0.7529427771884479], + Complex[-0.3840592721909631, 0.8236684650060788]}, 0], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[4]=", + CellID->1575762606,ExpressionUUID->"0a7c6566-21ea-4e49-9fc6-b2d78abe7265"] +}, Open ]], + +Cell["Compare the initial and new polynomials..", "ExampleText", + CellID->217751422,ExpressionUUID->"92a94f15-e961-489a-a413-62d33eb30a73"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"aa", "-", "cc"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->10779196,ExpressionUUID->"232b4f49-b39c-4858-8666-4e0d8687fbe7"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", + ",", "0"}], "}"}]], "Output", + CellLabel->"Out[5]=", + CellID->1519416860,ExpressionUUID->"8d228420-2b0e-454e-9131-7b209e860de3"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Re", "@", + RowBox[{"f", "[", "x", "]"}]}], ",", + RowBox[{"Re", "@", + RowBox[{"g", "[", "x", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"PlotLegends", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"PlotStyle", "->", + RowBox[{"{", + RowBox[{"Thick", ",", + RowBox[{"{", + RowBox[{"Thick", ",", "Dashed"}], "}"}]}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->436015066,ExpressionUUID->"6d2237ba-9de4-446f-8a07-87eca31bc174"], + +Cell[BoxData[ + GraphicsBox[ + TagBox[RasterBox[CompressedData[" +1:eJzs3flXG+mdP/o5957vOd8f779wz+nuJJ10Mkk6ycxkMtkmmUxm8k0myU1m +Mpnudi9maWNsY2jjhW42g9kMBrNIgDEYDAZjg82+bxKL2fd9Mfu+gzZyq1ud +h2pJCCGkelT1vF+Hk9MxpaqPpM8DnzeSqv7fd91/e/b/+pu/+RuP/839z2/P +fPTjS5fOeP/u/+H+z/933sPF6fwH7//r+csfOH1w6e/e/b+5fxzjtv3f/+tv +/ubT//4LAAAAAAAAAAAAAAAAAAAAsOQsAAAAAADYGu0xHwBOwFZr1nHWPiox +hkqMoRJjjlOJnuPUg0qMoRJjqMSY41Si5zj1oBJj0qvEce4RAFhCemsflRhD +JcZQiTHHqUTPcepBJcZQiTFUYsxxKtFznHpQiTHpVeI49wgALCG9tY9KjKES +Y6jEmONUouc49aASY6jEGCox5jiV6DlOPajEmPQqcZx7BACWkN7aRyXGUIkx +VGLMcSrRc5x6UIkxVGIMlRhznEr0HKceVGJMepU4zj0CAEtg7QOb0LEgRuhb +EBd0LIgRZmMANmHtA5vQsSBG6FsQF3QsiBFmYwA2Ye0Dm9CxIEboWxAXdCyI +EWZjADZh7QOb0LEgRuhbEBd0LIgRZmMANmHNAptevHhBuwSAE0PfgrigY4Fl +mLEBxOUsD+1aAISDaQ3ECH0L4oKOBdac/SLa5QDACWDNApswrYEYoW9BXNCx +wDLM2ADigjULbMK0BmKEvgVxQccCyzBjA4gL1iywCdMaiBH6FsQFHQssw4wN +IC5Ys8AmTGsgRuhbEBd0LLAMMzaAuGDNApswrYEYoW9Zs7Kxq+iaTi/uDXnQ +1Cr7Ub/sG8Py14dlr/fJvtUm/5Hy3n8qc651vaja2VPTrtQ0dCywDDM2gLhg +zQKbMK2BGKFvGbG4uvOkeuhqXO1bvgXkqz3+e5OJrxh/JYR7vONXGHS/sap1 +cnffsQIyOhZYhhkbQFywZoFNmNZAjNC3ktfboQh50MSPw+Sr6u6/mszF3jdj +yTYf3CxOLexZXt+lfT8+h44FlmHGBhAXrFlgE6Y1ECP0rYQNtJW0JP7LuPzV +iwH3TObi3Kj/Ng7FQ7LX3/Z9ZrDlGf/ClILuje192vcJHQtMw4wNIC5Ys8Am +TGsgRuhbSVqcHVOm/IlE3cdRfyYJ9x2/Qv9kRXbFQFPv7OTE+NryzN72xs72 ++tL8xGhPfVt5Ynl2yJW7NSZzdPHdP7QURet0Oop3DR0LLMOMDSAuWLPAJkxr +IEboW4nRanWNBVHDstf5LwGPyr/0oX+Gb2JDVevk1q7Kkv3Mr2znVg26R5ST +UHwrJEC/t6akXy/Njdn7jhwFHQssw4wNIC5Ys8AmTGsgRuhbKZmcHK+K/ZXx +W6OV9/44MtRjxQ41Wl1t+8vLd6re98vtTvg22eGg7I2O2gyb128JdCywDDM2 +gLhgzQKbMK2BGKFvJaO2Ir/+7k8GZG/wE/GLxJ+Pdtedcs9cOq4pezok+6ph +3H7kpdVpbVK85dCxwDLM2MAsjUazsbFB94M8VsCaBTZhWgMxQt9KQ0vRnTH5 +a1xWrb/707+ePutrL4rv2nCEWJwda0r6tfEr0fu727Y6hCXQscAyzNjAjoOD +A+4HfkZGRmRkpLe3t5OTE9f/rq6uvr6+8fHxT58+nZiYsO0RFxcXn5/c9PS0 +mX2e5bFttQCODNMaiBH6Vuy0Oq0i8xI/q9be/Vld3C/GRwdsfiwuZTcXRIzK +v0SO1RD7k6Ckqu1d4a5xjI4F1pz9ItrlAAhheHg4KCjorFlcUk5PT9/ettnf +Zquqqswf0aSSkhIz+8SaBTZhWgMxQt+Kmlq1p7z/Z34onpC/kp94Sa3V2O+g +oz31vbJPP2vcGvf3zv5Zb/kWeMfWrG0JdAkndCywDDM2SJ5Op0tOTrY8ll66 +dKm1tdUmh05NTUUuBrAJTGsgRuhb8VLt7zYm/54fiodlrzeWpQtw6OWFyXrZ +r88HpJKzVXvFVAsTjdGxwDLM2CB5hYWFJ02mrq6uMzMzpz90YGAgcjGATWBa +AzFC34qUSq0NSVM+u/MHEop7ZG9ODDQLVsDOnvpmipJ/dWPv2JqtHYsuAnUa +6FhgGWZskLaRkRFnZ2eD4BkTE9Pc3Dw9Pb2+vj48PFxeXu7h4WGwjZ+fn0Zz +qjdKabVaLl9bkYvLysrM7BZrFtiEaQ3ECH0rRmqN9lZaExdF3/Z9VhD9Oy4U +d8i+vzg7KnwZtx+28KOxb2LDvtq+Z6hGxwLLMGODhHHJ9MqVK/zIeenSJZM/ +83d2du7du2eQT3Nzc09z9JmZGf7e7ty5s2AZtdrcGTawZoFNmNZAjNC3oqPV +6fhp9B3f/PwE19Ulc+fDtB+NVhfxxWgcnt6sPd0f7c1DxwLLMGODhI2OjhpE +3Y6OjqM21ul0oaGh/I2vX79+mqMrlUr+3oqKik6zNwJrFtiEaQ3ECH0rOrKn +Hfwcei2+dtP+7142Q63RBqc26os545v3/M7vFeku9jscOhZYhhkbJIyLovxk +GhcXZ377lZUVFxcX/k329vasPnp2djZ/V729vVbvig9rFtiEaQ3ECH0rLrlV +gwYf6aUbivV29zXX42s/8HtcdfcX+g87Nz0Pt9Ox0LHAMszYIGFRUVH8ZNrT +03PsTQICAvg3GR4etvroERER/F3Z6vJPWLPAJkxrIEboWxGpa5/ih2KPqMq1 +Tev/Nm5ba1v7lfG/IycBG5O/NtBq7hSdVkPHAsswY4NU6XQ6Nzc3fjJdWVk5 +9lZyuZx/k5qaGqsLuHjxItmPt7e31fsxgDULbMK0BmKEvhWLwbbShtifuvpn +6EOxa0jp/Ipt/pptK9OjnYOyr5Fo3C/726X5CZsfBR0LLMOMDVKl1WqfPXuW +lpYWExMTEBDg4+Njya3CwsL4uVihUFh3dC6D8/cTHx9v3X6MYc0CmzCtgRih +b0VhfnqoX/YNLmx2xb95OVD+XkDR8NQq7aJM6Gl8Mi5/lUTj5sRf2vwcXOhY +YBlmbABCp9OdP3+en2f7+vqs21VHRwd/P+SkWxqNZnp6mvu9o79QFBfeT7pn +rFlgE6Y1ECP0rePb291qk/+YhM0B2RstHf20izqS8okfKZX7UmZfte3+0bHA +MszYAERNTQ0/zDo5OW1ublq3q+fPnxt8tLmpqcnPz4/bJ//fXV1dAwMDs7Ky +dnd3Ldwz1iywCdMaiBH61vEp0j7gJ83GJ360KzJHp9M1Jv+WVFsa83+6h+dt +uH90LLAMMzaAHpdMPTw8+KE1JCTE6r3FxcXxd3X58uWzZnl5eVl4wmqsWWAT +pjUQI/Stg2uvTPnCy6/3/0y7ouOtr873yN4ck78mD7/4lu9zt7AyG540Gx0L +LMOMDaCXkZFhkFWbmpqs3pu3t7f5IGxSenr6se+sxpoFNmFaAzFC3zqyucm+ +IdlXSShul/1gb3uDdlEWGeyovB4UQ06dfedRq632jI4FlmHGBuDU19cbRNTA +wMCDgwPr9ra7u2tFKNYrKCgwv3OsWWATpjUQI/Stw9JodZkyHxKKR+RfmRpu +o13UCRhcalnRNW2T3aJjgWWYsQFaW1udnZ354dTV1XVyctLqHQ4ODhoH3suX +L+fl5c3MzKhUqo2Njb6+Pi4Cu7u7G2zGHXpubs7Mzo8K1C8AJO3x48e0SwA4 +MfStw4q4X8XFycBbt/oTvs7l4pIMP9oVnUxzc4tnZAnJxR/cLKxtaDr9btGx +wAIzr09ZPfwDSEBbW5uLi4vBoqirqzvNPisqKgx26Ofnx2Vh4y1XV1ejoqIM +Ng4ODtbpdEftHGsW2PQCr2KACKFvHVP74DxJlB/6pxen2fiszsKYWdp6L6CI +3JGYbBu83o2OBZZhxgaW1dfXG5wgmvPo0aNT7rasrMzT05Ofc3d2dsxsHx4e +blBDe3v7URtjzQKbMK2BGKFvHdDa1r5LSCmJk5ciK3f21LSLslKhYpT/bmou +759yh+hYYBlmbGBWYWGh8dsnMjMzbbV/tVo9NzfX19enUh1zokhuM4PXrPPy +8o7aGGsW2IRpDcQIfeuAIh62kCB5xr9w5OUa7Yqsp9Md+Mjq9fflRlBUbfy/ +72yvn2aH6FhgGWZsYJBGo0lJSbFrKD4p7tD8SmJjY4/aEmsW2IRpDcQIfeto +6jpe8l9gfVY/Qrui05qY23D2z3kc9T8T8k9PIFadev40e0PHAsswYwNrtre3 +Q0NDjUPx8+fPKVbV1NTEL+batWtHbYk1C2zCtAZihL51KCsbu07Bh+eq8k9W +6Ky98IRDqc++QU6sPS5/taWxxupdoWOBZZixgSmLi4s3btwwSMQuLi4KhYJu +YZOTk/ySnJyc1GrTH3fCmgU2YVoDMULfOpS6e29Hhl7Xh+L3A4vmV7ZpV2Qb ++7vbnQnf0+fivoSv50X/2eoLTaJjgWWYsYEdY2NjHh4eBqHYzc2tt7eXdml/ +WVtbMyhsf3/f5JZYs8AmTGsgRuhbx9FemaJPjpUxvzwfkFraNE67IluqLEwf +l79Sc/fnA7I3uPtY8Cjauv2gY4FlmLGBEd3d3efOnTPInl5eXlNTU7RL+xSX +2Q0KO2pLrFlgE6Y1ECP0rYPYWF3ol/0tebOxIvE/rH5F1WEV3P0zuYM9sm/v +7W5ZsRN0LLAMMzawoK+vz9XV1SAU+/v7r63Z/iyU6+vr8fHxoaGhPj4+Fy9e +5P7XklspFAp+bREREUdtiTULbMK0BmKEvnUQirQPSGYclX95dqKHdkW219/b +MSr/ErmbytyPrdgJOhZYhhkbJG94eNj4leLo6Oij3qh8StPT0wbHmp8//nqC +BuejzsjIOGpLrFlgE6Y1ECP0rSMY6arWn6tZ/9X4NIB2RfaiyL5C7uaw/PWV +hRO/Iw4dCyzDjA3Str6+funSJYOgmpKSotPp7HdQT09P/uHKysrMb7+0tGTw +cnZ1dfVRG2PNApswrYEYoW+p0+q0rfKfkLTYLvuhWm2Xv4o7gu2t9T7ZNw/f +Lv7A6aR7QMcCyzBjg4Rx4TciIsIgFGdkZNj7U0XJycn8I3p4eGxsbJjZPjY2 +1mD7vb29ozbGmgU2YVoDMULfUtdcFE1yIvc12FZKuyL7auHd33H5q5NDJ+tA +dCywDDM2SFh9fb1BKL59+/YpXyluaWmp4VlYWDDeprGx0eC4kZGRJo/L/WN+ +fr7BxtxuzRSANQtswrQGYoS+pWtje9895MmjyHc+TYiJryhS36Fdkd1pNZp2 +2Q/+es2mbzxMjTvRzdGxwDLM2CBVWq326tWrBpEzIiJCdhL9/f0Gu3V3d+fv +sLi42OShg4KCDA4dGBg4MTHB32x1dTUsLMxgMx8fH/PJHWsW2IRpDcQIfUuX +PK9Tf7Vir5sJlbG/suLztmLUo3zSL/t6YviF9/1yufs+Mn2CU4yiY4FlmLFB +qlpbW8+emnHstSQXc1ZWVow/1+zk5BQQEJCUlCSXy2/cuGF8OBcXl4GBAfP3 +C2sW2IRpDcQIfUvR8MtVfSjWfxUpRmlXJJygpEpyx0PSmiy/IToWWIYZG6Qq +OzubYi7m9PT0cEHY8mNxobijo+PY+8W/yWkfIwDxwLQGYoS+pUV3cHAjoY5k +Q+/YGq09z7fpaHrHlvl/ExicXLHwhuhYYI3BNE67HAC7uH37ttVx2EzstTwX +c8bGxozfUG3StWvXjn2lWA9rFtiEaQ3ECH1LS1XrJD8Y9o0v065IaEH3leTu +30xRWngrdCywDDM2SNX169dPn4srKysNdmtwDSbjDQwcHBwolcqPPvroqENw +dRYUFKjVagvvF9YssAnTGogR+paK3X3NubAykgpjc9poV0TB4OQK/y8DvWNL +ltwKHQssw4wNIIyNjY2hoaHa2trs7OzMzMzCwsKGhobp6emT7gdrFtiEaQ3E +CH1LRU55N8mD7wcWrWwceelDaQt50EQeB/9khSU3QccCyzBjA4gL1iywCdMa +iBH6VniLs6N9CX+bGH7hXd+nXB7MrRqkXRE1I9NrJBe7BaT1tB8fjdGxwDLM +2ADigjULbMK0BmKEvhWeIvWM/uq9nfHfiYoK31dpaFdEU3hGy4f+6Y8i3xmV +f+mF/GfHbo+OBZZhxgYQF6xZYBOmNRAj9K3AxvsbJ+Sv6HMx99VaJqddEWUT +4yMj8q+QB6RH8dj89uhYYBlmbABxwZoFNmFaAzFC3wqsKenXJAO2yX+s1Wlp +V0SfMuVP5DE59iVjdCywDDM2gLhgzQKbMK2BGKFvhdTX/IwEQO6L+7+0K3II +k0Mv+K+h97cUmtkYHQssw4wNIC5Ys8AmTGsgRuhbweh0ulb5T0n6a0r6De2K +HIjy3h95j8yvzWyJjgWWYcYGEBesWWATpjUQI/StYDprM0n0m5C/Mt7fSLsi +BzLaU89/JX2sr+GoLdGxwDLM2ADigjULbMK0BmKEvhWG7uDAJ7Y4OcJtQPYG +l/uU9/+HdkUOpznpVyQX197/4KjN0LHAMszYAOKCNQtswrQGYoS+FYaia1p/ +ld6zftmpt12mx7poV+Rw9B++bo77x8jQG+/65i2s7pjcDB0LLMOMDSAuWLPA +JkxrIEboWwHodAee0dX6XMx9JTzpoF2Rg7qbIHvL97n+UUot7DG5DToWWIYZ +G0BczvLQrgVAOJjWQIzQtwKoaZ8iofgdv8L5lW3aFTmo+s5p8kC9f7N4a1dl +vA06Flhz9otolwMAJ4A1C2zCtAZihL61N41WdymqksS9pHy8g/pI3GPlHlFB +Hqu82mHjbdCxwDLM2ADigjULbMK0BmKEvrW3ipYJEvTO+Bcur+/SrsihFTSM +kofLLayMS8oGG6BjgWWYsQHEBWsW2IRpDcQIfWtXao2W/wLoUZ+ZBWJnT302 +qJg8YvWd0wYboGOBZZixAcQFaxbYhGkNxAh9a1eNhXeyIs+4+j/kIt57gUVr +m3u0KxKBB8W9JBd/klhv8F10LLAMMzaAuGDNApswrYEYoW/tZ39/p0/2rcnE +V0bkX0m//UFWUTPtisRhfmVbH4q9bibkRv15tLeB/110LLAMMzaAuGDNApsw +rYEYoW/tp7ngNheK9V/DstfXlmdpVyQaKamptXd/rn/oFKnv8r+FjgWWYcYG +EBesWWATpjUQI/StnahVez2yN0kuVjzyol2RmPQ0PiUP3aj8y2vLM+Rb6Fhg +GWZsAHHBmgU2YVoDMULf2klLcQxJdiPyr/CTHRxLp9N1yv6ePICNT/zIt9Cx +wDLM2ADigjULbMK0BmKEvrUHjUbVLfve4YvFmRdpVyQ+zc/DyAPYI3uTe0j1 +/46OBZZhxgYQF6xZYBOmNRAj9K09tJbJ+W8DXl6YpF2R+GxtrAzLXycPY0dt +hv7f0bHAMszYAOKCNQtswrQGYoS+tTndwYEsNqQz/jv6QNeQcY52RWKlSD9H +cnFz4r/p/xEdCyzDjA0gLlizwCZMayBG6Fuba+qdfcu34B3f/NuhPs1xP1iY +HqFdkVi9HO0guVgZ+6PJ6bm/oGOBbZixAcQFaxbYhGkNxAh9a3M3Eur0l9/l +vmRPO2iXI27KpP94ducP14OiuQcz+VnXX9CxwDbM2ADigjULbMK0BmKEvrWt +ruFFEorf9i2YXdqiXZG4veibIY/n2aDifbUWHQssw4wNIC5Ys8AmTGsgRuhb +2wq6ryQ57s6jVtrliJ5Od3A+vJw8pHUdL9GxwDLM2ADicpaHdi0AwsG0BmKE +vrWhsZk1kuC4r7GZddoVSUFWeT95SG+mKNGxwJqzX0S7HAA4AaxZYBOmNRAj +9K0NxWS3kQQXnNpIuxyJmF3a4v+1oaK2iXZFANRgxgYQF6xZYBPyBYgR+tZW +FmYnLgTeJ/Gtc3iRdkXS4Z+sIA9sdHo17XIAqMGMDSAuWLPAJuQLECP0ra0o +HrqPy18tiP69983Yq3G1tMuRlOq2KZKLXW8V6Q4OaFcEQAdmbABxwZoFNiFf +gBihb21iY21hWP46udhuS3U27YokZXdf835g0bu+T0ND/Cpi/q2vpYB2RQB0 +YMYGEBesWWAT8gWIEfrWJhqf+JFQ3CN7U63ep12R1DzLjBqQvaF/hBX336Fd +DgAdmLEBxAVrFtiEfAFihL49PdX+bp/smyQXN+UH065IggbbSsgjPCr/8ubG +Mu2KACjAjA0gLlizwCbkCxAj9O3pvSiJJZFtSPa17c1V2hVJkE6n65L93eE7 +1YuiaVcEQAFmbABxwZoFNiFfgBihb0+Jy2sdsu+TvKbIuky7IslqzPUlj/ML ++c9olwNAAWZsAHHBmgU2IV+AGKFvT6lLmUfC2pj8taW5MdoVSdbi7Oi4/FXy +aE+NtNOuCEBomLEBxAVrFtiEfAFihL49pcDkhsBbt2ru/vzTF4tT36VdjsQ1 +Jf2G5OIGvDQP7MGMDSAuWLPAJuQLECP07WmMz66T6+pevXl3crSHdkUS11F1 +n7w0n3/3ba1OR7siAEFhxgYQF6xZYBPyBYgR+vY04nPbSS4OTm2kXY707e/v +1Mf+LCHcw8X/IfeYt/bP064IQFCYsYFZGo1mY2NDJ/ifQ/f3909zXKxZYBPy +BYgR+tZqa5t7Z/wLSS5uH1ygXRETQu9Vksf89sMW2uUACAozNrDj4OCAG1Ey +MjIiIyO9vb2dnJy4/nd1dfX19Y2Pj3/69OnExISdDr26upqVlRUWFubp6Xn2 +M87Ozh999BF33M7OTq1Wa/musGaBTcgXIEboW6tlVwyQgOYZXc39BqddERMK +ypXkYX/Hr3Bje592RQDCwYwNjBgeHg4KCjprFpeU09PTt7e3bXjc3d3dx48f +f/jhh2aO6+PjMzU1ZeEOsWaBTcgXIEboW+uoNFrXkFIS0Mpb7PVXazDAdax3 +bA155AsVo7QrAhAOZmyQPJ1Ol5ycbD4R8126dKm1tdUmh97b2wsICLDkoC4u +Ls3NzZbsk38rmxQJIArIFyBG6FvrVLdNkWjmfKtkX32Cd1XBaXAdW6QYJQ8+ +l5FpVwRgXwYDOe1yAOyrsLDQ8lCs5+rqOjMzc8rjarXaqKioEx10dPT4P8xi +zQKbkC9AjNC31nme4PRx0G19NMss66ddDkO4jt3Y3ud/sntkeo12UQACwYwN +0jYyMuLs7GyQQGNiYpqbm6enp9fX14eHh8vLyz08PAy28fPz02g0pzl0Tk6O +wT6vX79eWlo6Njb28uXLqqqqiIgIgw28vLxUKpX53WLNApuQL0CM0LdWGGgt +0V8tqCnuB5GhN5bXd2lXxBB9x0ZmviC5+N7zbtpFAQgEMzZImFarvXLlCj94 +Xrp0yeSUsrOzc+/ePYOUmpuba/Wht7a2zp07x99bUFAQ94/8bQ4ODjIyMgwO +WlxcbH7PWLPAJuQLECP0rRWU9/5Tn4u5L2XKf9Muhy36jm0dmOcSsXvA/ZSI +D1vi/2l/f4d2XQBCwIwNEjY6OmqQOjs6Oo7aWKfThYaGGry8a/Wh8/Ly+LsK +CAg46oVgLn3zt7x48aL5l4yxZoFNyBcgRujbk5qfHhqXv0py8VBHBe2K2KLv +WK1OVxL7xwn5589Ce2UK7boAhIAZGySsqKiIHznj4uLMb7+ysuLi4sK/yd7e +nhXH5YLthQsX+Pvp7j7ybUhcHucCOH/jtrY2MzvHmgU2IV+AGKFvT0qR5UVC +cav8J7TLYQ7pWEXWZfJENCX9mm5VAMLAjA0SZnDaq56enmNvYnD66OHhYSuO +OzQ0xN/Jxx9/bH77uro6/vZyudzMxlizwCbkCxAj9O2JqFV7/bK/PczFZTLa +FTGHdOzL0Q7yRIzLX11emKRbGIAAMGODVOl0Ojc3N37eXFlZOfZWXCbl36Sm +xporFBQXF/N38ujRI/Pbr66u8rd3d3c3szHWLLAJ+QLECH17Iu1VqSSLDcje +2N/bpl0Rc/gd+0L+z4cvGT8LoVgVgDAwY4NUabXaZ8+epaWlxcTEBAQE+Pj4 +WHKrsLAwfkRVKBRWHDouLs7CN1ET165dszDCY80Cm5AvQIzQtydSkuRyeMat +zAu0y2ERv2Obn4fx3tP+U4pVAQgDMzYAodPpzp8/z8+nfX19VuzH09OTv5P1 +9fVjb2IQpc285RtrFtiEfAFihL613OzS1lu+BZ6B8qzIM4Oyr02PHnmeTLAf +fseuLEzxz4E2M4YLNoHEYcYGIGpqavjh1MnJaXNz86Q70Wg0/J24uroeHBwc +e6usrCz+rcrKyo7aEmsW2IR8AWKEvrXcg+Jecs3coHu1tMthlEHHNiX9Wh+K ++xK+UfE8jVZVAMLAjA2gt7u76+HhwQ+nISHWfJqGi9L8nVh4sScuCPNv9fjx +46O2xJoFNiFfgBihby2k1mhdQkpJLlZ0z9CuiFEGHfui/F7enf/0Cw57xzff +M7qaVlUAwsCMDaCXkZFx9ouampqs2M/i4iJ/J6GhoZbcijsW/1YPHz48akus +WWAT8gWIEfrWQvWd0yQUcwGZi8m0K2KUQcdu76nP+BeSp2Z89vjPhQGIF2Zs +AE59fb1BKA4MDLTk/c/GJicn+fuJioqy5FZtbW38W6WkpBy1JdYssAn5AsQI +fWsh/2QFCV8PS605swfYhHHH3s5swVMDjMCMDdDa2urs7GzwoWAu3lq3t4GB +Af6uYmNjLblVd3c3/1Yy2ZEXbTx7hBcAkvb48WPaJQCcGPrWEiVVjSR5cV9l +1Y20K2KXccdm5NeTp+bDkKKWlhYqhQHY0FGzNHIxMK6trc3FxcVgUdTV1Vm9 +w7GxMf6uwsPDLblVf38//1YxMTFHbYk1C2x6gdfdQITQt5ZILew5POPW/Uba +5TDNuGP3VZr3A4vIEzQ8tUqlMAABYMYGltXX1zs5ORmE4kePHp1mnwav/CYk +JFhyq97eXv6t4uLijtoSaxbYhHwBYoS+Pdb+3k5t3L9Gh3m/7/eYi12NPbO0 +K2KayY6NyW4lufhBUa/wVQEIAzM2MKuwsND47ROZmZmn3O3Q0JCFr/zydXR0 +8G+FzxcDGEC+ADFC3x6rtTxRfyWgIdnrWTEfarQ62hUxzWTHtvTNkVzsFl6u +s+rsKwCODzM2MEij0XDB0x6h+C9G592KjIy05FYGH3bIyso6akusWWAT8gWI +Efr2WC2Jv9DnYu5L+ciLdjmsM9mxKo32bFDJO775/sGhT+/810B7hfCFAQgA +MzawZnt7OzQ01DgUP3/+3Cb7n5+f5+82ODjYklvV1dXxb5Wfn3/UllizwCbk +CxAj9K15k0OtJBRPyF+Zm8Tpjik7qmOfPQzvl31d/0w1ZJwTuCoAYWDGBqYs +Li7euHHDIBG7uLgoFApbHWJjY4O/cy8vi/76zQVh/q1KS0uP2hJrFtiEfAFi +hL41ryHjPMnFTUm/pl0OHNmxPYrH5Jnqk31Lq8MFpkGCMGMDO8bGxjw8PAxC +sZubW2+vjU8i4e7uTvbv5OSk1R7/68Pgfd1mcjrWLLAJ+QLECH1rxt7u1qDs +ayRtddam064IjuxYtWpviPdkDbWXC1wYgAAwY0tPTU1NHG05OTm0HwZD3d3d +586dMwjFXl5eU1NTNj9WcHAw/yiLi4vH3sTgrd3T09NHbYk1C2xCvgAxQt+a +8aI0gfcS5DfV6n3aFYG5jlWkniHPl+Khu5BVAQgDM7b0yGSys7Rdu3aN9sPw +BX19fa6urgZF+vv7r62t2eNwqamp/AMd+yZtjUbz4Ycfku3d3Nx0uiNPyHkW +axaYhHwBYoS+NSNbfnVY9vrnZ9zKvkK7HPiUmY7trs8mubhH9qaZQQVApDBj +Sw9ysYHh4WHjV4qjo6P39+31p+nq6mr+se7du2d+e4NLO4WHh5vZ+CzWLDAJ ++QLECH17lIm5jbd8C973exwd5q2M/eH8y0HaFcGnzHTs/v7OkOyrJBoPd1UL +WRiAADBjSw9yMd/6+vqlS5cMyktJSbHr3zm5gzo5OZHDnT9/fmdnx8z2XHDm +l/fkyRMzG5/FmgUmIV+AGKFvj3LvWRe5JG7ogyba5cDnzHes4v7bJBdXP/IV +rCoAYWDGlh7kYoILvxEREQa1ZWRkHNj/kvRhYWH8g+bm5h615dzcnLOzM9mS +C9Tz8/Nm9nwWaxaYhHwBYoS+NWlPpTkbVExy8Yv+OdoVwefMd2xXXaYy9oeJ +4e4XA+9duF0hwDQFICTM2NLDz8XZ2dkLQuFfgddBcnF9fb1BKL59+/YpXylu +aWmp4eHuuIWHLisrM96MC8VeXl78zRISEswXgDULbEK+ADFC35pU+WKShGK3 +8HItPqnqMMx3rEqtff/m4R80Rl7a5SQtALRgxpYefi6uqKgQ7LgDAwMOlYu1 +Wu3Vq1cNwmlERITsJPr7+w12y78GE6e4uNjk0bn07efnZ3D0/Px8lUpFthke +HjZ+j/fk5KT5+4U1C2xCvgAxQt+a5COrI9kqpxKfLHYgx3ZsTHYree4ySvqE +qQpAGJixpQe5WK+1tfXsqRnHXgtzMWdkZMR4h66uruHh4XFxcZ6ensbfzcrK +OvZ+Yc0Cm5AvQIzQt8bGZtZIsHrbt2B5fZd2RXDo2I5t6p0lT9+lyEphqgIQ +BmZs6UEu1svOzqabiznl5eWWHys+Pt6S93jzb3KqBwhAVJAvQIzQt8aS8jpI +sArPaKZdDnzBsR27r9K8F1hEnsGxGbyVGsTNYBqnXQ7YGHKx3u3bt08QgI9w +ylzMqaqqMr50sjEuFKvVakvuF9YssAn5AsQIfWtge2u9O+HbWZFnLgfKuVTV +NmDuPJMgPEs69s6jw7dSZ5YZftwMQLwwY0vP6urqyF/t7gr39iStVkuOOzdH +/9yS169fP30urqw0fI+QwfufjTcwtri4GBcX5+LiYvIQwcHBw8PDlt8vrFlg +E/IFiBH61kBLUTS50E9Z3B91OpzQ2LFY0rHK7hmSiy/fqbJ/UQACwYwNIIzd +3d3W1taSkpLs7OzMzMyysrKurq6jTmdtBtYssAn5AsQIfWugVf5jkouVj31o +lwOGLOnYPZXmvYBP30rt4v8wMvT61BjOvgUSgRkbQFywZoFNyBcgRuhbvtHu +ehKKx+WvLs2N0a4IDFnYsZmpMXV3/5l7ErmnsvGJn72rAhAGZmxYWloaHh7m +fhJWVFTk5ubeu3cvNTU1KSkpJyenrKyspaVlaGhocXHxlJf9BVvBmgU2IV+A +GKFv+RRpZ0kubrz3B9rlgAkWduyLkljyVL6Q/8zeVQEIAzM2m/Tv6b1//76X +l5eFn7S9ePEiF5abm5u3t7dpl880rFlgE/IFiBH6ltjaWBmRf4WEqV7lE9oV +gQkWduzK4vSE/POnkvuP5YVJexcGIADM2EzhIm1paWloaOhR54CyhJOTU0hI +SHFx8dbWFu07xCKsWWAT8gWIEfqWaC6MJKG4W/ZdrU5LuyIwwfKObUn8F/KE +thTH2LUqAGFgxmbE+vp6Tk6Om5ub1XHY2Llz57KyslZXV2nfObZgzQKbkC9A +jNC3RFJ8aEvc9z9/E3WuL+1ywDTLO7bxaeDhu+KTf2fXqgCEgRlb8paWltLT +0y25hK51XFxc0tLSFhcXad9RVmDNApuQL0CM0Ld6Q1Or+sv63AiKyr/zn3jb +rcOyvGOnRztJLh6Vf3lne92uhQEIADO2hKlUqszMTGdnZ/PB9sqVK1FRUUlJ +SdnZ2cXFxfX19e3t7U1NTRUVFXl5eVymTkhICA4ONp+snZycHjx4sLe3R/tO +Sx/WLLAJ+QLECH2rl/Ckg1zxNioLj4njOlHHdsr+gUTjjtoM+1UFIAzM2FI1 +MjJy/fr1o2Is96379+8rlcrl5WULd6hWqwcHB58/f3779u1z584dFbF7e3vt +er8AaxbYhHwBYoS+5Wzvqt8LLCK5uGsYbzBzXCfqWEXW5SHZ64XRvwsP+SQx +p85+VQEIAzO29HABNicnx8nJyTi3+vj4lJaWrq2tnfIQWq22u7s7JibG5FFS +U1N3d3dtcl/AGNYssAn5AsQIfcspbhwjofhSVKXu4IB2RXCkE3Xs4Mj4Gd88 +/TPrfKtEiwt6gshhxpaY1dXVjz/+2CCourq6JiYmDg4O2vxwKysrT58+9fT0 +NDjiRx999PLlS5sfDv6CNQusQr4AMULfcq7crSG5OL9umHY5YM6JOlZ3cPBh +aBl5cnvHLH0LIoBjwowtMVz45efTCxcuFBcX2/uKw1qttqmp6erVq/xDNzQ0 +2PWgzMKaBTYhX4AYoW8HJlZIbjrjX7i+tU+7IjDnpB0rf9pJnt8HRfgkHYgb +ZmyJIbnY1dU1Ozvb3omYT6PRlJaWckkcudiusGaBTcgXIEbo26TsapKboh+1 +0i4HjnHSjm3tnz98k3xkpZ2qAhAGZmyJ0efipKQky0+oZVtcEs/KynJxcUEu +thP+i/K0awEQDvIFiBHjfbuxtjAq/3LV3V+EhPif8c3rGV2iXREc46Qdu6/W +8k+qNjm/YafCAOzE4KOgtMsBW9LpdEtL9H/vrK6uajQa2lVIE9YssInxfAEi +xXjfNj0LIdfxaUz4+QHOuOXwrOjYiIctJBc/rRmyR1UAwsCMDdZZX1/X4cSD +NGDNApsYzxcgUoz3bYfs+4e5OO8m7XLgeFZ0bHXbFMnF4bJH9qgKQBiYsZmy +s7NTWVmp1WpPuZ+amppz5851dnbapCo4EaxZYBPj+QJEiuW+HWgrIaF4VP6l +teVZ2hXB8azo2I3t/U+CIrMiz3TGf4d7rpfmxuxRGIAAMGMzZWpqinvGg4OD +rf708cbGRnR0tP4d+MjFVGDNAptYzhcgXiz3reL+OyQXK+6/RbscsIh1HduS ++AvyXLcURtm8KgBhYMZmij4Xc9zd3VtbT3xaSC4Ie3h4kE+mIxdTgTULbGI5 +X4B4Mdu3WxsrI/KvkKw00FpCuyKwiHUd25h3kzzXTUn/YfOqAISBGZspJBfr +paenq9VqS26oUqnS0tIMztiGXEwF1iywidl8AaLGbN+2FMeQoNQl+x5OSCIW +1nXszFg3/z3z25urNi8MQACYsZlikIs5vr6+s7PHfORnfHz8+vXrZ40gF1OB +NQtsYjZfgKgx27dxiUnF0b8Zk7/26Rm3cj+mXQ5YyuqO5Z9jraM6zbZVAQgD +MzZTjHMx59y5c3V1dSa31+l0z58/d3Z2Nr7V+fPnub0JXD/8BWsWWMVsvgBR +Y7NvZ5a29GcndvHPjA+7vDAzSrsisJTVHat45MX7OPnbNi0KQCCYsZmi1Wpz +cnKMQy5HJpPt7u7yN15aWrp165bJjaOiolZWVmjdC8ZhzQKb2MwXIHZs9m1m +WT+5cE9waiPtcuAErO7Y4a5qkosHZW+o1fu2LQxAAJixGdTf3+/l5WWcdq9e +vTo+Pq7fpqGhwc3NzXgbd3f3+vp6quWzDmsW2MRmvgCxY7BvdboDt/Bykovr +O6dpVwQnYHXHanXaPtk3P30Tdfx3MyPf7RnA1ZpAfDBjs2l7ezsuLs449rq4 +uOTm5pr8Fic6OnptbY127azDmgU2MZgvQAIY7Nv2wQUSis8GleyrtbQrghM4 +Tcc+fZToFSjTP/WphT02rApAGJixWVZXV3fu3DmTEdjAhQsXlEol7XrhU1iz +wCYG8wVIAIN9G/2oleTipPwu2uXAyZymY9sG5slTf+F2hQ2rAhAGZmzGzc/P +37x503wojo2NXV9fp10pfA5rFtjEYL4ACWCtb7d2VWf8C0k4GprC9XpE5jQd +q1Jr3w8sIs/+xNyGDQsDEABmbNBqtU+ePDkqFOPTxI6G/+zQrgVAOKzlC5AG +1vq2or7lbd9n+ljkGV1Nuxw4sVN2bGTmC5KLc6uHbFUVgP0YBB/a5QBl/f39 +Ji9PrOft7c1tQLtGOIQ1C2xiLV+ANLDWt63yn3bFv3k/wvVCQMqzuhHa5cCJ +nbJja9qnSC6+Hl9rq6oAhIEZm2Xb29v37t0z/yZqvfT09L29Pdr1wqewZoFN +rOULkAam+nZy6AW5Us+4/NXlxRnaFcGJnbJjN3dUb/sVkGi8uonREcQEMzaz +WltbL1++bDIFOzk54YVjh4U1C2xiKl+AZDDVt4rMSyQXNyX/B+1ywBqn71j/ +ZAXJxTVtUzapCkAYmLEZtLGxkZCQYDIRf/zxx1NTU0tLSyEhISY3ePDgAV44 +pgtrFtjEVL4AyWCnb9Vqlf7ytfqvjuo02hWBNU7fsU9rhlz9MyJCfZ7d+UN1 +qqtNqgIQBmZs1jQ2Nl68eNFk5s3MzFSr1frNdDpdQUGBi4uL8WZXrlzp6+uj +ey9YhjULbGInX4CUsNO3XfWPSCgelL2h2t+hXRFY4/QdO9rXSDphQPYNrQ4X +sAbRwIzNlKmpKZOJ2NPTs6fHxBXYJyYmbty4YfImaWlpeOGYCqxZYBM7+QKk +hJ2+Vd77I0lDioxztMsBK52+Y7kgPCD7OmmGke46mxQGIADM2EwxmYtjY2O3 +traOuolKpUpPTzcZjTs7O4UsHvSwZoFN7OQLkBJG+nZteXZM/hqJQqO9uMKj +WNmkY5X3/4c0g/Lxx6ffIYAwMGMzxSAXu7m5WXh54q6uLg8PD+RiR4A1C2xi +JF+AxDDSt6W1ram3nbsTvs3loHb5D2iXA9azSce2lctILm5O/MXpdwggDMzY +TOHn4qCgoMXFRctvu7m5GRMTg1xMHdYssImRfAESw0jfXo2rfcu34G3fZ37B +YbUl6bTLAevZpGNXFib5V+zaXF8+/T4BBIAZmyn6XOzs7Jyfn6/T6azYQ01N +zblz55CLKcKaBTYxki9AYljo27GZdXJdnnf8Cte39mlXBNazVce2y394eHLy +GvypBMQBMzZTFhcXAwICxsbGTrOT+fn5mzdvIhfTgjULbGIhX4D0sNC3qYU9 +JBdHPGyhXQ6ciq06VvnIi+TiynRvm+wTwN4wY4MVtFptSUnJ0tIS7UJYhDUL +bGIhX4D0SL5vNVqdy61Skotb+uZoVwSnYquOHWgvf3bnDxGhPq7+Ge4R5TbZ +J4C9YcYGEBesWWCT5PMFSJLk+7apd5aEYteQUi4m064ITsVWHct1wvs3i0lv +TM1v2GS3AHaFGVti5ufno6OjT/lO6VOanZ2VyWR0a7CcVqtd/8zGhjh+aGPN +Apskny9AkiTft2HpzST7PCjqpV0OnJYNO/b2wxbSGwUNo7baLYD9YMaWmMHB +Qf1JsbhkKvz7nLl0mZaW5uTkxBXQ0NAg8NGtk5ubS86wzSV62+58cXHx+clN +T0+b2SfWLLBJ8vkCJEnafbu6vOgSkEWyz8ScOP68DGbYsGPLmydIbwTdb7TV +bgHsBzO2xJBczHF1dc3Ozt7Z2RHguPv7+8+ePXNzcyNHF0UuHh8f16d4vZcv +X9p2/1VVVWdPrqSkxMw++VvatloARybtfAFSJe2+bcy7OSZ/rTD6t4G3bt2I +r6JdDtiADTt2fmWb5OJ3A4r21Vpb7RnAhgyGcNrlgC1xQc/g+b1w4QKXjhcW +Fux0xNnZ2aysrIsXLxoct7m52U5HtJX19fVr167xa7Z5Lk5NTbVHLrZtkQCi +IO18AVIl7b5tl/2AnHO4qSCKdjlgA7btWM/oKhKN2wfnbbhnAHvAjC09vb29 +V65cMU5bt2/fbmtr02pt8/c6lUqlVCpDQkKMD+Tu7s59yyZHsZ/NzU0fHx+D +ym2eiwMDA5GLAWxC2vkCpErCfTvSXUtC8Zj8tfVVpB4psG3H8q/hxf23DfcM +YA+YsSVpb28vLS3NZOby8vLKzMxsbW217jRTc3NzNTU1iYmJFy5cMLn/qKio +1dVVm98j21pZWfH19TUu3ra5WKvVurq6WpGLy8rKzOwWaxbYJOF8ARIm4b5V +pLuSXKxM+S/a5YBt2LZj2wcX9KH4UmBy8l0/G+4ZwB4wY0tYX1+fyReOiRs3 +bqSmpioUioGBgenp6fX1df6ryWq1msuP4+Pj3d3dlZWV8fHxHh4eZvbm5uZW +V1dH8f5aiLs7xu/6tkcunpmZ4e/8zp07C5bhHnkzu8WaBTZJOF+AhEm1b/f3 +dwZlXyO5uLshh3ZFYBu27dh9leZR1JnO+O/o+2T+5aANdw5gc5ixpW1vb6+o +qMh8njVw/vx5Ly8v/hm0juXq6pqRkeH4LxNzefPJkydm7ohtc7FSqeTvnHsi +bLJbrFlgk1TzBUibVPu2vSqFhOI+2Tc1GhXtisA2bN6xzUm/Iq3SUhRt250D +2BZmbBaoVKqKigou7VoedS3ExefHjx87/pV/Dw4OmpqavL29zd8d2+bi7Oxs +/s57e21zYUesWWCTVPMFSJtU+7Yp6Tck7CiyLtMuB2zG5h3blHfz8P329/5o +250D2BZmbHZoNJq6urqPP/7YJonY09Pz+fPnwlwE6pRUKtXNmzctuVO2zcUR +ERH8nW9vb9tkt1izwCap5guQNkn27fL6bliIb9Xdf52Qfxp2pkbaaVcENmPz +jp0cbCG5eEj2VbV637b7B7AhzNgMWlxcrKioiIyMPOlZoZycnIKCgrg4PDEx +cXBwQPt+WIoLpMb35cKFC62trUlJSfbLxfxPMXt7e9tqt1izwCZJ5guQPEn2 +7dOaYf3JlNwC0jLkOJmSpNijY/tk3yLRuL+11Ob7B7AVzNgs29/fb29vz8nJ +4eJheHi4j4+Pu7s7iXLnzp27du1aSEhIQkJCZmamUqnc2tqiXbI1jHNxXFzc ++vo69y375eKVlRX+nuPj4221Z6xZYJMk8wVIniT79vKdw4vSlrdM0C4HbMke +HatIe//wXfePrth8/wC2ghkbDKhUqtXV1d3dXdqF2Aw/F3Pxf2BggHzLfrm4 +o6ODv2dy0i2NRjM9Pc393mlubub+w4rLSWPNApskmS9A8qTXtwMTKyQUvxtQ +tL1r7gIKIDr26NiO6jSSi1vlP7H5/gFsBTM2SJ4+F0dGRg4PDxt8y365+Pnz +5/w99/T0NDU1+fn5OTk58f/d1dU1MDAwKyvL8j9EYM0Cm6SXL4AF0utbeV4n +ycUx2W20ywEbs0fHbqwtjMtf7Yj/bnbk2zdvBa9t4SPG4KAwYwMLNjc3Tf67 +/XJxXFwcf8+XL18+a5aXl5eFJ6zGmgU2SS9fAAsk1rf7Ks0HN4tJLu4cXqRd +EdiYnTo2LDGftE1dhy3P5QJgQ5ixgWX2y8XHXhPKpPT09GPfWY01C2ySWL4A +Rkisb7lEQ9KNe0S5Tjxn4AQL2aljc6sGSefE5uBtBuCgMGOzZmtra/N0tre3 +VSqVTqejfVdswE65eHd314pQrFdQUGB+51izwCaJ5QtghMT69u69bJJuHpUP +HH8DEBs7dezwy1XSOa4hpfiLCjgmzNhMmZmZsTqvGbt48eInn3ySkJBQXFy8 +sLBA+85Zw065eHBw0Pjhunz5cl5eHvcUqFSqjY2Nvr4+LgLzTwCu5+rqOjc3 +Z2bnWLPAJonlC2CElPp2/uXghPyVF3H/IAu/6OqfMbcsyktUgHl26lid7sD5 +VgmJxiPTa/Y4CsApYcZmytTUlA1zsQGZTLa9vU37Lp6MnXJxRUWFwYPj5+fH +ZWHjLVdXV6Oiogw2Dg4ONvNy/FGP/wsASXv8+DHtEgBOTEp9W5pykZxVuDHh +X2iXA3Zhv471l5UfvpX6YbWdjgJgCTNxxiZBAETBrrn47GcnjxobG6N9L0/A +Trm4rKzM09OT7JbLuTs7O2a2Dw8PN3gk29vbj9oYaxbY9EJCr7sBOyTTtzqd +rlv2PZKLX5TE0q4I7MJ+HVvTPkVysV9Sg52OAnAamLGZYu9czOHyoMkXRh2T +/c67xVGr1XNzc319fSqVyvyW3GYuLi78SvLy8o7aGGsW2CSZfAFMkUzfDrwo +IqF4RP6V7c1V2hWBXdivY1c29kgufsfv2faOpZenBBAMZmymcAGtpqbG4NK6 +eq6urj4+PlFRUenp6Tk5OVxgDA0N9fb2Nrjerh635dWrV40/G6sXGRlJ+45a +yq65+EQyMzP5lcTGHvmneKxZYJNk8gUwRTJ9q0h9l+RiReoZ2uWAvdi1YwPi +8iJDbzy/8/sB2RsdtRn2OxCAdTBjs0aj0fj5+fEjmJubW15e3u6u6T/czc7O +JiQk8Ld3dnbu7OzUf3d7e7uuru7jjz82iMbDw8MC3ifrOU4ubmpq4ldy7dq1 +o7bEmgU2SSZfAFOk0bfbW+sj8q+QXNzfUki7IrAXu3asIuvy4V9XHjjb70AA +1sGMzRouAvPz1927dzc3N4+91dTUlJeXF7mVh4cH/xRbWq1WLpfzd5uammrP +O2EzjpOLJycn+ZU4OTmp1WqTW2LNApukkS+ANdLo2xclsSTOdMu+K40LNYJJ +du3Y/pYCfiPZ70AA1sGMzZS9vb0PP/yQhK9PPvnk2I++EiMjI87OzuS2OTk5 +/O9yvyVv3bpFvuvu7s6FZTvcAxtznFy8trZm8Jr7/v6+yS2xZoFN0sgXwBpp +9O2dpOysyDP9sq9zcUb5+AbtcsCO7Nqxqv1d/hsPpkY67HcsACtgxmaKQqEg +sYsLyPPz8ye6Of+DyR999NHBFy/L3tnZyY91S0tLNq3dLhwnF4+NjfEr8fLy +OmpLrFlgkzTyBbBGAn07t7ytP1fSGd+8WyEB89MjtCsCO7J3xzYm/57k4qZn +oXY9FsBJYcZmSnp6OkleYWFhJ735zMwMP7stLi7yv8vFZDc3N/JdUXzE2B65 +eH19PT4+PjQ01MfH5+LFi9z/WnIr/p8sOBEREUdtiTULbJJAvgAGSaBvH5UP +kNMIB6YoaZcD9mXvjm0uiDi8CnbSf9j1WAAnhRmbKTExMSR5GbwR2hI6ne7c +uXNkD0NDQwYbcBmQfFcUw4A9cvH09PTZL7LkdXmD81FnZBx5nkasWWCTKH6k +ABgQe9/qdAfuEeUkF9d1UHtXFQjD3h07O9FLcvGo/Mv7u9vH3wZAKJixmRIe +Hk6S19OnT096c4Nc3NXVZbAB/yPGtbW1Nqrajuz0PmpPT0/+bsvKysxvv7S0 +5Orqyr9JdXX1URtjzQKbxJ4vgE1i79uOoQUSij+4Wbyv0tCuCOxLgI7tln2P +C8UT8leUsT/s6my19+EALIcZmymJiYkkeVlxlWGD91GPjBh+yOj69evku+3t +7Taq2o7slIuTk5P5u/Xw8NjY2DCzfWxsrMH2e3t7R22MNQtsEnu+ADaJvW/v +PGoluTgp3/CP4SA9AnRs8aOo8JBPXPwfck31oKjX3ocDsBxmbKbwL9Lk5ua2 +trZ2opvzz7t11ujMWmq1mv+i59TUlE1rtwsrcnFLS0sNz8LCgvE2jY2NZ78o +MjLS5IUtuH/Mz8832JjbrZkCsGZtSKNRbW6sLq/vzi1vvVzY5L6mFzfnlre5 +f9naUan2TV/UG6gQe74ANom6b7kfg2f8C0kuHp5apV0R2J0AHds6ME+ayivm +yHfHAQgPMzZTDE7uFBwcrNFY+p6o4eFh/nWaLly4YHAlJi7N8Xe+uyuCTGFF +LnZ3d+ffpLi42Hgb7pEJCgoySLuBgYETExP8zVZXV8PCwgw28/HxMX9pSKxZ +66ysLteU51XmhCoy3BqTf9su+8GA7I1Pz/sR+0PyC5r/9YHf488+/fSlPtk3 +O2T/2Jz4S2XKfynSXZQ518ubxlr65oZfri6t7Wq0uI6nQESdL4BZou7byurq +9/0e638kekYjvzBBgI7d3dfw/97C/Sa19xEBLIQZmylcVj1//jw/hXHBcGdn +59gbcoHO4DOzKSkp/A3W19e9vb35qdlud8KW7JSLOSsrK5cuXTLIvE5OTgEB +AdxB5XL5jRs3zhpxcXEZGBgwXwB/e2vuM0vU6v3+lsLKtIuNcT+quftzcq4P +/ld7/PdM5mJX/wyT2w/LXjfY8sPQsmvxtWEPGhUPnJWPb7QUx3Q35Iz1NSzN +jXEF0H4MpEPU+QKYJeq+bZX/hPuJ9zTqTzeCop7XieAaE3B6wnTszRQl+R1a +8WJSgCMCHMVgFKddDggqJyfHoAG4DFtYWLi/b3qA5xIx/yzWxNjYmH4DLgBW +VFR4eXnxv5uZmSngfbKe/XIxp6enhwvCxg/dUbhQ3NFx/DXusWYtMTgyqXjg +pH9FWP/VGf+myZzbl/ANk7n4YsC90+foCfkr7Ql/f+VuTdB9ZUx26/2Cntyq +wdKmcUXXdMfA1Eh3zfRo5/LC5N62uY+fg56o8wUwS7x9Oz7QTH6Ujctf5X5S +0a4IhCBMxz6rGyG/PSMzxbpGQHowY7NmfX398uXLxqHM1dX1xo0bkZGRKSkp +iYmJcXFxgYGBHh4eJhNceno62WFUVJRxvltdFcenkOyaizljY2PGb6g26dq1 +a8e+UqyHNWuGRquraZ+6Glf7tu+zzvjvGKTUftnXDf6FG/Z6Zd+6cLvCM7ra +O7aG++IyrGd0FfcvPmHJo/IvGUfd2rs/M5mLr9yMN5mjW+K+b3J7j8Akg0qG +ZF/tk32rOv63H4aWvX+zODnKsybu3+vlv1Xe+09lyn8r7r+tSD2jSHv/UXZW +Yl5nUn6XwVdRVrjigdNnX2cVaR9wW+q/Mh89kj3t4L7keZ3cDZOfdaU8704t +7MnNiHkuP/848Ub+vStlmf4tRXfayhO76jL7mp+P9tTPvhzZ2N7X6Q5oP6WH +xJsvgGXi7duGhxcOrzOb/Dva5YBAhOnYibkN8tvwbFCJ1uzHxwAEgxmbQVNT +Uwbh7kTCw8P5Ly5fvXrVYAODt1g7sgcPHvArt+RCwwbvJ6+srDS//cHBgVKp +/Oijj456PK9fv15QUKBWqy2sGWvWJN3BAZeIL0ZWkF+1KREfGrx0Wxrzm5L4 +P9Xm+HXWZU30N64tz2p1WvO73d/fWVmYmhppH2wr7ajNaCmMqsyXcSE0PKPF +R1bnFl7+tt/nh7t5K9hkLq66+wuTufh6ULTJ7UnufhL1J5MbhId8YnKH+Xf+ +aHL7sBBfk9s//Wz/NTGm317O7U2/mcut0o/uVgfdV8Y9bs8q669qaOtpfDI9 +1iX8ScnEmy+AZSLtW7Vqb0D2DfIDoas2g3ZFIBBhOpYbjc6FlZHfR/0TKwIc +FOBYmLHZNDw8bPJV42PJZDJ+gtNoNAZvFY6JiTFzjSGWbWxsDA0N1dbWZmdn +Z2ZmFhYWNjQ0TE9Pn3Q/WLPGhqZWr8XXGuS+8wGpXBbul/2t4oGTsjR1YWHW +HofW6Q5WN/fGZtba29tbiu4oc64pHpxtTP5dq/zHfbJvjstffXbnDyZjaUBw +iMlAWhnzS/0G3A1PlHNPmov121ff/ReTt3oU+Y7JW4WG+JEXuLtkf9eY/HtF +lmdbRfLUaLe9X1wWab4Axom0bztqDj8YwgVkLibTrggEIljHJjzp0L91Kj78 +ctXTGGEOCmAeZmxmcemVC2guLi4WJuLbt2+TzxQTs7Oz/G1yc3PNn0sZTg9r +lm9veyP76TPj+Pa2X8GdR609rZVai8+4bg/c0dfWVifnN3pGlxRd0yWN4zmV +gykF3Xdz2lLuJ7+Q/6xD9v0+2bdG5F8hI2hx9G/0d6Eo+rcmEyuXTG2Siwui +f/9ZLv6FyVvdj3A1eSt5+EWT2xdG//a9gCLfxIYHxb1NvbNrW7Y/4ZhI8wUw +TqR925j8O7K6FQ/daZcDwhGsY1uUZV1/Pe9Hq/ynwhwUwDzM2IxbWloqLi6+ +devWUWeI8vT0jIqKGhwcNHnz3d3dtLS0srIybgO8TCwMrFliYqCZy5XdCd/+ +wC+HBLd3A4pSC3uW10V23QcuQW9vrq4sTM3NTnUMLdS2T1XXVFUVP2qtzemq +z+qsTW+vut9WkdxWLm9QNle3TVW1Tuq/Kl98/h/K6qcvSmJflMa3cl9lCa1l +cu6L217R1Fzb/rKmfarms1tx25e3TJQ2jRc+SX6Wcv1x8ifPEi9W3HdXpH+o +SH1XmfJfTUm/5gJ70t0Al1ulxrk4O/Jtk7k4KeK8wZae0VX3nnU1dwxsbdjm +DXIizRfAODH27dL85Lj81cMFPtBMuyIQjmAdu746PyE//KDT2rJd3tMFcCKY +sUFve3t7fHy8o6Ojtra2tLS0paVlcnISUdcBYc3qcYlvVP5l/a/U3Kj/1mex ++Nx20SViR6bTHWxs70/Nb3SNLHLJ+kn1UMnDwOakX3XLvkvmGf1XQHCIydeX +E8Pdx+SvNSf+W1N+8Nxk32mKEWO+ABBj3z6r7ooO826I/Qm3tNvkP6ZdDghK +yI5tlf8z+SXSVnlPsOMCHAUzNoC4YM1ylI9vGLxeGXU3tn98mXZdDNnf3Z4c +etFenarMvtqY/PsrEY9N5mKD92m3yX/U+DRg7qXp95+YJ8Z8ASDGvvWMrtKv +38uB8rqqZ7TLAUEJ2bHKnGuHb9dPPSPYcQGOghlbejY3N6f+SqVSCXZcnU5H +jru8jIRiL4yvWY1GpUj7wCAUK9Jd9na3aJfGurXNvRf9cw9L+3wTG874F3JD +9Xt+T0xe6+rTzy8n3q5qndzdP8Gnv8WYLwBE17cDEyv8j6Vs7Qo3RYAjELJj +hzoqyC+FPtk3cYIaoI7xGVuSZDIZ+XRwRUWFYMcdHBwkx7127Zpgx2UNy2tW +rVYrU75w9aIR+VfaK0VzXTB27Ku1XSOLTwrK2mX/ZByKubDs5PeIm7o/uFmc +lN81NrNuyT5Fly8A/iLCvpU97SC5OCa7jXY5IDQhO1ajUQ3KvkZ+NYz1NQp2 +aACTWJ6xpYpWLh4YGEAuFgCza1anO7jzqDX1tjP5Hdov+8Zodx3tuuAYC9Mj +zYWRTUm/JmfyKYr+rcHbrX2TGpp6Z81f6Ul0+QLgL2Lr232V5oObxWRhdo0s +0q4IhCZwx/L/1q184i/koQGMMTtjSxhysbQxu2bleZ36Ue3BbSfuF2iX7O9m +J3ppFwUnsLY821J0pznxlzdvBZv8MPLVqGcthVH7+zsmby6ufAGgJ66+rWmf +IuvRPaJCd2Dfi5KDAxK4Y1+UxLbHf+9R5DuBt24FJ1cJeWgAY8zO2BKGXCxt +bK7Z3KpBfoDKiPtoaX6CdlFgpcXVncdVg9zUbXzy6snEV3pl324uuK3aNzyv +uLjyBYCeuPrWP1lxeFG2igHa5QAFAnfs0to2abl3/Ap399VCHh3AAJsztrTx +c3F+fv6WULifpcjFAmBwzSq6Z/jp6VJU5coGriAmejrdQdvAfMiDJv3TesY3 +rzfhm+QNdT2yN1uKotWqwydaXPkCQE9EfTs3M345MJH8pJ1f2aZdEVAgfMde +uVtDuq6lb07gowPwMThjSx4/F9OCXGw/rK3ZyfmN9wKLyC9N15DSuWVMa5Iy +s7SVlN8VE37d+Axd3bLvtVem6E9SKqJ8AUCIqG8V2Ve5RdcQ+5PoMO+Q5DLa +5QAdwndsenEv+RV/71mXwEcH4GNtxmYBcrG08R9n2rXY3c6e+vKdKv5FQ4an +VmkXBXaxsjityPIckX/FIBpz/xIsfzb8clVE+QKAEEvfanXaHtmbh5caL5fR +rgjoEL5ju0YWyW/5i5HCffoPQM8gwtAuB2wMuVjamFqzJWlXz/mnk9+YdR0v +aVcE9rW2PKPI9OCn4/sRrvpn/2ZixfrWPu0CAU5GLLm4pzGfLLph2eu72xZd +PQ2kR/iOVWm0/HeFzSxtCVwAAMHUjM0I5GJpY2fNtlUkf3oxpoSvB966xf2u +THneTbsiEMinrx0/dB+Vf6kn4Zvv++WSeck5uKSqdZJ2dQAnIJZcrLj/Z5KL +FWkf0C4HqKHSsaF/PdEE91XcOCZ8AQB67MzY7CgrKwunLS0tjfbDIFmMrFku +GQ3Ivq4f0ibkrzyUfazWaGkXBYKaezn4MOO+8eWcgu4rcUYgEAtR5OKN9cVR ++ZdJLh7qKKddEVBDpWO5LKz/8f6277OE1MfCFwCgx8iMDSAZjKxZ5b0/8j9h +OjOGF4sZ1T++fDWu1iAanw3MVzy7rdGoaFcHcAxR5OLmwkjy87ZT9ve0ywGa +qHTs9OJ6VOj1wujfDcje4H7jH3UVewB7Y2TGBpAMFtZse9V9/pmXmp6F0K4I +aNLpDoqVY+8GHObi1NvOXGO0yn/6crSDdnUA5ogiF3NL6fDn7VN/2uUATbQ6 +tlv2XdKEfc3PqNQAwMKMDSAlkl+zWxsrfbLD69i2JP5Cq8M7qOEvlbVN+s+g +eQXKxuSv6dtjVP7l5oLbtEsDOJLj5+LJuQ2foKinUX8alr0+Ln91aX6CdkVA +E62OVaS7HH7CPdODSg0Akp+xASRG8mtW8fA8+eXIpZ7ZiR7aFYFD0E9r9Z3T +VbG/MriWU2Py79dX52kXCGCC4+fitKIe/dsw3vd7/CAVl2diHa2O7azLIj/S +22U/oFIDgORnbACJkfaafbmwGRl6oy/hG/pfjsrcT2hXBI6CTGtcBFbyzp2r +/+qVfXugrYRuhQDGHDwXa7Q6l5BS8gmFpt5Z2hUBZbQ6dntzlbwRiPtanMVZ +qYECac/YcFK7u7sTExOdnZ29vb3kH5eXl3U6HcWqgE/aa/ZW2qdvlP3AL+dh +5Hvtsn9U7e/SrggchcG01l51f1D2Bj8aP4x8v6BhlFZ5ACY5eC7mgjAJxVxA +5mIy7YqAMood25z4S/Lz/EVJLK0ygGXSnrHhWAcHB0ql8t69e7du3fLw8CAX +IL5w4QLZ5tpnysvLudRMsVTQk/Ca7R1b4p9zuK3vJe2KwIEYT2uLs6Mtif+q +H6Jq7v78Hd98rm2iH7XuqTRUKgQw5uC5OCy9mfzITSvCh1aAZsc2PvE7/Ijx +/f+hVQawTMIzNhxrdHQ0MDDwrCkkF+t0OhcXF/0/urm5VVZW0q0ZJLxmP0ms +512jtpF2OeBYTE5rWo1GmXOtO+Hbrv4PSfN8dLd6ZmlL+AoBjDlyLl7d3Hvb +7/BPkRNzG7QrAvooduxoTz2XiMflrypjf5R659LBwQGtSoBZEp6xwYz19fWk +pCSTidggF6+urhp8Kz8/n27xjJPqmm0dmOe/WDwyvUa7InAsZqa1zoEJl1ul +/P45G1Tc0jcnZHkAJjlyLn5WN0KWzPWEOtrlgEOg2LFajeZ2RJCT/6PP/1Az +u06rEmCWVGdsMGN7e9vHx8dMKObn4pGREePvZmdn070LLJPkmtUdHFyNqyUT +WlSW406SQIv5aW1xbYcb7PnRmPt6WjMsWHkAJjlyLo69G3nGN0+/WEqbxmmX +Aw6Bbsdyv/3JD3CcLwKEJ8kZG8w4ODgIDQ01H4r5uXhqasrkBtPT03TvCLMk +uWYbew7P/fK2b8HLhU3aFYHDOXZaU2m0sqcd/FzsGSivS3NWq/aEqRDAmMPm +4qHOqsnEV/plX8+KPOMdJNvaUdGuCBwC3Y4tb54gP8BDHjRRrATYJMkZG8xQ +KpUGCdfT07OysnLxM8a5mDM5ORkbG2twq/j4eIr3gmXSW7M6nS4r4aqLf6b+ +V2F8bjvtisARWTitVbRMnPEv/PTkuv6ZnfHf4Sb/5sR/31xfsnd5ACY5bC5u +eOBEznGkTPlv2uWAo6DbsbNLWyQXvx9YhBOkg8CkN2ODGQcHB97e3vx4K5fL +VarP/0p8VC7Wq6mpcXJy4t92ZmZG8HsAf+E/BbRrsY3uhhxuMBuRfyUz8l03 +//S55W3aFYEjsnxa659YORdSUB/7UzL2d8j+cWF6xK7lAZjkmLl4b3tjSPbV +w8t/N+bRrggcBfWOdY+oING4f3yZbjHAAoMX/miXA8IZHx/nP/X+/v5qtZp8 +13wu5lRWVvJvjnNTUyG9NUsutfPZpRneoV0OOKgTTWtz06Mdsu/zr27cI3tz +agRvRQChUU8ZJrWWyw9DsezbWg0ubQafo96xCU8OPw6TUzlItxhgjfRmbDDj ++fPnJNWeO3duaekL7y08NhfrdLrr16+TbbKysoQqHA5JbM2OdNfww8vkkCPO +kOAITjqtba4vNSf+G7+7BmRvjHRV26k8AJOopwyTmhP//fBN1NnetMsBB0K9 +Y+s7p0ku9k1qoFsMsEZiMzaYl5KSQlJtWFiYwXePzcWcgoICss3du3ftXzIY +ktiaVdx/i4xnjcm/pV0OOC4rpjW1ao/fYPpo3NE3Zo/yAEyinjKMzU32T8gP +F8XsRC/tisCBUO/Ytc29t3yfewXKEsI9ymL+z/YWrtYEwpHYjA3m3blzh6Ta +nJwcg+9akou5H5hkG19fX/uXDIaktGZXFqbG5K+R8ay/pYB2ReC4rJvWdDqd +4uF5fYONy18NvnXzHb9CRRdOpw8CoZ4yjClyrpGfus2Jv6RdDjgWR+jYRtkv +SIt2Kx7TLgcYIqUZG44VFhZGUm1paanBdy3JxY2NjWSbGzdu2L9kMCSlNavM +/Zj87muX/YB2OeDQTjOtNeZ+wvVYVOg1ci2wBkRjEIQjpAw+3cHBtchcWfjF +F3H/wC2K1jJcWgK+wBE6VvHQ/fCsIw9Nj6MA9iClGRuOFRcXR1JtWlqawXct +ycU5OTlkm+DgYPuXDIYks2Y1Wl1bwj8evmxRGEm7InBop5zW6mrL3+Zd2vht +vwK8agwCcISUwdc1vEhWwcchsTvbeJMqfIEjdGx3Qzbvb+Y/pF0OMEQyMzZY +Ij09naRaf39/g+9akotDQkLw+WK6JLNmG3tm3vN7cif0WlPcPw3JvorPEIF5 +p5/Wmnpn3/Er/EI07sbF5sC+HCFl8MVkt5ElIH/aSbsccDiO0LHbmyvj8ldJ +NF5ZxN8wQSCSmbHBEtXV1Wd5lEol/7vH5mJue/7N8/JwxUMKJLNmA+4pyHj2 +KL+Cdjng6GwyrTUbRePGHkRjsCNHSBnE9q763YAi0v8DEyu0KwKH4yAd+yLx +5yQXt1Xeo10OsEIyMzZYYmVlhR9sufC7trZGvms+Fy8vL58/f55/8+HhYWHL +h09JY83OLm29xXtT68zSFu2KwNHZalozeNU4LNSvo+aBTfYMYMxBUoZeWfM4 +6fzLd6polwOOyEE6VplzleTihrQPaJcDrJDGjA2W478RmnP58uWOjg79t8zk +4sbGRg8PD/4Nr1y5otVqadwD1kljzT4s7SPj2c0U5fE3AObZcFoj0TgsxHdc +/uqY/LXO2nRb7RyAz0FSht6NhDrygzevFn/ZBhMcpGMH2kpILu6U/R3tcoAV +0pixwXIjIyNnjcTFxdXV1XEBmZ+LDw4OuKTc2toaHh5ufBNue9p3hVESWLNa +ne7D0DIyntV34qNDcDzbTmuNPTPhob7kI2yfReMMG+4fQM9BUgZncn7j8BME +vgUrG7u0KwJH5CAdq1btKeN+/DDyvYDgkPf9Hs8t401lIAQJzNhwUvyzb5nh +7u5+1LeCg4PxYjEtElizrQPzZDxzDi5RqdFLcDybT2sdVff5p3bhonFXXaZt +DwHgICmD8/xpmltAmv4Hb+iDJtrlgINynI4NedBERoXy5gna5QATJDBjw0lx +kTYqKsqSaGySt7f35uYm7TthM9yjsf6ZjY0NYY64v7/PHUun01l3cwms2ais +F+SX3b3n3bTLAXGwx7TWXpliGI3rs2x+FGCZg6QMtXq/X/aNCfkrlTG/DAvx +beyaol0ROCgH6VhOQcMoGRW4sYF2OcAECczYYAW1Wm3hq8YGkpKSuAhJu3xb +ys3NJfdudnbWTkdZXV3NysoKCwvz9PTUH8vZ2fmjjz6Kj4/v7Ow80Yvv/KfD +TtXa1eb60oNIF4/AJP0vu5GXa8ffBsBu01pb5T1+NB6Vf6mvucAeBwI2OUjK +6KrLJE0+IPu6ah9vogbTHKRjOROz64dvLbtVojs4oF0RSJNB0qFdDlDT3t7u +5+dnYSLmtpTeCajH/3/27jsqjuzMG//u+nh99hzv2d1zdv/ZP9Zndz3jCR57 +HHa89tqv7XFej9PrcXht/0YTRZAQkkYgacRIQxIICQQSInSDQCCQECBEEkkI +EFI3QeScgxAgchKhA/6VpseXmqa7aZquunWrvp/TZ44tquo+3dx7+3moqlsD +Ay4uLuQ9PnjwwOlNLC8vZ2Zm7tmzx8Zne/z48eFhe/96z/qYvV8cY8rNtFHf +UUcF0w4HmCFctlZfGk9K46aY//I+dQl/rgFnkUiVUXXxVVIXa67sox0OSJdE +eixnfX3dLaSYlMb9DzEtg+BYz7Fh5zo6OlJTU/39/fkVosmRI0fCwsJSUlI0 +Go3D1/1K1tzc3LFjx/jv1+l18crKSkBAgD1/dnBzc6upqbHnmKyP2er4X5L0 +THv9BO1wgBmCZmv1t9SD6s/ej/7G3oDLXALmdqr44QSWeQEnkEKVMf6gm39R +xGBHFe2IQLqk0GOJ8+l1pC7OreylHQ7IH+s5NjiRTqebmZkZGRnp6enh/ru2 +tkY7IgEtLCwcP37crDh1bl283fu43d3d+/r6tjws02N2duohPz172I+bi8Fe +Qmdr2qKLrv5pJAfbf7Z0en5F0BZBCaRQZWiuHSGzbp36+7TDAUmTQo8lSu8P +kTk5OAl/zwHBMZ1jAy1cBX3z5s3JyUnagThoenra19d3c2Xq3Lo4IyPD7Pg+ +Pj7FxcX9/f1cQ2VlZWFhYWYbeHt7b/nnCKbHbG3BOZKe1au/SzscYIkI2dr1 +si6Sg3Gvo1EVSys6oRsFeaNeZaytLneoXtyYeG/F0o0HJI56j+Ubn176y5PF +co+filrFffEgMKZzbKCis7OTq++4ntPU1EQ7Fke0tLQcOHDA4hlbJ9bFi4uL +e/fu5R88KCiI+0f+Nuvr66mpqWYxFBYW2j4y02O2Ju6nJD2ruhFIOxxgiTjZ +WmJeC780DkzQ6PR4jhg4jnqVUVeWQmbdLtULq8tLdOMBiaPeY83ERgYWnv9l +l+p5rgN33C+gHQ7IHNM5Nojs8ePHly5dIhUcc3WxTqfLysqycSWzE+vi7Oxs +/pEDAgKsnQjmL4jN4Wp226eM2R2zU4+G+BdRjz/ooh0RsEScbM24vs5/jhj3 +ispsWMc6qOAo6lWGX9xd3+DQgvO/4qZfzdWDdIMB6aPeY81oLu/eWDIu/Sjt +cEDm2M2xwX7t7e3p6elRUVH+/v5cgRYfH19YWNjR0bGtg3BT5aFDh/gVHEN1 +MZfWVldXHz161EZR7MS6mCts9+/fzz9yS4vVG2mNRqPp/DtRX19v4+Dsjtnq +/FDy7XZf/QPa4QBjRMvW1vSGwASNqSh+3TcnI+I1Tfp74jQN8kO3yhganyd/ +4dnrnzI60k8xGGCC1OrixrJLyBxANOzm2GCPmpqaEydOWCsDw8LCJiYmtjzI +zMxMZGTk5t1ZqYu5KvXkyZO2K2Ln1sXd3d38w3K/AtvbV1ZW8rdXq9U2NmZ3 +zAZdrAgIDrke8af22C9W54bQDgcYI2a2trSsOxxZ/rZf5q3IVz5arag4RrTW +QU7oVhkJuc2kLj6VXE0xEmCF1Ori2amHg+qP6uIB9VML81O0IwI5YzfHBtuM +RmN6evqWleCePXvu3btn7SDr6+tlZWX79u2zuC8rdfHS0tLm4Pfv319XVxcf +Hy9EXVxYWMg/7LVr12xvPzMzw9/e09PTxsaMjtn5pdVdf0nPdvnmTkzhQYSw +PSJnaxMzjyuiXyHnKfrVT3fU5osZAMgDxSpjeVX/zslCUhfXto/RigQYIrW6 +mNOg/jaZipsq02iHA3LGaI4NW9q8oJM17u7uIyMjm48wNTUVEhJibS9XV9fe +XjaeJbe5Lo6Ojp6bm+N+JFBdzB2ff1gbF1ETZk9Snp6etrYlo2O2rG7jaQs+ +sZW0wwH2iJ+t9bXe7VU/S/KxbtXnh3ts3eMAsBnFKuNWzSCZdT3DbhmMRlqR +AEMkWBdrrh7cuMU41YN2OCBnjObYYNvg4KCLi4uddTHH39/fYPjYmqvcxOjp +6Wlt+8DAwOHhYVrvbrv4dXFoaGhnZyf5kUB1sZeXF/+wphrcNrNSurW11dqW +jI7Z0NQakqHdqOihHQ6wh0q21lSZxl8srkX1tbmZcfHDAHZRrDLei75DZt2s +8m5aYQBbJFgXt2mzyCTcqPom7XBAzhjNscG28PDwzcWsn59fYmLi1atXg4OD +N/+U/3ggsxWS+fbu3VtcXGxk6s/OprqY+0x6eszLMSHqYr1ezz+mu7u7PYvZ +pqWl8fcqKSmxtiWLY3Z1Tf9WQAHJ0B48WqAdEbCHVrZWnXuapGTcqyb+Fb1+ +i4eMAxC0+m3n4DSZcl/3uzmzsEIlDGCOBOvix0tz/eqnB9RP3Yt6Oems29Tc +Y9oRgWyxmGODbVxdxtVi/CLL09PTbKLjKkRvb2/+NidPnvzzhzcUp6SkWCuK +IyIiJicnKb2tHVlYsFyICVEXc23xj+nj42PPXlwhzN8rMzPT2pYsjtn7HWMk +Q3s34jbtcIBJFLM1TaoHqYsLz//ycp7k8kaQLFr9tvDyBydPBe/yzeVm3fPX +6qjEACySYF3MUXHZml+6KYuobHTaIzUBzLCYY4Ntvb29/ArLxcXF4jXP09PT +Bw8e5G+2vLxs7fG+3JbV1TJcylKIunhiYoJ/zNOnT9uzF/fx8ve6cuWKtS1Z +HLNx2U2kLr5c0EY7HGASxWxNr1+rif/ZoPqziWF7XvPN47pxeT0zN5IAXVT6 +7ezUaJ/6c0Nxn22O+erFMI+23ofixwCMkmZdfL28m2QRMdcbaIcDssVijg22 +lZaW8iusuLg4O7e8fv26xbuSuSMsLi6K+RZEI0RdPDQ0xD9mRESEPXvV19fz +90pMTLS2JYtjNjA83nTagnu19jF5yQFQRzdbm58ZP3/+LEnM3vC/2TM8QzEe +YAWVflt1I2Bj/V7VN9i69QnokmZd3DW0cV/AvtBbtMMB2WIxxwbbcnNz+RWW +xbWmTVZWVmwvz3Xo0KGGBjn/XU6Iurizs5N/zKioKHv2amlp4e+lUqmsbWnt +l3VfqsoK0rjcrCP2C7nnfht6JqC6ppZ2RMCkzMxMugEU3ta+GZBPcjPX4ILy +u9V0QwLpE7/f1tZUN8e+ROri4svHRA4AmEZ9prWIyxzeCrhJpt+isiraEQHb +bNQ+Oy8EQFKuXbtGfrlc2Wu20LSZgIAAax0jMjJSrqeJCSHq4v7+fv4xQ0ND +7dmro6PD7MO3tiVzY7Yq+yTJ0LQJv6MdDrDqvgTOYlS3jZLEjHudUN9d09ua +YAHE77etvMV7e9XPLszhEh3YBinMtBadSdl4qkVx9QDtcECemMuxYUtJSUmk +vPL29ra9sVlhSKppG+shy4kQdbHZmd/Y2Fh79mpra+PvFR0dbW1L5sZsdfzP +SZJWW3COdjjAKolkaxm3O/mlcWxWI+2IQNLE77dVF1/deNhr8jsitw6sk8hM +u1mBtp9MvGev1NIOB+SJuRwbtqRSqUh5FRwcbHvj1NRUs6LY3d29sVEpmZ4Q +dXF3d7edZ375uM+cv5ds7i9eWZo3Lf9ieo0/6KIdEbBKItna+vp62JVakp55 +BlzSFFi96wFA5H47PtLNf+J2X9tdMVsHGZDITLvZ0Pg8mXhdgouMxq2fgAmw +XWzl2GAPfl0cFhZme+PNC1Dfu3dPnDilQIR1t8LDw+3Zy+xmh7S0NGtbsjVm +W+5l8Jd/oR0OMEw62dryqu7whXIuN/sgOKxD9QWuDGmvyaMdFEiUyP22NOsC +qYvr1N8Xs2mQB+nMtGbW19f3nC46cjJGHXqgNPKnva34mw84H1s5NthjW3Wx +2SJdfn5+4gQpEULUxePj4/xjbnnK3qSyspK/V05OjrUt2Rqz/Ae/aq540g4H +GCapbG1saikm3IcUIF2qL4wNddAOCqRIzH6rNxj3nC7xCEi+FObWGvulupIY +0ZoG2ZDUTGvmbtLbG8uVZCkrXwVxsJVjgz12UhdrNBpxgpQIIeri+fl5/jG3 +vMXbhCuE+XsVFxdb25KtMdus+jr5FmutyqIdDjBMatlae3UO/4LVBtX/ebw0 +RzsokBwx+62meYRcaOoefHN1dUW0pkE2pDbT8t0vjiFTbk38K7TDARliK8cG +e+ykLp6cVNbClULUxRxPT09yzC2XBDdJTEy08w8UDI3ZscnZy2ddqqL/z5Pb +3NTPrCzLfHlzEJQEs7XqnGCSpD05f5H4R9oRgeSI2W/9L2pIXZxS2CZauyAn +EpxpifGR7o17558kFUu0IwK5YSjHBjvtpC5eWlLWJCNQXRwcHMw/7MTExJa7 +nD59mr+LjadOMzRmS2sHPzpz4Z96KdGudbkBrJFmtqZJep1fGmPFdTAjWr99 +8GiBv1L66CT+DgmOkOZMS/AvQmuvyaUdDsgNQzk22GkndfHq6qo4QUqEQHUx +/1FZtk/+muj1+j179pDtPTw8jEajtY0ZGrPn0+tIkpZ7t5d2OMA2aWZrq8tL +dervkTytR/Xc4NAg7aBAQkTrt4l5LWS+DU6qEqdRkB9pzrSEJsVtY9GSNLvu +UwOwH0M5NthpJ3Xx2tqaOEFKhEB1cXl5Of+wCQkJtrc3e7RTaGiojY1ZGbPr +6+vuIcUkT+t/OEs7ImCbZLO1saGObtXnuSStJfbLx4PCvc6Xr6zpaQcFUiFO +v+W63O6gQjLf1raPidAoyJJkZ1qTpjsppC6uU3+PdjggN6zk2GA/1MX2E6gu +npubc3FxIYfdt2/f48ePbWzPFc78MLKybK1PxcqYHRrbeNSga3CRcR2PGoQd +kXK21liefCvyFVf/NFOHj85soB0RSIU4/fbWX25a4V77Qm8ZrF9xBGCblGda +zvzMo0H1R3Vxr/qZhbkZ2hGBrLCSY4P9UBfbT6C6mHPmzBn+ka9fv25ty7Gx +MVdXV7IlV1CPj4/bODIrY7ZA00fytPCrkv6eBSZIPFtLyG3m391ZUT9MOyKQ +BHH67R3Vr+NCPd38r3B973pZlwgtglxJfKbllKr+lHL2Hb/gM2/5ZVW3jdIO +B2SFlRwb7Ie62H4O1MW1tbUVPI8ePbK42d27d3d/XElJyebNuKLY29ubv1ls +7BbrU7EyZsOu1JIaobh6gHY4wDyJZ2tresOx6Dukz78dWDAysUA7KKBPhH7b +3XTbdPqsX/10zrnfT80tC90iyJjEZ1rOleJ2MtMm5DbTDgdkhZUcG+zHr4s5 +B20yq908PT1tb8/X09ND+73ulAN1Mf8ZTJzCwkKLmxmNRj8/P7OPNycnh/+X +B+4D3PwrGBoash0AE2PWuL7uGlxEvrkePEKBADsl/Wzt4eTi2yc37vE8GlWx +ptv6GW0gbyL0W03SG7yHhf0/oZsDeZP+TNvcO0Gm2UPnymiHA7LCRI4N22JW +FwunqamJ9nvdKeHqYk5vb+/mD83d3T00NDQ6OtrLy2vzT9PS0rYMYDcLY3ag +8/7N87++cOawV6DKPaRoHTcXw45JP1vjVDY+4F9NHZfN/CQJOyR0v52dGu1T +P0Pq4o7afEGbA9mT/ky7qjO84X+TTLOTs7hAApyGiRwbtgV1sf0ErYs5t27d +sv/zjImJsfF4JoK/yzbeqriqc0+TPO1u4uu0wwE5kH62ZhKb1WjK1nb55iaG +7WkoS6QdEdAkdL+tyj5JJtsm1Tfs+RIBsIGJmfZkopbUxeVYzAF2xiwbpx0O +OBnqYvsJXRdzysrK3N3dt/wwuaJYp9PZE/NuFsasNuH3JFWryd/iJncAezCR +rXFW1/SHI8v3+KdUXPgR1/+7Vc+PDrbRDgqoEbTfGoyGZtXXyGRbnRsiXFug +EEzMtDcqekhdHJVRTzsckA8mcmzYFtTF9rt8+TL/HdleCNrE7Prn27dvb7nL +xMREdHS0m5ubxY8xODh4W3dq72ZhzLarvkRStcHOGtrhgBwwka2ZDD2cbI79 +Ku8hmy+vreJKP4UStN+2Vt0g3axP/czC7IRwbYFCMDHT9jyYIXXxntMluFcL +nIWJHBu2ZWZmplcUer2e9ntlyfLycl1dXVFRUXp6+tWrV0tKSpqbm60tZ22D +9Mfs6GAbSdW6Vc8bDOgn4ARMZGvE/cILZBRwL02qB+2IgA5B+216Ulhb7Isf +9bHkt4VrCJSDiZnWaFzfHfRkbc/XfXN8gs4NDfbSjghkQvo5NgDwSX/M1pWo +N67ri/8l7XBAJpjI1vg0l17jl8bNlVdpRwQUCNdvJ2eXd/nmv+GbfTrEr+LC +D/ta7wrUECgKKzPt1eTo4sifd6ue+/AOgtO0wwGZkH6ODQB80h+zmsuuGw8N +uX6CdjggE6xka8TSwkyz6utkLHSpXhgf6aYdFIhNuH577VYnuZT0uKpSoFZA +aViZaWvyw8jsWnXxVdrhgExIP8cGAD7pj9kG1bfw0BBwOlayNb7+dm2f+nNk +OOTH7dEbsFywsgjUb7mOtOd0CZbkBadjZaZ90NdIptYe1XM63SrtiEAOpJ9j +AwCfxMfs0rLO3T81+FRgavjbd6O+t7Q4RzsikAlWsjUzppMaA+qn4sP27fLN +TS1qpx0RiEqgfqtpeUiKYtfgolWdQYhWQIEYmmnbVF/eWMyksZR2OCAHEs+x +AcCMxMdsQ9cjkq35xNyhHQ7IB0PZmpmyRNf3g86RccGNEdoRgXgE6rcBCRrS +oy4X4EFg4DQMzbSapDdw0xY4l8RzbAAwI/Exy7/l7VJ+K+1wQD4YytbMLC3r +DoSXknHhFlI8PY/HNimFEP32waMF0p2418PJRac3AYrF0Exbf2tjkc+auP+l +HQ7IgcRzbAAwI/ExG5ioJdmapuUh7XBAPhjK1jbrGZ553e8mGRoBCRqjEQ/c +VAQh+m1yXj3pS0GXqpx+fFAyhmbaybF+Uhf3q59+vIT7tmCnJJ5jA4AZKY9Z +vcH4VmABSdgmZ3FSDJyGoWzNory7vfxzfOmlnbQjAjE4vd9yyX+H6os5537n +E3Se60jVbaPOPT4oHFszbaPqf7iKuPLC9xPD9jS19dAOB5gn5RwbADaT8pjt +G5klab9n2C3a4YCssJWtbba+vn4mpYYMkF2++a29E7SDAsE5vd/WFkaSc2QV +0T8zGLHCOTgTWzNt+o28t/0yTZNqSiFutIedknKODQCbSXnMFlcPkLT/fHod +7XBAVtjK1iyaX1rdF3rLNEB8g0NrY789PTFCOygQltP7bb36OxtrDWX6OPfg +AGzNtLXtYyTrOBaNpT5hp6ScYwPAZlIes/EZd8g3VP69PtrhgKywla1Z0zEw +9bpfbtJZt0H1k7qmOv4XBiOesCNnzu23HbX5pCgeUD81OdbvxIMD/Jm1mXZp +RbeLd3/K/BKeYgw7IuUcGwA2k/KYbVJ9oy32xaLzv4gP29fZO0Q7HJAVtrI1 +G+7knCelzZNTfll+tCMCATm331bH/2qj5yT+0YlHBjBhbqY9ob5L6mItVvuE +nZFyjg0Am+3moR3LxyzMTZpOgZlOZKws49Eh4EzMZWvWGIyG6vif88/6dTXg +ZnzZcmK/Heq+z/+LSl9LpbOODEAwN9Pynw6pzm6iHQ6wZ/fH0Q4HALZBsmO2 +vTqHJGx16u/SDgfkhrlszYbpiZF21ZfIeGlVfXV+9hHtoEAQTuy3mqQ38bRW +EBpzM21b/yQW/ARnkWyODQAWSXbMVl3/gORsmhQ32uGA3DCXrdnWXpNLrq/A +NbEy5qx+Oz2/HBhypvzCj00dpuVehlMOC2CGuZlWpze8zXtA5MMJXKsGjpNs +jg0AFkl2zGoTfkuS/PvFMbTDAblhLlvbkib9KBky7bFfvFsltzcIf3Zev00t +ajel/UdORufEuBjxeCYQBosz7ZnLVUdPRsWHeZZf+FHVzXO0wwGGSTbHBgCL +JDtm21Vf3rj3rZu9L1aQOBazNdv0+rX76h9w4+VW5Cvu/lfeOVk4Pr1EOyhw +Mqf028crut1BReSMWFkdVjUEobA409bkndm49ibht7TDAYZJNscGAIukOWYn +xwfJt1Kv+lmDXk87IpAbFrO1LY0OtsWePfKab56p3vlAfdeA84Dy4pR+m3+v +jxTFe8+U6PR4thcIhcWZ9kFvHclAulXP63RrtCMCVkkzxwYAa6Q5Zptqyutj +/tt0v2Rt3I9phwMyxGK2Zo/y+uHXeM/fzLjdSTsicKad91u9wegZdov0kOw7 +PU4JDMAiRmda/hVrWOEfHCbNHBsArJHmmM243cUlbO/4ZZwICs+9kUo7HJAh +RrM1e0Sk3SdVzy6//K6hadoRgdPsvN9WNj4g3ePtk4VLyzqnBAZgEaMzrTZ5 +Y7V2TYYP7XCAVdLMsQHAGmmO2TMpNSRz47I42uGADDGardlj8fHavtCNE4IH +w28vr6L2kYmd99ujURWkbyQXtDolKgBrGJ1pG27Hk7q4Vv0j2uEAq6SZY4ME +ra6uqtXqGJ64uLhr166VlJRMTEzQjk5BpDlmPXhZ/YNHC7TDARliNFuzU2vf +JP9q6ujMBtoRgXPssN+21pX5BZ8h1xJMzD52VmAAFjE6085MjJC6eED91MLc +FO2IgEnSzLFBgmZnZ3dbFx4evrCAakgMEhyz80urJJ9/K6AACweBEBjN1uyX +8pcH8bj7X7kV+UpD2SXaEYET7LDfVsf/nMvzq6O/FXb6eFR6jbOiArCG3Zm2 +Qf1tsvhnvbaQdjjAJAnm2CBNtutiztGjR+fn52mHKX8SHLPNPROkLj6hvks7 +HJAndrM1O+n0hmPRd06eCm6P/eKTpWNUn58Y7aMdFOzUTvrtQEfVxsPv4j7b +317lxMAALGJ3pi3PPHX5rMsHwWFv+GbH5zTTDgeYJMEcG6Rpc10cGRl59erV +I0eOkH+Ji4ujHab8SXDM5lb2krr4Yi6+jEAQ7GZr9hse6utVP0vqoJq4/zUY +8UQetu2k32ouvbbRGeJ/5sSoAKxhd6bl341yMOI27XCASRLMsUGaNtfFTU1N +3L+vr69fvHjR9C8uLi5LS0u0I5U5CY7ZyPQ68mV0q3aQdjggT+xma9tSk3+W +f4pQm+VPOyLYEYf77aOR3gH1U6QntFbdcG5gABaxO9Ou6QxvBRSQbGRsCuko +bJsEc2yQppWVlYiIiDCekZER048MBgP3f318fHp68FxFwfH/NEE7lo/EXAj1 +ClS97pvDfRP1PJihHQ7IE7vZ2nZVXfz1xqWz6qf72+/Rjggc53C/1Vw5QLpB +g+rbTg0KwCqmZ9qQ5GpSF5fUDNAOB9hgdtaPdjggB+sfoh2FIkhtzD5emhtU +P8nc+tSfuxf18srqGu2IQJ6Yzta2ZWZypEP1IqmJmlTfWFnC0g2scqzfLsxN +9qieI32g/pba6YEBWMT0TJt/r4/UxWev1tIOB9gjtRwbAGyT2pjtbrpNkrdG +1TdphwOyxXS2tl2tmgz+M0dyrqloRwQOcqzfVuRfJBdRt6m+oltbcXpgABYx +PdMOjc+TutgluMhoxPka2B6p5dgAYJvUxmzNzXCSwGsu7aIdDsgW09maAzQp +e7kx1Rz7leNB4VyOd79jjHZE4AgH+q1Ob/A4U3IgMCEj4rVe9TNV2SeFCAzA +IqZn2vX19T2nS0hp3DU0TTsiYIzUcmwAsE1qY1Zz2YXUxdU5wbTDAdliOltz +wOryUnaM226/dFOC5xZSPLuAk4bscaDfltcPk8R+f3D60sKsEIEBWMT6TBtz +vYEbOG/4Zp8IOluSn0Y7HGCM1HJsALBNamO2Tv09Uhe31+TRDgdki/VszQGD +o3Nv+N8kJdKp5Gos48Cc7fZbo3Hd63w5+aWnFrULFBiARazPtFpt5a3IV3pU +z374qLuf0A4HGCO1HBsAbJPUmNXpVvvUz5C6eG5mnHZEIFusZ2uO4S8jw70K +tP20I4Lt2W6/1TSPkF/3G/43p+aWBQoMwCLWZ9qp8UH+ev5LC3hGBmyDpHJs +ANiSpMbsUPf9jcdrqr5KOxyQM9azNccY19eDLmlJofRmQMHQONamZsm2+i33 +6z5yoYL8uuOym4QLDMAiGcy0Depvbaznf/ca7XCAJZLKscEpKioqomnLyMig +/THIlqTGbHVNVUbEa5UXvt+ter7q4qu0wwE5k0G25pjp+WXXU0WkVjoaVbGm +N9AOCuy1rX5b3TZKftGv+918NPNYuMAALJLBTKu5uvHs73upHrTDAZZIKscG +p1CpVLtpO3bsGO2PQbYkNWbTSjr+ksXlZRTX0Q4H5EwG2ZrDSLm0yzf3YpjH +vSsHaEcE9rK/3xqNxuPRpaQujs1qFDQwAItkMNO2VWXxHh/5P7TDAZZIKscG +p0BdLG+SGrNnUmpIFqdpHqEdDsiZDLK1nVDdaNwXkFR54fsfPdO2Ood2RGAX ++/tt89201tgvxYQeessva5dv/tjUoqCBAVgkg5l2ZWm+T/05UhqPj/TQjgiY +IakcG5wCdbG8SWrMeoZtnN148GiBdjggZzLI1nZieVVfG/vdjbXfVV+enRql +HRRszf5+S9b2b4/9YsYVtaBRAVgjj5m2Jv4VMlvWFkXRDgeYIakcG5wCdbG8 +SWfMLi3r+Oum6g1G2hGBnMkjW9uJ3paKfvXTJNnTJvyWdkSwNTv7bat248rP +QfVnH/ThImqgQx4zbfUNf262rLjwo/iwfRev5NIOB5ghnRwbnIVfF6enpz8S +S2VlJepiEUhnzHYMTpO6+Fj0HdrhgMzJI1vbIe31D0j19OTpnPlhtCOCLdjZ +b+/H/XDjLx6JfxQ6KgBr5DHT9g8+eNvvuik/cT1VZMST38E+0smxwVn4dXFp +aalo7XZ2drJVF6+urs7PzxuNjJ3llM6YLakZIHVxdGYD7XBA5uSRre2QQa+v +jfsxKaD61M8MdlTRDgpssaffttfk8k8WD3WjqwM18phpuULYLaSYpCi9D2Zp +RwRskE6OrTRFRUVeXl4/+MEPfvvb3yYnJzvxyKiLbZiZmUlLSztz5gz34ZtC +dXV1PXz4cExMTFNTk8Hg5KefTExM5G3fyIitBaykM2YT8lrIl07u3V7a4YDM +ySNb27nxke4u1edJGZUf8+byqp52UGCVPf22Nu5HvMvjfydCVADWyGamjUyv +JynKjQosvQV2kU6OrSiXL1/+K57333/fiQdHXWzR8vJyZmbmnj17bNwWffz4 +8eHhYSc2WlZWZtf92B9XVFRk45j8LZ0YqgOy4o/Ehr7rF3xmj39KQ9cjusGA +7MkmW9u5xjupXAHVr35aHbr/Nd88XK0hZVv221beM2We/FrbteIEBmCRbGba +ivphUhcHJGhohwPSZZaE0w5HiT7zmc9w5fCnP/3pP/3pT0eOHKmqcuaFcKiL +N1tZWQkICLCnJnVzc6upqXFWu0lJSULUxc4Kb4e6VC+QXO7RCM4Xg7Bkk605 +RfnVY8eCIknWx2WAtCMCy7bst/6q4viwfZ0fTqc4WQzUyWamnZpb5i8NurKG +62pga9LJsZXDYDB84hOf4OriAwcOCHH8mZmZ3r9YXl4WogmLuPdF2h0bGxOt +3S1xgUVERNhflrq7u/f19Tml6cDAQLnWxVOPhkhR3K16nrnbtIE5ssnWnGJN +bzgWfYdkfW8HFjycwONupch2v63rGDf9Bt/xy0gM2zPUhU4OlMlppj0cWU4m +yfrOcdrhAAMkkmMrysLCguny6StXrtCORREyMjLMCk8fH5/i4uL+/v4HDx6U +lZWFhYWZbeDt7b22trbDdrl6nCuxHaiLS0pKbBxWImO2vSaP1MX3435IOxyQ +Pzlla07xcHLx7ZOFJOt7L/oOVyzTDgrM2ei36+vr/D9unL9WJ2ZgABbJaaZN +utlKxldSfhPtcIABEsmxleP3v//9d7/7XVNd/MILL/zwhz88fPgw7aDkbHFx +ce/evfyqMygoiPtH/jZccpKammpWnBYWFu6w6YcPH/IPeO7cOTufeKXT6Wwc +ViJjtibvDKmLNZclERLIm5yyNWepbHxAsj7ulZDbTDsiMGej32pbHpLf3S7f +/JGJBTEDA7BITjNtQ+fosaDIi2Eedy78oF71bdrhAAMkkmMrx7/8y7/81cd9 +5zvfoRvS5ORkT08PNxOWlpZev349ISEhKSkpPj4+IyOjpKSktra2u7t7YmKC +0Qtls7Oz+cVpQECAtRPB3Hvnb3ngwIEdnjLWarX8AxYUFOzkaIRExqzmsiup +i6tzQ2iHA/Inp2zNiWKuN/BL4+rWB7Qjgo+x1m8NRqPX+Y2LPKOweBpIg5xm +2qXFuX710yRXmRzrpx0RSJ1EcmzlaG1traioMFXEp06dqq+v7+2lsGDR8vJy +XV3dpUuXvL297by4l6sTuWK5pqZmaWlJ/IAdwxW2+/fv57+LlpYWaxtzhb+P +jw9/Y+63s5PW09PT+Udra2vbydEIiYzZmrj/Jd81bVXZtMMB+ZNTtuZEK2t6 +Ul75BZ9piP36+IMu2kHBBmv9tqxuiBTFr/vdHJ9m5osV5E1mM20tL1epK46l +HQ5InURybEUh9xdnZmaK3DRX0hYXF58+fdrNzc3OcngzFxeXkJCQwsJCs6uR +Jai7u5sf+YkTJ2xvX1lZyd9erVbvpHWz25ad9fcEiYzZTtUXeYtR48mAIDiZ +ZWtONDg2/3ZA3uWzLoPqD+/3V/9Ap1ulHRR8xGK/XdMbPMNKSV18ERfAg2TI +bKatuv7Bxj1fl3bRDgekTugc+3p5t0Je9n8mVOriubm5jIwMDw8Ph8vhzfbu +3ZuWljYzMyPau9gurnjnB3zt2jXb23Pvhb+9p6fnTlo/cOAAOdTRo0d3cig+ +KdTFc4srISH+CWF78879Rhv9MqPX2ANbZJatOZe2KJ7/DFxN2iHaEcFHLPZb +bfapjIjX9vinckXxWwEF0/Mr4gcGYJHMZtq+ljtkYuxQvYh0BWwTOsfm3/ck +75f9n4nIdfHk5GRKSopjCyPbw83NLTk5eWJiQoT3sl3R0dH8UG1cRE0cO3aM +v8v09LRjTXM78o8TExPj2HE2k0Jd3DE4TXq+T2wl7XBAEWSWrTmdNuH3JP0b +VH+2tSqLdkTwxOZ+Ozv1sFv1ee7X1Kt+Nvmsy7VCdGyQEJnNtAa9vuvDh4Ob +Xv3tVbQjAklDXSzjunhtbe3q1auurq62C9sjR45ERETEx8enp6cXFhbevXu3 +oaGhurq6tLQ0Ozubq6ljY2ODg4NtV9YuLi6XL19eWZHWH729vLz4Qc7NzW25 +i1kp3dra6ljTjY2N/OOQRbf0ev3IyAj3vVNTU8P9D4Nh289VkUJdfPv+xp1x +WC4GxCGzbM3pFuYmW1Qv8c6MfHHq0RDtoMBCv+UvWtip+gL3i6MSGIBF8ptp +tYl/ICOu6sZJ2uGApKEulmtd3Nvba7aKFB/3o0uXLmm12qmpKTsPqNPpurq6 +8vLyzp49a/bkI36J7azVpXaOq0D5sXF1/fr6+pZ7paWl8fey/ShhG7gPyqy+ +rq6u9vPzc3FxMYsqMDCQa3R5ednOI0uhLr5c2EZ6/o2KbdxEAOAw+WVrTtfT +XM5ffLUm/hWDEU80psys3w513x9QP7XxO8o/SyswAIvkN9PeLzxvGm49qufy +Lx6kHQ5ImtA5NvXbfhV4fzFXwGZkZJjVXybHjx8vLi6enZ3dYRMGg6GlpSUy +MtJiK0lJSfZXecLhPmezPwXYsxdXCPP3cvh3ZHbe+dChQxb/kkB4e3vb+ScF +KdTFIZerSV1c3TZKOxxQBPlla0KouhFAaq6W2C/nlVTQjkjpzPptdfzPyS+o +UfVNvX5HTwMEcDr5zbTjIz1JZ92OB4W/4Zv9ZkDBqg5/LQSrpJBjK42gdfHM +zMyJEyfMai53d/e4uLiuLuc/vGN6evrGjRtmlytzDh8+/OAB5cdoTkxM8EM6 +ffq0PXtVV1fz97py5YpjrR89etR2IWxRSkrKlldWS2HM7j+7sZLqg0cLtMMB +RZBftiYEo9FYHf9LruYqjvy5q3/aLr/8jgF7LwoCIfD7bcu9DP7yaLgHHCRI +ljPtoXNlJGlp6pHiejggEVLIsZVG0LqYK375ddb+/fsLCwuFfuIwV8px5eR7 +773Hb/revXuCNrqloaEhfjwRERH27FVfX8/fKzEx0YGml5eXHSiKTfLzt7gm +n/qYXV3Tk+8XLuvWG7C6I4hBltmaEGYmRy6ee+813zzTIPUMu7XwGCclqSH9 +Vqdba1J9gxTF1fG/ohsYgEWynGkT81pI3pJSKJXb/UCCqOfYCiROXezu7p6e +ni50Rcyn1+uLi4u5SlwidXFnZye/3oyKirJnr5aWFv5eKpXKgabN/jphcujQ +oezs7IcPH66trc3Pz7e3t3MlsKenp9lm3C9ubGzMxsGpj9mB0Tny/eJ1voxu +MKAcsszWBNLaN7mLt/zFmZQae1ZXACGQflug6QsIDrkf/aQ0HlA/NdyLFQtB +imQ509a2j5H58GgU7i4Bq6jn2Aq0uLj413/911xdnJXl/GuoTBVZfHy8/Qtq +ORdXiaelpbm5uVGvi/v7+/n1ZmhoqD17dXR08PeKjIx0oOnS0lKzatfPz4+r +hTdvOTMzExERYbZxcHCwjUfsWT7NvHv3fbHcvHbuVuQrV8LfOnf62NnoJNHa +BYXLzMykHQJLzl0u568MqbpWQTsihTL120pNzduBN7lfxOu+ORfOHC6M96Ad +F4Blspxp72lr+H8qrLhbTTsioMxaLo26WGa4empykv5DH7hyT6/X043B7Mxv +bGysPXu1tbXx94qOjnag6ZKSEv4911yd+/jxYxvbczW72ahsaLB6KoH6mNVm +HCOXAmquedMNBpTjvhzPYgjHYDT6X9SQPPAN/5t9IztdcREcYOq3ifkbl3G6 +BhfhynaQLLnOtL7x98gYrGykvAAOSBb1HBsYNTc3Z+OcphR0d3c7cObX7LnD +jt1fbKLT6cbGxtrb29fWtkiBuM3c3Nz47WZnZ1vbmPqY1Sb+kdTFdSVqusGA +csg1WxPO1Nyy26likgoeiri1tLj1M9zBubh+OzKx8LrfTfKLKND00Q4KwCq5 +zrTXy7rIGIzOxF0MYBn1HBvE9Pjx49u3b2+54vGWKioq9u7d29TU5JSoBGK2 +7lZ4eLg9e5ldXJGWliZ0nCZXr17lt2vjbmjqY7ZB9S1SF/e1VNINBpRDrtma +oOo6xk154F7/lIoLP9Re+hPtiBSH67f8B9sdOleGtQpByuQ603YNTXMD8E3f +LN/g0KuRHrTDAYminmODmIaHh02X9Tp89/H8/Pz58+dNtZvE6+Lx8XF+pcm9 +a3v2qqys5O+Vk5MjdJwmZs+HOnbsmLUt6Y5ZvX6tT/05Uhcvzk9TDAYURa7Z +mtCSC1oDT53qiP2CaczeL7xAOyJlybh5j3+jd13HOO2IAGyR60xrMBqLLvy6 +V/3MRwlMtzzfJuwQ6mJFMdXFHE9Pz7q6uu3uzhXC7777LqndJF4XcyU8v9L0 +9rbrTliuEObvVVxcLHScJmZnt11cXHQ6ncUt6Y7Z0cF2UhS3qb5MMRJQGrlm +a0LT6fV16u+RYdurfna4p552UEqhN+g9QwtJURx0qYp2RABbkPFMq034HZkJ +q3JO0Q4HpAh1saKQutgkJSXFWvFlZm1tLTk5effHSbwu5vCfgsRVmvZcQJ6Y +mMh/jxqNRoQ4ObOzs2Yf7+rqqsUt6Y7ZVm0W+VqpiXuFYiSgNDLO1oQ2OtjW +rXqejNwG1bdWlhdpB6UINflnKy98/72TF5487d03f2jMwlMJACRFxjNtzc1w +PEAcbENdrChmdTHH19d3dHTU9l4DAwM+Pj67N5F+XRwcHMwPeGJiYstdTp8+ +zd9lZGREhDj/vOmpUjbObtMds9W5pzcWo77sSjESUBoZZ2siqL+dQEYu9yqK +fY12RPK3MDfZqXpy+fqg+rM5536XfOMO7YgAtibjmXZ0sI1/5czq6jLtiEBy +UBcryua6mLN3797KSsurJxmNxry8PFdX18177du3jzuayPFvV1JS0rZO/ur1 ++j179pDtPTw8HFhze25uLiYmhquvjx8/fuDAAe6/9uzFxcYPNSwszNqWdMds +ck6VT9D5s6ffTz7rWll0mWIkoDQyztbEoUl+h18a56RYnWTAKTQp7uTT7lY9 +PzMp0l9ZAXZC3jNti+olMio7avNphwOSg7pYUQwGQ0ZGxuYil6NSqZaXP/an +s8nJyVOnTlncOCIiYnqagQWXysvL+WEnJCTY3t7s0U6hoaEONDoyMmL2cY2P +b73Qitl61Kmpqda2pDtmgy5VkXvl6juxgAyIR97ZmghWlhfrYr7JZYMD6s+W +X/hRn/pzmjsFtIOSre6m24Pqjb9CVGWfpB0RgF3kPdNqLrtuXPOWZteyM6Ao +qIsVqKOjw9vbe3O1+9577w0MDJi2uXfvnoeHx+ZtPD097969SzX8bZibm3Nx +cSHB79u37/Hjxza25wpn/pvNyspyrF0vLy/+cUpKSmxvPzk56e7uzt+Fq+it +bUx3zHqGlZK6eHQStyiCeOSdrYmjqaGmKearmqjvmNLC1tivTE/gJKbz6dZW ++M+za1T9zxqu2ARGyHumbaq4TAZmnfpl2uGA5KAuVqalpaXo6OjNZa+bm9v1 +69ct/ohz/vz52dlZ2rFvz5kzZ/hvgXt31rYcGxvjXzHOFdT2nOe16OLFi/xG +33333fl5W8utREVFmW2/srJibWOKY3ZVZyBF8S6/fDyFE8Qk72xNNIVZF/lX +U9fG/Vins7zEHzis6voH5BMeVH+2q+EW7YgA7CXvmXZ+9lGv+tmyCz+OC91/ ++GTM/BJmP/gY1MVKVllZuXfvXoslsJn9+/drtVra8Tri7t27Zu/F4tlbrig2 +O4ceGxtr8YC1tbUVPI8ePdq8TVVVlVmj4eHhFm9V5v7R7MlQHO6wNt4RxTE7 +NDZP6uJD58pohQHKJO9sTUyFCQf4pbEmxZ12RLIyOv7ItNyW6XU77nXaEQFs +g+xnWl91GclkNM24YAY+BnWxwo2Pj588edJ2URwVFTU3N0c7Ugdxhaefn5/Z +O+JK0bW1NbJNT0/PwYMHzbYZGhqyeED+s584hYWFm7cxGAxBQUFmBwwMDBwc +HORvNjMzY3Y6m3P8+HHbi31RHLPVbaPk2+RMSg2tMECZZJ+ticZgNFRd/NXH +zhoXnKcdlHycTNR6BCSXRP6M+2DbVV+6d/c27YgAtkH2M216aSfJZFQ3GmmH +A9KCuhi4Ii4rK8taUczQ3cTW9Pb2bn5f7u7uoaGh0dHRZvcCm6SlpVk7mj11 +MWd6enpzre3i4hIQEBAfH69Wq99///3N7bq5uXV2dtp+O/ztd/S5bF/2nR7y +bXK5oE3k1kHhZJ+tiWlhbrJZ9XVSF/ern+6oL6UdlBxU1A+TSTIkxL+h4ir6 +LbBF9j22Y2CKDFLPMNzjAH82S8VphwOUdXR0WHw8scnRo0e5DWjHuFO3bt2y +9gY3i4mJsXHG1s66mNPa2spf9WtLXFHc2Lj1ny4pjlnVjUbybVJSM0ArDFAm +2WdrIhvuqe9RPffR44zP/8LzVM749BLtoNg2u7DieqrI7KIa9Ftgi+x7rN5g +fPtkIRmnIxMLtCMCCUFdrGRLS0tmKzBbk5KSYmMlKCaUlZWZrflsrSjW6XQ2 +jmN/Xczp7+/ffEG1RceOHdvyTLEJxTGrjftFdfS3Cs7/38tnXVracL4YRCX7 +bE18LfcyBtRPJZ912eWby+WHRy5ULK/amv3AttDUWpJsvx1YMDH75PEH6LfA +FiX02NDUGjJUC7X9tMMBCUFdrFh1dXWHDh2yWKNZPMspgxPHExMT0dHRbm5u +Ft91cHBwT0/Plgcxu+769u0t7h1bX1/XarWHDx+2VhH7+Pjk5+fbLsb5KI7Z +dtWXyIWX4w+6aIUByqSEbE18xbc2nrzGvbh00bi+TjsoJlU2PuB/kiTZRr8F +tiihxxZW9WOxFLAIdbECzc/Px8bGWqzRTpw4MTw8PDk5GRISYnGDy5cvs37i +eHl5ua6urqioKD09/erVqyUlJc3NzRaXlXYu7mPv7u6+c+eOqd2bN2/eu3dv +ZGTbayHSGrNLi3OkKO5Tf86g11MJAxRLCdkaFdGZDfyCLrWonXZE7JmeX3YN +3riC2v+ihvx5Af0W2KKEHvtwYpGM1j1B13W6ta33AWVAXaw0VVVVBw4csFjz +csUaOWtpNBrz8/Mtnlo9cuRIezsSJ2pojdnBjipSFzeq/odKDKBkSsjWqFjT +Gz5Q3+WXxmV1llfjB4uefF1e9HL3TyVXUPPv1Ea/BbYopMeeDI9LDNtzN+p7 +A+qnOuuLaIcDUoG6WFGGh4ctVsReXl6tra2btx8cHLS4bDInOTmZ9RPHjKI1 +ZpvupJC6uOriq1RiACVTSLZGxezCimfYLVIXv+53s7l3gnZQzKjJD+NmxY7Y +L5w6Fch9ekVVA/yfot8CWxTSYzXJ75CURpv+Hu1wQCpQFyuKxbo4KipqcXHR +2i5ra2spKSkWS+OmpiYxgwcTWmNWmxVAvkQ0Vw5QiQGUTCHZGi0Do3NkjVbP +gEva6JeHuvGBb437lPrUz5C5Mevi++sfv0Eb/RbYopAe21B2iQzb++rv0w4H +pAJ1saKY1cUeHh52Pp64ubn53XffRV0sBbTG7L3LLuRLpCb/LJUYQMkUkq1R +VNcxvss3/1hQZHvsF7lh3qr66sQoVmq1ZWVpvlH1TTIxdqle2PyJod8CWxTS +Y2enRgfVH43cAfVT8zOCLzIDTEBdrCj8ujgoKGhiYhtXyi0sLERGRqIupo7W +mK2K/yVJ/9q016nEAEqmkGyNrtKKyl7e2c8G1bcX5qdoByVdmqQ3yWf15OMq +T9q8DfotsEU5PbZO/fLGqikVl2mHA5KAulhRTHWxq6trTk6O0Wh04AgVFRV7 +9+5FXUwRrTH7bsQtj4DkE0Hh4affHxkepBIDKJlysjW6NFcP8Gu92rifrC4v +bb2b8tQVx/A/KM1lF4ubod8CW5TTYzXXvHnj15V2OCAJqIsVZWJiIiAgoL9/ +R5fGjY+Pnzx5EnUxLVTGrNG4/rrfTbIsz6rOIH4MoHDKydboMhgN2sQ/8iu+ +qouv6vV4jsnHDI887FJ9nn9i3dpfD9BvgS3K6bEdtTfJEG5RvUQ7HJAE1MXg +AIPBUFRUNDk5STsQJaIyZidmH5Oi2ONMifgBACgnW6NudfVxTdxP+aXxvaS3 +zZaTUrLVNf3hC+VHT0Y1xrzEfTg96udG+putbYx+C2xRTo9dW13uVT/LDeFu +1fOF5385Oo5bjAF1MQBjqIzZtv4pUhf7xt8TPwAA5WRrUrA4P12n/q6pKO5R +PesffDq5wMKz/JQp5nqDaTLc7ZdecP5X9aXxNjZGvwW2KKrHXrt02ifo3Ou+ +OdxwLq4eoB0O0Ie6WGbGx8fPnz+/wyuld2h0dFSlUtGNQcaojNmK+mFSF0dl +NogfAICisjUpmJkcaVJ9vVP1wrGgSNPYzyrvph0UfVzyTCZD7qXO3uJ+IvRb +YIuieuxNTR8Zy6GpNbTDAfpQF8tMV1eXaVEsrjIV/zrnubm55ORkFxcXLoB7 +93BWURBUxmx6aSf57uD+t/gBACgqW5OI8ZFuv7OX+GUgl0bSDoqm9oEp/koL +R6MqtlxsAf0W2KKoHvvg0QIZzm8HFuj0WDtF6VAXywypiznu7u7p6emPHz8W +od3V1dXc3FwPDw/SOupigfAflSVao1GZDeS7o7x+WLR2AQhFZWvSweWNrqeK ++KWxYq82nJh57B5STD6H3UFFo5OLW+6FfgtsUVqP3X+2lAzq5t5tPL0UZGP3 +x9EOB5xpYGDA7Pe7f/9+rjp+9Eio9QRGR0fT0tIOHDhg1m5NDa5IEQSVMRsY +d5t8cbT1Y701oEBp2Zp09AzPvHOyUOGl8eOlhaNR5eQT2OWb39A1bs+O6LfA +FqX12Iu5zWRcXy5oox0OUIa6WH7a2tqOHDmye5OzZ8/W19cbDM65SmRtbU2r +1YaEhGxuyNPTk/uRU1qBzeisu6X6cpfq81VR3755/v8+Gh8TPwAApWVrktI+ +MPVWYAG/NK64nU87KPHo9WvV8b/KPffbN3yzTW8/+06Pnfui3wJblNZj6zrG +ybTmdb6cdjhAGepiWVpZWUlOTt5csXK8vb2vXr1aV1c3Pz/vwJHHxsYqKiri +4uL2799v8fgREREzMzNOf0dAiD9mV1cfD6o/elzLgPopPMkUqFBatiY1rX2T +bwV8VBonhu3hZoPq3FO0gxKD0WjUJL1pmgArL3zf1T/tQka9/buj3wJblNZj +V9b0b/hvLBowPm35QeSgEKiLaUlLS/vmN7/5j//4j5/+9KdffvnlhISEO3fu +/PCHP9y1a5ezmmhvb7d44ph4//33k5KSNBpNZ2fnyMjI3Nwc/2yyTqebnp4e +GBhoaWm5fft2TEzMu+++a+NoHh4elZWVzgoerBF/zI70NZPHmLaoviZy6wAm +SsvWJKild+KtwIKEsL1kQtCkH6UdlOA0Vzz5j3Iui/vj2nYW50G/BbYosMcG +J1W96ZsVEBySFv6GtsjWY9dA9lAXU8HVmH+1yb//+79z//23f/s3Jza0srJS +UFBgu541s2/fPm9vb/4KWltyd3dPTU3FaWJxiD9mW6tukJywJv5nIrcOYKLA +bE2C2lqbe9XP8utETYqbwSjbRVy1mcf5b7ZZ9fXZqdFtHQH9FtiiwB57tzCx +V/2MaYxXXfw17XCAJtTF4rt3797f/u3fciXwf/3Xf1VWVg4PDyckJPzDP/yD +qTp2bl1ssra2VlpaylW79pe6duLK58zMTMcuyQbHiD9ma25GbOTAlzFjAB0K +zNakqbO+qFv1PL9a1F76k25thXZczleTH8Z/m22qL48/6NruQdBvgS0K7LEj +fU1kmPepn1ldxqXUyoW6WHwvvfSS6ezwyspGIqHRaISri030ej1Xhp84ccIp +FbGXl1deXp44D4ECPvHHrCbtEPnKqMryE7l1ABMFZmuS1d+u7VB9kV8zVsf/ +cmVJVn8gra68SdZV4F6dqi8M92zjtmIC/RbYoswe26z6GhnsrdrrtMMBasTJ +sWfrIiy+5Lq9DVxx+qlPfYqrf2NiYsx+9JOf/ETQupiYmJgoLS0NDw93d3ff +Vi3s4uISFBTElcODg4Pr6+tCxwkWUaiLE/9Avi8abieI3DqAiTKzNcl62N/S +onqJzAwlkT87oSqbXVylHZdz3G0a2eWXn3L2HdO761E919fi4OoZ6LfAFmX2 +WE2qB+/ekL20wwFqxMmx+X9V5r/kur0NjY2NpvPC1dXVZj96//33xamLidXV +1YaGhoyMjPj4+NDQ0OPHj3t6epIqeO/evceOHQsJCYmNjb169apWq11cXBQt +NrBG/Lr4jvrX/eqnTX2+txlPMQA6lJmtSdnEaH+j6pumVZrf8st6zTd//9nS +oXHmzxqX1w/v+svitHGhnn3qZzpqHX8oFfotsEWZPZa/jkqL6iXa4QA1qItF +rou5AtNUF3d3d5v96MKFCyLXxRatra3NzMwsLy/TDQOsEb8udg0uet03Z19A +0omgcKyuBrQoM1uTuLmZ8Vvq13b7pZOnnLxzsrCmbXsrU0lKYVU//zHNr/vd +rKt35PJpAv0W2KLMHru6+pi/oqBjN02ADKAuFrkuLisrM9XFWq3W7EcnTpyQ +Ql0MEidyXby0oiMp4luBBbh+HmhRZrYmfStr+tDUGn4tyb0ybncaGZwr0ks7 ++e/iDf+bte1jOzwm+i2wRbE9turib0h6r80Nox0O0IH7i0W+v/jhw4emujg6 +OtrsR7/4xS9QF8OWRK6LB0fnSJZ4+AIuogZqFJutSZ/RuJ5c0GpWGgcnVc3M +LdAOzV6rOl1UZgM//jcDChq6xnd+ZPRbYItie2xNYVT5hR+pQg8eCowLTNDQ +DgfoEP+aTPjSl77E1b//+Z//uba2Rv6xqanpb/7mb5xSF2dnZ9+8ebOxsXFy +chJn9+RH5DFb2z5GEsUzKTViNg3Ap9hsjRVldUNv+N8k08WxoMhW1Vdaq27Q +jmtrM5MjtXE/Cgnx518N3to36ZSDo98CWxTbY6fmlvk3UCyt6GhHBBSgLhZf +Xl6e6ZTx1772tTt37gwPD6empv7zP/+zs57TtG/fPrJ2VnFxsVNiBukQecze +1PSRb4pL+a1iNg3Ap9hsjSHdwzMeZ0qe1JV+GY0xT1arHlR/VnP1oJSfbtzX +erdV9dUniwqqnz16MooLfs/pkv6Hs846PvotsEXJPfZoVAVJeKpaH9IOByhA +XUzF0aNH/2qTf/qnfzI913gnR15ZWeE/WUmj+dilINPT035+fr4fysrK2tmb +ADpEHrOJ+S3ka4KrkcVsGoBPydkaQ2YXVoIuVeWde5W/Fked+nsjfU20Q7Og +Jv9sn/pzJM7W2C/7X7gxMfPYiU2g3wJblNxj00o6SMITndlAOxygAHUxLRkZ +GT//+c//9V//9e///u9ffvnltLQ0Dw8Pri5+8cUXd3LYsbExfl3c3NzM/+nw +8DD50YULF3b2DoAO/u9XhObOpGysqLPzJWgAHKbkbI0tBqNRm+VPHu5mevWp +n+H+UaeTygOOpydGqi6+araWZtXFXy8tOHnJffRbYIuSe2zX0DRJeNxOFRuN +uBVREXZ/HO1wFKepqWlqamrzv//mN7/h6uLvfOc7Ozl4d3c3/5dbU/OxG0JR +F8uAyGM2+EIqeQjL4OicmE0D8Ck5W2NRb3N5i+prZoVnesyhtn7n3Le7E7X3 +6zpVXzSLTZPmZdDrnd4W+i2wRck91ri+7h5STErjjsFp2hGB2FAXi+8zn/kM +V/++8847/H9sbm7+5Cc/yf27l5fXTg7Or3w5CQkJ1n6KuphRYo5Zo9HYp36G +yxg7VS9oo769uLQoWtMAZpScrTFqcX5ae+lPpPBsi33R9Ee28+l1E7POvFbZ +fly7oam1XAxlF35CAutSfb658qpALaLfAlsU3mNjsxpJXXyluJ12OCA21MXi ++/Wvf83Vv5/4xCdCQkK4cpirVRMTE59//nnuH//u7/6uvn5HDxNfWFgwux4g +MzNzfHxcp3uysB7qYhkQc8xOPxrmpY4viNYuwGYKz9bY1Vie3KF6kZtDzp5+ +n/9o4OSC1tlF8S6rfryiSyvpeCugwBSAZ8ClXvWzXFQ1cT8dH+kWrl30W2CL +wntsdduoaYpw97+iigqhHQ6IDXWx+Hp6ekxLbJn51Kc+VVRUtMODr6+vHzx4 +cLcl7u7um/9lJ7q6upzygcC2iDlme5rLeSvnvCxauwCbKTxbY9r87KPSVK4o +zjN7xjFXpSbmt0zMLAna+uqaPv9enxvv8kjTSxXmVZ0TbDAaBG0d/RbYovAe +u7yqjws7eC/q5UH1k8xndLCNdkQgKtTFVAwODu7Zs+c//uM/PvnJT3Ll8Ne/ +/nWumDVbO9phmZmZFutip2tqkuL6orIn5pitv51A6mJt4h9EaxdgM4VnazLQ +OzJ7Qn3XrDjlXoXnf6VN/GNH7U2j0ejcFifH+jUZPvtDsjc36n9R83BCjBtD +0G+BLeix1fG/JJlPdS5OGSsL6mK6uDRA7+yFPubm5o4cOYK6WK7EHLPaLD/e +ojSHRGsXYDNkazKwvr5+t2nkQHgpqU8PBl40nZfhXi2qr2nT3xvqqt1hKytL +843lydqLvxlQP8UdVhV6gF8Re4bdqmx8wEXilHe0JfRbYAt6bE3+WZL51MS/ +QjscEBXqYlkaHR09fvw46mJZEnPMai7vJt8OtTcjRGsXYDNka7KhNxhv1Q4e +DL/NVakZEa+ZrQv9YYH8UslVf03ziP2PEtYZDFX1HXnJfhWxvzLdOLxxtNiv +vO6bw7W1O6go+07Pmk7YC6fNoN8CW9Bjx0e6yezRr356YY7+EvogGtTFcmUw +GLRabWJiYmhoaGBg4AcffHDixAkvLy9+YXtiZwYGBmi/SyUSc8zWxP+MfDu0 +Vt0QrV2AzZCtyYzBaKxsGKpV/WBzXcy9EsP2kKeI+l/UqG80ZdzuKq4eqK3I +aixPbihPqiuJrck7o7l2WHPptQrVqx+uk5Nq8VDcK/Ksf2ZZ19KyTvy3iX4L +bEGP5TSovk1mj4ayS7TDAfGgLlYUrEctA2KO2aLoPzTGvGS6FnGkv1m0dgE2 +Q7YmV90NtzRJb5id5D0eFL75pmDuVXnh+5vLXm6Oessvi/tpQ4z5E5Pr1d+t +LYxcWab2jDn0W2ALeixHk3504yayS7tohwPiQV2sKKiLZUC0MWswGnf5PUlE +X/fN2ReQtLom3hNVADZDtiZvS4tz9aXx2oTfcQVyr/qZN3wtLJbFvWqiv2Xx +jPCRk9HcT29E/MH0f5tVX9OkHRrsqKL9ttBvgTHosZxe3sM4ulQv6PVrtCMC +kaAuVhTUxTIg2pidnF0muajHmRJxGgWwBtmaQqyuPm6rr0gv7TyZqN0dVGhW +FzfGvGSxLj57+vgu3/wz4ZE5SX5N9Vrab2ID+i2wBT32z0/OCxg6VC92qZ7P +P/9qaMgH7X1jtCMCkaAuVpSlpaX09PRrH6qt3eman6xbXV2dn593+pNBhG5X +tDHbNTRNctEP1HfFaRTAGmRrCrS+vj4x87ipZ6K0djDjdldifsud5D2aS689 +eSW/rbniWXX9g7qS2K6GW1NTj2gHaxn6LbAFPdYkJSPPtF4f90opaqcdDogE +dbH8LCwsDP/F2pp4135whR5pd2pqSrR2t2VmZiYtLe3MmTNkCTJXV9fDhw/H +xMQ0NTUZDEKtU+rEdkUbs5rmEVIXn7tWJ06jANYgWwMWod8CW9BjTWrbx0gK +5HW+jHY4IBLUxfKjUqnIxdKlpaWitdvV1UXaPXbsmGjt2ml5eTkzM3PPnj02 +njx1/PhxrqiXeLv8HZ0bqpncyl7ypZBS2CZoWwBbQrYGLEK/Bbagx5qsrOnf +DCggWdDDSWpr94HQzHJy2uGAk9Gqizs7OyVbF6+srAQEBNioTAk3N7eamhop +tyvamE3MbyHfCAXafnEaBbAG2RqwCP0W2IIeS4RcriZZUN7dXtrhgBhQF8sP +6mIzBoMhIiLCnuLUxN3dva+vT7LtijZmQ1NrN9aAbRsVp1EAa5CtAYvQb4Et +6LHErdpBkgX5xt+jHQ6IAXWx/KAuNpORkWFWgfr4+BQXF/f39z948KCsrCws +LMxsA29v753fmi1Qu6KN2fMxaq9A1W6/dO4boXdkVpxGAaxBtgYsQr8FtqDH +EtPzK6Qu3uWbP7eIp1XKH+pi+eHXxTk5OYti4eZSCdbFXGB79+7l155BQUHc +P/K3WV9fT01NNStRCwsLpdmuaGO2U/WC6QEo3arnpqfwkAKgDNkasAj9FtiC +Hst3XHX3L6VxXkV1K+1wQHCoi+WHXxfTIp26ODs7mx9YQECAtROy169f5295 +4MCBnZwyFq7d3aKM2ZWlefJg0D7158R/mhWAGWRrwCL0W2ALeixfdkXHB8Fh +18Jfb4n9StXFV2mHA4ITJ8cGMaEuJrgCc//+/fzAWlparG3MlX4+Pj78jevr +6yXY7m5RxuxIXxOpi5tV/y1CiwC2IVsDFqHfAlvQY/mGext45wieWVqcox0R +CEucHBvEhLqY6O7u5kd14sQJ29tXVlbyt1er1RJsd7coY7a9Jpd8F9TEvyJC +iwC2IVsDFqHfAlvQY800qb5O0qGmOym0wwFhiZNjg5hQFxOFhYX8qK5du2Z7 ++5mZGf72np6eEmx3tyhj9n5RFPki0CS9KUKLALYhWwMWod8CW9BjzWjSDm2k +Q5d20Q4HhCVOjg1iKikpCaUtOTmZ9sfwRHR0NL/etHExM8FV9Pxdpqenpdau +OGNWm+Gz8UWQ/p4ILQLYhmwNWIR+C2xBjzXT01xO0qFu1ed1ayu0IwIBoS4G +GfPy8uIXm3NzW98YYlbStrY6svygoO2KM2Y1yW+TL4LawkgRWgSwDdkasAj9 +FtiCHmvGaDS2qb5MMqLWqizaEYGAUBeDXOn1en6l6e7uvr6+vuVeaWlp/L1K +Skqk1q44Yzb74nsVF37UGPNSv/rp1qobIrQIYBuyNWAR+i2wBT12M03Kno0r +6C670A4HBIS6GORqYWGBX2n6+PjYsxdXkPL3yszMlFq74oxZr/Nlf3mWfe7w ++KwILQLYhmwNWIR+C2xBj92svSbPVBTXx/x30vl3jcatT3YAo1AXg1xNTEzw +K83Tp0/bs1d1dTV/rytXrkitXXHG7FsBBX95ln3+8qpOhBYBbEO2BixCvwW2 +oMduptevJZ074BWoNiVFHQNTtCMCoaAuBrkaGhriV5oRERH27FVfX8/fKzEx +UWrtijBm55dWSVHsElwkdHMA9kC2BixCvwW2oMdaFJvVSPKi5AJHVp4BJqAu +Br7l5eXBwcGmpqa2tjbyj1NTU0ajkWJUjuns7ORXmlFRUfbs1dLSwt9LpVJJ +rV0Rxmz/wzky/x+NqhC6OQB7IFsDFqHfAlvQYy2q6xgnedH+s6X2rBsDLEJd +rHDc0NZqtQkJCadOnXr33XdJXbZ//36yzbEP3bp1i6uaKYa6Xf39/fxKMzQ0 +1J69Ojo6+HtFRm57KWah291txX3nScu7S+b/96NKnHhkAIdlZmbSDgFg29Bv +gS3osRZVVde+GZBPUqPcEg3tiGBHrOXSqIuVrK+vLzAw0GKvIHWx0Wh0c3Mz +/aOHh8ft27fpxmw/szOwsbGx9uzV1tbG3ys6Olpq7YowZourB8jkn5DbLHRz +APa4j7MYwCD0W2ALeqw1kel1JDVKKWqnHQ4IAnWxMs3NzcXHx9v4awmpi2dm +Zsx+lJOTQzd4O3V3d/PDtvPMb2NjI38vB+4vFrpdEcbs1ZIOMvnfqOgRujkA +eyBbAxah3wJb0GOtqW4bxaXUsoe6WIGWlpaOHz9uoyjm18W9vb2bf5qenk73 +LdjDbP2r8PBwe/Yyu7giLS1Nau2KMGbTriYFnjrlfTLW1T+tomFY6OYA7IFs +DViEfgtsQY+1ZlVneDtw41EdPQ9maEcEzoe6WGnW19dPnz5tuyjm18XDw8MW +NxgZGaH7RrY0Pj7ODzg4ONievSorK/l7OXByXOh2RRizNXE/JY+wb6/JE7o5 +AHsgWwMWod8CW9BjbYhMr9vtl3729Pu3Il+5l3aYdjjgfKiLlUar1ZpVuF5e +Xrdv35740Oa6+M8fngCNiooy2ysmJobiu7DH/Pw8P2Bvb2979uIKUv5excXF +UmtXhDHbrPo6qYtH+pqEbg7AHsjWgEXot8AW9Fgb6rU3+9VPm7KjFtVLLD6r +BWxDXawo6+vrR48e5ddfarV6bW3N9FNrdbFJRUWFi4sLf9+HDx+K/g62x9PT +k0TLBW8wGLbcJTExkf8eNRqN1NoVYcz2qZ8hdfHS4pzQzQHYA9kasAj9FtiC +HmvDyvJij/o5kiD1tuBBlnKDulhRBgYG+MWXv7+/TqcjP7VdF3Nu377N3136 +a1MHBwfzA+be4Ja7mF1k7tjl4oK2K/SYnZsZJ3N+t+rzgrYFYD9ka8Ai9Ftg +C3qsbdpLfyI5kubqu7TDASdDXawoeXl5pPLau3fv5OQk/6db1sVGo9HHx4ds +48CaVCJLSkra1slfvV6/Z88esr2Hh4djF8kI2q7QY3aws4bM+Q2qbwnaFoD9 +kK0Bi9BvgS3osbY13kklORIupZYf1MWKwr9Y98yZM2Y/3bIu5uTn55NtLly4 +IHzIO1JeXs6vTxMSEmxvb/aIpdDQUAm2K/SYbdVkkjm/Ov5XgrYFYD9ka8Ai +9FtgC3qsbbiUWt5QFyvKuXPnSPGVkZFh9lN76mL+44R8fX2FD3lH5ubm+PdE +79u37/Hjxza25wpYfn2alZUlwXaFHrO1Bec3rhG6jPkBpALZGrAI/RbYgh67 +JVxKLWOoixXlzJkzpPjavOKxPXVxVVUV2eb9998XPuSd4r9lzvXr161tOTY2 +5urqSrbkCtvx8XEJtiv0mC3KTc0597vyCz+ui/n6vev+grYFYD9ka8Ai9Ftg +C3rslsil1P3qp/Ojdq2vr9OOCJwGdbGiREdHk/orOTnZ7Kf21MUZGRlkGzuf +zEvX3bt3d39cSUnJ5s244tTb25u/WWxsrMUD1tbWVvA8evRInHYJoces6kYj +eWz97ftDgrYFYD9ka8Ai9FtgC3rsllaWF4sv/Cr89Psufte4TKnnwQztiMBp +UBcrSkpKCqm//P3NTwXaUxeHhISQbaR/f/GfP1wrzM/Pz6xEzcnJIU+n4vT0 +9Bw8eNBsm6EhyyUh/xlMnMLCQnHaJYQes6eSq0ld3NBlueoHEB+yNWAR+i2w +BT3WHpHpdSRTSilsox0OOA3qYkUxWw9Kq9Xyf7plXcxtz989OztbrMB3pLe3 +d/cm7u7uoaGh0dHRXl5em39qY6ltO+tip7dLCD1mj1yoILP90Ni8oG0B2A/Z +GrAI/RbYgh5rj+q2UZIp7T9bikupZQN1saJMT0/zqzCu+J2dnSU/tV0XT01N +7du3j797T0+PuOE77tatW5uLUGtiYmJsLLxvf13s3HYJocesS3ARme0XHq9t +vQOAKJCtAYvQb4Et6LH2WNUZ3j5ZSJKlrqFp2hGBc6AuVhr+hdCcQ4cONTY2 +mn5koy6uqqp69913+TseOXLEYDDQeAcOKisrc3d3t6c41el0No6zrbrYie0S +/L228f7ts7KmJ/P8mwEFTj8+gMOQrQGL0G+BLeixdorKqCf5UmJ+C+1wwHFm +CTntcEBUFi/ujY6Orqys5Apkfl28vr7OVcp1dXWhoaGbd+G2p/1Wto17O9w7 +dXNzs1iZBgcH23MG3Oz659u3b4vTLiHomB2bWiTz/MGIrd8agGiQrQGL0G+B +LeixdqrvHCf50p7TJQY7rvcD6UNdrED81bdsMDsxalbKsXWymG95eZkr9ouK +itLT069evVpSUtLc3GxtWWkJtivomG3rnyLzvP9FjXANAWwXsjVgEfotsAU9 +1k56g9H11MZ9Z009E7QjAidAXaxAXEkbERFhT2ls0dGjRxcWFmi/CeUSdMxW +a8sizxwJOhV09GRUbFq5cA0BbBeyNWAR+i2wBT3WfvE5zVxF7BWoSj7rUnb5 +XdrhgBOgLlYmnU5n51ljM/Hx8XNzc7TDVzRBx2xV9knT0+q5l+bqQeEaAtgu +ZGvAIvRbYAt6rP06Otpror9pSpl6VM+tLC/Sjgh2CnWxkjU0NGx+xq413JYM +LUAtY4KOWc0VT1IXV+eeEq4hgO1CtgYsQr8FtqDH2s9gNLSqvkqypoayS7Qj +gp1CXQwdHR2pqan+/v4uLi5mtfCRI0fCwsJSUlI0Go09jxACEQhbFyf+ETM8 +SBOyNWAR+i2wBT12WzRpXiRrqrr4Ku1wYKdQFwOh0+lmZmZGRkZ6enq4/66t +4dm1UiTomK2N+wmZ4bvqi4RrCGC7kK0Bi9BvgS3osdsy1H2fZE396qdnpx7S +jgh2BHUxOICroG/evDk5OUk7ECUSdMw2q75GZvjRwVbhGgLYLmRrwCL0W2AL +eux21au/TRKnmvww2uHAjqAuhu3q7Oz08fHhek5TUxPtWJRI0DHbp36GTO+P +l7DAGkgIsjVgEfotsAU9druqc4JJ4nRf/X3a4cCOoC4G+z1+/PjSpUvk7mPU +xVQIN2bn5ybI3N6jek6gVgAcg2wNWIR+C2xBj92uyfHBAfVTptypMealkdFR +2hGB41AXK0F7e3t6enpUVJS/v39AQEB8fHxhYWFHR8e2DsJNlYcOHeKvyoW6 +mArhxuzwyMPks643Iv5QGvnTithfCdQKgGOQrQGL0G+BLeixDqiM/0NmxP/3 +ftC513zz0m5tL7sGSUFdLG81NTUnTpyw9uilsLCwiYmJLQ8yMzMTGRm5eXfU +xVQIN2Zbeide8803vQITtQK1AuAYZGvAIvRbYAt6rAMqGx+Q9Glf6C2jcZ12 +ROAg1MVyZTQa09PTt3wq8Z49e+7du2ftIOvr62VlZfv27bO4L+piKoQbs/yJ +PSqjXqBWAByDbA1YhH4LbEGPdcDqmn53UCHJoBq7H9GOCByEuliuUlNTtyyK +Tdzd3UdGRjYfYWpqKiQkxNperq6uvb294r8v4P8WnHvk3MpeMqunFLU79+AA +O4RsDViEfgtsQY91THxOM8mgzl2rox0ObINZgUM7HHC+wcFBFxcXO+tijr+/ +v8Fg4B+Bmxg9PT2tbR8YGDg8PEzr3SmccGM2uaCVzOo3NX0CtQLgGGRrwCL0 +W2ALeqxjuodnSAb1hv/NhcdrtCMCR6AulqXw8PDNxayfn19iYuLVq1eDg4M3 +/7SwsJDsfv36dWsV8d69e4uLi41GI8V3p3DCjdnz1+rIrK5ptnAJAQBFyNaA +Rei3wBb0WId5R5aTJKqwqp92OOAI1MXyo9fr3d3d+cWsp6en2UTX09Pj7e3N +3+bkyZN//vCG4pSUFGtFcURExOTkJKW3BR8Rbsz6X9SQKb19YEqgVgAcg2wN +WIR+C2xBj3VY3t2Nm9GORd+hHQ44AnWx/PT29vKLWRcXF4vXPE9PTx88eJC/ +2fLyclZWlsWKmNuyurpa/PcCmwk3Zg9G3CZT+ujkokCtADgG2RqwCP0W2IIe +67DZhZVdfvlv+GafDvErjfzpQEcV7Yhg21AXy09paSm/pI2Li7Nzy+vXr1u8 +K5k7wuIiqiSpEG7MpoS7RZ3xPhUS4BN0fnlVL1ArAI5BtgYsQr8FtqDH7sT1 +pOBO1QtDcZ/lXppUD9rhwLahLpaf3NxcflVrca1pk5WVFdvLcx06dKihoUHM +4GFLAo3ZhblJ00zOvXrUzwnRBMBOIFsDFqHfAlvQY3eiqTKNpFJcgby2ukw7 +Itge1MXyc+3aNf7V0WYLTZsJCAiwVhRHRkbiNLEECTRmH/Q1ksm8SfUNIZoA +2Alka8Ai9FtgC3rsTuh0qx2qF0k21VieTDsi2B7UxfLz/7d3J15RZXmCx/+Z +zKruOdO1zPRk90xNdc9UTZ/pru6pOVNd0z1LTWZnVhabC25gm5BkiyCkgAkm +CkSIIOkCKlKoIIuC6cKmLLKJICiKgigIokAQEdS8qqh6vnxBBGHEffHiRnw/ +h9OnSu6790f1715+PyLivbKyMrW3TUxM9D64uLjYvSNWuunGxsbgRIu3ZdCe +vXOzRj3JOw7/rRFLAIGgWoOMyFvIhYwNUEv5NrWaai/+H2aHg7dDXxx+LBaL +2uFmZmZ6H3zixAldUxwXF9fT0xOcUOEHg/Zs1+Vi9SRvOfq+EUsAgaBag4zI +W8iFjA3Qw5EutZq6b313amLY7IjwFuiLw4+2L96/f7/3we43oL5x40Zw4oR/ +DNqzbdV73/TF5duMWAIIBNUaZETeQi5kbOBuWf/qTUF1+hOzw8FboC8OP2/V +F+tu0pWamhqcIOE3g/Zsy8mtb975c26dtxkAwUe1BhmRt5ALGRu4W/WHXNXU +qPXbVQc/djidZkcEX9EXh59A+uKWlpbgBAm/GbRnW4/+Qu2Lu5pKjFgCCATV +GmRE3kIuZGzgll7Ntxf8J2vO1tg95e/vrmkfeGJ2RPAVfXH4CaQvfvbsWXCC +hN8M2rMlxfml+zdU5v2iIf+nd3quGbEEEAiqNciIvIVcyFghSmv6lI7Y9ZVx +tM3scOAr+uLwE0hf/OrVq+AECb8ZtGd3HGhWz/DHz3g+F0IO1RpkRN5CLmSs +EI+evlRrKuXrCWWVJOiLw08gffHy8nJwgoTfDNqzH6dfVA/w10srRiwBBIJq +DTIibyEXMlaUPUda1LKqrLbf7HDgE/ri8BNIX2yz2YITJPym/f+XqDkXl+3q +6f3LtIuipgUEolqDjMhbyIWMFaW177FaWUVl1CmFltkRYW1R32R2OBCMvji8 +GbFnJ5+/Uk/vbXlNwucHAke1BhmRt5ALGSuK3eHclHNJLa4aO+6bHRHWR18c +fuiLw5sRe3bowYx6dO8u5gHWCEVUa5AReQu5kLECnb0yrBZXn+Q3mh0O1kdf +HH7oi8ObEXu2feCJenTnVfA7EaGIag0yIm8hFzJWoBcLyx/uqd2U9tVXX8QM +Fn33zs0asyPCOuiLw4+2L1Zs80r3pvr4+Hjv47VGRkbM/lkjkRF7tr7tvtoX +l17oEz4/EDiqNciIvIVcyFixLh5LvW99d/zwO8pX25GfmR0O1kFfHH50fbFx +bt++bfbPGomM2LOXqq3Hv/hVUc727H27axq/Fj4/EDiqNciIvIVcyFix7vV9 +7WqKf/81zP+8IY2+OPzQF4c3I/Zsy1e/Ug/tW3UHhc8PBI5qDTIibyEXMla4 +m4f/Ri2xWr762Oxw4A19cfihLw5vRuzZtiN/rx7afTfOCJ8fCBzVGmRE3kIu +ZKxwfddPqyXWmPVbz6YemB0RPKIvDj/0xeHNiD3baf2RemiPDlwXPj8QOKo1 +yIi8hVzIWOGcTmeP5QdvXjI+lWh2RPCIvjj8zM7O3gsKu51nlJvAiD07aPk3 +6ok9/WRM+PxA4KjWICPyFnIhY41wq+6gWmXdtfzrVwtzZkeEtdEXA3IRvmcd +Tod6s0Tla8W2JHZ+QAiqNciIvIVcyFgjLC+/HrR8XymxegrfO5i9s+76oNkR +YW30xYBchO/ZF88fq03xkOU7YicHRKFag4zIW8iFjDXI1fOH9u1L+2D3+fd3 +12z54rLD6TQ7IqyBvhiQi/A9Oz58S+2Luy0/FDs5IArVGmRE3kIuZKxBFl7b +Pk6/qDTFrq8bvRNmR4Q10BcjYi0vL8/Pzztl+5Od8D3bP3g3LyupeP/mU7n/ +dOFIgtjJAVGo1iAj8hZyIWONc7SmX+2Lkwqvmh0O1kBfjIgyOztbUVGRnZ2d +kJDguqt2TEzMzp07CwsLb9++7XA4xC43PT194e1NTHj7K6LwPXv99oR6UB86 +0yV2ckAUqjXIiLyFXMhY40zNvPrgD+WW8tV996nZEUGPvhgRYnFxsbKycsOG +DV6ePJWSkvLw4UOBizY3N/vxAKz6+novcwrfszU3RtVT+ljdgNjJAVGo1iAj +8hZyIWMN9eXpTrXi2n34htnhQI++GJFgaWkpLS3Nl540Nja2o6ND1LplZWVG +9MUqIUGeqB9UT+nz1+8JmRMQjmoNMiJvIRcy1lDjk/Pva14y7r03bXZE+I2u +CDc7HMBYDocjLy/P97Y0Li5udHRUyNLp6elG9MVCYlMVnu1Wj+ir3Y/ETg6I +QrUGGZG3kAsZa7QvTt50VVyJ6Zbzh+PNDgffQF+MsHfmzBld45mcnNzQ0DA2 +Nvbo0aPm5ub9+/frBiQmJtpstgDXVfpxpcX2oy9ubGz0Mq3wPZtZ1qb2xT3D +fNoFIYpqDTIibyEXMtZo95/MJaRbar/82QPrb58DMtB+zuyI8AZ9McLbwsLC +xo0btV1nRkaG8o/aMaurqydOnNA1p3V1dQEu/fjxY+2EBw4ceOqblZUVL9MK +37OfFFxV++IHT+bETg6IQrUGGZG3kAsZGwStJf+oPh+z0/pj6R6MEsboixHe +qqurtc1pWlqapxeCz549qx25devWAF8ybm1t1U548eLFQGZTCd+zG7Ia1b54 +9uWS2MkBUajWICPyFnIhY4PgwVCH68Vi19ftq8fNjgi/R1+MMKY0tlu2bNE2 +p319fZ4GO53O5ORk7eCuroAeWnT69GntbAMDYm71LHbPOuz2Cwf+Z3nuR4dz +4nOzPnXwR0uEKqo1yIi8hVzI2OBoOfq+2hf3WH6gFGNmR4Tfoi9GGBseHtZ2 +pp999pn38deuXdOOt1qtgayu+9jyq1evAplNJXbPzj6bUE/mIct3Bc4MiEW1 +BhmRt5ALGRscTx70j1m/pRZgtxoKzY4Iv0VfjDBWV1en7UxPnTrlffzs7Kx2 +fHx8QPcJ3Lp1qzrVrl27AplKS+yeHb97Sz2Wu60/FDgzIBbVGmRE3kIuZGzQ +tByLUQuwfsufLi+KefUEgaAvRhgrKCjw8U3UqqSkJO0lMzMz/i2tXKidp7BQ +2F8Cxe7ZwY4a9VjuKP47gTMDYlGtQUbkLeRCxgbNs8mxUesfuQqwhvyf1jS1 +mx0R6IsRzhISErTN6dzc+jdb1rXS/f39/i3d09OjnUe96Zbdbp+YmFB+73R0 +dCj/weFwvO3MYvdsV1Op2he3Hv1/AmcGxKJag4zIW8iFjA2mloqE9oK/2J2Z +8/7umqiMurmFZbMjinT0xQhXSgeq7Uzj4uJWV1fXvaqiokJ7lfdHCXtx4cIF +XX/d3t6empoaHR2tiyo9PV1ZdHFx0ceZxe7Z9gvZal/ccnKzwJkBsajWICPy +FnIhY4Np4dVC7L469Zkg1urbZkcU6eiLEa5evnyp7UCTk5N9uUpphLVXVVZW ++re67nXnHTt2RHmVmJjo4w2rxe7ZltP/rPbFbWd3C5wZEItqDTIibyEXMjbI +Gtrvq33xB7trxh6/MDuiiEZfjHA1PT2tbTyzsrJ8uaq9vV171cmTJ/1bfdeu +Xd4b4TUdP3583XdWC+6Lj0W9uR1i3UGBMwNiUa1BRuQt5ELGBpnD6fzng1+r +rXGK5brThzc3wiD0xQhX4+Pj2pYzLy/Pl6u6urq0V5WWlvqx9OLioh9NsUtN +TY33ycXu2SNflX+RlWLJ2Xr8i1/13LwicGZALKo1yIi8hVzI2ODrH32m9sXK +16WbD8yOKHLRFyNcDQ0NafvNQ4cO+XJVX1+f9iqLxeLH0nfv3nVveHfs2FFd +Xf348WObzTY/Pz84OKi0wPHx8bphcXFxk5OTXib31FDf8ktCbr16FJ9vbPFv +EiAIKisrzQ4BeGvkLeRCxppij+WSWox9nF579UaH2RGFOS+vT/lR9gOhb2xs +TJvnOTk5vlx1584d7VX5+fl+LH358mXdLktNTVV6YfeRs7OzeXl5usGZmZlO +p9PT5GL37Nbcy+pRPDXDs/MQum7xKgYkRN5CLmSsKWZfLkVl1P3uI8bnv8ze +9fVXm8yOKELRFyNc6V75LSoq8uWqgYEB7VUFBQV+LN3Y2Kh9RJTS575+/drL +eKVn17XG3d3dngaL3bMfp19U++LFZbvAmQGxqNYgI/IWciFjzXKxdWzn3sIb +h37kuuXLYPs5syOKRPTFMJ3dbl8MmDKJbtrh4WE/XvnVPXfYv88Xu6ysrExO +Tg4ODtpsNu8jlWGxsbHadaurqz0NFrhnl2x2tSn+ZdpFUdMCRqBag4zIW8iF +jDWLw+nstP5IvRVqn+W9Vy9nzQ4q4tAXw3QlJSVRAXP/ILDuvlu5ubm+BKP7 +0EFFRYUBP/EaysvLtet6+TS0wD37dPa12hdv+eKyqGkBI1CtQUbkLeRCxppo +bPDGfeu7amvccoweLdjoi2E6q9UaeF/s3khOTU1pB2RmZvoSzLVr17RXnTsX +pPex6J4PlZSU5GmkwD078mhW+2gAUdMCRqBag4zIW8iFjDVXy6lEtS9Wvnqv +B+nVGbjQF8N0BvXF8/Pz2gGJiYm+BKM0wtqrGhoaDPiJ16B7dTs6OnplZWXN +kQL3bOfQlNoXZx/vEDUtYASqNciIvIVcyFhz2ZYXuy1/ofbFQ5bvPJscMzuo +CEJfDNMZ1BcrtE9BUjpNh8OxbjClpaXaaVtaWgz4idfw4sUL3U+0vLy85kiB +e7a9qfzilz87k/d+6f4NZ059JWpawAhUa5AReQu5kLGmu3+nbdT6bbU1ri2O +d66umh1UpKAvhukGBwdrA9bf3+8+c2ZmprbTnJ6eXjeYrKws7SUTExMG/MRr +0D1Vysur2wL3bGvVnjcfYzm1U9S0gBGo1iAj8hZyIWNDQfv5z5XCbMz6LWvO +lg92nz97ZdjsiCIFfTHCWFlZ2Vu9+Gu32zds2KCO37Rpk5fnCHsyNzdXWFio +9NcpKSlbt25V/q8vVymxaUPdv3+/p5EC92zLyS1qX9x+fp+oaQEjUK1BRuQt +5ELGhgKl+Gwqidq195Drk24f7K65PbL+KzsIHH0xwtiVK1e0zWZJSYn38bpH +O+Xk5Pix6MTEhO4d0VNTU+tepbsf9YkTJzyNFNkXH31f7Yu7Lh8RNS1gBKo1 +yIi8hVzI2BAxt7C8MbtRvQlMTGb95PNXZgcV/uiLEcbm5uaio6PVZnPz5s2v +X7/2Ml73xKiqqir/1k1ISNDO09jY6H38s2fP4uLitJcoHb2nwQL3bHvxT9W+ +eLDjvKhpASNQrUFG5C3kQsaGjoGx5x+k1qitcWL+lYXXNrODCnP0xQhv2dnZ +2n7z7NmznkZOTk7GxMSoI5WG2pfXedd05MgR7aLbt2+fn5/3Mv7QoUO68UtL +S54GC9yz3Za/VPviB0PcjxohjWoNMiJvIRcyNqRcbBlV+2Lla3fxDdvK+reQ +hd/oixHerl+/rntX85qv3ipNcWJionZYUVHRmhPevHnza42nT5+6j2lra9Mt +mpubu+ZHlZV/1D0ZSqFM6+UnErhnBy3fV/vi50/HRU0LGIFqDTIibyEXMjbU +FFX1aFvjkmOnHHa72UGtw+F0Tr94fW/ixeD957Uto239T6ZnZs0Oyif0xQhv +SuOZmpqqazyVVtRme/NelJGRkW3btunGjI+v3Sdqn/2kqKurcx/jcDgyMjJ0 +E6anpz948EA7bHZ2VvdytiIlJcX7zb5E7VmH03Hf+u7vXyy2vrOysvZjoYAQ +QbUGGZG3kAsZG2rsDmdmWZurKc7alzpq/XbLV79USjiz49J7NvWgs9Ha8tXH +pYXp/5Raq+3lla/Bou/2FL53/ehHvdfKV2we3xJpOvpihL179+5FuYmLi8vJ +ySkoKNB9FtiloqLC02y+9MWKmZkZ9147Ojo6LS2tuLjYarV++umn7uvGxsYO +DQ15/3FE7dm5hcV/ydyvnLEF2QlfHYgXMidgHKo1yIi8hVzI2BC0uLySXHi1 +MHvHA+sfnq1Z9lGIvGr8dOJeW/XeTuuP1fcfXjjwc11T/HFqpfpd5euO5but +Z//l1cKc2bGvgb4YkeDSpUvuTagnhYWFXl6x9bEvVvT392vv+rUupSnu6elZ +92fRXuLn/xy/8+jpS/XI2pnv8TZfQIigWoOMyFvIhYwNTbMzz/osf6btLltL +/69tedGseFbsjls36jqK/5vaqr95vknhn+v64sS9Rboxv73dq+X73U2lZsWv +pavGzQ4HCIbm5mbdPZ89NcUrKyte5vG9L1aMjY25v6F6TUlJSeu+Uuwias8O +jD1Tj6z0knWe7AyYjmoNMiJvIRcyNmRNPrrbb/l32tay4/BP5mb9vEOs357P +LVZcuhO3r+HTjDz3btf10bxfpVZuyrmUYrmeUnQt5vOG9H3ZY9ZvrTnyWMXZ +ZVtIvPDtQl+MyDE9PV1QUBAbG7tmZ5qZmTkyMrLuJLr3XTc1NXkfv7q62tra +unPnTk8dcXJyck1NjfdmXEvUnm3te6z2xV+e6hQyJ2AcqjXIiLyFXMjYUDb1 +6K7uVWPlvz4YvRuc1YcezBw41al9dFRnwb9XI7lvfffm4b9uPfsvQ531rxf1 +D0VdsS0N3GpoORk/ZPkT9ZLS/RuUSZIKrs7Mh8onjumLEWkWFxc7Ozvr6+tP +nz5dXl7e2NjY29u75m2lxZqfnx8eHr569apr3dra2hs3bkxMTLztPKL2bH3b +ffVkK63pEzInYByqNciIvIVcyNgQ92xyrNvyF2preTn/bz9Kq6lrG1tdXTVo +Rdvy4rXu8eSia7p3RytflpxtSgw3D//Xjtrc2Wc+FbSvFuZaK1NGrX+kRP7B +7vOuebblNk2/0LfSpqAvBuQias+eaRpST7azzUH6YyPgN6o1yIi8hVzI2ND3 +cv55e/F/VxrS3qJ/G7OnwlXI7S1tffJsQexC009GW09/csfyvfTPP3dvimM+ +r6+obZsYve3HzBNjvakF35hte17TiwXzH4xCXwzIRdSeLTnfqx5HjR33hcwJ +GIdqDTIibyEXMlYKdrvtxsktSRn52tbywz21x+sHX762rX+9V7blxZ6rJ9qO +/Fx9mmdT/k+0CyUVXG3uHLetBPSsqOUVR275Le20KZZrAc4ZOPpiQC6i9mxe +xZvjqK3/iZA5AeNQrUFG5C3kQsZKpH3gSUxmvf6hSHvrTp9vnBjrfdvZ7A5n +3+DdlmMx2o8Aq1/b04s/2F2jdLKD95+Lit/pXD1U2a0NvvBst6jJ/UNfDMhF +1J5tLP5VQ/5Pq/L+z7EvogYHB4TMCRiHag0yIm8hFzJWLs/nFrOOteta43MH +/lHpZG9Z/6q2LKnjRuPiksfHOdnsjtGJF/Vt95WGNyqj7qPdVSOWP3Zviu9a +/qSuqnh6VvxHgB1OZ86JDjXyX6VWtl75tfBVfEdfDMhF1J7tsfxH9cR7ONIl +ZE7AOFRrkBF5C7mQsTJqH3iy5YvLrtYybs/JUeu31QKvv+j7yn+9WfjDtiM/ +b/nq45bjG1qOx7aU/VNJ6eEdB5q1N5d2fdV++TNtR9xp/fGt+kNLi4I/uay1 +ZLPvOvS1svQnew/2FL53z/rHk+ODxi3nHX0xIBdRe3bI8l313PPxLoKAiajW +ICPyFnIhYyW1YnfUtY5tzrlUsn+jtrG9dujHaz5l2Jqz1f1WWspX1r5U5bt3 +LN9rObn1wZ224AT/5NnC4S8S1Gccdxz+u+Cs646+GJCLkD3rsNvV2yk8sL6j +/NfA5wQMRbUGGZG3kAsZKzW7w9n1dUV78U+V0s5V4zUf/Os1++KK3A/dm+JN +OZdKf90+2H7Obg/05l1vq7OxSBte1yVrkANwoS8G5CJkz754/lg9fIYs3wl8 +QsBoVGuQEXkLuZCx4eH50/Ha8qyGgn9sOviTNfvi2i///vfPDs5r+vJ0Z13r +2PjkvHEPQfZF25Gfq+HdsXzv5bywG3z5jr4YkIuQPfvwXrd6+PRYfhD4hIDR +qNYgI/IWciFjw8/4w0d3e6/2Xq/obCy6efHLm3X5XZeP9N26/HBqftkWQm8X +nHp09571zV2/Wsq3Bz8G+mJALkL27FBXvXrydBz+SeATAkajWoOMyFvIhYyF +idqqUtXqdNT6R9NPRoMcAH0xIBche/b21ePqydNa+r8DnxAwGtUaZETeQi5k +LEy0vPy6z/Keqzq9b333YkVOkAOgLwbkImTPNrX0fppxIPPzvQeyPqk+UxL4 +hIDRqNYgI/IWciFjYa6uS1alIz5/4B+2pxd/uKf22QuPD182An0xIJcoDb8n +OXtlWL394JmmIYHhAQahWoOMyFvIhYyFuRx2e3r+SbVGLTnfa/SKUd9k9HIA +BBKyZ4/W9KtnTl3bWOATAkajWoOMyFvIhYyF6a71PFJr1I/SLs4tLAdtafpi +QC5C9mz+6S71zGnpnQh8QsBoVGuQEXkLuZCxMJ3Tubotr0nztsa7QVuavhiQ +i5A9m3G0TT1weu9NBz4hYDSqNciIvIVcyFiEgob2+2qZuiGr0e5wBmdd+mJA +LkL2bFLBVfXAefBkLvAJAaNRrUFG5C3kQsYiFCzb7DGZ9cF/ZyN9MSAXIXt2 +U84l9bR5PhfUe/0B/qFag4zIW8iFjEWIOF43oFaqe460BGdR+mJALkL27Id7 +atXTxmZ3BD4hYDSqNciIvIVcyFiEiMnnC7+979buqtysT1sO/eeHI11BWJS+ +GJBL4Ht24eVs26G/bMr/yfkD/3AyL0ZIVIDRqNYgI/IWciFjETpOl6QPWf5k +/PA7ylfLya1BWJG+GJBL4Ht2cvyO65BRvvosfyYkKsBoVGuQEXkLuZCxCB09 +Xx9T69U7lu+urBj+wCb6YkAuge/Z0b5r6jlzy/pfhEQFGI1qDTIibyEXMhah +w7a8OGT5zpuXcm6cMXpF+mJALoHv2f6WSvWQaTvyMyFRAUajWoOMyFvIhYxF +SGk5vlEtWVuP/sLo5eiLAbkEvmc7G63qIdNS9pGQqACjUa1BRuQt5ELGIqTc +672ilqz3rH+89Gre0OXoiwG5BL5n289lvumLy7cJiQowGtUaZETeQi5kLEKK +0+nss7ynVq3dzUcNXY6+GJBL4Hu25dTON29KqdojJCrAaFRrkBF5C7mQsQg1 +racSXSXrfeu79Ud3GLoWfTEglygN/2ZoORb95r5bdQfFhgcYhGoNMiJvIRcy +FqHmwd2bTfk/OZD1Seye8o/SLi4u28XOH/VNYicHYKjA92zBiYZP9h5My9y3 +Pyulq7NDSFSA0ajWICPyFnIhYxGCdhxofn93jeurte+xcQvRFwNyCXzP7jnS +oh4vdx7MCIkKMBrVGmRE3kIuZCxCUEXjHbVwzT/dZdxC9MWAXALfs89eLI48 +mu2+O3W1+9HL1zYhUQFGo1qDjMhbyIWMRQhSqla1L47KqLc7nAYtRF8MyIU9 +i8hEtQYZkbeQCxmLELS6urop55LaGvePPjNoIWpsQC7sWUQmqjXIiLyFXMhY +hKbic71qX3ysbsCgVaixAbmwZxGZqNYgI/IWciFjEZpu3ZlU++KEL68YtAo1 +NiAX9iwiE9UaZETeQi5kLELTks3+4Z5apSneml5SmL1j8tGwEatQYwNyYc8i +MlGtQUbkLeRCxiJknS5J7yr88/HD7yhfHTX7jViCGhuQC3sWkYlqDTIibyEX +MhYhq/18lqspVr7ajvzciCWosQG5sGcRmajWICPyFnIhYxGyHo32qH3xiPVf +rdiWhC9BjQ3IhT2LyES1BhmRt5ALGYtQ1m/5U7U1vtvVIHx+amxALuxZRCaq +NciIvIVcyFiEspavPlb74tYzScLnp8YG5MKeRWSiWoOMyFvIhYxFKOu6fETt +i28e/hvh81NjI8I5HI6535mfnw/OisvLy8paTqfTv8vZs4hMVGuQEXkLuZCx +CGXPn46rffGY9VtLiwti56fGRoQ7e/Zs1B88efLEoFVmZ2crKiqys7MTEhJc +a8XExOzcubOwsPD27dtKb+77VOxZRCaqNciIvIVcyFiEuNuW/9BV+OeVeb/I +3re77+4jsZNTYyOS3b9/Pzo6Wu2LHz0SvL8Ui4uLlZWVGzZsiPIsJSXl4cOH +Pk6ovVB4tEDIolqDjMhbyIWMRYg7Wt3+/u4a19fpy0OBT6iryQOfEJDR3Nxc +UlKSdi8I74uXlpbS0tK8dMSq2NjYjo4OX+ZkzyIyUa1BRuQt5ELGIsS19D1W +++LdxTfETk6Njcj08uXLlJQUXXMqti92OBx5eXm+NMUucXFxo6Oj607LnkVk +olqDjMhbyIWMRYh78XJJ7Ys/3FO7vPIWH0VcFzU2ItDMzMzu3bvdO1OxffGZ +M2d08ycnJzc0NIyNjSkLNTc379+/XzcgMTHRZrN5n5Y9i8hEtQYZkbeQCxmL +0JfwZbPaGg+MPRc4MzU2Ik1fX9/WrVvXfMVWYF+8sLCwceNG7eQZGRnKP2rH +rK6unjhxQhdDXV2d95nZs4hMVGuQEXkLuZCxCH3W6ttqX1x1ZVjgzNTYiBwr +KytVVVVe3skssC+urq7WzpyWlubphWDtDbEVSs/u/SVj9iwiE9UaZETeQi5k +LELf190P1b5431ftAmemxkYkWF1dbW9v37Vrl5emWGBfrDS2W7Zs0c7c19fn +abDT6UxOTtYO7urq8jI5exaRiWoNMiJvIRcyFqFv8vmC2hdHZdQ7V1dFzUyN +jbCndKl79+713hGL7YuHh4e103722Wfex1+7dk073mq1ehnMnkVkolqDjMhb +yIWMhRQ+zT76Zfau6gP/q6fwvfFhYUlLjY2w9+rVK/cWeMuWLZ2dncXFxUb0 +xXV1ddppT5065X387Oysdnx8fLyXwexZRCaqNciIvIVcyFhIobXkH8YPv+P6 +ulV3UNS01NgIe+59cUFBwdzcnPItg/piZX7ttF7eRK3SPUl5ZmbG00j2LCIT +1RpkRN5CLmQspNBatUfti1uOCSuMqbER9rR9cU5OztDQkPotg/rihIQE7bSu +Htw7XSvd39/vaSR7FpGJag0yIm8hFzIWUhi6dVHti7stPxQ1LTU2wp6rL87N +zR0ZGdF9y4i+2G63a+eMi4tb9eGGABUVFdqrGhsbPY1kzyIyUa1BRuQt5ELG +QgqvFubuW9919cUPrO8szHt8m+VbocZGJHj58uWa/25EX6yspZ0zOTnZl6uU +Rlh7VWVlpaeR7FlEJqo1yIi8hVzIWMii2/KX6kvGgx0XhMxJjY1IZkRfPD09 +rZ0zKyvLl6va29u1V508edLTSPYsIhPVGmRE3kIuZCxk0XIsRu2L26pShcxJ +jY1IZkRfPD4+rp0zLy/Pl6u6urq0V5WWlnoayZ5FZKJag4zIW8iFjIUsbtUf +Uvvi6yXvC5mTGhuRzIi+eGhoSDvnoUOHfLmqr69Pe5XFYvE0kj2LyES1BhmR +t5ALGQtZjN/rP/ZF9Oefp29OK9uUc0nInNTYiGRG9MVjY2PaOXNycny56s6d +O9qr8vPzPY2M8uAWENYqKyvNDgF4a+Qt5ELGQhYdHTc/3FPz/u7ff1253u77 +tZ5qafpiRDIj+mLdK79FRUW+XDUwMKC9qqCgwNNI9iwi0y1exYCEyFvIhYyF +RHYX31D74q6hqcAnpMaG6ex2+2LAlEn8WNqIvnh4eNjHV361enp6tFfx+WJA +h2oNMiJvIRcyFhIpq+1X++KzzXcDn5AaG6YrKSnx8n4GH3n5QK4XQbjvVm5u +ri9X6d7UUVFR4WkkexaRiWoNMiJvIRcyFhK52v1I7YtzTtwMfEJqbJjOarUG +3hf7eHsrHSP64qmpKe2cmZmZvlx17do17VXnzp3zNJI9i8hEtQYZkbeQCxkL +iTycmlf74s0ibr1FjQ3ThVlfPD8/r50zMTHRl6uURlh7VUNDg6eR7FlEJqo1 +yIi8hVzIWEjE4XT+Mu2i2hrPLSwHOCE1NkwXZn2xIj4+Xp0zOjra4XCse0lp +aak2kpaWFk8j2bOITFRrkBF5C7mQsZDLZ9brrqZ4w54TvQOBfsSYGhumGxwc +rA1Yf3+/H0sb1BdnZmZqp52enl73kqysLO0lExMTnkayZxGZqNYgI/IWciFj +IZfzp62X8v9uoOh744ffaft1eoCzUWMjkhnUF5eVlfn44q+L3W7fsGGDOn7T +pk1Op9PTYPYsIhPVGmRE3kIuZCzkcvPiAaUjdn21Hv1FgLNRYyOSGdQXX7ly +RTttSUmJ9/G6Rzvl5OR4GcyeRWSiWoOMyFvIhYyFXO71XlH74h7LDwKcjRob +kcygvnhubi46OlqddvPmza9fv/YyXvekqqqqKi+D2bOITFRrkBF5C7mQsZDL +0qv5G4d+VJn3i/zsf07OyF9eWf+WPl5QYyOSGdQXK7Kzs7Uznz171tPIycnJ +mJgYdaTSUE9NTXmZmT2LyES1BhmRt5ALGQvpJHx5Rb0l9b1HLwKZihobkcyP +vvjmzZtfazx9+nTNYdevX4/6psbGRvdhSlOcmJioHVZUVOQ9APYsIhPVGmRE +3kIuZCykc7JhsKCyu+bGaN+96SWbPZCpqLERyfzoi7XPYFLU1dWtOczpdKam +pupa43PnztlsNnXMyMjItm3bdGPGx8e9B8CeRWSiWoOMyFvIhYxFJKPGRiQz +ri9W3Lt3L8pNXFxcTk5OQUFBQkKC+3crKirWDUA7/u1+WkBmVGuQEXkLuZCx +iDS6UtzscADTGNoXKy5duuTe/HpSWFjo5fFMKvYsIhPVGmRE3kIuZCwiGTU2 +IpnRfbGiubk5Li7Ol6Z4ZWXFl5jZs4hMVGuQEXkLuZCxiGTU2Ihkx44d0zan +3m8E7aJ7/3NTU9O6l0xPTxcUFMTGxq7ZEWdmZo6MjPges6g9y96HXMhYyIi8 +hVzIWMiI2hiQy+LiYmdnZ319/enTp8vLyxsbG3t7ez3dztoL9j4iExkLGZG3 +kAsZCxlRGwORKfz2PpG4IxJ3ROIudCJxCZ14iMQdkbgjEnehE4lL6MRDJO7C +L5LQ+YkA+CL89j6RuCMSd0TiLnQicQmdeIjEHZG4IxJ3oROJS+jEQyTuwi+S +0PmJAPgi/PY+kbgjEndE4i50InEJnXiIxB2RuCMSd6ETiUvoxEMk7sIvktD5 +iQD4Ivz2PpG4IxJ3ROIudCJxCZ14iMQdkbgjEnehE4lL6MRDJO7CL5LQ+YkA ++CL89j6RuCMSd0TiLnQicQmdeIjEHZG4IxJ3oROJS+jEQyTuwi+S0PmJAPgi +CgAAAIBoZpf5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9 +h8Mx9zvz8/PBWXF5eVlZy+l0Bmc5hBOSB6HArDwk/+E3kgfyolIFEBxnz56N ++oMnT54YtMrs7GxFRUV2dnZCQoJrrZiYmJ07dxYWFt6+fVs58QxaF2EgyMkz +PT194e1NTEyIDQOhxqxDjMMTfuPwRHigUgUQBPfv34+OjlZPm0ePHglfYnFx +sbKycsOGDVGepaSkPHz4UPjSkJ0pydPc3OxlOU/q6+sFxoCQYtYhxuEJv3F4 +ImxQqQIIgrm5uaSkJO2uF37aLC0tpaWl+fKbMTY2tqOjQ+zqkJpZyVNWVubL +ojqUduHKrDzk8ITfODwRNqhUAQTBy5cvU1JSdFte7GnjcDjy8vJ8/+UYFxc3 +OjoqMADIy8TkSU9P931dFaVdWDIrDzk84TcOT4QNKlUAQTAzM7N79273/S72 +tDlz5oxu/uTk5IaGhrGxMWWh5ubm/fv36wYkJibabDaBMUBSZiWP8itS+a3n ++69IVWNjo5AfHCHFrDzk8ITfODwRHqhUAQRBX1/f1q1b1/z1JPC0WVhY2Lhx +o3byjIwM5R+1Y1ZXV0+cOKGLoa6uTlQMkJSJyfP48WPthAcOHHjqm5WVlQCX +RqgxKw85POE3Dk+EBypVAEZTfvtUVVWtec4IP22qq6u1M6elpXn685r2NoMK +5STkD3ERzsTkaW1t1U548eLFQGaD1MzKQw5P+I3DE7KjUgVgtNXV1fb29l27 +dnk5agSeNspxsWXLFu3MfX19ngY7nc7k5GTt4K6uLiFhQEbmJs/p06e1sw0M +DAQyG+RlVh5yeMJvHJ6QGpUqgCBQ9v7evXu9nzNiT5vh4WHttJ999pn38deu +XdOOt1qtQsKAjMxNHt0niV69ehXIbJCXWXnI4Qm/cXhCXlSqAIJD+fXkfrBs +2bKls7OzuLjYiNOmrq5OO+2pU6e8j5+dndWOj4+PFxIGZGRu8mg/0LRr165A +poLUzMpDDk/4jcMT8qJSBRAc7qdNQUHB3Nyc8i2DThtlfu20Xt6aotI9n25m +ZkZIJJCOicmjXKidp7Cw0L95EAbMykMOT/iNwxPyolIFEBza0yYnJ2doaEj9 +lkGnTUJCgnZa18nmne6A6u/vFxIJpGNi8vT09GjnUe8bY7fbJyYmbt261dHR +ofwHh8Ph3/yQiFl5yOEJv3F4Ql5UqgCCw3Xa5ObmjoyM6L5lxGmj/B7UzhkX +F7e6urruVRUVFdqreKBhZDI3eS5cuKD7ldfe3p6amhodHa2LKj09XVl0cXHR +v4UQ4szKQw5P+I3DE1KjUgUQNC9fvlzz3404bZS1tHMmJyf7cpVyvGivqqys +DDwSSMfc5NH9KXjHjh1RXiUmJnLP1bBkVh5yeMJvHJ6QHZUqAHMZcdpMT09r +58zKyvLlqvb2du1VJ0+eDDwSSMfc5Fn38RBrOn78OG8ODDNm5SGHJ/zG4Ylw +RaUKIDiMOG3Gx8e1c+bl5flyVVdXl/aq0tLSwCOBdExMnsXFxbcv636vpqbG +jxURsszKQw5P+I3DE+GKShVAcBhx2gwNDWnnPHTokC9X9fX1aa+yWCyBRwLp +mJg8d+/eda/ZduzYUV1d/fjxY5vNNj8/Pzg4qFRx8fHxumFxcXGTk5N+LIrQ +ZFYecnjCbxyeCFdUqgCCw4jTZmxsTDtnTk6OL1fduXNHe1V+fn7gkUA6JibP +5cuXdQVbamqqUs65j5ydnc3Ly9MNzszMdDqdfqyLEGRWHnJ4wm8cnghXVKoA +gsOI00b397SioiJfrhoYGNBeVVBQEHgkkI6JydPY2Kh9aoNSqr1+/drLeOXX +qK666+7u9mNdhCCz8pDDE37j8ES4olIFIordbl8MmDKJH0sbcdoMDw9r5/Tx +72m6px/yqY0QZ1DSmp48Kysrk5OTg4ODNpvN+0hlWGxsrHbd6upqv9dFSDEr +D03Pf8jL9OTh8IRBqFSBiFJSUhIVMP8+5hCEuxnk5ub6ctWtW7e0V1VUVAQe +CYxjUNLKlTzl5eXadX38gBJCn1l5KFf+I6TIlTwcnvAdlSoQUaxWa1TA/Pu1 +YsRpMzU1pZ0zMzPTl6uuXbumvercuXOBRwLjGJS0ciWP7pENSUlJwVkXRjMr +D+XKf4QUuZKHwxO+o1IFIkqY9cXz8/PaORMTE325SjletFc1NDQEHgmMY1DS +ypU8uj84R0dHr6ysBGdpGMqsPJQr/xFS5EoeDk/4jkoViChh1hcrtM9iUH7f +ORyOdS8pLS3VRtLS0iIkEhjEuKSVKHlevHih+4mWl5eDszSMZlYeSpT/CDUS +JQ+HJ3xHpQpElMHBwdqA9ff3+7G0QadNZmamdtrp6el1L8nKytJeMjExISQS +GMS4pJUoeXQPevDxD86Qgll5KFH+I9RIlDwcnvAdlSqA4DDotCkrK9NOu+6f +1Ox2+4YNG9TxmzZt4mmGEcuU5JmbmyssLFR+5aWkpGzdulX5v75cpcSmDXX/ +/v1vuy5CllmHGIcn/MbhibBEpQogOAw6ba5cuaKdtqSkxPt43Q3zfXzAOsKS +KckzMTER9U1TU1PrXqW7peqJEyf8WBqhyaxDjMMTfuPwRFiiUgUQHAadNnNz +c9HR0eq0mzdvfv36tZfxuof+VFVVCQkDMjIreRISErTzNDY2eh//7NmzuLg4 +7SXKL1n/lkYIMisPOTzhNw5PhCUqVQDBYdBpo8jOztbOfPbsWU8jJycnY2Ji +1JHKMeXLX5sRxkxJniNHjmgX3b59+/z8vJfxhw4d0o1fWlryb2mEJrMOMQ5P ++I3DE+GHShVAcPh32ty8efNrjadPn7qPuX79etQ3rfk3ZOWoSUxM1A4rKioK +9KeC5IxInnWTtq2tTbdobm7ump8eUv5R97AGhTJngD81Qo0peWjQuogQHJ4I +P35Uqr6ctL/hsAXwTf71xdqb2yvq6urcxyi//lJTU3UHjvIL0WazqWNGRka2 +bdumGzM+Pi7sx4OcjEiedZPW4XBkZGToJkxPT3/w4IF22OzsrO4vzIqUlBTu +vxF+TMlDg9ZFhODwRPjxo1L15aT9DYctgG8yri9W3Lt3L8pNXFxcTk5OQUGB +7hNJLhUVFUJ/PshKePL4krQzMzPuv/6io6PT0tKUnWK1Wj/99FP3dWNjY4eG +hgz7XwJmMiUPjVgXkYPDE2HGuL74Nxy2ADQM7YsVly5dcj9SPCksLOTvxlCJ +TR4fk7a/v197I451KXVdT0+PMf8DICSYkofC10VE4fBEODG0L/4Nhy2APzC6 +L1Y0Nzfr7jzp6ahZWVkR9GMhTAhMHt+TdmxszP09gWtKSkrixY5IYEoeil0X +kYbDE2HD6L74Nxy2AH7n2LFj2i3v4+31dG8saWpq8j5+enq6oKAgNjZ2zXMm +MzNzZGRExE+DMCQqed4qaVdXV1tbW3fu3Onpl2NycnJNTQ2/HyOHKXkocF1E +IA5PhAc/KtW3PWl/w2ELILgWFxc7Ozvr6+tPnz5dXl7e2NjY29vr6SaBgJZZ +yTM/Pz88PHz16lXXurW1tTdu3JiYmDB6XYQms/KQwxN+4/AEfMdhCwAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYKjl5eUL33Tj +xg3vlwwNDekuWVxcDE60AAAAAACItbCwsH379qhvUjpfT+NnZmbi4+O1g5XL +5+fngxkzAAAAAAAC9fb26vriTz75xGazuY90Op1ZWVm6wQMDA8GPGQAAAAAA +gY4fP67rdsvLy92H1dTU6IadOXMm+NECAAAAACCWzWZLSUnRNrzR0dH37t3T +jhkbG4uJidGOycjIcDgcZsUMAAAAAIBADx48iI2N1ba9Sqe8srLi+u7S0lJS +UpL2u/Hx8c+ePTM3ZgAAAAAABKqtrdW9Tbqqqsr1rdLSUt23bt68aW60AAAA +AACI5XQ69+3bp21+Y2NjHz9+3N3drWuKy8rKzA4WAAAAAADxnj9/vnnzZm0L +nJycvG3bNu2/fPbZZ2verRoAAAAAgDDQ2toa5dmGDRseP35sdowAAAAAABjI +YrF46ou//vprs6MDAAAAAMBYr169SkxMdG+Ki4qKzA4NAAAAAIBguH37tntf +PDc3Z3ZcAAAAAAAEw/Hjx937YuUfzY4LAAAAAADD9fb2evp8sfIts6MDAAAA +AMBAL1++3L59u6e+WPmWMsDsGAEAAAAAMEp+fr6nptjl4MGDZscIAAAAAIAh +rl69quuCm5qaGhsbdf+oDDM7UgAAAAAABHv69OnGjRu1/W92dvbq6qrT6czM +zNT+uzJMGWx2vAAAAAAACONwODIyMnTN7/T0tOu7k5OTcXFx2u8qg5VLzI0Z +AAAAAABRqqur3d9BrR1QV1enG6BcYla0AAAAAAAINDo6Gh0dre15s7KyVldX +tWOcTmd6erp2jHKJcqFZMQMAAAAAIMTS0lJSUpKnd1BrPX78ODY2VjtSuVC5 +PPgxAwAAAAAgytGjR3VvkL58+bKnwTU1NbrByuXBjBYAAAAAAIG6urp0fa77 +O6i1HA7Hnj17dJd0d3cHM2YAAAAAAERJS0vz5R3UWg8fPtS9m1qZJDjRAgAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIHT8fxaZEwA= + "], {{0, 367.}, {644., 0}}, {0, 255}, + ColorFunction->RGBColor, + ImageResolution->{144., 144.}, + RasterInterpolation->"High"], + BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], + Selectable->False], + DefaultBaseStyle->"ImageGraphics", + ImageSize->Automatic, + ImageSizeRaw->{644., 367.}, + PlotRange->{{0, 644.}, {0, 367.}}]], "Output", + CellTags->"RasterizedOutput", + CellLabel->"Out[6]=", + CellID->1393616667,ExpressionUUID->"eac2746c-2d02-4aa3-8327-761ecaf2e331"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Im", "@", + RowBox[{"f", "[", "x", "]"}]}], ",", + RowBox[{"Im", "@", + RowBox[{"g", "[", "x", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"PlotLegends", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"PlotStyle", "->", + RowBox[{"{", + RowBox[{"Thick", ",", + RowBox[{"{", + RowBox[{"Thick", ",", "Dashed"}], "}"}]}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->1204045237,ExpressionUUID->"2365d387-ce3e-40e4-a2c5-3810e67baafc"], + +Cell[BoxData[ + GraphicsBox[ + TagBox[RasterBox[CompressedData[" +1:eJzs3flXW+md7/te96671vnx/gt3rUqlUkk6nbEznpx0ksrQSVdn6JMecmou +M5TxUC7PI3jGI4VtQAIbg7GxAc8GGxvbGBDzPM+DMcZgZswoUVfVch6pMMII +tvRsPXq/FuusPrH07C/U99l8P0ja+/97b+Ufl/1ff/d3f7fmf1j/nz++u/5n +H3/87sY//b/W/8+/rVgT4Lfiww9+s+KTD/0+/Pj77/3f1v9xwvrY//H//N3f +ff5/fwYAAAAAAAAAAAAAAGRYBgAAAEAtskMG4GW02jV6233UMz+91WOjt6qo +Z37UMz/qmR/1zI96FkJvVVHP/KhnftrWo7fvDtA/crFnUM9C6K0q6pkf9cyP +euZHPfOjnoXQW1XUMz/qmR+5GJCLXOwZ1LMQequKeuZHPfOjnvlRz/yoZyH0 +VhX1zI965kcuBuQiF3sG9SyE3qqinvlRz/yoZ37UMz/qWQi9VUU986Oe+ZGL +AblUzcXA0tHVUAn9DPXQ1VAJuRiQi1wMOENXQyX0M9RDV0Ml5GJALnIx4Axd +DZXQz1APXQ2VkIsBucjFgDN0NVRCP0M9dDVUQi4G5GLXAM4UFRXJLgHQDP0M +9dDVgDNM+ICr2DWAM0xcUAn9DPXQ1YAzTPiAq9g1gDNMXFAJ/Qz10NWAM0z4 +gKvYNYAzTFxQCf0M9dDVgDNM+ICr2DWAM0xcUAn9DPXQ1YAzTPiAq9g1gDNM +XFAJ/Qz10NWAM0z4gKvYNYAzTFxQCf0M9dDVUMaD0ofZ5Z2l9U8aOvqnzZal +L8iED7hqmQPZtQD6wsQFldDPUA9dDWUEhKa/FXzD9jU0OuHq05fNxR11Agpj +1wDOMHFBJfQz1ENXQw0WiyXi0LpDoTt27QvdtOe42cLrxYAE7BrAGSYuqIR+ +hnroaqhheOhpe/Qrtq8Gw1c1WZMJH3AVuwZwhokLKqGfoR66Gmp4/LBe5OJK +w/c0WZMJH3AVuwZwhokLKqGfoR66GmpoqckRubjY+E+arMmED7iKXQM4w8QF +ldDPUA9dDTXUFFwTuTg/5k1N1mTCB1zFrgGcYeKCSuhnqIeuhhpK78eJXJx7 ++q+arMmED7iKXQM4w8QFldDPUA9dDTUUpoaJXGxKCNRkTSZ8wFXsGsAZJi6o +hH6GeuhqqCHt9r2jB7ZGHVoTd8T/9tVYTdZkwgdcxa4BnGHigkroZ6iHroYa +Em5WvxV8w/aVamrWZE0mfMBV7BrAGSYuqIR+hnroaqgh6lKZyMWZpR2arMmE +D7iKXQM4w8QFldDPUA9dDTUcOlsocnFxbbcmazLhA65i1wDOMHFBJfQz1ENX +Qw0hMTkiF9e19WmyJhM+4Cp2DeAMExdUQj9DPXQ11LD+2H2Rizt7hjVZkwkf +cBW7BnCGiQsqoZ+hHroaavjowG2RiwdGJjRZkwkfcBW7BnCGiQsqoZ+hHroa +angnJFXk4mmzRZM1mfABV7FrAGeYuKAS+hnqoauhgNHhgRvhf0oOeyvuiH/U +kY1aLcuED7iKXQM4w8QFldDPUA9dDQV0P6xvj37F9lVp+J5WyzLhA65i1wDO +MHFBJfQz1ENXQwEtNTkiFxcb/0mrZZnwAVexawBnmLigEvoZ6qGroYCagmsi +F+fHvKnVskz4gKvYNYAzTFxQCf0M9dDVUEDpvdMiF+ee/qtWyzLhA65i1wDO +MHFBJfQz1ENXQwEFN46IXGxKWK7Vskz4gKvYNYAzTFxQCf0M9dDVUEDuxR32 +14uTN2u1LBM+4Cp2DeAMExdUQj9DPXQ1FGA6t9L++eJrB7RalgkfcNUyB7Jr +AfSFiQsqoZ+hHroaCjhz4fKB0JDjB9efOrw8P+f24hZZNhdt6wSUx64BnGHi +gkroZ6iHroYCDpzJfyv4hu2rtP6JVssy4QOuYtcAzjBxQSX0M9RDV0MB243Z +Ihc3PuzXalkmfMBV7BrAGSYuqIR+hnroaijgk0/viVz8+OmoVssy4QOuYtcA +zjBxQSX0M9RDV0MB/vtuiVw8Mjap1bJM+ICr2DWAM0xcUAn9DPXQ1fB2ZotF +hOK3g29YZma0WpkJH3AVuwZwhokLKqGfoR66Gt5uaHRC5OKA0HQNV2bCB1zF +rgGcYeKCSuhnqIeuhrd71DMicvHa8PsarsyED7iKXQM4w8QFldDPUA9dDW/X +UJV3K/zNy2H/efbIB2ei92u4MhM+4Cp2DeAMExdUQj9DPXQ1vF1ldlJ79Cu2 +r9yT/6bhykz4gKvYNYAzTFxQCf0M9dDV8HbF6ZEiF5viP9BwZSZ8wFXsGsAZ +Ji6ohH6GeuhqeLv8q/vsuThxjYYrM+EDrmLXAM4wcUEl9DPUQ1fD25kurBO5 +OO/yLg1XZsIHXMWuAZxh4oJK6Geoh66GtzOd8RO5uOjmcQ1XZsIHXMWuAZxh +4oJK6Geoh66Gt8s99ReRiyuyEjVcmQkfcBW7BnCGiQsqoZ+hHroa3q4g+rci +F9eX3tZwZSZ8wFXsGsAZJi6ohH6GeuhqeLsDx2P37t8TdmCz8dCqjvYWDVdm +wgdcxa4BnGHigkroZ6iHroa3CwxNfyv4hu1rcGRCw5WZ8AFXsWsAZ5i4oBL6 +Geqhq+HVLDMzb/8tFFu/zBaLhosz4QOuYtcAzjBxQSX0M9RDV8OrjTybFKHY +f98tbRdnwgdcxa4BnGHigkroZ6iHroZX6+odEbn4k0/vabs4Ez7gKnYN4AwT +F1RCP0M9dDW8Wn17n8jFwdE52i7OhA+4il0DOMPEBZXQz1APXQ2vVlzXLXLx +obMF2i7OhA+4il0DOMPEBZXQz1APXQ2vllnSIXJx1KUybRdnwgdctcyB7FoA +fWHigkroZ6iHroZXy74RcffYb69/+m8Xjr6TeiVhKUstm4tWdQI+gl0DOMPE +BZXQz1APXQ2vZjq/tj36FdtX3uXd2i7OhA+4il0DOMPEBZXQz1APXQ2vZor/ +UOTiolsntF2cCR9wFbsGcIaJCyqhn6EeuhpeLffU/xa5uDzrvLaLM+EDrmLX +AM4wcUEl9DPUQ1fDqxVG/1rk4obSO9ouzoQPuIpdAzjDxAWV0M9QD10Nr1Zm ++JHIxZ3N5douzoQPuIpdAzjDxAWV0M9QD10Nr1Zn+HuRiweedmm7OBM+4Cp2 +DeAMExdUQj9DPXQ1vJd5errN+DwUW/8P6/9X2/WZ8AFXsWsAZ5i4oBL6Geqh +q+G9BkfGNu45sXPfgUOhO4xHN2u+PhM+4Cp2DeAMExdUQj9DPXQ1vFdnz/Bb +wTdsX+uO3dd8fSZ8wFXsGsAZJi6ohH6GeuhqeK/a1qciF+88adJ8fSZ8wFXs +GsAZJi6ohH6GeuhqeK+C6i6Ri48mat/JTPiAq9g1gDNMXFAJ/Qz10NXwXhlF +7SIXx1yt0Hx9JnzAVewawBkmLqiEfoZ66Gp4r8uZjSIXX7hTp/n6TPiAq9g1 +gDNMXFAJ/Qz10NXwXmfSqkUuTjM1a74+Ez7gKnYN4AwTF1RCP0M9dDW814mU +UpGLs8s7NV+fCR9wFbsGcIaJCyqhn6Eeuhre697J9x8c/2Va+B9Swv5aUc51 +twD52DWAM0xcUAn9DPXQ1fBexcaftUe/YvtqqcnRfH0mfMBV7BrAGSYuqIR+ +hnroanivKsN3RC5+0tmk+fpM+ICr2DWAM0xcUAn9DPXQ1fBezcbXRC4eHxvR +fH0mfMBV7BrAGSYuqIR+hnroanip0ZFBEYqbjF9xxyGY8AFXsWsAZ5i4oBL6 +Geqhq+GlHj+sF7m40vA9dxyCCR9wFbsGcIaJCyqhn6EeuhpeqrkyS+TiIuMv +3HEIJnzAVewawBkmLqiEfoZ66Gp4qUpTisjFeSf/5I5DMOEDrlrmQHYtgL4w +cUEl9DPUQ1fDS90vrP9kd/T2vUdDQ3emXDi99AWXzWXpywI+hV0DOMPEBZXQ +z1APXQ0vdeVB41vBN2xfibdr3XEIJnzAVewawBkmLqiEfoZ66Gp4qTNp1SIX +p5qa3XEIJnzAVewawBkmLqiEfoZ66Gp4qRPJJSIXZ5d3uuMQTPiAq9g1gDNM +XFAJ/Qz10NXwUvvi8kQurmjsccchmPABV7FrAGeYuKAS+hnqoavhpTZFPBC5 +uK1r0B2HYMIHXMWuAZxh4oJK6Geoh66Gl1p+8LbIxX1D4+44BBM+fND09PTQ +0JDFYlnc09k1gDNMXFAJ/Qz10NXwRjMzM++EpIpcPG1e5Aw/PyZ8+ALrbrL+ +Ijh79uzRo0c3btzo5+dn7fzAwMDg4ODIyMjLly+3tbUtfDV2DeAMExdUQj9D +PXQ1vNFg/5OKyO+YTvzs9rHfXwx/z01HYcKH8hobG/fu3TvnzbsFa1JOSEgY +HR1dyILsGsAZJi6ohH6GeuhqeKOHzWXt0a/YvsoNP3TTUZjwoTCLxXLy5Mn5 +E7Gjjz/+uLi4+KXLsmsAZ5i4oBL6Geqhq+GN6krSRS4ujP6Nm47ChA+Fpaam +LjwU2wQGBj569Gj+Zdk1gDNMXFAJ/Qz10NXwRmWZCSIX58b+h5uOwoQPVTU1 +Nfn7+8+KvceOHSsoKOjs7BwcHGxsbLxz586aNWtmPSYkJGR6enqeldk1gDNM +XFAJ/Qz10NXwRgWpR0UuNiUEuukoTPhQktls3rBhw6z3SM/5u+DZs2enTp2a +FY0vXrw4z+LsGsAZJi6ohH6GeuhqeCNT8lb768UpW9x0FCZ8KKm5uXlW1C0r +K3P2YIvFcuDAAccHb9ky345j1wDOMHFBJfQz1ENXwxuZEgLtny9OPeKmozDh +Q0lpaWmOOTciImL+x/f19QUEBDg+ZXzc6R3D2TWAM0xcUAn9DPXQ1fBGubH/ +ab8edeYZNx2FCR9KCgsLcwy5VVVVL33Krl27HJ/S2Njo7JHsGsAZJi6ohH6G +euhqeKO9MXdX7zq1ZW/43v176upq3XQUJnyox2KxBAUFOYbcvr6+lz7LaDQ6 +PiUzM9PZI9k1gDNMXFAJ/Qz10NXwRmvD770VfMP29ahnxE1HYcKHesxm87Vr +1+Lj448dO7Zr165t27Yt5FkHDx50zMUmk8nZI9k1gDNMXFAJ/Qz10NXwRn77 +bolcPPJs0k1HYcIHPvvvl5hXrFjhmItramqcPZhdAzjDxAWV0M9QD10NrzNt +tohQ/HbIjZmZGTcdiAkfsMrMzHQMxX5+fsPDw84ezK4BnGHigkroZ6iHrobX +6RsaE7k46OBt9x2ICR8YGxtbs2aNYy4ODQ2d5/HsGsAZJi6ohH6GeuhqeJ3W +rkGRizdHPHDfgZjwgbNnzy77ovz8/Hkez64BnGHigkroZ6iHrobXKW/sEbl4 +X1ye+w7EhA8fl52dPSsU7969e/5PLrBrAGeYuKAS+hnqoavhdbLKHopcfCKl +1H0HYsKHLysuLvb393cMxYGBge3t7fM/a5kTRYDPS0lJkV0CoBn6Geqhq+F1 +bsZvro76h4KIn9w7/pvkU7uXvqCzSZ5cDJ9VUlISEBAwaztkZWW99InsGsCZ +Il6JgELoZ6iHrobXMZ1f2x79iu0r7/Iu9x2ICR++KTs728/Pb1YovnDhwkKe +y64BnGHigkroZ6iHrobXMcV/IHJxUXqk+w7EhA8flJqa+uIbJxITExf4dHYN +4AwTF1RCP0M9dDW8Tt7JP4lcXJmT7L4DMeHDp0xPT8fGxi4lFH/GrgGcY+KC +SuhnqIeuhtcpNv5c5OLmypd/4HHRmPDhO0ZHRw8cOPBiKL5+/bpL67BrAGeY +uKAS+hnqoavhdaoM3xW5uPthvfsOxIQPH9HT07N169ZZiTggIMBkMrm6FLsG +cIaJCyqhn6Eeuhpep9n4msjF46ND7jsQEz58QUtLy5o1a2aF4qCgoOrq6kWs +xq4BnGHigkroZ6iHroZ3GR7qE6G40fC6W4/FhA/lVVZWLl++fFYoXrduXUdH +x+IWZNcAzjBxQSX0M9RDV8O7POodeTf4yvJdZzbuOXH02Am3HosJH2qrqakJ +DAycFYp37tw5MDCw6DXZNYAzTFxQCf0M9dDV8C61rU/fCr5h+9p50uUPP7qE +CR8Ka2xsfPGV4vDw8ImJiaUsy64BnGHigkroZ6iHroZ3yat6JHJx2Hn3di8T +PlQ1ODj48ccfzwrFsbGxFotliSuzawBnmLigEvoZ6qGr4V1u5bWKXBx7o9Kt +x2LCh5Ks4ffw4cOzQvHZs2dnZmaWvji7BnCGiQsqoZ+hHroa3uXCnTqRiy/d +b3DrsZjwoaTs7OxZofjIkSNLf6XYhl0DOMPEBZXQz1APXQ3vYrxSLnLx3aJ2 +tx6LCR/qMZvNmzZtmpWLDx8+bHBFbW2ts/XZNYAzTFxQCf0M9dDV8C4HEwpE +Li6u7XbrsZjwoZ7i4uJlS3bz5k1n67NrAGeYuKAS+hnqoavhXXYY7olc3PRw +8XeTWQgmfKgnKSmJXAxIwcQFldDPUA9dDe9SZfhOveGrxRE/yDz+xpPuTrce +iwkf6jly5Ai5GJCCiQsqoZ+hHroaXsRisbQYX22PfsX2NTHxzK2HY8KHerZs +2bL0XHz37l1n67NrAGeYuKAS+hnqoavhRYb6n4hQ3GD4mrsPx4QPuIpdAzjD +xAWV0M9QD10NL/KwuUzk4jLDj9x9OCZ8wFXsGsAZJi6ohH6GeuhqeJG6ojSR +iwui/9ndh2PCB1zFrgGcYeKCSuhnqIeuhhcpuRsrcnHu6b+6+3BM+ICr2DWA +M0xcUAn9DPXQ1fAi+df2i1xsOrfS3Ydjwgdcxa4BnGHigkroZ6iHroYXyUra +2mr8ki0X513e5e7DMeEDrnK8bLXsWgB9YeKCSuhnqIeuhheJvFj6dvC1gJ3n +1u025OSXarv4nPej0fYQgPLYNVic7r7Ri/fqk25X3r4en3nv5uhwv+yKtMfE +BZXQz1APXQ0vsi8u763gG7av8sYedx+OCR9wFbsGC2eZmSlreBKRUvrRgdu2 +E7v/zvO2dwS1GV8pNfzUlLSho0njP4FKxMQFldDPUA9dDS+y8USmyMVtj4fc +fTgmfMBV7BoshMViKcq8sDb8njil274Cd54VF5EQX/kxbzaU35VdsgaYuKAS ++hnqoavhRQJC08X4NDAy4e7DMeEDrmLX4KU6WyoKo39lDbx79u+blYuDdsW/ +mIttX+cSE4ZG3X7adysmLqiEfoZ66Gp4i2mzRcxOb4fcsMzMuPuITPiAq9g1 +mF9xelST8SvPb0Mf8ZO3g6/Zzuof7kkLCE1ffzjlXsS/FEf+WFxi0faVefyN +z19NDk0vruuW/R0sHhMXVEI/Qz10NbzF08Ex+2sKh+544IhM+ICr2DVwxmKx +mBI/nvUq8NGDOwyXy+ra+iyWL/ypc2Sor/RubEH076yPsWbktbsN4vyflFE3 +4/6/i7oDExdUQj9DPXQ1vEVT54CYi7ZEZXngiEz4gKvYNZiTeXraFPfurFCc +e+rfuzsb5n9iQ1nGecPWWW+3PpZUPDVt9kzlGmLigkroZ6iHroa3KK5qXRaS +ZBuKDiYUeOCITPiAq9g1eJFlZibn9HuOibjR+HpJRsxCn26ZuZbd9O7OVMdo +vD8+f3LKy6IxExdUQj9DPXQ1vEVhWrh1mmoyvlYW+b0757Z54IhM+CrJzMyM +kC05OVn2j8Ht2DV4UVxq1d79e5uNX7aF4mrDt9rrC11dpLGjf/nB247R+GBc +9uTEmDsKdhMmLqiEfoZ66Gp4i9yUrfZ33yVv9sARmfBVYjAYlsm2ebMn+lYu +dg1muZnbYouxO/YdbjC8XmH4/kvfO+3M08GxDcef363vveBLGcf+OffUX8zT +09oW7D5MXFAJ/Qz10NXwFqYz/iIXF6aFeeCITPgqIRd7BrsGjqqae98Osb/C +u+doTE9X81IWHHk2uSXywfshF+8f/7Xt14EpYblW1bobExdUQj9DPXQ1vEXe +yT+LXFyZfcEDR2TCVwm52DPYNRAGRiY+OmB/5/Oyvbc6uoeWvuzws8lbUe84 +flq54MaRpS/rAUxcUAn9DPXQ1fAWxcafiSmouTrbA0dkwlcJudgz2DWwmZmZ +2ReXZ7/pfPCN8sYerRbve9JRafie+I3QYny1vtQTN+9bIiYuqIR+hnroaniL +GsM3xRTU293mgSMy4avEMRcnJSU98ZSsrCxyMXxQ2t8+Vmz7upzZqO36HU2l +DYaviV8K1YZvDzzt0vYQmmPigkroZ6iHroZXmJqaaDM+n39ajV/yzIVWmPBV +4piLMzIyPHbcuro6cjF8TVdb9eZ9BhGK957Os8zMaH6UqtxL4veC9Sv/5B8s +FovmR9EQExdUQj9DPXQ1vEJv98OyyO81GV+zDj81hm955qBM+CohF3sGuwZW ++TG/bzG+GnfE/93gK/77b/UPj7vpQKakTSIXp4b/8er9SjcdSBNMXFAJ/Qz1 +0NXwCo0P+22vO/iFXDhgSPHMQZnwVUIu9gx2DUruRIusWhTxw9ziKvcdyzw9 +XRD9z83GL584uM76C+KdkNSWRwPuO9wSMXFBJfQz1ENXwysUVHeJt+QdPlfo +mYMy4auEXOwZ7BofNzLU53gtiLyTf3T3EZ8+ad952Ch+QWw4njk1bXb3QReH +iQsqoZ+hHroaXiE9v1WMPaeuVXjmoEz4Kunv72/6m7GxMY8d12w2i+M+fvzY +Y8eVhV3j40yJH4tQ3GT8yuOH9R44aGl9t+M1vpIy6jxw0EVg4oJK6Geoh66G +Vzh/p9bhuqYNnjkoEz7gKnaNL7Om4Bbjq/YXiy/u8Niho6+Ui98R74Sktj/W +4EbJmmPigkroZ6iHroZXiLpUJmae+yUdnjkoEz7gKnaNLzPFvStCcaXhHycm +nnns0M/Gp1YeviN+TYTE5My44QrYS8TEBZXQz1APXQ2vsC8uTww8ZQ1PPHNQ +Jnxf1tvb29jYaD1DZmRkXLx48dSpU3FxcTExMcnJybdv3y4sLGxoaOjp6dH5 +fWE8j13jszoePSmJ/L7IxaV3Yz1cQEndF95Nnempv6AuHBMXVEI/Qz10NbzC ++uP3xbTjsTfIMeH7mrGxseLi4tOnT69bt27ZwqxevdoalgsKCkZHR2WXrwvs +Gp91JLHwneCr4Qc3VkZ9q9T4Uyl/MjqaWGT7NbFj3+GciDeGB3s9X8M8mLig +EvoZ6qGr4RW2HogO2HnureDr1oFn+NmkZw7KhO8jrJE2PT39wIEDAQEBC4zD +L/Lz8wsNDb158+bIyIjsb0gmx5+J7FrgOU0PB8SfLt8LvlRW6qG7BszSOzC2 +eu+565/+2faatSnhIyllOMPEBZXQz1APXQ39Gx8bsQ05LcZXSyO/76ZPjc0Z +dtxxIOjH4OBgcnJyUFDQouPwi5YvX37+/Pn+/n7Z35wc7BrfFHomX+Ti4Jgc +iZXkXd4l3svdavzSw+YyicXMwsQFldDPUA9dDf3raqt2uJbL9zx2XCZ8hfX2 +9iYkJAQGBmqYiB0FBATEx8f39PTI/kY9jV3jg1oeDTh+sLem9anEYqYmx8sM +PxK/MnJP/UViMbMwcUEl9DPUQ1dD/+pL0sWQUxj9K48dlwlfSZOTk4mJif7+ +/vMH2w0bNoSFhcXExCQlJd28eTM7O7u0tDQ/Pz8jI+PKlSvWTB0VFbVv3775 +k7Wfn9+ZM2fGx8dlf9Oew67xQWHni0Qo3n3KJLuczyqyz4tfGZ/fRrnivuyK +nmPigkroZ6iHrob+ld47bf/jf+x/eey4TPjqaWpq2rJli7MYa/2n06dP5+bm +Pn260Be8pqam6uvrr1+/fuTIkeXLlzuL2NXV1W79vvSDXeNrunpHHF8srmjS +xXskCqN/JX5rFET/s+xynmPigkroZ6iHrob+5V/bLyYc07mVHjsuE75KrAE2 +OTnZz8/vxdy6bdu29PT0gYGBJR7CbDZXVlYeO3ZszqPExcWNjY1p8r3oGbvG +15y6UiBC8TZDtuxynqsvveP4knFV3iXZFX2OiQsqoZ+hHroa+mdK/FiMN3lX +9njsuEz4yujv79++ffusoBoYGBgdHV1fX6/54fr6+i5fvrx27dpZR1y/fv3D +hw81P5yusGt8ysDTrnrD1y6F/dcnu6OtuTi/ukt2RXZ5J/9k+61xK/zNA5GJ +brpgo0uYuKAS+hnqoauhf6bTb4lcXJIR47HjMuErwxp+HfPpqlWrbt686e47 +DpvN5vz8/E2bNjkeOidH5qV6PYBd41NyL+0UJ+frEe9aLPKzp9BeX5h5/Fdb +9obbXsvOqeiUXRETF5RCP0M9dDX072ZMYHHEDxoMr1tHr7qiNI8dlwlfGSIX +BwYGJiUluTsRO5qenk5PT7cmcXIxFGOenq4yfFfk4vxrB2RXNFtESql4j/fH +YXenzRa59TBxQSX0M9RDV0P/Pvn0nm2w+SAkpfOJ524Ly4SvDFsujomJWfgF +tbRlTeLnz58PCAggF0MZjpd9bjJ+ZXhI5u2Z5tTT/+zdnakiGqfnt8qth4kL +KqGfoR66Gvr3/u40MdiMTUx57LhM+MqwWCy9vb2yq/j8Y87T09Oyq3Avdo3v +yI95035FxIQA2eXMLS61Svz6+OjA7YlJmRuQiQsqoZ+hHroaOjc6NiWmmg/3 +3PTkoZnw4arBwUFrBpddhUzsGh/R2VLheMHn9gadzhJDoxPWXxzil8iNnGaJ +xTBxQSX0M9RDV0PnHj4ZFiPN2vD7njw0E76PePbs2d27d81m8xLXyczMXL58 +eXl5uSZVeSl2jY8wnVvpcIPg38ouZz5JGXXil0jQwduT00vd6YvGxAWV0M9Q +D10Nnato7BEjzd7TuZ48NBO+j+jo6LD+t963b9+iP308NDQUHh5uu7IWuVh2 +CXC7ySlzxJGtBRE/tuXisvvxsiuaz8jY5LK9tpeMr+/dvzf3dpysSpi4oBL6 +Geqhq6Fz90s6RC6OvFjqyUMz4fsIWy62WrlyZXFxsatPtwbhNWvWiDsxkYtl +lwC3yy7vtJ2TN+05fvHYB1NTE7Ireonz6VWHQncURvzImuIrDd+bnp6UUgYT +F1RCP0M9dDV07uL9BpGLL9yp8+ShmfB9hMjFNgkJCVNTC7q82+TkZHx8/LIv +IhfLLgFutzs2V5yWz6XXyC7n5fp7O5uNr4k3fpfciZZSBhMXVEI/Qz10NXTu +QsqlTXuOf7Qz4e3ga3cK2jx5aCZ8HzErF1sFBwd3dXXN/6zW1tYtW7YsewG5 +WHYJcK/uvlERiq1fXb0jsitaENPZIJGLSw0/lVIDExdUQj9DPXQ1dC7v5B9t +k0yr8UsVuVc8eWgmfB/xYi62Wr58eVZW1pyPt1gs169f9/f3f/FZK1assK7m +4fp1hV2jvOS79stY7Txpkl3OQnV3Nlh/iYhoXJ3n0d8mNkxcUAn9DPXQ1dC5 +UsNPxSTTWpvnyUMz4fsIs9mcnJz8Ysi1MhgMY2Njjg/u7e3dv3//nA8OCwvr +6+uT9V3oBLtGbTMzM6uPZohcnFniTX8FMp1+S/w2yY/5F88XwMQFldDPUA9d +DZ2rN3xdTDIDTx958tBM+D6ltrZ23bp1L6bdTZs2tba22h6Tk5MTFBT04mNW +rlyZnZ0ttXy9YNeorbb1qQjFH+xOG5uYll2RC1pqch3vuezhP7R+xsQFtdDP +UA9dDT0bHx0SM0yz8csWi8WTR2fC9zWjo6MREREvxt6AgICLFy/O+U9W4eHh +AwMDsmvXC3aN2k5fKxG5OCLFozcI0ERBzO/FB3NSE3Z5+OhMXFAJ/Qz10NXQ +s0ctlSIXVxj+0cNHZ8L3TVlZWcuXL58zAs+yatWq3FyP3lNb/9g1CjNPT1cZ +vnPn2O+OHNi6LCSptP6J7IpcVpV3ucn4lQtH31m56/Q7Ial9Q+OePDoTF1RC +P0M9dDX0rLYwVeTigujfevjoTPg+q7u7e8+ePfOH4hMnTgwODsquVHfYNQqr +K74lTsi1hn+YmvamN1HbWCyW7cftF9NOvuvRe/8xcUEl9DPUQ1dDz4pvG8UY +Zjr9toePzoTvy8xm86VLl5yFYj5N7Ay7RmGmhI/sJ+T4D2SXs0gZhW0iFy8/ +eHva7LmP5zBxQSX0M9RDV0PP7t44c+fY7woiflxv+JrpwjoPH50J35fV1tbO +eXtim40bN1ofILtGPXL8KcmuBVoyT0/XGL4pcnFV3iXZFS3SxOS0375bIhpn +l3d67NBMXFAJ/Qz10NXQs1PXKsT0kp7X7NZjzRl/3HpE6NPo6OipU6fmfxO1 +TUJCwvi4Rz+fqH/sGlU5fqqlzvD1qakJ2RUt3pmb1eI3y45oz733g4kLKqGf +oR66Gnp2MKFATC9FtY89fHQmfB9UXFz8ySefzJmC/fz8eOH4pdg1qjIlBDi8 +ifpD2eUsSXffqPjNYv1qeeSh68kzcUEl9DPUQ1dDzzZFPHAYXTx9jSMmfJ8y +NDQUFRU1ZyLevn17R0dHb29vaGjonA84c+YMLxzbsGuUZJ6erjX8g8jF1XlX +ZFe0VI5/dI26VOaZgzJxQSX0M9RDV0PP/B0+BTY06um37THh+468vLzVq1fP +mXkTExOnpqZsD7NYLDdu3AgICHjxYRs2bKipqZH7XeiBJrvmXHrNNkPW+mP3 +Vx3JqGruXfqCWKLq2vo7x37XYnzVGorrDX/v1W+itilreGL9tfJhSMqJg+sK +In4y8LTLAwdl4oJK6Geoh66Gbo1NTItQ/N6utJmZGQ8XQC72ER0dHXMm4rVr +11ZVVb34+La2tq1bt875lPj4eB9/4ViTXRN+oVjs/fxqTwQWzC/m6ueXevAL +uXD0wNZb53bLLkcD1l8oiSc+aTC8bnsFPPfSTg8clIkLKqGfoR66GrrV2TMs +ZuNPPr3n+QLIxT5izlx84sSJkZERZ0+ZnJxMSEiYMxqXl5d7sni90WTX3E7Y +ajrxs8KIH5VHfrco4/TSF8RSmC2WwNB0cTauaOyRXZE2Cq4ftF9e2/Ads/tv +x8zEBZXQz1APXQ3dsk5fYhLbE5vr+QLIxT5iVi4OCgpa4O2JKyoq1qxZQy52 +pMmuMSUsF4GlMDVs6QtiKSqa7KfigNB0a0yWXZE2Rob6Go2vi04rf3DW3Udk +4oJK6Geoh66GbuVk3T0QGrJlb/jyXWeiLhZ7vgBysY9wzMV79+7t6XHh5bDh +4eFjx46RiwVtcvH5T0Rayb+6b+kLYimir5SLXBxztUJ2OVoyJXxk77SYN919 +OCYuqIR+hnroauhWbvIW+21Bkjd7vgBysY+w5WJ/f/+rV69aFvVaWGZm5vLl +y8nFn2m0a3JTtoq9n3txx9IXxKKZLZYAhzdRVzYp8iZqm47GEtFpbcZXnnQ2 +ufVwTFxQCf0M9dDV0C1T/AdiYim6edzzBZCLfURPT8+uXbtaWlqWskh3d/ee +PXvIxZrsmrwre+x/E7uwbukLYtEcP88SqNCbqIWi6Dc89kcYJi6ohH6Geuhq +6FZBzO/tt8vMv+r5AsjFcInZbL5161Zvr0/fV0iTXVNw44g9F59bsfQFsWin +rleq+iZqm6Kbx2yd1mh4PenECrfe+ICJCyqhn6Eeuhq6VW74gZiNHzaXeb4A +cjHgKk12TVF6pD0Xn2EbynQv4g8nDwet3xNpzcXlqlyJ2tHIUN+94789emDr +ByEXrd9jdctT9x2LiQsqoZ+hHroa+mS2mJuNXxaz8fjokOdrIBcro7u7Ozw8 +fInvlF6irq4ug8EgtwYP0GTXlN6Ps+fi028tfUEsTltdgfgPURL5w8kpt9/J +SIqIlFLxmnjkxVL3HYiJCyqhn6Eeuhr61NvdKuaxOsM3pNRALlZGfX297aJY +1mTq+fc5Dw4OxsfH+/n5WQvIycnx8NE9TJNdU1JZv3HPiTW7Y1bsigs/e3/p +C2Jx8i7usH/29tS/yy7HXaqae0Uu/mB32tiEu+I/ExdUQj9DPXQ19Kmh/K6Y +x4qNP5dSA7lYGSIXWwUGBiYlJT179swDx52YmLh27VpQUJA4Orl4IRxzyr64 +vKUviMUpMv7Sfh5Oj5RdjrtYZmZWHckQLXe/pMNNB2LigkroZ6iHroY+5efn +XDj6TvqxfymI+EnW6fek1EAuVkZra+uyL1q1apU1HT958sRNR+zq6jp//vzq +1atnHbegoMBNR9QJTXZNY0e/CCnB0Yr/JUG3+no624z2exj193bKrsiNku/W +i5bbedLkpqMwcUEl9DPUQ1dDn648aBRTSsKtGik1kItVUl1dvWHDhmUvOHLk +SElJidls1uQok5OTubm5oaGhLx5o5cqV1n/S5Ch6psmuaX88JLb/5ogHS18Q +i+B49bMi4y9ll+NeT/qfiZazfj1+OuqOozBxQSX0M9RDV0OfYq5WiBElPb9V +Sg3kYsWMj4/Hx8e/mFit1q1bl5iYWFxcPDS0mCu8PX78ODMzMzo6etWqVXOu +HxYW1t/fr/l3pEOa7JruvlGx/T/59N7SF8Qi5J76d5GL89x8Y1892B2bK7ru +wp06dxyCiQsqoZ+hHroa+hQany9GlOK6bik1kIuVVFNTM+cLx8LWrVvj4uJM +JlNdXV1nZ+fg4KDjq8lTU1N9fX2tra2VlZV3796NjIxcs2bNPKsFBQVlZWVJ +/H49TJNd0z88LrZ/0KE7S18Qrpqcmqo2fFPk4rY6xd//b5VV9tDab+v3RJ4/ ++m5R1E/NFm3eQ+KIiQsqoZ+hHroa+rQ2/L4YjNu7Jdyk6TNysbrGx8fT0tLm +z7OzrFixYt26dY5X0HqpwMDAs2fP+sjLxIImu2Z0fEps/2V7by19Qbiqsqnn +3eAr2/ceSTjy4YPI38kuxxMmJqezI+zXGavOv6r5IZi4oBL6Geqhq6FDMzMz +7+9KE4Pxs/EpKWWQi9U2OTmZkZFhTbsLj7oLZI3PKSkpi3tLtrfTZNdMmy1i ++78Tkrr0BeGqhFs14j9BzNUK2eV4iCn+Q4cbZ/8fzddn4oJK6Geoh66GDg2M +TIiRzH+ftFeLyMW+YHp6Oisra/v27Zok4rVr116/ft0zN4HSJ612zYMTbxRE +/KQ08h+ro745NTmuyZpYuPXH7e/YKax5LLscD2kouyNycbPxteFBje91zsQF +ldDPUA9dDR1qejhgvxptpLSr0ZKLfUpPT09GRsbRo0cDAwNdysJ+fn579+61 +xuG2traZmRnZ34dkWu2aesPXRUIZHnyqyZpYoN6BMXEGfndn6tiEnHfsSFFu ++IFovMLUMG0XZ+KCSuhnqIeuhg4V52XEHF55MDR4y95Pj5/LkFUGudg3TUxM +lJaWJicnx8TEHDp0aNu2bStXrhQpePny5Zs3bw4NDY2KikpMTMzNzR0ZGZFd +so44/sVgKetUG74t4klvd5tW5WEhMoraRS7eHav+zcUc5V0Kcbg71S+0XZyJ +Cyqhn6Eeuho6lHdlj/1DXudWeuagc74U6JlDQ/8mJyf7+/vHxsZkF6J3Wu2a +csMPxUmgq61KkzWxQGHni0QuvpbVJLscj+p93NJq/JLovY7GEg0XZ+KCSuhn +qIeuhg6ZEpaLsST/2gFZZZCLAVdptWtKjD/zqZsE6YfZYvHbd0vk4rauQdkV +eVp+zB+ev4864kfXryRquDITF1RCP0M9dDV0KO/kn8VIXJGl5VjiEnIx4Cqt +dk1h9K/FSaCh/K4ma2IhGmorduw7/G7wFWso/ujAbR/8yHxpZmJy2Fub9hy3 +/QTMFotWKzNxQSX0M9RDV0OHSg0/ESNxa22erDLIxYCrtNo1+TH/Kk4CNQXX +NVkTC5Gbss36M280fOX2sd8nJZ6UXY4Ek9Nmf4dXzItru7VamYkLKqGfoR66 +GjrUaHxdjMRD/U9klUEu9h0jIyPDSzM6Ojo5OWnR7qUlL6XVrsk99Rf7m0ay +z2uyJhaiMPo34idfcidadjlyxF6vFLn4SGKhVssycUEl9DPUQ1dDbwb7u8VU +1mh4XWIl5GIf8ejRI5duzDS/1atX79ixIyoq6ubNm0+eSPurjixa7ZrYC6lr +dxtW7joduPOsqaxVkzXxUs9GB1uMr3Il8ObOAcc7VQ2NTmiyLBMXVEI/Qz10 +NfSmpSZXTGWlhv8psRJysY/o6OjQMBfPYjAYRkdHZX+LLjObzYP/bWhoyKUn +arVrYq5WiGByr7hdkzXxUlW5l8Tpt8zwY9nlyLTxRKbowLTcFk3WZOKCSuhn +qIeuht4UlZRHHVpz4eg7t8LfzIgNlFgJudhHuDUXW61bt66lRZu52mMuXrwo +6u/q6lr4E7XaNWfSqkUqualRKsFLmRI/tt8j72yQ7HJkupHTLDpwU8QDTdZk +4oJK6Geoh66G3qSZ7NNI7I1KiZWQi32Eu3Ox1dq1a1194VWi1tZWPz8/UfzD +hw8X/lytds2FO3XiPHDlQaMma+KlSoz/S+Ti8iyf/lj34MjEOyGpoglbtbhf +FRMXVEI/Qz10NfQmLrVKjCI3cpolVkIu9hGTk5OZmZnXr19/Mc8GBgZu27Yt +LCwsISEhOTk5JibmwIEDGzdudIyNgvWRmzZtWrly5ZzR+OjRo7K/0QUZHBzc +vHmzY+VScrE1C4vzQFJGnSZrYn4DT7vajH+7EYDxS8NDT2VXJNnhc4UfhFw8 +FLrjzrHf5SSuXfqCTFxQCf0M9dDV0JuDCQViHi6oduENnJojF/uO6enpkJAQ +xzAYFBR05cqVsbGxOR/f1dUVFRXl+Hh/f//y8nLbv46OjmZlZW3fvn1WNG5s +1PvrnsPDw9Z0P6tsKbn4Zl6LOA/Ep1VpsibmV1Baferw8szjb7QYXy0y/lJ2 +OfKV5N1uNHzF9oeCasO3zBbzEhdk4oJK6Geoh66G3qw/dl/Mw21avHVt0cjF +vsMagR2T4PHjx60J8aXP6ujoWLdunXjWmjVrHC+xZTabjUaj47JxcXHu/CaW +qq+vLzg4+MVXuqXk4nvF7eI8EH2lXJM1MT9xrbP3Qy5eScuQXY58ExPPGgxf +E28sry1MXeKCTFxQCf0M9dDV0JWZmZn3d6WJefjZ+JTEYsjFPmJ8fPyjjz4S +MXDHjh2Tk5MLfG5TU5O/v794bnJysuO/WiyW/fv3i39duXKlNSy74TvQQGVl +5erVq18MxbJysanykTgPHE8u0WRNzO/jsLviZ17V3Cu7HF0wxX9gvxDZmaX2 +NhMXVEI/Qz10NXSlb2hcDGYB+9PlFkMu9hEmk0lkQGtA7u7udunpjh9MXr9+ +/czMjOO/lpeXO2bM3l7dxY2pqalLly7NmYgl5uLy/Ft5J35aHPmDyqhvZZ16 +S5M1MY+e/mfi3PverrTJKZ3+AcfDagquiVxcb/j65MTcH6xYICYuqIR+hnro +auhKfXufmM22GbLkFkMu9hEJCQkiAx48eNDVpz969MgxRfb09Dj+qzUmBwUF +iX/V1UeMrbXl5+dv3LhxnlAsKxfXFt4QeSQ/5k1N1sQ8Mks6xLl37+lc2eXo +hXl6usbwTdGKFdlLukY3ExdUQj9DPXQ1dKUw8+KlsP+KObziYGjwycRrcosh +F/uIY8eOiQw4643QC2GxWJYvXy5WaGhomPUAxytZ6eeUOzk5uWfPnvkTscRc +3FRxX4SRwuhfabIm5hF5sVTk4suZs3vYl5nOrRStmHv6r0tZSj/bH1g6+hnq +oauhK7kp2+wf5rqwXm4x5GIfcejQIZEBL1++7OrTZ+XiioqKWQ9w/IjxgwcP +NKp6qUZHR1+MwKtWrSouLo6JiZGei9sbisSpoMT4U03WxDxWHckQubiurU92 +OToi/kTTYnz15rE/jk9OL3opJi6ohH6Geuhq6Iop7j0xDBfdPC63GHKxj4iO +jhYZcBF3GZ71PuqmpqZZD9iyZYv419LSUo2qXqoXc3FERMTg4OdXgNdDLn7c +Xmt/86rh+5qsCWeeOHy4+P3dadNmi+yK9OV2xF/CD27033ne+vMxVXQueh0m +LqiEfoZ66GroSmH0bxxuinFDbjHkYh/heJOmoKCggYEBl57ueN2tZS9cWWtq +aiowMFD8a0dHh6a1L55jLj506FBdXZ34Jz3k4r6eTnEqqDZ8S5M14Uzh7Zh7 +x3998nDQ1r2fhp7Oll2O7py/XSv+bnD4XOGi12HigkroZ6iHroauWAdgMQw/ +flgvtxhysY9wvB611b59+6anF/pWycbGRsf7NK1atWrWnZgyMzMdFx8bW9L1 +bDVky8VHjx598VJgesjFo8MD4lTQYPiqJmvCGcc36uReCpFdju60PR4Sufjd +namjY4u8gSATF1RCP0M9dDX0Y3xsRMxmLcZXp6cXeg9ZNyEX+whrVl2xYoVj +ErQGw2fPnr30iW1tbWvXrnV8YmxsrOMDBgcHHa/2bE3NbvsmFmN4eHjO/10P +udg8PS3OBq3GL2myJpypNHzP/leI0juyy9Gjdcfui2icWbLId30wcUEl9DPU +Q1dDPzoaSxw+UfgD2eWQi31IcnLysi+yZtjU1NSJiYk5H29NxI5XsRZaWlps +D+jr68vIyFi3bp3jvyYmJnrwe1o8PeRiq837DB/vPrl8Z8KykCRup+s+3Z0N +4sTbbHxtanJcdkV6dPFevcjF++LyFrcIExdUQj9DPXQ19KMyO8nhjqV/kF0O +udiHDA4OfvLJJy/m3MDAwK1btx49ejQ2NjY6OjoiImL37t1r1qx58ZFWCQkJ +YsGwsLBZ/xoQENDf3y/xe1w4neTigNB0kUSGn0l+94jCSu5EixNvQczvZJej +U129I6Ib3w65MTQ691/M5sfEBZXQz1APXQ39SH9QvHf/3qhDa5KOvn37/D7Z +5ZCLfUtHR8fKlSvnDLwLcejQIccXlzdt2jTrAbPeYq1nS8zFcypyXeD+NJFE +7j7IX8QKWIi70W+LXJweu1p2Ofr18eFboiFPpTxYxAopKSmaVwXIQj9DPXQ1 +9OPAqbti6jBcyPTYcecJO+6LHtChxsbGOV81fimDwTA1Zb8Uz/T0tJ+fn+MD +jh07Nj7uNW9P1cnrxeuP2z/R2dkz90ehsXRlhh+JXFxXlCa7HP268qDR2opr +dsecOrw84+SHi1ihiFcioBD6Geqhq6Ef++PzxRhcXNstuxxeL/ZF1vSalJQU +EBCwwER85MgR8Zlioaury/ExFy9etFi86YawOsnF2wzZ4oTQ3OnazbOwQAP9 +PS3GV8XVDsfHRmRXpF9dj58URPxEXAtu4OkjV1dg4oJK6Geoh66GfnwcZn+9 ++OET+S8PkYt9Vm9v782bN/fv3z/rZV9h7dq1YWFh9fVz30psbGwsPj7+9u3b +1gd40cvEgk5y8e7YXHFCqGl9qtWycFRY8/j9kEvb9x49eTgozegvuxy9Kzb+ +TLy2XpgW7urTmbigEvoZ6qGroRPTZsvbITfEGKyHy8+SizE6Otra2lpWVvbg +wYP09PTCwsL29nZvjLou0UkuPphQIE4IpfVPtFoWjhJuVosfcsKtGtnl6F3e +5V0O1yj7vatPZ+KCSuhnqIeuhk48fmq/2ufKwxmyy/kcuRi+SSe5ODypWJwT +8qq6tFoWjrYb7W9WL6x5LLscvXvcXut4W+3+3k6Xns7EBZXQz1APXQ2dKK3v +FuPZ3tO5ssv5HLlYJcPDwx1/MznpuZv+WCwWcdynT73jzcA6ycUZZzcVRvyo +PPK7tVF/X3QnRqtlIUxMTr8TkipOvIu795CvKTb+3P5W6tQwl57LxAWV0M9Q +D10NnUgzNdtvgXGtQnY5nyMXq8RgMIigl5HhuTck1NfXi+Nu3rzZY8ddCp3k +YtPZIPt7VlOParUshOqWXnHWXRt+X3Y53iHv8u5F3+6ZiQsqoZ+hHroaOpF5 +dm3m8Tcuhv3VcGj1nfsPZJfzOXKxSmTl4rq6OnLx4pjOrxUBJO/KHq2WhXDp +foPIxdFXymWX4x0eP6wXbVkd9c3+AReulM7EBZXQz1APXQ2dKIj5vRg2qkwp +ssv5HLlYJeTihdNJLs69uF2cE3JTtmq1LIR9cXkiFz8odeG/so/LMf5rStj/ +2bHv8NvB124XtC78iUxcUAn9DPXQ1dCJKsN3xAzc1VYlu5zPkYtVQi5eOJ3k +4vyr+8Q5wXT+E62WhY15ejr4wIl3g6/YcnF336jsirzG9ewm8feE3adMC38i +ExdUQj9DPXQ19GB8dKjN+HwAbjG+OjWli8u/kItV4piLr169OuIp1nMsuXhx +CtM+tefihI+0WhY2LTW51h9sk/G1zONvnA5fK7scb9LT/0zk4reDbwwML/TG +bUxcUAn9DPXQ1dCDtroCMQCXG34ou5znyMUqcczFspCLXVJyJ9qei+Pe02pZ +2BTcOGx/m3rsf8kux8tsM9jvb5We37rAZzFxQSX0M9RDV0MPyjLP2C+wc/LP +sst5TsMJH9KRixdOJ7m4/MFZh+D2n1otCxvT6bfEjzf/2gHZ5XiZGzn2Gyjs +jl3ojQWZuKAS+hnqoauhB7mXQuwvDCWull3OcxpO+JCOXLxwOsnFFbUtn+yO +XrErzn/n+YNxWVotC5sqw3fFWbe5kh+va77wVuqQhd76mYkLKqGfoR66Gnpg +intPTGiFaZ/KLuc5DSd8SEcuXjid5OKGjn4RPYJjcrRaFla9j1vsodj42tTk +Qj8hC2FLVJboz3vF7Qt5ChMXVEI/Qz10NfRgZ/TdtbsN+/fvjj60sqaiQHY5 +z2k44UO627dvH5ItPj5e9o9hQXSSi9u7h0Tu2BShi3uaK8PxoysF0b+VXY5X +upzZaO3Md4Ov7NoXejl2x0KewsQFldDPUA9dDT3w339LDMBPB8dkl/McuRi+ +SSe5+InDW1U/Drur1bKwMp1bbf/oyoV1ssvxSp2Pe69++pd6w1f/+zX3L48M +9b30KUxcUAn9DPXQ1ZBu+NmkmH4/2J02MzMju6LnyMXwTWfOnHHMxd3d3Qt/ +roa7ZnBkQpwZPjpwW6tlYZVoDH5w/I0m41esma4i+4LscrxVmeHH4s8LJXdP +vfTxTFxQCf0M9dDVkK7R4VOEm/X0bklyMeAqDXfNxOS041/MtFoWk9Pmd3em +Wn+q7wRf3bAnYqD/5S90Yk65SZscLpn+Hy99PBMXVEI/Qz10NaTLKnsopt/w +C8Wyy7EjFwOu0nDXzMzMiDOD9Us/7yTxdvXtfeKnuoY3qC9BS02uyMVNxq+M +j43M/3gmLqiEfoZ66GpId+FOnRjSkjLqZJdjRy4GXKXtrvlwz01xchibmNZw +ZV+WarLfe/dESqnscrxbpeF7IhpXZCXO/2AmLqiEfoZ66GpIF3a+SAxpWWUu +XOHH3cjFgKu03TVZEb8tjfzH6qh/aDS83tfTqeHKviz8QrE45abnt8oux7uZ +Ej+2X8Es7p35H8zEBZXQz1APXQ3pNh1LF0Nac+eA7HLsyMW+aXR0tLW1taCg +IC0t7brrBgZ01MOep+2uqTB8X4SOx+21Gq7sy1YeviNOuS2PfLpdl66hLEO0 +aL3ha1NTE/M8mIkLKqGfoR66GnJNT082G79cEfmdjGP/nHj0vWfjU7IrsiMX ++5r29vbQ0NBlS1NeXi77+5BJ211TavypCB1t9fy20kDf0LgIxe/vSps2W2RX +5N3MFnO14Vs5J/7JeGjV6t2nyhqezPNgJi6ohH6GeuhqyNXZUiHm3irDd2SX +8wXkYp9y7tw5Pz+/JYZicrG2u6Yw+tfi/NBQfk/DlX1WUe1jkYtDYnJkl6OC +uKsF4kcafWW+7c/EBZXQz1APXQ25KrLPi7k3P+ZN2eV8AbnYdxQWFi49EZOL +P/vvXSMsfbX8mH8V54fq/GtLXxAZlyOjD63ase/whyHJZ25Wyy5HBZVNPSIX +B4amWyxOL5zOxAWV0M9QD10NufIu77JftOTcComVzJlxJNYDj3n27Nknn3xC +LtaEtrsmN/bfxfmh/ME5DVf2Wfkxbz5/X7rxlZLMl1w/GQthtlj8998S0bim +9amzRzJxQSX0M9RDV0MuU9x7Yu4tTA2TXc4XkIt9hPU0OCvbrlixIi4u7u7d +u3l5eaWlpWWuGB8fl/0NyaRxLnY4PxRnxGi4sm+yWCz1hq+LH2lXO68XayPq +UpnIxXGpVc4exsQFldDPUA9dDbmKjL8QQ1pdUZrscr6AXOwjrl+/7hiKN23a +9OjRI9lFeSttd43p7Efi/FCQ9qmGK/umR61V9vOt4euyy1FHcV23yMUrD9+Z +mZn7rdRMXFAJ/Qz10NWQyGKxNBpfF3Oa3u5PSi72EdHR0Y65+OlTp2+DxEtp +u2uSU7NW7YoN3Hn2g5CUa1kNGq7sm0oyTtqv53DyD7LLUcfktPnDPTdFNG56 +OPfdr5i4oBL6GeqhqyFRT3dnRdS3dfviBbnYRxw8eFCE4u3bt8sux7tpu2su +3W8QWSP5br2GK/sm07mVIhfnJm+WXY5SjiUVP7/01s6z165dnPMxTFxQCf0M +9dDVkKis4Yl1ivgwJGXTnuOnYo7LLmc2crGPiIyMFLk4OjpadjneTdtdk2Zq +Frk4gYsnL1mR8Q2RiytzkmWXo5T88sbIQ588OP7LNuMrFYYfzPkYJi6ohH6G +euhqSJTqMPTGXK2QXc5s5GIfkZSUJHLxgQMHZJfj3bTdNXeL2vV8ivAuU1MT +zcbXdPu5FW/3bHTQ8cfb3jDHcMXEBZXQz1APXQ2JjJfLxdB7M69FdjmzkYt9 +RHl5ucjFK1eunJiYkF2RF9N21+RUdIpTxInkEg1X9kEtD3tD9h08eTjoVvib ++VE/l12OgnJP/W/729RTtr34ACYuqIR+hnroaki0w5gtht6q5l7Z5cxGLvYR +Fotl/fr1IhonJCTIrsiLabtrimvtl/k9cq5Qw5V90J2CNvHD/PRCsexyFFR8 +2yhycanhpy8+gIkLKqGfoR66GrLMzMx84HABz4Fh3d31lVzsO/Lz8x0vSZ2V +leXsTiuYn7a7pqq5V5wi9p7O03BlH+R4j93r2U2yy1HQ0MCTFuOr9ttDt83+ +RDwTF1RCP0M9dDVk6e4bFUNaQGi67HLmQC72KfHx8Y7ReO/evTU1NSMjI7Lr +8jLa7pqmhwPiLLHDmK3hyj5ow/FM8cOsaeVmZG6RH/OmyMV5V/bM+lcmLqiE +foZ66GrIUlT7WAxpe2JzZZczB3KxT7FYLImJicteEBQUFBwcvG/BOjo6ZH8r +Mmm7azpaqoojflAZ9e16w9eKDf9Lw5V9zdjE9Nt/O99a/w/r/1d2RWoqTPtU +5OIi4y9n/SsTF1RCP0M9dDVkSbuVvna34d3gK9Y5LT6tSnY5cyAX+5Tx8fFL +ly69mItdVV5eLvtbkUnbXdPdWS9SRoXhHzVc2ddUtzwVf4fccDxTdjnK6nvS +0WZ8pdHw+o3wPx0IDXk6OOb4r0xcUAn9DPXQ1ZAlN/a/rLNui/HVgoif5N6/ +LLucOZCLfcfk5GRoaOjSQzG5WNtdM9j3WOTiWsM3NFzZ11zLbhK52HC5THY5 +KjPExLwXfMn2o76V1+r4T0xcUAn9DPXQ1ZClzPAjMfE2V+nxk4PkYt8RGxur +SSgmF2u7aybGR+1nCeNrGq7saz69UCxy8Z3CNtnlqCzN1Cx+1LtPmRz/iYkL +KqGfoR66GlJMjI22Gr9kG3fbjK+Mjw7JrmgO5GIfMTAwEBAQoFUurqmpkf0N +yaT5rhEnCuuXeZpPxS5SSdSPM4//KuHIh6Ghu1oe6u6meCrpGXj2lsNHuYdG +7fdDZ+KCSuhnqIeuhhQtNbkOHxv8gexy5kYu9hHp6emzsm1wcPCDBw9aWlr6 ++/vHXST7u5FM813TYPiqOFeMDPdru7iP6OvpdHzZfWpq4uXPwRJsicoS0Tiz +xH4hPiYuqIR+hnroakhRfDtKzGm5sf8hu5y5kYt9xJkzZxxDcUJCguyKvJjm +u6ba8C1xrujtbtd2cR9RmZNsv0hy9Buyy1HfpfsNIhcfPlco/ncmLqiEfoZ6 +6GpIYUr82J6LU7bKLmdu5GIfER4eLkLxhg0bpnmz7hJovmvKDT8U54pHrXq8 +cL3+5SZvFj9D07mVsstRX3v3kMjF7+9Km5h8fkph4oJK6Geoh66GFPkxb4o5 +rezBWdnlzI1c7CMOHTokcnFkZKTscryb5rtmf9TF5bvOLAtJeif4asujQW0X +9xF5MX8Q59uSjJOyy/EJa8LuimhcWNFk+x+ZuKAS+hnqoashRWL48gfHf1lv ++Jp1Tutq0+lrQORiHxETEyNy8enTp2WX49003zW7TplEvqht69N2cR9Ra/iG +yMWdLRWyy/EJCTcrt+89ev7ou+WR3zXFvWv7H5m4oBL6Geqhq+F5Q6MTYtD9 +eG+C2WKWXdHcyMU+4tKlSyIXh4aGyi7Hu2m+aw4mFIjTRVnDE20X9wU9Xc0i +FDcaXtft+VYxDWUZ4sdeZ/j69PTkZ0xcUAv9DPXQ1fC8quZeMehuM+jxzsU2 +5GIf0dzc7HjdrcePH8uuyItpvmvCk+w33s2r6tJ2cV9QZrrWYnzVFtAKon8r +uxxfYbaYaw3/IKJxbWHqZ0xcUAv9DPXQ1fC8GznNYtA1XimXXY5T5GLfERwc +LHLx4cOHzWZeU1skx78waLKg4XLZnLe8wQIlZdS9G3xl454T4Qc33rwYJbsc +H5Jzxs/hcmcrPmPiglroZ6iHrobnnUgpFYNuen6r7HKeWzYX2UXBQx4+fLhq +1Srx3/3EiRODg1ziaTE03zVxqVU6PF14kQNn8sUPMLu8U3Y5PqTKlCJycZXh +O58xcUEt9DPUQ1fD89Yfvy/mtPp2/V5Ih1zsU5qbm4OCgkQ0tv7f8fHxeXl5 +XV1dQ0NDU1NTsgv0DprvmvN3asXp4mpWo7aL+4KPDtwWP8BHPSOyy/EhExPP +Go2vi2jcUpPDxAWV0M9QD10ND5uYMr8dckPMaWMT+r1XLLnYRzx79iwlJSU5 +OXnXrl1zvm3Axs/Pz38B6urqZH9DMmm+a648aBSni6QMn/7ZLsLTwTHx0/tg +z03LzIzsinxLbux/2d9KnbSJiQsqoZ+hHroaHtb0cEDMaWvD78kuZz7kYh/R +0dExTxx2VXm5fj8y7wGa7xpTmqE88ru1UX/fZHzNdG6Vtosrr6j2sTjf7jxp +kl2OzynJOGkLxWWR3zsXSS6GUuhnqIeuhoeZ7qZEH1q5c9+BwJ3nwpOKZZcz +H3KxjyAXa0jzXVN064T9Fbczftourrzku3UiF59Jq5Zdjs8ZHuyNPRy0brfB +9p/gTmae7IoAzZAgoB66Gh5mOuNvn3Kv7JddznzIxT6CXKwhzXdN6f04+xnj +9FvaLq48x7s/c9EtKfbF5Yn/BFHnM2WXA2iGBAH10NXwsGLjz8WUW1NwTXY5 +8yEX+4i+vr7t2mltbZX9Dcmk+a5xvKhv3sk/a7u48nYfjno/5KItlHX2DMsu +xxfdLmgVuXj9p+myywE0Q4KAeuhqeNLU1ESz8ctiyh3s75Zd0XzIxYCrNN81 +dcW3xBkjP+Z32i6utt7uNusPrdX4pcKIH10Mf4eLbknRN2S/9Jn1a3BkQnZF +gDZIEFAPXQ1Paq3NEyNupeF7sst5CXIx4CrNd01zdbY4aRQZf6Ht4mqrzEkW +P7rC6F/LLsd3bTNki1x8r7hddjmANkgQUA9dDU9yvIRObux/yC7nJcjFgKs0 +3zWdzeXipFFm+LG2i6st9+J2+0ezz62QXY7vcrzX2MGEAtnlANogQUA9dDU8 +KedMgP2jgpdCZJfzEuRiwFWa75qerhYvepOJruSe+ov40RWnR8oux3c9fDIs +cvF7u9LGJqZlVwRogAQB9dDV8KQS48+85aJbn5GLAddpvmuGR8dW7Irz33n+ +/ZBL/vtuabu42qoM3xXn27Y6XqaUaW34Pb+QC4dDt6eF/7H0wXnZ5QAaIEFA +PXQ1PGZiyrxt36eGQ6tTw/9YEfmd4cFe2RW9BLkYcJXmu2babBGvtb27M1Xb +xRU22N8tQnGz8ctTU1zuSaa7KQdbjK/+7XZjb8suB9AACQLqoavhMXVtfWK+ +XRt+X3Y5L0cuVklubu4pj3jy5Ins71Umd+waaxwWpw5rTNZ8fSXVFFyzv4na ++HPZ5fi6xor74j9HveFr/JkCCiBBQD10NTzmRk6zGG4jL5bKLuflyMUqMRgM +yzyivLxc9vcqkzt2jf/+W+LUMTI2qfn6Srp7K+Xusd/WRv395y9QnvGXXY6v +M1vMNYZvetHHiICXIkFAPXQ1PCb8QrEYbm8XtMou5+XIxSohF3uGO3bNqiMZ +4tTxdHBM8/WVdCypxPYTW77rzP3sfNnl4DPTGX/75cETlssuB1gqEgTUQ1fD +YxyH2+bOAdnlvBy5WCXkYs9wx65Zf/y+OHU8fDKs+fpKWhtu/6E1PuyXXQ4+ +q8q7LHJxteHbFgufCIB3I0FAPXQ1PGNgZMLxRhVe8SFBcrFKyMWe4Y5ds8OY +Lc4eTQ+94E9q0o1PTouf2NvBNyamzLIrwmeTE2MNhq/aL4ZWmSW7ImBJSBBQ +D10Nzyiu6xZz2o7obNnlLAi5WCXWuHrJI/r7ffq1OXfsmr2n8/529rhe1eTT +lzVboPp2+0UO1x/3gosc+ohM4/M7Srcav3T/4iHZ5QBLop8E0fu4pbyiIs3U +HJdatSUq68O9NyMPbyiJ/EFZ1PfLDD8uNv48P+ZNU9w7pqQNBXfiGjr6uYc4 +nNFPV0NtSRl1Yk6LT6uSXc6CkIsBV7lj19yL9a+K+maD4fU24ysV2dz79eXS +81vF+fZEconscvDczQtHboW/efTAFv+d59cf4+8V8G5yE0RXW3XBjSO5sf9p +u6LdhaPviJOe9Sv60Crx3gzHr/Rj/2J7F83GE5mnrlXkVXWNjk1J/C6gN+Ri +eIYp5s/ZJ36eePS9g6HBuSV1sstZEHIx4Cp37BpT3LtiqinJOKn5+uqJvlIu +5sMbOc2yy8FzObkFjjcd6+odkV0RsHhSEkRnS1Vu8uYyw49nBd77x3/tmIsj +Dq6dMxcnHPnQ8WGfZ+SQG3tP597Jqx942uX5bwd6Qy6GB5gt5gbD18R56XF7 +jeyKFoRcDLjKLbk44SNx9ihM+1Tz9dWzzZAlpr7Kph7Z5eA568QVeiZf/Ke5 +ltUkuyJg8TyZICanzVllD3eeNDkLvDVR33BMu2EHtsz5MOv/PisX274OhIa0 +GF/NPfXvVXmXuCaeLyMXwwPaG4rESanO8A3Z5SwUuRhwlVty8Xn7IJR3ZY/m +6yvGPD0de2TFnv37gnbFW+e9odEJ2RXhOevElVHY5nWX2gDm5JkEMfJsMuVe +fWBoum3X+IVcaDK+NivtNhpfL4z+dezVwhs5zXeL2+8UthWU11dXlbQ1VnW2 +VLTU5NTkXy2+bcxN2RqbeG398ftvv5CLb4W/KVYrN/ygMDVsYuKZB7476A25 +GB5QePOYOOHknvrfsstZKHIx4CrHS3NrtWbuxR32E0jyFq2WVdXD5jL7286j +fiS7HNhZJ67+4XHHaXxgeFx2UcAiuTtBjI5NXbhT9+Gem7My7NVPP79+XYvx +1fyYf82/tr+1Ns887dp1tMYmpisaexJv126KeGBdcFlIUrPxy7OydrXhW/nX +DoyP8WEH30IuhgeY4t7T/8s9c95zR3ZRgJdxx66xDifiBGJKXK35+oopvXda +/LjyT/5Bdjmws01cO6Lt9x3LKGyTXRSwSO5LEFOT43nXj3607/qc73mOjE0s +uWMcGerT5FhP+p/dvpNeavifc77v+uDRsIyidotlRpNjQf/IxfCACsP3xUmm +ofSO7HIWilwMuModu6bo1gl7Lj7jp/n6ijFdWG//cV1YL7sc2NkmrmtZTWLC +Dz2TL7soYJHclCBqCq6VG35oPX0ZD612jMP++2+dS6/p7ht1x0GtmiuzTPHv +O75wnHn8V7ZDbzyRWdP61E3Hha6Qi+FufT2d4iRjPeF40Uc2yMWAq9yxa0rv +x4lzSPbp9zRfXzF5J/8oflxl907LLgd2tonrUe+Ibdj+ZHf0ySMrtXrZC/Aw +zRPEYH+3490H6g1f9d953rpTlh+8nWZqHp/0xE2HrSOr6fzaRsPr1gK27P30 +C9e4TikdGOFyDYojF8PdSnJv1hm+/vxastG/kl2OC8jFgKvckotr2j7amfBh +SMrbwdcOJhRovr5iagzfEoNlZ3OZ7HJgJyauhIjNJZHP30ZVyt8u4J20TRDl +DxJqDd+Y9Tbm5PAPrmU3TU6ZNTzQQgz1P7l7KfyD3Wmz3sLtv+9WZkmHh4uB +J5GL4W7xaVXWaXbtbsOxgxtuX4qQXY4LyMWAq9yxa2rb+sRYsuuUSfP1VTLw +9JHD+3Nec/VyNHArMXGZkjbYLyV3+q9yqwIWR6sE8Wx8wvFlYttXq/FLpoTl +g/3dmhxicfqHxw2Xy178gPPF03v7npCO1UQuhrttibLfSbO4TuYpzlXkYsBV +7tg1bV2D4hyyJfKB5uurpKbguhgsi42/kF0OvkBMXM2VWfZrbhi+OjkxJrcw +YBE0SRCtXYNrwu4mHX3bMRSXGH/WUpOz9MU10fiw33GO3b73SJvxlVrDN6pM +KbJLg/bIxXCrZ+NTjveJGxmblF2RC8jFgKvcsWu6+0bFOeSTT+9pvr5K0u/l +RB1ac/XTvxRE/CTnTKDscvAFYuKyWCzVhm+LFFCVd1luYcAiLD1B3C1qf2/X +5+9Vfi/4UkHEj23vcsm7vHt6Wl+zosUyczOv5YM9Nz8ISSmP/K79wobnVk5N +8YljpZCL4Val9d1ioN0U4WUv9JCLAVe5Y9cMjkyI08hHB25rvr5KTqSUip9V +en6r7HLwBY4TlynhI/t0nRAgsSpgcZaSIKamzbPeorx2t7HQ+EZHY4mGFWrr +Sf+zSzGbZ73fuzD6N309nbJLg2bIxXCrhFs14qQXl1oluxzXkIsBV7lj10xM +TovTyPu70zRfXyUbT2SKn1V9Oxc61hfHiaum4JoYrWsM3zRbPH1lIWCJFp0g +BkYmgqNzZn1o1zoiWsOythVqzrpP8y7vbjG+6hiNqw3fbqrMlF0atEEuhltt +jnwgTnqFNY9ll+MacjHgKjftGsePY1gsM+44hAKsU+U7IaniBzU2MSW7InyB +48Q1NTVRb/iaGK0bK+5LLAxYhMUliIdPBlcdyXBMxB/uuZlX9Ujz8tynuTq7 +wvB9x2icfeIX94rbZdcFDZCL4T7DzybFec861o6OedmQRi4GXOWmXbNs7y3b +meS94MujXnWZAk9qeWS/QNnHYXdll4PZZk1cptNvV0Z9K+no28H7DiXeqpBV +FbA4i0gQ9aV3iiN/HLQrXpyp1h27/6h3xB3ludXwYG/eyT88f79H1Dds39Gp +axXTZovs0rAk5GK4T3H+vf2hu2y3Zd9myJJdjsvIxYCr3LRr8qJ+UWf4uu3d +a72PW9xxCAVklnSIaTPsPL/cdWfWxJVf1vBW8PXnH64MvyepKGCRXE0Q5Q8S +mo2v/f/snWdwHMeZ9+/O5XNdla/ururuy304190pS7SCZcmyJFuSJfnkc07y +WXoZxAASJJgkMCdkEIEAiDwLEJlEBhGInMMG5EWOi5xz3gi9Qy7VO0RcLGam +Jzy/2nJZxOz2f3af7nn+M91PP1yTG/j2EfsEMuzdoxVLKzx7YoLQG/TShAvk +Vem6izcaeF0j5TBRh9eALwaYw1hXpFfylDzwJ9n3w3HL2THgiwFgpzDUa+qJ +d9CMtcFuJRNNCICorCbTDpvFHbjlAGtZk3Etq3XGYrzG1+D4PC5hAGABO3IQ +1dn+PZKn0TBe4v9xREadABbFVNdUHXbOpk4LvxxYOj2/glsXYCHgiwHmqCfe +NtUlUKThlrNjwBcDwE5hqNdUSz5Eg0l3UzkTTQgApzApys2qW3lWz0EMrM+4 +PGIq0U+WWtqJRRUAWIb5DkKR7kZdjfvwccl9J0a1scnA2PxXt4uo1visd+HI +5CJuXYAlgC8GGGJiRIXGQJXkmZXFOdyKdgz4YgDYKQz1msrQX6HxpLUqk4km +BEBxwP8meO/z9bh42cVvbBqyMs6xPuMqqulDufQ1Am74AHzCTAchT3WmmmIy +IawtuMO0NpaZX9LYhT5RYdvGPbunow63LmDHgC8GGKI2PwQNg5Uhv8AtxxLA +FwPATmFqfXHYp2g8aSiPY6IJvjM22IW+onbiJdxygA1Yn3HNLqiptdan5pax +CAMACzDHQeTn5/ZKTKa4W/JckyyFBW3so9HqvWOrv6k0m55++8/kONzdyL/S +OiIHfDHAENKog2gklCVdwy3HEsAXA8BOYajXSCMPoPGktiCUiSb4TmNFIt9v +RQqeDTMue8pjprzKHtZFAYCFbOsgHlR0P6wB6H7FaI07JS+01eawow0LBsNq +SKqSPOV47/3GobiDeAm2YOMX4IsBhmgmXjM9vKjLxy3HEsAXA9uiVqslEkkQ +hZCQkPj4+Ly8vPHxcdzqMMCUL757wmT6Mr2ZaILvyJJvoK9Ieu8kbjnABmyY +cRm9A/k6YJdKhMewrwoALGNrB5Gr6DGVx3e/0kG82MHPVHCnZKXdo84b7yRe +EMmJCwPwxQAT9HVUozGBHAy1WjVuRZYAvhjYlpmZmSOb4+3tPT8vrhqzDPUa +Wfy5b6bhPStLdWeiCb4jC/8rGnWrc4NwywE2YMOMa2Ry0c3N4dGsyxdVkmfm +5ybZFwYAFrCFgyitG6Autj3knN3W0cWmNrzIkq8/YY2F/qBcSIAvBpggq6TO +2/3KA98/tBF7ZGGf4pZjIeCLgW3Z2heTXLx4cW6Of0XnLIahXpNeVH/UIe6A +XSqZYiUUtDHRBN9pIN4yVbZpqcAtB9iAzTKuOuInlGUCQitJBAiVzeK5pm10 +nz3FFDtltfZOsawNO/IUe6o17pI8D9aYF4AvBpjAJUKOig8Uyepxy7EQ8MXA +tqz3xX5+frGxsRcuXED/EhISglsmezDUa6hT8iIzm5hogtcsLsyi4jY9kqfV +6iXcioAN2CzjkiZcMpXjCP+MZVUAYBkbxnPX4AxphNFw/YVjVmOXGJcUfb2u +EHee/297h2dxiwK2AXwxQDvLat0Bh0w0Ko5P8zVDA18MbMt6X6xUKsl/X11d +vXPnjvFfrKysFhfFsmkOQ72mrN40Ky84ha+32pijQ1mEsq864l3ccoCN2Szj +UrVUUKdcwm0NgBesj+eRvlanW8ForN5nL/aN1BXpN439Osv391/Y3T/hkTfG +25RYJIAvBminqmUEjYrn/HhciA98MbAtKysrPj4+tygMDg4a/6TX68n/vHLl +SmdnJ16RbMJQr6GOKj5xcNlaS0Fll60T4eFmF+1llR3Ny/r/YmCLjKuJeB1Z +4yZpEpuqAMAy1sTz7PSoknirS/K8y00X41hdVNOHSxt3UKS5Jvrs3WeXbvxO +vrpdNLvAy5I7IgF8MUA7xjL1xldMdjNuOZYDvhjYJauPwK2CVaiPzmn82Mau +cTSquEbKafxkYRCe0Yi+n7QyEd2H4RdbZFzSuzamcuLRVmyqAgDLoMazenmx +KuTnaCmHv8f5xEIoBPGYe7kt1CpkV4PLltU63KKAjQFfDNAL6QJsPPJQ92/q +nsCtyFw2LJqEWxQA8AyGek3XwAwaVW6ElDPRBK9xuCNF309d+yhuOcDGbJFx +tVZlIl/cSryiN+jZFAYAFoDimQxXWdin1LW00qhDeLVxCjIxDk6pp1pj10i5 +Tm/ArQvYAPDFAL10Dkyjjn/EJYfXHR98MQDsFIZ6zeD4PBpYzvvzeHUGQ1i5 +5qDvZ3J2GbccYGO2yLh0Ok0bsadX8lRFwAchnqfbuofYFAYAFoDiWRpnSzXF +itDf8nR3TubQGwweMZVUa+yXUGMQ2XQyXgC+GKCXxMyyvXYZ3/T6WtxydgX4 +YgDYKQz1GtLrGUeV/XZptrcymGiCv0zMLKNcizTIuOUAm7J1xpUQF3HcIebx +EqScFtZUAYBlGOO5Nj+EaoprJe8vLkDV5Q1Qa/V2IRVorD7mEFsY74hbFLAW +8MUAvSiJtxqCfxDnfeC6i7e8cQC3nF0BvhgAdgpDvWZhfqY5+NUuyfNk3tVB +vMREE/yltm0U5VqOYVLccoBN2TrjqmweRr/jlz6FrKkCAMsg47lTNdhCvIJM +cTPxg8kxqLW1KQtLmvN+xWQHP+UYURf05sN92VLscYsCngB8MUAjfR3VaHjs +ljy3tMjve4bgiwFgpzDUa/Q6HRpbeiRPM9EEf0kt7UR+KvxBI245wKZsnXGp +NbqDjqaNX/tH51gTBgAWUFyusPHM/9Ip1GjxuiTPq1oqcIviOpOzy47eYc3B +r6IrWnVOAG5RgAnwxQCNyJKvo54uu/Mn3HJ2C/hiQISo1eq5uTmDwcLKAMz1 +GuPDYuNrZREsgwn/eNOytYJqeFjDXbbNuG7dq0I/ZUpxBzuqAMACdHrDOZ/c +x8s3HOKL/P+nvjgKtyh+0N9V10bsod7pbSxPwC0KeAz4YoBGaiXvo55ekxeM +W85uAV8sJEpKSgJxk5iYiPtr2Jjp6em4uDgPDw9bW1tjJfajR4+eP38+KChI +qVTq9Tsojctcr2khTDfYp8b5vUaDXuqId+uD3sj2/W3ELevO7h7ccoBN2Tbj +KqntR774SnAZO6oAwALCKHvDka+E/FbcivhEh7KQeqeX/P/dTbDPAicAXwzQ +xchAO/X219z0GG5FuwV8sZAgCGLDrbjY5PLly7i/hrUsLy8nJSUdP358C9nX +rl3r7+838wOPMNZrlMRbaIQZ7m1iqBXeoVEvk+Ot8WvplTwFFW+4zLYZ19yi +eh/Fa0zMQGlxgItUNAxSTbHn3UoorbxTGisS0dBNvlqI18aHVbhFAeCLAdpQ +pLmiDl4Z+ivccmiAuQwfYB/wxetZWVlxdHQ0R/mxY8cqKyvN+cwjjPWaGsnP +0AijapEx1Arv6G2Vo6+lgXgTtxxgK8zJuBzDTFtRZ8tgKjXAOYbGFw45Z6Mo +/ep20eKKFrcoXlKTG0Qt5R0dbK/W6HCLEjvgiwG6qJZ8ZPLFD7xwy6EB5jJ8 +gH3AF69Br9f7+PiYL97a2rq7u3vbjz3CWK+pDPklGmHaamA3osfU5ktMVR3C +PsUtB9gKczKuLJnqlGNEsOeXZf4fKgRxhxkQEisa7cWAEmSKDzpl9UGBuF0g +TbhonEft5uZAfp+342tW4ck7VsAXA7QwMjkffut4TdBbxknUwijUz1yGD7AP ++OI1JCYmrpF35cqV3NxclUo1MDBQVFR069atNQecO3dOo9Fs/bFHGOs18rA/ +GYeXduLFBlkaQ63wDmncVyZfnMihAAPWY07GNTakoq5ImpkcZkEYAJiJNOpg +vPf+A3apRl9cXGvuEhtgQwwGQ3HEsQvOgVBwjyOALwZo4X7J441CLjgHJd4R +yHZszGX4APtQfXFCQsIYW5SVlXHQFy8sLJw4cYLqeV1cXMh/pB6zurp69+7d +NdY4Ozt7609mrtcQieWH7JP32mWQ40xFwyBDrfAORehvkY1SlsbglgNshZkZ +V43kA9MeLrlBTKsCADOpzgkwhqU04P2TjpHOIQW4FQkBtUZ3JaiUul67unUE +tyjxAr4YoIUL/qZ5NYVC2SgEfLGQoPriggL2ruZtbW0c9MWpqalUt+vo6LjZ +g+Dk5GTqkWfOnNn6kTFzvSYsvQENMvlVvQy1wjuaideQhxpUNeCWA2yFmRmX +PPkG+k3ld/7ItCoAMIe+9qpuyXOmyCT+R6aowi1KIEzOLh93z0MXuMPO2YPj +87hFiRTwxcDu6RmeRd35gEPmwtI2My35AvhiIQG+GEEa29OnT1PdbmNj42YH +GwyGK1euUA+ura3d4sOZ6zX3clvQOJNe3sVQK/xibna6KfixLyZTVr0OarZw +GjMzrv6uOuQ+uiXPLs5PMy0MALZmZXmhnngHhWUn8cKgqgEcBI209k6R+TO6 +xp3zK15Ww3iOAYhqYPdEZzejvnzrnnDuH4IvZp+cnBxbW9uPPvroz3/+c1RU +FI2fDL4Y0dHRQfW5169f3/p46lRwEolEssXBzPWa1NJONM7E57cx1Aq/aFZN +kt+GlUP8NRfvMMINtxxgG8zPuOqJt5EHqSuKYFQVAGyLNPootXJyXWH41+Ag +6Kagqpc6mzr0bipuRWIEohrYJTq9gTr9Q9EsnCIh4ItZJjo6+m8oXL16lcYP +B1+MyM7Opvrc+Pj4rY+fnp6mHn/q1KktDmau1+QqetA4E/EA9i9+SI7c9J0E +p9TjlgNsg/kZlzT+vKmcWvhnjKoCgK1RlsZQTTHpkY3/Dg6CdiSpSuN4ftv9 +UrfkWfl9J9yKRAdENbBLKpuHUWJ29GaOVqfHrYg2wBezzPe+9z3SDn/3u9/9 +/PPPL1y4IJfLafxw0tx1fcPy8jKNn7w1er0etTsywoliGoGBgWZOokaQjp76 +lqmpqc2OZK7XlNUPoKEmKLmOoVb4RWiaac31g4rtd9EC8GJ+xtXdVG70IB3E +C6m+n2u0wrmwAvxicnY50/8vyBTXE++sLD+u0AgOgnY0Or0dUZji8xmqSN9a +lYlblLiAqAZ2iW+kaUFE+IPtE2weAb6YTUj/+K1vfYv0xWfOnMGtReDY2tpS +Te7s7Oy2b1ljpZuaNn1cy1yvqWkdRUONl4DWa+yGGyHl6Dtp6BzHLQfYBvMz +LoPBcD/giPNN1y/s7kN9WgAXhtVV53DZXruMAI9zXZLnHtbdajeNveAgmGBs +SNVGvIxuRLQSL48Pwz1P9oCoBnbD6EB7j+TpYv+fu7vZH7BLFdj27uCL2WR+ +ft44ffrevXu4tQgZnU5HdbjW1tarq6vbvisuLo76rry8vM2OZK7XGNfSkq9D +9snuYbkMtcIjyB/usHM28sXT8yu4FQHbsKOMKyqrCSZIAHjJKO9CQfiVk0Sa +HUr9KzgIhmipzCBTa9NmbZKPNGr2JrmJHIhqYDfIEi6gnlsR8jvccmgGfDFr +/OUvf3n//feNvnjPnj0ff/zx+fPn8UqamJjo7OwkR8iCgoLk5OSwsLDIyMjQ +0NDExETSFVZVVXV0dIyPjxsMBrw6d8r8/DzV4V65csWcd5GnTH1XUlLSZkcy +12t62qrbiD3GbKFG8jOGWuER49NLKGU9dhNuFPCAHWVcrb1TpjVKrjk6Pc+G +GoDv9I/OUSsku0Ur1txEBQfBHLIUB+qa7oq7J3ErEgsQ1YDFaLXqFuJV1G1r +8oJxK6IZ8MWs8W//9m9/8yTvvfce+zKWl5dramoiIiLOnTt3xDzOnDlDmuXK +ysrFxUX2BVsA6eWp+t3d3c15l0KhoL5ri2f6zPWa4b5mNNooibcYaoVH1LSZ +JpY7hUlxywG2Z0cZl2F1lVrTEubJA2yiNxiuEWWmO29uuTPrZqSAg2AOg8Eg +C/uUao2VZXG4RYkCiGrAYupL76IO2068hEoxCAbwxazR1NRUUlJidMQ3b96s +ra3t6mJvg1rS0ubm5pIO8dixY2ba4fVYWVm5ubllZ2cvLHC6I/T19VFl+/j4 +mPMu8hehvis8PHyzI5nrNTOTQ5QlV68w1AqPyM4vOuMUts8uHQp084WdZlzU +ump30hsYUgUA66Hui0e+KjfaagQcBKMszk83EG8ZL3mVge9edo+YmIHZ1IwD +UQ1YTGXor0x1++/a4JZDP8xl+MnFHSJ5mf+doPXFW8zRpZ3Z2dnExEQbGxuL +7fB6Tpw4ERcXNz09zdpZ7AjqvlEkAQEB5ryrsbGR+i6CIDY7krleo1EvoQGn +W/IsQ63wCGnEXvKr6JI8Lwt4T1p0H7ccYHt2mnE1dI4jY3LcPc9gRikAANg9 +A2Pz1BnU/om1Gx4GDoJpVC1S8mKX6LP3C7sU8oewC6nQ823pFu+AqAYso6+j +mjrBg/xP3Iroh7kMn3obVtgv878Tln3xxMRETEyMtbU1jY6YyrFjx6KiosbH +OTf1UaVSUXV6enqa867W1lbqu/z8/DY7crMvpJoOyAwBjTlymZSWz+QvNcHv +om8jPz0ctxxge8jBbUfHKyqrDjmZ7Mn9HLHHPMAClZWKwqA/2Lt6GKPOyiWz +TFq54ZE7jWfAAmJi46k5lXdUEW5FAgeiGrCMwpC9pofFwZ/glrMrtnA39NmR +J8BuV8XsizUaTWxs7NGjR7c2thcuXPDx8QkNDU1ISMjOzi4vL6+rq1MoFAUF +BampqaSnDg4OdnV13dpZW1lZRUdHr6xwqFDwmie/5FmY867m5mbquwIDAzc7 +krleQ9JK2b1iZnKIuYa4j1arVkmeQd/GwtymO0oD3KF6508iglPq99mlX3fx +jvfeXxJnVpU8ANgN8vtOxlElxeezw/aJio1mUBuxIJ4BC7h1r4qaVkGpAUaB +qAYsYGZBfcE1JPX2X4yJWWN5Am5FjAC+WHi+uKur68qVK5vZWPJPERERMpls +cnLSzA/UarXt7e0ZGRleXl4nTpzYzGKTvpK5k9oRHR0dVG1bPPmlUl9fT30X +lvXFJA3Ej5ATHO5tYa4h7tPXWYe+iibiddxyALOwIOOqrylvCX58O6iZ+AHv +CuAD/GKwW/lwk+JvxpaSyKNbHAwOgh0WljWnvQpQWnXcPW99DTSALiCqAQuI +z28zds8TjtFxAWf1Bj1uRYzAXIaPfdmvCNcXkwY2MTHRyspqvW+9du1abm7u +zMzMLpvQ6/WNjY2k09ywlcjIyOVl/EUz1tTd8vb2Nudda6ZVxMVtWhiTUV9c +I/ng0Yra55qDX1W11TDXEPepK45Guavizu9xywHMwoKMS6Ne7iBeRL91h7KQ +CWEAQKLX6apDPqaUN3x5ZnLTh8Vfg4Ngkfa+qX32picOLhEyqDbAEBDVwE5Z +WtFaueag7plf2YtbEVMwmuEDa2DUF09PT1+/fn2NUbW2tg4JCWlvb6e9uamp +qfv379va2q5p8fz58wMDA7Q3tyNGR0epklxdXc15V1lZGfVdaWlpmx3JaK9x +Dyvcb5dmHHmaVRPMNcR9pIlXUfoqi/sKtxzALCzLuKQR+0yrlmLP0q4KAIwo +0lypdWPqi6O2Ph4cBJtQK4QftE8uzIjErUiYQFQDOyW5qJ06nUOjFebD4q/B +F7MLo76YNL9UW3f69Ons7GymdxzW6/UKheLSpUvUpisqKhhtdFvm5uaoes6d +O2fOu0gjTH1Xbm7uZkcy2mu8Yk3LrKpbR5hriPtIwz5D6WttvtD2jhcqlmVc +DWWx6LduJN6gXRUAkAypGqkzqGXhf932LeAg2MSwuuoaKSevfbZORHXgj3sk +T7fX5eMWJUAgqoEdsbj8xMPitLJO3IoYBHwxm7Dji62trRMSEph2xFR0Oh3p +IkknzhFfTHLq1CnkcK2srEj/vu1bwsPDqb5YKpVudiSjvSYouQ4NPmX1mJ+8 +4yUp8KQ04P1O4nkyg1U1l+OWA5iFZRmXenmxU/KCaZOyJvi5AZohPVd5yB9R +jLURL09PDG77LnAQLDO7oA70cej65vZFE/H67PQoblFCA6Ia2BEJBW0oL7V2 +y13R6HArYhDwxWzCgi8ODQ01v6AWvZBOPC4u7tixY1zwxa6urlSTa85mUu7u +7tS3DA5umjIx2msiHjSh8SdX0cNcQxxHq9Mb15rts0s/5RixvLyEWxFgFhZn +XLJw0/QAaZwtvaoAIEvafdQh7oHvY2tcV7hpZUUq4CDYp6Uyo1dimusuv/NH +qMVHLxDVgPnML2kOO2ejvPRBRTduRcwCvphNFhYW/vZv/5b0xSkpKbR/OHnh +mJjAvxx1enpap8N/KykyMtLMh79GSM3Hjx9Hx9vY2GxxIWa011Dvy6WWCnmy +ytb0jsyh7+FLHyjExBsszrjqi6NQJlwa9Gt6VQEiZ2Ry8aBTlnE8uXnTqTj8 +sJlvBAeBBVnCJeoycEX6TdyKBAVENWA+pQl2wZ5ffmGX8rAStUeeWrgri42A +LwZ2yuzsLPdv3hYXF1N9cVhY2NbHr9naydPTc4uDGe016eVdyA/eyxXvPk0V +DYPoe7h1rwq3HMBcLM64lhZn5YHvhd86butEkD96z/AsvcIA0WJYXXW4I0Xj +ydGbOTMLajPfCw4CCzqdpirkE+SLVZJnumEpDX1AVANmMjbYZazJ0BT8aoDH +uewK+qv4cg3wxSJhaWmpsLDQnGW2W1NSUnLixAmlUkmLKuYgzTt1J6mTJ0+S +38AWx5PGmeqLt36gz2ivKajqRflbWHoDcw1xHLRTHvmKy2/FLQcwl91kXN6x +1ehHTyhoo1EVIGay5SoUV+SrXLn9smIEOAhcjA+r2ojvI2usJH68ssxe1RRh +A1ENmAl1q4gm4nW1Wvgr2sAXi4T+/v4jj3Yssnj18dzcnK+vr9E2ct8Xk3h4 +eFCtbnJy8mZHjoyMHD16lFqna3R0q0IfjPYa6aPnpPvt0o46xEnii5lriON4 +3auyLI8F8LKbjIs6ScDWV7zBD9DI5OzyIcriOM+7O5t8Ag4CI40VicaEvJN4 +4bb7JTHfKKYXiGrAHDqUhdTlDLX5EtyK2AB8sUgw+mKSU6dO1dTU7PTtpBH+ +8ssvkXPkhS8uLy8/8iR5eXnrDyNN8blz56iHBQdvsyUQo72mUZ6GSnHK7/yR +uYY4zle3i1Aq2wtTavnDbjKuZbX2gEMm+t37R+doFAaIk1uUO2xHXXOm51d2 +9HZwEHiR3j1RHvCzM45hxl+wvmMMtyIhAFENbItep6uRvI9McY3kA+6voKQF +8MUiAfliIzExMVqt1pw3ajSaqKioNQaTF76Y7ML29vZrlKelpZFnhI7p7Ow8 +e/bsmmP6+vq2/mRGe01HXT4aiCpDfsFcQ1xGo9Pvo8x7FHydByGxy4zL824l ++t2TioS/lAlglDpF/jGHWBRRRTXbjO3rAQeBl5WVpXO+hegXtPHIm1/SbP82 +YEsgqoFtUaS7UR8Wd4hmJ3HwxSJhjS8msbOzGx4e3vpdPT09V65cObIOXvhi +kq6urvXira2tPT09AwMDbW1t1/81Li5u249ltNf0tVeZZq1IfspcQ1ymp7vN +3+P8dRdvMqf96nYRbjnADthlxlVaN4By4PN+MJUasJzFhdkm4vU2Yo+P+5W9 +dhkOd6Srq6s7/RBwENjpHpzZb2+aRuITB7/IboGoBrZmbLi3U/KCaefEyAO4 +FbEH+GKRsN4Xk5w4caKsrGzD4w0GQ0ZGBnXVLeLkyZPkp7Gs32Ly8/PXn8Jm +BAUFmTNRhNFeMzrYgcaiRuIN5hriMrWF4ehLqAj/HLccYAfsMuNaXH5iKnXv +CEylBixEeu8UGkaK/D/pH7VkOQY4CC6QUtxBrZxWWjeAWxG/gagGtsY1Uu7p +dqMl+GVy8Gwj9sxMDuFWxB7gi0WCXq9PTEzc0AwSBLG8vEw9eGJi4ubNmxse +7OPjMzU1hessLKOoqMja2tocU2zm3HJGe83czBjK5dqJPcw1xGWk8RfRlyBP +OI9bDrADdp9xGReEWjnE+7hfLky5TYsqQGyoWip6JE+jYUSWcMmyzwEHwQX0 +BsMNSTnyxUdcssdnhF8XlzkgqoEtyK98vCsKeRW+f/v/anKDcCtiFfDFoqK1 +tXVNjSkjly5d6unpMR5TUVFhY2Oz/phTp06Vl/N1A8Hx8fHAwMBjx45t6Ihd +XV07OzvN/zRGe41Op0G5HJnXMdcQl5GGfYq+hLrCUNxygB2w+4xLUVWV5/cr +leQZ8tdvIH5EiypAVDyqGPMBGkMaiLcs3l4EHARHGJlcPOSUhaxxyB1Cb4C6 +ExYCUQ1sxuD4/EFKR3ONlONWxDbgi8XG4uIi6RDXe0PSMyYnJ2/4JxJfX9+Z +mRnc2nfL8vJyTU1NTk5OQkJCbGxsXl5eQ0PD2NiO61sy3Wu6JM+jjG55UYzz +SJXEW6aCD22iG5Z5ze4zrqXF2e5vSrKTr+5Gvt6OA3ChSHenVoxpqcyw+KPA +QXCHgqqHj7EO2yfdv/1/D6cSpTrjVsRXIKqBDdFo9ZcCSykTM3ImZ5e3f5uw +AF8sTsrKyk6cOLHt1GKS06dPy2Qy3Hq5BdO9poV4rUfydBuxRxn0w8lxES3r +MKJeWUITIHslT6mXF3ArAnYALRmXLPwzU8WP2C93/4GAeJgc6+sgXqRUjNm/ +m08DB8EpQqLiycvi4ztmkmf72ne2GzVgBKIa2BDJfSV1IX9FwyBuRRgAXyxa +RkdHnZ2dtzbFAQEBs7OwdexamO41F/1y0bg0NC46V6hqkVEmQMI0Wp5BS8al +LL2LYqCJeF0k2yYCtBB97x6yTu3EnumJXaV24CA4xdT4YCvxsmmVDfFTjVp0 +z7N2D0Q1sJ4ceQ/VFAcl1+FWhAfwxWJGr9enpKRsZor5u5qYaZjuNdQCI10D +vJ++vlNqCu6Yim6F/Rm3HGBn0JJxqZcXOwnTJhHtotk5EdglDV3j5LB50D45 +2stKJXmmKmu3ddvAQXCNhrJY6iR5mE9iARDVwBqa5CmJPnv326WhTRJXNDrc +ovAAvljMtLa2brg9sZGLFy+SB+DWyEWY7jWukXLki8k0j9G2OEhqxoNIr2PZ +vr+tDfqRLNHCKrIALujKuKSR+017dcWcoOUzAWGj1eltfYvQ4OkpSdx9aSZw +EBxEGnUIDQ69kqfaanJwK+IZENUAlb6OauPakyL/T47YJxxxyRHhTEUE+GJx +sri4GBYWZs764piYmJWVFdx6uQXTvcYnrhqldormYUbb4iAeMZXo9GWNolte +zXfoyriapImUjbx/aDCs0vKxgIC5X9KJho59dg9UQzQsAgIHwUEW56cbiTcp +Sy1+uDDHs+0j8QJRDSBGB9qbiddQb6oKfFvZLuq8C3yxCKmpqfnqq682dMFW +Vlbw4HhbqF8OE59PLX1QUtvPRBNc5ox3ATr9/lExluPmNXRlXFrNSivxSr7f +L2+5Xztsn9govokTwI4Yn1mibi8S/qCRlo8FB8FNOuryUXnG1Nt/kSRW4FbE +JyCqASPjw6oGyi0m8lX5wAu3KFbZ0ArhFgWwx9zcXHBw8IZhcP369f7+/omJ +CTc3tw0PiI6OhgfHRpjuNdFZzSi7y5KpGG2La6g1OtMTH/sHWh3sUMkzaMy4 +Qu9XoWCQpCrp+lhAkHjFmqLluHve4oqWlo8FB8FZZPHnWonv37zpZPzR5U2i +m1tlMRDVAElHW4My+M0nV+ufwS0KP+CLxYNcLj9z5syGnjc2NlarfZxFGAyG +Bw8eHDt2bP1hFy5caGlpwXsWXIDpXpNU1I4SvOTiDkbb4hpdgzPo3M/7FeOW +A+wYGjOuxkc1lIyvozdzdHqoSg1sTH3HGLWSamndAF2fDA6Cs2g1K05BaehH +P3Yzd3oebt2bBUQ1UFdd3hj8gydMceQXsPXD1+CLRUN/f/+GjtjW1rapqWn9 +8b29vVevXt3wLVFRUSJ/cMx0r8mUdu+1yzhkn3TCISb+gbimh5XU9aM853Z8 +DW45wI6hMeMyGFaPu+eheKhrH6XrkwEhodWqM4IOnnEKM8aJfWjF6iptq9HB +QXCZgbH5LxxNk+fdohQ0/vQCBqJa5JTmxrcTLxX7f2wyxRF79TqRFqBeA/hi +kbChLw4ICFhY2LTonEajiYmJ2dAaK5WintPIdK+pyg1GK6ek0VaMtsU17ua0 +oCQnqagdtxxgx9CbcYVnNKJ4CEwS6XaKwNbI09zIoVIleSbG6/ARh6TeETqL +EoCD4DhZD28jm6YK5Cp6cCviARDVYkb+4DY5WhozzGK/n5P/mxP0OZhiBPhi +kbDGF9vY2Ji5PXFDQ8OXX34JvpgK072mviQa3cSThX/GaFtcwz1agTIcWC/G +R+jNuFp7p1A8HHHJ1sB6c+BJZiaH2omX0IBZdvcsvZ8PDoLjrK6uukTI0Chx +0ClraEK8W8yYCUS1OFlc1vrEVbvedKZuc5YYZKvTw4XVBPhikUD1xS4uLuPj +OyjuOj8/7+fnB74YwXSvaVakoVFLEfo7RtviGpmBe6O9rG65Xb/gHNQ/SsM2 +KwDL0JtxGVZXT3rmo6S3UnzblgFbUxFthUbLdmLP7DTNk+3BQXCfydllK9cc +NEq4E0larRq3KE4DUS1CWnomT3s93uwjxuswOWD2SJ5ODb+BWxfnAF8sEoy+ ++OjRo2lpaZatrC8pKTlx4gT44q+Z7zVdDcUo06sO+ZjRtjjF8uJcr+TxiZMj +tlYj6mXsPIX2jCs6+3F59vPOQSnR4tpCAtianlY5WnLycIeRDE/amwAHwQsq +GgYfV6Vwv9xJvCBLvIxbEaeBqBYVy2pt+ING6nKDfXbpef6/b5Kn4JbGRcAX +i4Tx8XFHR0eValeb/oyOjjo7O4MvZrrXDHTXo0yvjniX0bY4RVdTOTrxeuId +3HIAS6A94+rqHY24ZV0T9BYZFV2S55cWYRYB8JjKkF9Qh0qdTkN7E+Ag+AIR +V5Tr92t0W7WrAbYz2BSIapGwurpaVj9g45FHNcXk64akfGx6Cbc6jgK+GNgR +er0+JydnYmICtxCcMN1rJkZ7UbLXTLzGaFucojqPoCys/ituOYAlMJFxNRKm +PRbrCsNp/3yAj9QVR1I3GWmpTGOiFXAQfGFuZqyZMO0700C8tbJIZwU2IQFR +LQZaKjOkkl8fsU9YY4rj8lph08MtAF8MADuF6V6ztDiLLu5dkucZbYtTVMR+ +hU5cnnQVtxzAEpjIuKTx5003TML+TPvnA7xDrdW7+IRIA95/PFwwFhXgIHhE +S2U6WonzaDeHo7gVcRSIamHTokhDc2livA4jR2zrW9TeN4VbHdcBXywYRkdH +fX19dzlTepcMDw8TBIFXAwuw0GseTgOTPN8U/Fp14I+1Wi3TzXEE+Z0/oJRG +WRKFWw5gCUxkXL1tlSgwuiXPzs9N0t4EwC8SC9sfZXoZXu5XlcE/HOlrYagh +cBD8QnrvFHUWQWNFIm5FXASiWpBoNSu1BaG1kveoXYC8Yp50jDzomJVc1A4b +OpgD+GLB0N7ebiyKRTpT9uc5z87ORkVFWVlZkQIqKipYbp1lWOg1x29moVt8 +80v0L5rjJo3ED9FgPtgFm9XyEoYyrnribRQbNXnBTDQB8IXJ2eWDTqYRMi63 +ibm2wEHwC/XyYj3xjml2PfHqzCQUsV8LRLXAGJteup8jJaOd6ojRTkwZ0c7j +M7Ca2FzAFwsG5ItJrK2tExISlpbY6AhqtTo9Pd3Gxga1Dr5493zpU4iyvtGp +Raab4wKLCzNoJFdJnoFi1DyFoYxLlnRVtJuXAWvwTahBw6ONR96yWsdcW+Ag +eIeqRUZeQR6XKA98RxLDyMJzXgNRLQxWNLqy+gG0f7c84KdrTLH8zh96WuW4 +ZfIM8MWCoaen58iTnD59mnTHY2NjDLU4PDwcFxd35syZNe1WVlYy1CJHYKHX +XAkuQ4mfakgUBXg7esevutz29bgY530gN3gvbjmAhTCUcQ12K6m3TWamRpho +BeA+rb1T1BoypXUDjDYHDoKPyFLseyVP3fM++IXdfTJIimr6cCviFhDVvEan +N9S0jQYk1h6iTJsxblKG6rHLIj5XtchwK+Ul4IuFRHNz84ULF46sw8vLq7a2 +Vq+nZ2WBRqORyWRubm7rGzp16hT5J1pa4TIs9Bp0A5B8NXWLovo3mbqgU/ZL +qMUtB7AQ5jKuWsl7TcGvxnkfuOLiW1DZw1ArAJcxrK5eCSpFA8V1Sfnq6iqj +LYKD4CN6nS4gJBzFySHnbJFMuzITiGo+otWsNEmTpFEHCe+La0pMP45z++TG +4NelsWdGBtpxi+Ux4IsFxsrKSlRU1HrHSnLu3LnY2Niampq5OUs2LxgZGSkp +KQkJCTl9+vSGn+/j4zM9PU37GXEQFnqNd2w1GuuqWkTxaCw6qxmd8v2SDtxy +AAthLuPKLJDus0s3RohTuPDvvwHrKajuo+aBnf2MX3HAQfAU0ggfds5GoWIX +UmEwMHsLhUdAVPMI9fKisixOGnmgg3jp8ezowJ+sN8X2oRUltf0rarGUo2EO +8MWCpKWlZcMHx4irV69GRkZKpdK2trbBwcHZ2Vnq02StVjs1NdXT09PY2FhY +WBgUFPTll19u8Wk2NjZlZWUYz5dlWOg1xP16NNyRYx3TzXEB10i52G4FCBLm +Mq6x6SUUIfvsHkzPwwp0cTE/N1kW+Imdq6cxBoKS2SjNBw6Cv5CXTqpxSC6G +262PgajmPmqtvqq+WRb+WafkhfXVtM463TFG9Wmvgvj8tqGJBdx6hQP4YvaJ +i4t75513/vmf//m73/3uBx98EBYWVlpa+vHHH+/bt4/GVlZWVrKysrb2s2s4 +efLkuXPnqBW0tsXa2vru3bsieUyMYKHXRGebHp5mSbuZbo4L2Hjmo1MehkGe +tzCacV2XlIutXwAI6b0zxpww2/e3tjejpubYuDECDoLXUGde7bfP7BqYwa2I +E0BUcxaNVq9oHvZNqDnklLXfLq2N2LPeFJOvKN8vIx40tfdNMb2QRISAL2aZ +oKCgv1nHf/7nf5L/+x//8R+0N6fRaAoKCki3a77VNRPSPiclJVk2JZvvsNBr +kos7yCHxqEPcGcew1Fwp081hZ3FFi7KXAw6ZeoMBtyLAQhjNuLJkKhQnV4JF +NEcFGFQ1oCLD5EuW4sBOu+AgeM38ksbGIw8NGhd8c1aW5nGLwg9ENdcgc566 +9rGHpbQok/8fTnLw+Yxqh1uI1yrunmirzdEbYCdipgBfzCYVFRV///d/T1rg +H/7wh2VlZf39/WFhYf/0T/9kdMdM+GIjOp2ObO769eu0OGJbW9uMjAx2NoHi +Jiz0GsUDLzQSSu+dYro57LT3mWrMXg4sxS0HsBxGM66ZBfU+e1POMDgOKa5Y +kN/5HRoSG4g31WqWLkDgIPhOfceYcbg47xxcFfi2NOYYbkX4gajmDqoWGZnj +OXgSG5bSsnf1IEe8JuKH0tgzHfUFYIdZgOkMf6bGZ8OXUI/fmjfeeMP4dHhl +xTQBTCqVMu2LEePj4wUFBd7e3tbW1jvywlZWVi4uLqQd7u3thWkbLPji2nyJ +yRdHfsF0c9ihltMJSIRi1DyG6YzLLUqBQiU+v43RtgCO0ChNoj40aSiLZa1p +cBACIDxDKfE8jeYbNFYk4laEGYhq7CwuzFZl+dZK3jfGZKLP3vWm+LRXwd3s +xu6mctxixQXTGf6GE+PJl1CP3wKdTved73yH9L9BQUFr/vTJJ5+w44sRarW6 +rq4uMTExNDTU09Pz2rVrp06dQi74xIkTly9fdnNzCw4Ojo2NlclkCwuw3tME +C764sTzBNGMw7M9MN4edsthz8sCfpN3+NMTzVHZ+IW45gOUwnXGV1Q+gPSkC +fV0MMOVe6Gg1K0rix2g8rAz9FZutg4MQAOrlxXriHcpk1FdnJodwi8IJRDVG +elvl0phjncQT1bTaiD0H7FKRHY7JaekcEFfdHu4Avpg1X1xfX298LqxQKNb8 +6erVqyz74g3RaDTT09PLy8t4ZXAfFnxxW22OKQ8M+V+mm8OOIvQ3lIdB93DL +ASyH6YxrRaNzdPdOu/1pJ/E8GS3ttbmMNgdgR5HmigaHHsnTfR2spvTgIISB +qkX2xPr0O3/CrQgnENXsozcY5E1DviFRm9kKby/XsPSGtl4opYUZ8MWs+eLY +2FijL+7oWLtZgL+/Pxd8MWAm1BnmDDXR21aJgq1W8h5DrXCHZuI1dL7DPY24 +5QCWw0LGJY08gKJFGm3FdHMARmYX1F/evJdx+0/Gn7vi7gmWBYCDEAyyFAdq +FleV7YdbETYgqtlkRaPLknaf9ip4vA1l4NvUOOyRPC0L+3NDWaxWAzsPYmDD +paOMtsi19b8Y1xcXFRUZfbFMJlvzp+vXr4Mv5hEsPC8eHexAw2Yj8QbTzeFl +bnYcnaxK8qxep8WtCLAcFjKuZkUaCpgO4iX18iLTLQK4kNxXGpPJqy63SwJ/ +MTc9xrIAcBCCQa/TVYV8goaOLsnzw73NuEXhAaKaHZZWtMlF7Udv5lBXDQd4 +nDNGYBPxuizp2sRID26ZwBOwkOEDRoaGhoy+ODAwcM2ffvOb39Dii1NTUzMz +M+vr6ycmJmAmBnOw0Gvm5yapmT/TzeGlvb4AnWyd5Ke45QC7goWMi8xvWygT +DOqKI5luEcCCamiGmk/mKnrY1wAOQkiMDrR3EC9+c2F9IVTiK849ASGqmWZx +YTajQHHUNWd9Na0j9gnSO39uLE8gL2S4ZQIbAL6YTV599VXS//73f/+3RqNB +/6hUKv/u7/6OFl988uRJNA0gNxeW3TEFC71Gb9CrJM+0EXvqg96QBryv1wv5 +2l2Z7Wda9hWxD7ccYFewk3FJ475CMSO/83sWWgTYxz60AiWTFwNKsFgYcBAC +oybv4V4P5QE/O+UYQcZVUlE7bkUYgKhmjpXlBXmqcxvxcsbtP65xxIecssIz +GocnoIwtpwFfzCYZGRnGR8ZvvvlmaWlpf3//3bt3//Vf/5WWfZpWVlao0+Ol +Uin1r1NTU/b29naPSElJ2d15iB12es1RV9P27gtLmu3fwFsq7p4yeZz79rjl +ALuCnYyrr6Oauj5raqyfhUYBNqloGKSmlE3dE1hkgIMQHokxvvvs0o1xtc/+ +gQgL/0JUM4Fep6vOCUDFUnolT9k6Pd6V+JhbbnJxh7ATOcEAvphlLl68+Dfr ++Jd/+Rfjvsa7+eSRkRGqL25oaKD+lfTg6E/+/v67Owmxw06vOetTiHLC0Skh +r6CUhv7etJi6PA63HGBXsJZx1Xyz8yP5UqS5stMowA5qje7UrXw0AHrHYkvj +wUEID9Ke2Hiaouur20UrGnHNaIWopp2WyvQ64idrKvRm+f7u2M3ctLJOsQUY +rwFfzD6JiYm//vWv//3f//0f//EfP/jgg7i4OBsbG9IXv/LKK7v52I6ODqov +rqyspP4VfDGNsNNrrgaXoQu3amiGhRZxcdw996RjpKOrG+F5ZmRQhVsOsCtY +y7gqMzyM8yF9PS7eCMxip1GAHRLym9Ho94Vj1tj0Ei4l4CAESUPnOHU2Qkiq +ErciVoGophFydCoMP7p+25p24iVZ8o1lNdQR5Rngi9lEqVROTk6u//c//elP +pC9+771dbcdDdb4kYWFhm/0VfPEuYafXuETIsc8hZIG5RTU6zYOOWQaoF8dz +WMu4ZqbHzjqFo+DpHZ5lp12AaUYHOxqDf+DrcdE42TU+vw2jGHAQQiUys4lq +jWtaR3ErYg+IalrQ6Q2ppZ1k3nLzphPVEXdJnpclXJqfFWzaJmzAF7PJ9773 +PdL/Hj58mPqPDQ0N3/72t8l/t7W13c2Hz8/Pr9mBKykpaXR0VKt9eLcKfDGN +sNNrbsfXoEu2onmYhRax0NIziU7zanAZbjnAbmEz4/K8W4mCh8xyWWsXYBRZ ++GePp8cHvuvqHYh3CiI4CKGi0erP+xejAcTaLXd6dh63KJaAqN49rb1T1Pgp +8v/EWOxCGnVoYrQXtzrAcsAXs8kf/vAH0v9+61vfcnNzI+0w6VXDw8NffPFF +8h//4R/+oba2djcfvrq6evbs2Q23qLa2tl7/L7uhvV2MJRwR7PSakFSlacit +6WOhRSzkVfag0wxKrsMtB9gtbGZclc3DKHiO3czV6vSsNQ0wRFtNDvXJS21+ +CF494CAETO/w7AGHTHL0OGyfmHb7U/mdP+JWxBIQ1bthYVmD9lU3rVJ3ClGE +/Kq3VY5bHbBbwBezSWdnp7HE1hq+853v5OTk7P7zk5KSNvTFtKNUimsxzhrY +6TX3clvQkJtR3sVCi1gIz2hEp5ku3NMUD2xmXDq9wdotF8WPvGmItaYBJtDr +dLWS95Aprg752IB7e1lwEMImvazrmouPMuiHxpCryvTBrYgNIKotpqqp/4RH +3hpTfNw9r1w5iFsaQA/gi1mmt7f3+PHj//Vf//Xtb3+btMNvvfXW2bNn1+yp +ZDGzs7MXLlwAX8w07PSa1NLOQ/bJJxyjbZ2I+1nFLLSIBacwKbq41LWLaIWX +UGE544rJNhVouhmlYLNpgHaqsm4jU9wreaq7Ef/CCnAQwsawuloZ8kvqytAh +VSNuUYwDUW0BczNj0oi9mb5/WGOKQ9MaFpehuJZwAF+MC4PBoNPRv2xqeHj4 +2rVr4IsZhZ1eU5Xpgy7W0pjjLLSIBerzvnF8VWcBumA54xoYm0fxs8/uweTs +MputAzQyPzvRRrxsGvSiDuJW9BBwEIJndLCjg3jJNEtB8qFWq8YtilkgqndK +kzyl5ZuNiW+6ORqvOBcDStr7pnBLA2gGfLHw0Ov1MpksPDzc09PTycnpxo0b +169ft7W1pRrb67ujp6cH91nihJ1eU1cUbkoRI/ay0CL7zMzOWzvcM15iDjlB +MWohwH7GdV1Sbgyhc05EwYO7LLcO0EVp7AU04nUSL0yN9eNW9BBwEGKgNj+E +uqpdmnAJtyJmgag2H416WXrvFDU8WoJfPu4Yn1LcodNjXuUBMAH4YpEA9ahp +hJ1e0yS/j8Zh+Z3fsdAi+xhr7LQS3y/x/ziRuIhbDkAD7GdchYo2P48LsoCH +61IbiTexr0gFLGBgbP6wQ0rELesuyXMPR7z7TrgVPQYchEiQRXyOLrg9kqc7 +lUW4FTEIRLWZDHYrqRUPjK8ayc/6umH7A8ECvlgkgC+mEXZ6TVdjCWVm10cs +tMg+lZneplv0kV/glgPQAPsZ18LcVJfkeRRIrVWZLAsAdo9LhMz40P+kY2Ra +4CGNmivz4cFBiIS5mbEm4nU0jCQEnFxW49wgjFEgqs2htEJKvbKQL5XkGVnS +NZ1Og1sawCDgi0UC+GIaYafXDKoa0GhcT7zNQovsUxFzHJ2jItUZtxyABrBk +XNLIA5QbLPvZFwDsBgVlvy3yVdPGofp74CDEQ0tlRq/kqdbg77vedCbjMDBJ +sPsGQlRvzeKK1ieumoyBtNufoitLA/EjLlQCBJgGfLFIWFxcTEhIiH9EVVUV +bjn8hp1eMz0xaHoERrzCQovsUxnyv+gcm2XJuOUANIAl42qrNW162y15bn5u +kn0NgGVotPrTXgXIFLtFc6uoODgIUZGX6GXtcBdFY1n9AG5FjABRvQWqodmz +PoXGADhsn1QX9Oaj260HFhdmcUsD2AB8sZCYn5/v/waNhr2ZHgaDAbU7OSn8 +jJSdXqNRL1Nn77DQIvtQy8+ODXbglgPQAJaMixyCGogfoVgSySakwiCpqB3Z +kAMOmcMTC7gVPQE4CFGh0ekvB5aigDzknM21gKQFiOrNyK/q/cIxizp95YZ7 +UG1BKG5dAHuALxYSBEGgydIFBQWstdve3o7avXz5Mmvt4oK1XtNG7GkKfq0q +8O0y/w9XloW2h9HU+ICp/KzkBSiXJAxwZVyyFHtqXRQsGoCdMj6zdJCShd7L +bcGtaC3gIMTG0PjCISdTTF4OKiXNMm5RNANRvR61Vh+UXLdmb+LrkvLRqUXc +0gBWAV8sJHD54ra2NvDFTGDjmY/G56k5rhSioYvW6iyKkfkQtxyAHnBlXBMj +qh7J06YaKZ21WGQAO4K4l42GOBuPPA5WOgIHIUKKa/up5ig8oxG3IpqBqF7D +6EC7XxCxxhRHZTXBTkwiBHyxkABfzA6s9ZoL/iVoiB4Ym2enUdYoz7tXE/iW +0ctIow7hlgPQA8aMS37n9x3EC8k+n11x8Y3MhH00uE5r1QOV5Jl73gcP2ydy +di0nOAhxEpBYS7VIlQ1duBXRCUQ1ldaqzDbi+23EnlOOEcaf+4hLjqJ5GLcu +AA/gi4UE+GJ2YK3XONyRoutyW+8UO42yRmhaw8MVhXap55yI/KIi3HIAesCY +cVXX1ByyTzb2l6OuORqt0GY/CgmdTlNHvPu45l7wK6Eh/qurq7hFbQA4CHGy +rNZ9dbvIOJgEeti2EK+M9LXiFkUbENUIRYYHmmikCPzJQfuUiwElI5MCXFQO +mAn4YiFB9cVpaWkLbEGOseCLmcDzbpVp75JWDu1dQgv2oRXo7JSd47jlAPSA +MePS6Q3H3fMEX0tWGJDpKJr0TualqpYK3Io2BhyEaOkdnrV2Ssr2/e03i30+ +UKsFUuUDopqE/DWlkV9QtycmXxnRzmoN51ZzAGwCvlhIUH0xLkTiixGMNhSc +Uo+S/NI6oSX5R11z0NlNzgpt9bRowZtxxea1oqCyD+Wo1QJmJofaiZdMW05H +W+FWtCngIMSMIsufapqk0UdxK6IHiOqJ0d5qyUfUH7dH8rQ81Rm3LoBtNjQy +uEUBtAG+mB1Y6zXRWc0oyc+SqdhplB2m5lbQqR1xycYtB6ANvBnX6NQidVVg +/+gcRjHAZkijj6B0lDTIM5PcXcoHDkLkyCI+p7qn2nwJbkU0IPKo7h6cqQx+ +n/qzthN7muT3cesCOAFrGT7AAuCL2YG1XpNc3IEy/MTCNnYaZYeGrnF0anYh +8FxPOGDPuFwj5aZCsg+EVkhWAHQ3l/dKTBmpIsMTt6KtwB7PAF4WF2bribdR +uHZJnu/r4H1IiDmqZY1DBx2zLrv4dUueNf6mdcS7w73NuHUBXIG1DB9gAfDF +7MBar8mVd1k5xJ9xDLvoHJBwP4udRtkhS6ZC5iUkVYlbDkAb2DOuyuZhylSE +nBVYLMYlVldXc0IOI5dRR/xEp9PgFrUV2OMZwE5/Z+1DO/xN0JI2mTTLuEXt +CtFGdXJRO7o6eLrdIH9NWdif+f5rAvTCWoYPsEBeXp4nbqKionB/DYzDWq+p +LbhjWtkUuZ+dRtmB9MJCnSIucrBnXHqDwcbjYfWtL+xSvN2vyvNj8OoBqJTW +Dey1yyAz0qbg18hhrbUqE7eibcAezwAXqM0PQdfiMv8PiTj29vtgAhFGtUan +939y7y3ylZ0WrTfAtgXAE4AvBoCdwlqvaZKnoGux/M7v2WmUHUJD/C86Bxx8 +tKtOQxcUoxYOXMi47ufK73odaiP2PFwPKPkpbjnAY5bV2hMejwuGH7JPSom+ +hVvR9nAhngEuII0+So4n97wP7rdLe2ip+Hw7V2xRPb+koe5/8fCuqWNWuXIQ +ty6Ai4AvBoCdwlqv6WooRr64WvIRO42yg7Eaba/kqfqgNyYnhLYFlZjhQsY1 +MdqjkjyD+k5HPb8f7giGmJwWlJcedMqamOFBFXouxDPABdTqpaBgfxTA++0z +W3uncIuyEFFF9fBA91e3C6mm+Lh7Xkf/NG5dAEcBXwwAO4W1XjOkakS5vZL4 +MTuNssD4sMrkWYiXcMsB6IQjGZcs/K+mNQgRe3HLAb4emlg44JCJUtPk4g7c +isyCI/EMcIGx6SXq9oInPPKm5lZwi7IE8UR1R31BG/FytJcV+tUu+JeMTwtk +H2qACcAXA8BOYa3XzEwOo9yeHNvZaZQFmhVppufgIT/HLQegE45kXK1VmSjG +VJJnpidgyhxm3KIUKDU9412g0fJjWR9H4hngCHXto9Qnjzck5VodPyKZikii +uq4oolvynPEqcNv9Evl7uUbKl1a0uHUBnAZ8MQDsFNZ6jU6noW46bzAY2GmX +aRTpbqZnedFWuOUAdMKdjKueeAeFmSzFDrccUVPdOkJ1E1UtI7gVmQt34hng +CNSaxuQrOKUet6IdI4aolqU4UPeDU0meuZeYqtMLJIkCmAN8MQDsFDZ7Tcej +dbjG1/zcJGvtMoo06gg6qcoMd9xyADrhTsZV+eAWCrNm4jWtVo1bkUhRq5e8 +/XyRj3CNlONWtAO4E88AR1hdXfW8W4Xi2drhXkVOGG5RO0PYUa3TaaTRphzD +WMlElmKPWxfAD8AXi5PFxcWenp7KysqsrKyMnTMzM4P7DHDCZq+pCf5pfdAb +soD3Cv1+MToywFq7jFIt+RhdsFqrMnDLAeiEOxnX4vx0B/HiN8vYX1BI83Er +EinyZDvyJ8j1+/Vpx/D99pmD4/O4Fe0A7sQzwB2W1drzfsWkKb7oHNAY/IMe +ydOtVQ9wi9oBAo7qxYVZRehvqKa4W/JcXWE4bl0AbwBfLDb6+vrc3NyO7A6l +Uon7PHDCZq+5ElyG7kurhoRwO2J1dRW5FfI1NdqLWxFAJ5zKuKT3TtcHvRHs ++eVh+8SrwWW45YiR8WFVl+T5bxLUZzNTeJagciqeAe4wMrlw28uRDGljbLcT +ewZVDbhFmYtQo3pydvlSQFGOr8kXtxHf76iDO6LADgBfLCru3btnZWW1S1MM +vpjNXuMaKUe+WBj7/I5PTsd6f1Ho94um4FfJXAK3HIBmOJVxjY6N77dLRz2I +v/uq8BdZxOemySHEKwtzPPsJOBXPAKdokqf0SJ5G4d1AvDU3PYZblFkIMqpV +Q7M2j7ZHP2ifLAt4z/iLDPc24dYF8AzwxeKhqqpq944YfPHX7PYa34QalNXL +GodYa5c56jvG0Bm5hBbilgPQDNcyLu/YahRvPnHc0iZ42mpzqBMaq3ODcCva +MVyLZ4BTKNJvUiO8MuQXWg0Pdm4SXlTXto0ecs6mLPq+WxLyf7PTo7h1AfwD +fLFIWFpa+uqrr8AX0wKbvSYsvQEN9fmVQphy/KCiG50ReXa45QA0w7WMq7Vn +EsXbPrsHsHMla+h1ulrJT02mWPKhwQA72gBCQxp9lGqNpVGHcCvaHoFFda6i +Zx+lQjj58k2o0fBw/yyAC4AvFgnkMLjG2548eTIyMrKwsFAul9fV1dXvhJUV +HtwRZQ42e01CQRsa6u+XdLDWLnMEp9SjMyIvZ7jlADTDwYyLukg/OrsZtxyx +UPnAi1oPtquxBLciS+BgPAOcQqtVK0J/Td0PKDcvB7eobRBMVBtWV6Ozmvc+ +aYpj81pXV1dxSwP4CvhikZCRkUE1xZcuXRoaEsKkXCyw2WuypKanq+T4z1q7 +zHGNKEdn1KyawC0HoBkOZlxl9QMo5I645CyrdbgVCZ/5JU2S70G0fygvHqJt +CAfjGeAa87MT9cTbj1bQf/+aizc5ziiah3GL2gphRPXK8kJJ+KGTjpFoeN9v +n1lY3YdbF8BvwBeLhJCQEKovnpwUyE64WGCz15TWmVL6oOQ61tpliNXVVeoi +oNkF2FJWaHAw49LpDcZ6LMZXtqwbtyLhY1wActnFTxbwXgfx4tT4IG5FFsLB +eAY4yHBvszTwwzOOYcZB5qBjVnsfd0vMCSCqySGlWvJhX8hTVYFvH7FPeHTP +M7uhUwi1SQG8gC8WCR4eHsgUX79+HbccfsNmr6ltHTrucNfWSXLNxScsMpq1 +dhlifHoJ2ZNjN3NxywHoh5sZ1/2SDjLkTjlGxHp/UR38np6HC115RO/wLFru +t88uvaCQx/ukcDOeAQ7S2jN5wCGTeoEbmljALWpj+B7VA931jcQbaO56kf8n +Z27l9o3O4dYFCAHwxSIhKCgI+eKQkBDccvgNm72ms6HYVLgm5GPW2mWIuvZR +lDY4hUlxywHoh5sZ19yiOtP3T2hTlYbyONyKhIzDHSnq5uf8inV6A25FlsPN +eAa4CXXJBvk67VUwNcfFYiy8jurWqsx24iVqrbMayfuT47AwEKAH8MUiISEh +Aflid3d33HL4DZu9ZkjViAZ/JfFj1tpliOKs6NBbJ11uOp9xCgtPr8ctB6Af +zmZc0ugj1O1UcMsRLOXKQao14PvMRs7GM8BN7pd0UuP/YkDJ4rIWt6i18Deq +a/KCVZJnqKZYfuePS4uzuHUBwgF8sUhQKpXIF586dUqthnWdlsNmr5mZHEbj +fxvxfdbaZQhp5BfodKoyvXDLAeiHsxlXX0c1NZviaXlkjkNagBOUpdxesVW4 +Fe0WzsYzwFmouyuSr6gQt5VFbk3x5WNUr66upuWUdkuefWJXrJgTeh3UUQTo +BHyxSDAYDOfPn0fWOCYmBrciHsNmryHHfFTTtUfyNN/XRdZIfmay+TVc38wC +sAAuZ1yK0N+h8JOF/x9uOQIkJFWJ7MAXjllj/N8tmsvxDHATg2HVJ676US/I +iPE6TI42itDfqNUc6gu8i2q1Rnc7vob8Sj3c7NDWb4r0m7h1AQIEfLF4UCgU +1JLUZWVlsMWbZVC/Rhaaayf2oGR+bmaMhRYZgjT1XZLn0bnMTMKCIAHC5Yyr +tSqTuqPuoKoBtyJB0VaTE3brxAG7VKMvTikWwn7rXI5ngLNodXqXsPL7Pn+l +TvfVariy1phfUT0xs3w5qBTdcLtzy4ZMJBrKYnHrAoTAkY3ALQpgj6ioKOpP +7+Li0tLSsrDA0ZKJnIXlXtNA/AhdW4d7ebyF8Uh/GzqRVuJl3HIARuB4xmXc +2oPvm+pyELV6SUm8Zdw25bKL38WAEl6X20JwPJ4BzrK4MEMdbYxzVHQ6DW5d +D+FRVLf1Th13z6POSyf/s6sNbmkCTAG+WFQYDIbY2Nj190ZsbGzs7Oxczaa/ +vx/3qeCE5V5TLflIGIsiGysSKYWPfolbDsAIHM+4lKV3H0dg4Due7g6Ts8u4 +FQkEacIF1LtVkmc623l8B48Kx+MZ4DJzM2O1kveeWA8bsY8Li6H4EtVFNX3U +ra/I15WgUhi0AUYBXywqVlZWUlJSNpw2sCOUSiXuU8EJy72m7M7n1YE/LvP/ +MMf3N421FWw2TS/y+46m9OCuDW45ACNwPOMik9K84L8633Tda5dBZlkRD5pw +KxICfe1V1CKxQurdHI9ngOPMTA7VE+88YY2jDmG3xtyPap1Ok5UURHXE5Ms3 +vkatxX9XARA24IvFg0ajcXNz270pBl/Mcq8JSKpD14Vy5SCbTdOLNPKAqRh1 +lg9uOQAjcD/jKqnrRx3qoGPWzDxXFv3xFL1OR50v2kS8vrggnG1TuB/PAMeZ +HOtreLTEwPjK9fs1kVxlwFrdheNRPT87oQj9Dfld+XlcQGN1SnEHlMQBWAB8 +sXgIDw+nxRSDL2a510RmNqFLQ7ZMxWbT9OIbFEp4nr3v81dpwPvt9UW45QCM +wPGM6+uHj4wNZ70LUZ+KyWnBrYjfKNLdqY/DmqSJuBXRCffjGeA+Y4NdjcQb +ZO/I8/uVsTBdQGItORDh0sPlqB7sViq/uY2gkjxz3cX7kHN2VcsIbl2AWABf +LBJmZmaOHTtGly9uaRFCJqnX62cfMTe3s70FWe41ycUdKIdPLGxjs2kaMayu +HnTMQicyv8SJ8iMA7XA540IUVPWiUDzklDW3CPu5W8joUHen5AVTZaGIz3Er +ohlexDPAfUb6WjMD/h+q1v5wd+97VVodnlnBnI3qxorEDuIl6n22quAP+ka5 +tfszIGzAF4uE3NzcNd7Wzs6utLRUpVJNT0+v7BDcZ0MPycnJ6NsYHh42/40s +95pcRQ+6koZnNLLZNI2MTC6iszjhkYdbDsAUnM24qJDp6Klb+Sgg4/JbcSvi +K25RsiCPrzqJh9a4jdgzPcHjhR4bwot4BnjB2PTSaa8C6oJZlwj5ikbHvhIO +RrVep5PGn++VPEU1xZUhv5iZ3EFuBgC7B3yxSIiOjqaa4piYGNyKMNPT02Nl +ZYW+kIGBAfPfy3KvkTYOocuoX0INm03TSHXrCDUZwC0HYAoOZlwbki1XmR4Z +O2fDI2MLKFcOGr9AG8eofL9f1uQG4VZEP3yJZ4AXTMwsf3W7iGqNrwaXsV/i +gGtRPbOgTrxzg+qIHxYoiz6q1cKwDLAN+GKR4OvrizzghQsXdDoMtyi5w+zs +7OXLl6k3Crjsixu7xgXgKFNLO9FZRGZCEWDBwrWMazM0Wr2Nx+NtMa+5eBck +uOFWxDPmlzTWbrkCGJq2hi/xDPAF0gVfDCihWmNHn/D+rjo2NXAqqlt7Jsmh +eL9dWnnAz9Cy4soHXrh1ASIFfLFI8PT0RB4wKEiAd/XNZ35+/tq1a2tmlXPZ +F/cMz6IL6OWgUjabppGAxFp0FgXVfbjlAEzBqYxra/Iqey46BxT4/S+ZiXVL +nhsf7satiE8EJZvq5B90yhqdWsStiBF4FM8AX1hY1twIKX+8qsghpjH4B+3E +S23VWawJ4EhUG1ZX75d07rP/ZoGVY3RL8MtNxOtdDcW4pQHiBXyxSAgNDUUe +MCIiArccbExNTdnZ2a2vJMZlXzwxs3TSMfKCc6C9q4ffbb4+1bocWIqy6Pa+ +KdxyAKbgSMZlDlqttoF4kzJtzwq3It7Q0DlOfeCVXt6FWxFT8CieAR6h1uhu +3as6bJ+kCHwXPSStypWw0zoXonp6fsUlQrZmh+KQiGhYUAzgBXyxSEhJSUEe +0M2Nr95qlzQ2Np45c2a9Kea4L15ZnEOpe7fkOTabpguDYfULSjHqhWUoRi1Y +uJBxmU9NHoE6V4/k6eFemOG/PWRKT93o6kpQKcYdZ5iGX/EM8AjyspgX77Zm +UW1GyBmtnvFlbtijurp15BhlFQb52mf3IKmoHe+2zgDwNfhi0dDd3U21gSMj +4toMTqvVUu8M8MsXk5B2GF03SZvMcuu7Z6inudT/o0SfvQEe51y8RT2NX/Bg +z7h2hF6nqyfeMT0yjtiLWxEPSMowlfLeZ/9ANTSDWxGD8CueAd6hSHOlFmGu +DfxRXsAfJsaZzdAwRvXC3JQ06oidqyfVFB93z2voHMclCQCogC8WD9T5w7du +3dLr8WycxzKrq6sKheLixYtbmGLu++Im4nV03Rwb5N+UxYayWKRfEfob3HIA +BuGdj1CWxqDgfJigtlfhVsRpOuryeyRPp/h8ZmUfTya0MTlC2Mt+C3gXzwDv +IIegrke3vluJPQ1BD6/19cFvqlpkzLWIK6qb5CnGZKYx+DXjAEK+XCPlMwtQ +dxrgCuCLxQNp/U6fPo2cYEBAwOzsLG5RzKLRaJydnbd2xLzwxTWS91Hqzujl +kiHkyaYtGKT3zuCWAzAI73yEwWCokXyA4lN250+4FXGXxYVZtCK7OfgVXz9v +tVbg91d5F88AHykvzmwIfq0iwHSh75Y8y1xNZvajen52Qhp18IkZ47f/eMAh +M6O8axXmTgNcAnyxqOju7raxsUFmkPz/UVFRcrl8eHh4bm5Oq9XiFkgzi4uL +6y3w6dOna2pqqIXIuO+LFaG/QVeTFkUay63vHmnEXqS/OicAtxyAQfjoI5rk +KSg+s3x/19k7hlsRR5FGW1GfrbfV5OBWxDh8jGeAj/SoOisCP1qz3FgW9uns +9CjtbbEc1Q3lcc3Ea2tOrY74SW9fP5syAMAcwBeLhKWlpaSkpMTEREdHxy0e +m1pZWR01g7a2NtwnZBbrfXFgYKDxKTm/fDHVV9YWhrHc+u6pI36K9HfCFgyC +hqc+oirkk0K/X1x0Dthr98ApnH9TMligsSKRmtZKY8/iVsQGPI1ngI8sLS2W +RNms8Y8txKvKapovmqxF9cTMcnLk2tpiKskzsoRLGvUyOxoAYEeALxYJ/f39 +5kwnNhOlUon7hMyC6os9PT2pdp5nvvjeSXRNqczwYLn1XaLTabolzyL983OT +uBUBDMJTH9HaNUCtA1PTRv8zGl4zOz1K5ueUZz3vqtVLuEWxAU/jGeAvytK7 +7cRLqK81Bb92xD4hILF2fom2fRxYiGqNTn+/pPOQU9Yh++TG4B+YbuxL3utp +lTPdOgBYDPhikSBmX+zt7d3Z2bnmT/zyxeX33RSB7xb5f5Jx+4956Tzbfnqw +W2m6xBOv45YDMAt/fYRHTCXyxba+xTq9YPcesgBZ+F+pj3vEk9nyN54B/jIy +0F4V8nNjd3O56WIclKzdcsvqd5CobAGjUb26uiprHKJu5XbzptPjx8RJ17Ra +KLEFcBrwxSJBnL6YZH5+fsN/55cvzq/sRZeYsPQGllvfJfWldynFqH+HWw7A +LPz1EQNj8/vsTY+Ms2Uq3Iq4QlltT4qPyRfLk2/gVsQe/I1ngNfodBpZ8o30 +259S57GQL4c7UtXQbiumMhfVjV3jV4PL1mgmXw9CTvV1QFcCeAD4YpEwNTV1 +nT56enpwn9Bu4ZcvljcNo+vL7fgallvfJSlFzbZOEnc3+4hb1nlJt3HLAZiF +1z4iLL0BdbSjrjk0TlzkL+PTS0dccsgvxPmma0vwy9UhH+t1Otyi2IPX8Qzw +nd6RuQ1tZkBS3diI5c+OmYjqttqc9FDb9VKPu+eV1PVD0WmAL4AvBsQJv3xx +s2oCXWWcwqQst75LfBNqkPjiWqg/KXB47SPmFtVWrjkoXEPTeDY3g3b0BsON +kHL0hZx0jh/ua8ctilV4Hc+AACD7YHpZ10GnLKrZvOTs3y15ruLuifFhS6a1 +0BjVeoO+oTyuKuR/jJNJzjsHI5EHHDJjspuXVoS20QkgbMAXA+KEX754YGwe +XWvO+/OsnvMF/xIkvnNgGrccgFn47iMypd2Pkzq71BDP093N5bgV4SQ+v42a +jedX9eJWxDZ8j2dAGIxPL3ndqzLdYfb/OVrsL4061NtWuaNPoyWqpyfHK1I9 +lMRb1FrT2b6/NSr0S6gdnVrcfSsAwDLgiwFxsktfvCHVjFFaoUAXxCPOmcw1 +RDuKyqr9lDWbFbJK3IoAZklKSsItYVeQEXvKM9ve1aMm8GG+Vxn8QVWlArco +PKRkS6mm+EZQPm5FGOB7PANCIjmr4qxXjqPr2p2PHu50HPw/ufEecrnMnM/Z +TVRXVVVJEkp9vZ07iefXyyBf7gHRmQVmyQAAjGxRQ4k56wEAnIVfz4v1BgPK +TvfZPTAYeLNUh/qk+7RXAW45AONU8//5WotSSk3zqnMCcCvCwNyi2sYjD3Xe +U7fyF0S52loA8QwIidXV1eqSxAbizfWGtJN4wcY1NTStobFrfOty+hZENZl1 +tPVOxWQ3W7vlkgPCWac76wXI7/yxq4Fn89kAYA3giwGM6HS65V2js6gIDL98 +Mcmxm7koRyVTVvYFWIascQjJdo9W4JYDMI4wfIQs4nOU7LUTe6bGxLUuXm/Q +B4YnUO/FtfSIdNtxYcQzIDC0WnVNblA98TbVlqbe/gvqs1auOb4JNYXVfcMT +C+vfbmZUGwyG/q66qixfcjy843NuTUGtUv+Pje12S56VRh3u76yl+ywBAAPg +iwGMhIWFbTGTwUwIgrCgad75Ygf/xCsuvi43XXzcL/f397EvwDISCkzrE+/l +tuCWAzCOMHzExIiqU/KCaY5i2Ke4FbGKLOmaSvJMkMdXxp6bVCSuWltUhBHP +gCDRG/SNFYmK0N8Yhyk7V8/15aDJV4jPBfIYaezZ6mz/1qoHg6oGaVkh+V7q +R+n0htkFdd/oXH1rX+UDL+ldm8qQ/+0gXkJjYEXAB2s+1sv9qjLoh1mRl6Yn +BnF9AwBAO+CLhYRMJgtjhbGxMVoESySS3fvigABLZjnyzhdXhvwCXaHaanPY +F2AZXjEV6DJaroSrp/ARjI9QZHhSn8XUFUfiVsQSTbKUHsnTxrPO8v2de1g+ +jxZu0I5g4hkQMAPd9eVxF4+752zoi7N9f7vhQuCLriFHXLIPO2cfcMhEBx+0 +T9nwYHJMOOoQZzzmkFPWGe/CtJI2rV5EW7YBIgF8sZAgCGL3NtMclEolLYLB +F5uPLPyv6AqlLI1hX4BlNBJvNAS9nuv36yivo30DQ7jlAIwjGB+hN+jR5iPk +q5V4eWaKnvuBXGa4t6md8pCohXh1alzUt7MEE8+A4NEbDA2d46FpDcfd86i+ +uDH4tQ2t7hnHsA19dHPwqxse7+vtFJRcV9UyotHqt1cDAPwES4YPMAT4YvPh +nS+Wxlijy1NVpg/7AixgYW4KaVZJntFqVnArAhhHSD5iSNXQLXnu0RLjF33c +L/slCHwB3eLCbB3xLrXPttfm4haFGSHFMyASVldXVUMz6WVdbtGKL93iNjS5 +5OuEQ8yGvrg84GemyWnEy/I7f5SnOnc3l6+Zeg0AggRLhg8wBO98cUtLS+au +aWpqsqBp3vliWeJl02rHpGvsC7CAjvoC0zRU4qe45QBsIDAfIU91yvX7NUog +q1tHcCtiCoPBIAv7lJo2Vz64hVsUfgQWz4DYIPv1cG+TsjRGlnxDGnmgMuQX +SuKtduKlXslTVvbxyAvvt8885pZ73r/YNVKeFesuv+/UWJ4wNtiFWz4AsA34 +YiHBO1+MEd75YjJHNVXAuHuCfQEWUJV1G2mWRuzDLQdgA4H5CL1ef40oQ9mj +jWf+4rIWtyhGqEhxoZpiadRB3Io4gcDiGQC+fhTVpF/WaPXLah350urgQTAA +PAZ8sZAg7WoKK0xPT+M+193CO19cVxxpel4c8Tn7AixAGnPctLPhfSfccgA2 +EJ6P6B+do9alCU6px62IfmrbRo853Cv1/+jxls2SD9XqJdyiOIHw4hkAIKoB +YDPAFwPihHe+uLUq0zS/MfSX7AuwAGrZoiZ5Cm45ABsIMuNKLmqnrr+TNw3j +VkQnA2PzR1weVrLdb5eW4L2vhXh1fFiFWxRXEGQ8AyIHohoANgN8MSBOeOeL ++7rqpQHv5/n96v7t/7sXdIl9ATvFYDBQdz+cGIFMWxQIMuPS6Q2XAkuRL7Zy +zRmfEcjj1Jn5ldNeBdRlhq3tHbhFcQhBxjMgciCq/3979+IWRX4mevyfmeRs +LpPs5uxuks2TzSa75+yenD17spu9PLs5O042ExDUcUZHjCM6AUEQREFRoFvF +G4yKgqhcFFER5X5RBERABAVRFARF5NJNTk06KSoN1TZQ1b+qX30/Tz/7JFL1 ++71k37f6fenuakAPczGcyXZz8YtXk2rvGplkg5vEPh181JL5p76h+J7rXdHh +IERk7bj6noz9V1yJWoNHDyRNT0+KDmq5JqdmtJ+eVh5ldQ9EB2UtsuYznIys +BvQwF8OZbDcXe72zKzTtq8frDX0Mi9LY8USJMyw2b0vCnqOH7PHFUlg+iTuu +S7UPvnixOPZU6d6ffHFnqtw1oiNaFuUakpJbpx2KjxYv5d7+cpM4n+FYZDWg +h7kYzmS7uVixKrlM7WBHXlr9u4DPVnTRbzuQ3B3XwZwz6rsglEdT+SHRES3d +ofwa7VCcklvv9c6KDspy5M5nOBNZDehhLoYz2XEu1n7C8cHjUSExBG9vXqMa +7dXGPtHhIETk7rhejj5rcX1HnYu73V/p67Tl71t18pP6jO+p38u8JatycmpG +dFBWJHc+w5nIakAPczGcyY5z8Y5jteqkeavzqZAYgrcx/Zoabdcj23+xF4Ik +fcfV21H3xTj8+9H4juvbL57b7PbU1We2+oK/nflnH8dnr0+7MvrK9p+VNon0 ++QwHIqsBPczFcKbjx49r5+InT54Ef66oqsnMb1YnzevNixjkQ29qxrMidu4t +mm94KcoxnNBxNV12q3Ox8qg/8Hc2+rbfmrNx2uAbsv5y8Pkr0UFZlxPyGU5D +VgN6mIuBxRJVNbkX29VJ83xlt5AYgtQzMKqG+smeq6LDQeg4pOOqyl2jnS7P +5uzyztrgw7m15xK1Yd9zvdvbUSc6KEtzSD7DUchqQA9zMbBYoqqmtKJ5a0Jq +UtK2/TujigoOC4khSNebH6lzceoJnoIdxCEd18zMVO3B/+ubLg/uWqvkeVbB +LdFBvcX5w5u1Q3Gn6+v3W2+IDsrqHJLPcBSyGtDDXAwslqiqaSo/qPa0VUdW +CIkhSGfPnfsk/sD7MeeUeeHM1Xuiw0HoOKfjejU23OT6wZ7kzeqfgLYfqRYd +lK7UA/n33f9NvYB0ub/aefuK6KBswDn5DOcgqwE9zMXAYomqmva682pbW3vw +H4TEECTfS2lKH16z/wdNteWiw0HoOKrjejYy9tHucnUuTtyx/dyRz0QH5c/j +9UZnfnEr+4QdCT3uL38xFLu+eq/pkui47MFR+QyHIKsBPczFwGKJqpq+e/Xq +XNzs+r6QGILU7voTNdTHvXx5sYM4rePqGxxb8duhOClpm2/qLD/xa9FBzZmc +mtmZU6dO7juTYjpc71ZeOS86LttwWj7DCchqQA9zMbBYoqpm5Fm/Omx2uL4p +JIZgaOPsdn/F4/WIjgih48CO62pDnzJvPnB/ae5jDnmbRAf1heGxieisSnUo +9j1uNrSJjstOHJjPkB5ZDehhLgYWS/sFT6Hc1zMzo/beve53pqct+pWj7XUX +1AGh0f03osNBSDmz47pefrbL9VXtXa2qjn0wMzMlMKTO21c2pZzSTsRrUsqa +7y3iC+nwG6fmM+RGVgM+YQsRHRRgMwKrRvv+5GdPekWFEVjt+aS56eA4Vxhn +cWzH1Vxd2un6mnY0rjn0j6/GhkMfidfrrT2/o8f95Zv7f/TzmELfULzVdWNs +3KJ/SbMyx+YzJEZWA3qYi4HFElg1Te6/UrvunvYaUWEEVnXsg7n7g11IER0O +QsrJHVdPe7X2L1dffK9xRsSjpy9DGcOL549rDv1UDaAg7We+70qbnJoJZRjS +cHI+Q1ZkNaCHuRhYLIFVU5a9qnTvT06nvXd416qWltuiwgis0f2juc9BN5SK +Dgch5fCOa7CvvcX1HV/y12d87xex+R/El5TXh+itHbcrT/oN5r3ud0qKC2dn +Z0MTgHwcns+QElkN6GEuBhZLYNVk5jernxasaH4oKowAvN7ZU2n/dWP/X3f+ +9uOWoyN8ntFZ6LhGnvXXH/jbe66vrYs/pFbr7s/rR1+Z+DbmZ08fVR/+mXYi +/u3d+b5x5+Zp8zZ1AvIZ8iGrAT3MxcBiCayazy+1q532ucouUWEEMDD06vcR +XojedUJ0OAg1Oi7F1OTEqTP5fjeCXpl48XJdr9dr8Eu3k1MzZys6Vyfkt2d9 +UzsU1x348dDjHmP3ciDyGfIhqwE9zMXAYgmsmuKq+2qbfbzEit+3UtM6oEaY +dLxWdDgINTou1Y3b/WEJpX7T8ab911qqCr1e7/LXVybikuqe1TvLfveSdPKW +3915wP3lmoJYzwwfKDYA+Qz5kNWAHuZiYLEEVo3SaasNdnpek6gwAsgr71Aj +/PxSu+hwEGp0XFpDI69jDt7UzsXJSbHK6Nrk/kFjmXtyYnxpyz4ZHj9Rdnfl +jot/OHRfqNz3Nw0H/mdfJ/8vMAz5DPmQ1YAe5mJgsQRWTev9Z2obvP1wtagw +Atj1eb0aoTLFiw4HoUbH5cfrnS2p7vG9cPx+zLnGzO+qb3W+5/p61fHw1uqC +NxOvglmq//7t2vNJlQf+ZUXMeb+XoZXHquSyiprbXq/H7N/IUchnyIesBvQw +FwOLJbBqHj4ZU9vgjfuuiQojgI9Ty9UI+wbHRIeDUKPjWtCLl2+yCm6lJUf7 +3RrL97jv/qO4A2XZF+6UVvfUtj1u63l2r2/47oPnt5vrGi7ur8r7VfWhf9He +aPrXibu0E/Evt5fmlXdMTE6L/i0lRD5DPmQ1oIe5GFgsgVUzNj45dxufHRdF +haFH6czV8N6PLZ7xGPAhStgLHVcAD7tvVR1Z8cD9Jb+5uCHjL+a//qs8MnZu +WHCOPrvn330HRCRdOn3l3svXU6J/M2mRz5APWQ3oYS4GFktg1XhnZ2MSd6Uk +/dqVsi5n9y+np96IimRB9/qGNfcXqhAdDgSg43qrJ4/uVZ2K0r7+W5D2swXn +4p1JMQvOxZ2uryUcqrje/GhqmndNm4t8hnzIakAPczGwWGKrpt31LbU9fjZo +re9huXmlICtlfUxiSuS2z/eftuJtwWA2Oq4geWZm2usuVOWuue36i9Tk6AXn +4tjEndpxuMv11ZpD/1xXtJsvYAoZ8hnyIasBPczFwGKJrZom9w/VPrmn/abA +SOarylmlxlZduEN0OBCAjmsJRl6+ab73tOjm/ewLd1JPNCQcqd52qCo+uyrz +WGHVsQ+qT29uKj/Y19nAVy+FHvkM+ZDVgB7mYmCxxFZNzaF/VGfP1qozAiOZ +r/7A/5qLrbpAdDgQgI4LMiGfIR+yGtDDXAwsltiqqTr2wdztei7uFxjJfJ2u +r6ux8VZPZ6LjgkzIZ8iHrAb0MBcDiyW2aqrzPp17r3L+ZwIj8fOkv1Pzxazv +ig4HYtBxQSbkM+RDVgN6mIuBxRJbNXVFu9XxsyonUmAkfu7cPK0GVnfgx6LD +gRh0XJAJ+Qz5kNWAHuZiYLHEVk1L5Ym514uz/1VgJH5qCmLnBvbcNaLDgRh0 +XJAJ+Qz5kNWAHuZiYLHEVk13e33x3n86lfr+gZS1ble6wEj8VB/5f3MffC7d +JzociEHHBZmQz5APWQ3oYS4GFkts1Tx7MaF+vemalMsCI/GzZ39G9q7VxXt/ +2pj53e6W66LDgRh0XJAJ+Qz5kNWAHuZiYLHEVs2Mx6vOxStiirzeWYHBqKZm +PCtii9TA3kzxRasORccFmZDPkA9ZDehhLgYWS3jVrEouUyfQ4bE3YoPxefB4 +VA1pfdoV0eFAGDouyIR8hnzIakCP8A4fsB3hVROdeV0dQrv7X4gNxud68yM1 +pNQTPOc6Fx0XZEI+Qz5kNaBHeIcP2E6YhpAAUnLr1CG0vn1QSAx+ci62qyGd +vnJPdDgQho4LMiGfIR+yGvAJW4jooACbEV41h863qENoWd0DscH4JB6tUUOq +bXssOhwIQ8cFmZDPkA9ZDegR3uEDtiO8avKvdapD6KnLHWKD8dF+5Hnw+SvR +4UAYOi7IhHyGfMhqQI/wDh+wHeFVU1nTtCvps4O71ualrijN3SY2GMXY+KQ6 +FP8ivsQ7a4lbZEMIOi7IhHyGfMhqQI/wDh+wHeFV0157ru/AO75H7cH/IzYY +xd3Gy1fSf5yb+sHu5K0prlOiw4FIdFyQCfkM+ZDVgB7hHT5gO8Kr5lF3szoX +33Z9V2wwitrzSWo8Vce5pDgaHRdkQj5DPmQ1oEd4hw/YjvCqGX85os6h3e6v +iA1GUXXsAzWeugs7RYcDkei4IBPyGfIhqwE9wjt8wHasUDWdrq+po+jYyFOx +wTS5f6AG09F4UWwwEIuOCzIhnyEfshrQY4UOH7AXK1TNLdf31VG0t6NOYCST +E+M97i//LhL3O6/GngsMBsLRcUEm5DPkQ1YDeqzQ4QP2YoWqqT34j+pc3Fp1 +RmAk3Xcq1EhaLPBhZ4hFxwWZkM+QD1kN6LFChw/YixWqpup4mDqN1pfsFRhJ +XXGqGkn1kf8UGAmsgI4LMiGfIR+yGtBjhQ4fsBcrVM2V8+4Tqf/lSlmXnBRb +WFohMJKbx8LnvjTqXKLASGAFdFyQCfkM+ZDVgB4rdPiAvVihaq429r0XU+R7 +ZBXcEhjJlowrG7dnpiVvPp323t1bIid0WAEdF2RCPkM+ZDWgxwodPmAvVqia +211D6lyccKRGVBhTM573Y4vVSMbfTIuKBBZBxwWZkM+QD1kN6LFChw/YixWq +5tHTl+o0umHvVVFhdD96oYbxyR5hYcA66LggE/IZ8iGrAT1W6PABe7FC1UxM +TqsD6S/iSkSFcbmuVw0jPa9RVBiwDjouyIR8hnzIakCPFTp8wF4sUjXhiRfV +mXRsfFJIDO7C22oMF250C4kBlkLHBZmQz5APWQ3osUiHD9iIRarm04zr6kza +M/BCSAybM+diaL3/TEgMsBQ6LsiEfIZ8yGpAj0U6fMBGLFI1Kbl16kxa1/Y4 +9AH433RrgptugY4LUiGfIR+yGtBjkQ4fsBGLVE1+wZmDuz48k/af5en/u6ok +K/QBdPcOfBB7xjcUr0+7EvoAYEF0XJAJ+Qz5kNWAHot0+ICNWKRqagq39x14 +x/eo+nxt6AOoL9nT636nIeMvzu35t5O57tAHAAui44JMyGfIh6wG9Fikwwds +xCJVc+vaMXUurs7+t9AHUHU8XA1AGdJDHwAsiI4LMiGfIR+yGtBjkQ4fsBGL +VM39O5XqWNrk/mHoA2h0/1AN4G59UegDgAXRcUEm5DPkQ1YDeizS4QM2YpGq +GXnWr46l91zvhnj3qcmJHveX1QDGXjwNcQCwJjouyIR8hnzIakCPRTp8wEbC +NASG4fV677v/SJ1MX40Nh3L3+2031K1bXN8O5dawMjouyIR8hnzIasAnbCGi +gwJsxjpVc8v1PXU47e2oC+XW9SV75z7dfPhnodwaVkbHBZmQz5APWQ3osU6H +D9iFdaqm5tBP5160rTwRyq2rjq+cu+nW2fhQbg0ro+OCTMhnyIesBvRYp8MH +7MI6VVNyOsOV8vGOHfG/2p5ZXNkWyq2LXCvbsv7YNxe3110I5dawMjouyIR8 +hnzIakCPdTp8wC6sUzUlVfffiynyPQ4X3QnZvtMznp9vK1Y2Xb0tZ/uOxJej +If1oM6yMjgsyIZ8hH7Ia0GOdDh+wC+tUTX37oDoXJx+vDdm+PQMv1H3XpV4J +2b6wPjouyIR8hnzIakCPdTp8wC6sUzV9g2PqfLph77WQ7Xu5vlfdd8+pxpDt +C+uj44JMyGfIh6wG9FinwwfswjpVMzE5o86nP99W7J2dDc2+WQW31H3P3+gO +zaawBTouyIR8hnzIakCPdTp8wC4sVTWRSZfUEXV4bCI0m0alX1M3vfvgeWg2 +hS3QcUEm5DPkQ1YDeizV4QO2YKmq+cx9Y25E7Q3F/a/GJ6bVHVfEFk1OzYRg +U9gFHRdkQj5DPmQ1oMdSHT5gC5aqmvS8JnVKvd78KAQ7tnQNqTtuzrwegh1h +I3RckAn5DPmQ1YAeS3X4gC1YqmpKis7kpa64kv7jW5l/XnU6OgQ7Xi76PDkp +9sO4o8pcnH2+JQQ7wkbouCAT8hnyIasBPZbq8AFbsFTVNJZl9R14x/eoOvJe +CHasPfRPvu3asv64tqIgBDvCRui4IBPyGfIhqwE9lurwAVuwVNV0Nl9W5+JG +91+HYMcO1zfUHfvv3w7BjrAROi7IhHyGfMhqQI+lOnzAFixVNcNPH6pTaqfr +62Zv97i3Vd3unuvrXq/X7B1hL3RckAn5DPmQ1YAeS3X4gC1YrWq6XF9VZ9UX +zwdM3aup/KC6V+3Bn5i6F+yIjgsyIZ8hH7Ia0GO1Dh+wPqtVTaP7R3MvGd8q +N3Wvm7mr1b2qQ3KbL9gLHRdkQj5DPmQ1oMdqHT5gfVarmqoj7819xPhSpql7 +aWfw1hpuugV/dFyQCfkM+ZDVgB6rdfiA9VmtaqpPR6uz6o28LeZt9Hp89IH7 +S76Net3vjL14at5esCk6LsiEfIZ8yGpAj9U6fMD6rFY1tdUVO5NiNm3f/8vY +06knTHy+a+18mJYcXZD2s8aM7za7vm/eRrAvOi7IhHyGfMhqQI/VOnzA+qxW +NT0DL96LKfI9otKvmbdRwbVOdaPswnrzNoJ90XFBJuQz5ENWA3qs1uED1me1 +qnkzNaOOq+/HFs94zPrupKRjtepGFc0PTdoFtkbHBZmQz5APWQ3osVqHD1if +Bavmo93l6sT66OlLM7bwemfDEkrVXQafvzJjF9gdHRdkQj5DPmQ1oMeCHT5g +cRasGu0rubVtj83YovfxqLrFquQyM7aABOi4IBPyGfIhqwE9FuzwAYsL0xAd +y+8cL21Th9azFZ1mbHGx5oG6RdpJnlWxMDouyIR8hnzIasAnbCGigwJsxoJV +c6WhTx1a959uMmOLvaca1S1KqnvM2AISoOOCTMhnyIesBvRYsMMHLM6CVdPR +O+ybWH8eU7gj87QZW6xKLlPn4p6BF2ZsAQnQcUEm5DPkQ1YDeizY4QMWZ8Gq +GXv5qnTvTxozvvvA/aVu91c8Xo+x6/ffv3Un61vn9vxbavKWDTtyvN5ZY9eH +NOi4IBPyGfIhqwE9FuzwAYuzZtW0u/6k78A7vsfj3jZjF68rTlUXrzn0z8Yu +DpnQcUEm5DPkQ1YDeqzZ4QNWZs2qqT34D+roervypLGLVx/+D3Xx2vM7jF0c +MqHjgkzIZ8iHrAb0WLPDB6zMmlVT9fladXStzv+1gSt7vd4O1zfUxR/crTFw +cUiGjgsyIZ8hH7Ia0GPNDh8w1czMzNjYmDLuLe10a1ZNw6XMubn48H8YuHJv +R526cofrXcM/vAyZ0HFBJuQz5ENWA3qs2eEDxpqdnVWeCHJzc1NTUzdt2hQe +Hq5kfmRkZExMTGZm5tmzZ3t7e4NfzZpV09N+U51eW1zfNXDl2vNJmon73w1c +GfKh44JMyGfIh6wG9FizwwcM1NXVlZCQsOCXd6uUSTknJ2d8fDyYBa1ZNZOT +rx+4v+SbXnvd74y/GjVq5ZpD/6LOxXVFu41aFlKi44JMyGfIh6wG9FizwwcM +4fV6Dx06FHgi1lq3bl1jY+Nbl7Vs1TS7vq+Mru1Z37yc/vf37rUbsqbXO1ud +8SN1Ln7Y3WzIspAVHRdkQj5DPmQ1oMeyHT6wfMXFxcEPxT6RkZEDAwOBl7Vs +1eSczFsTd+y9mCLlcbHmgSFrdj96oay2altOStKvC/b9wpA1ITE6LsiEfIZ8 +yGpAj2U7fGCZuru7V65c6Tf2pqen19XV9ff3j46OdnV1Xb58ef369X7HxMbG +zszMBFjZslVTUt3jG4qVR2a+MS/sFl7vUtdMz2syZE1IjI4LMiGfIR+yGtBj +2Q4fWA6Px/OrX/3K7z3SCz4XvH79Ojs72280zs/PD7C4Zavmbu+wOsNu3HfN +kDXjsqvUNa829hmyJiRGxwWZkM+QD1kN6LFshw8sx/379/1G3Vu3bukd7PV6 +k5OTtQdHR0cHWNyyVfNmambF72dY5T8o/3WZC05MTr8fW6zOxc9HJwyJExKj +44JMyGfIh6wG9Fi2wweWo6SkRDvnZmRkBD5+eHg4IiJCe8qbN2/0DrZy1WxM +v6aOsR29w8tcreHuoOEvQENudFyQCfkM+ZDVgB4rd/jAkqWlpWmH3NbW1ree +EhcXpz2lq6tL70grV01mfrM6yZZU9yxztezzLepqOaVthkQIudFxQSbkM+RD +VgN6rNzhA0vj9XrXrFmjHXKHh9/+yqnb7daeUlFRoXeklaumtGbu1lv7Ti/3 +Nlkf7S5XV2vpGjIkQsiNjgsyIZ8hH7Ia0GPlDh9YGo/Hc/78+WPHjqWnp8fF +xW3dujWYs3bu3Kmdi6uqqvSOtHLVdD0aUWbY1dtydiTFndy/djlL9XXfyUpZ +vz7+oLLgB9tLp2c8RgUJidFxQSbkM+RDVgN6rNzhAyHj9Xo//PBD7Vzc3t6u +d7CVq2Zqero58zt9B97xPZ4/XfodpGsKYn2L3Mr884KjiQYGCYnRcUEm5DPk +Q1YDeqzc4QMhU1FRoR2Kw8PDX758qXewxaum/sDfqXPxrYrjS16nwf0/1HUa +Lu43MEJIjI4LMiGfIR+yGtBj8Q4fCIGJiYn169dr5+KkpKQAx1u8aqpORanz +bNXnHy5tkWeDPb3u3y2i/IfhoX5jg4Ss6LggE/IZ8iGrAT0W7/CBEMjNzQ37 +Q7W1tQGOt3jVtFadUefiJvcPl7ZIXdFudZH6A39nbISQGB0XZEI+Qz5kNaDH +4h0+YLYbN274DcXx8fGzs7MBTrF41bwcffbA/SX1pd6xF0+XsEjdwb9X5+La +8zsMDxKyouOCTMhnyIesBvRYvMMHTNXY2Lhy5UrtUBwZGdnX95Z7VYXpaLCM ++qy/UqfaS3mpiz29/PJFdbJWHhWXz5kRJKR05swZ0SEAhiGfIR+yGtDr5JmL +4VhNTU0RERF+5VBZWfnWE61fNVUnP5n7iHFO5GJPP5+TqJ5el/lXZkQIWTXw +SgQkQj5DPmQ1oMf6HT5ghhs3boSHh/sNxadOnQrmXOtXTXvtufasb57f86+7 +k7du2ZO/2NPPp/+sdv9fXtv3t8oi57I3mxEhZEXHBZmQz5APWQ3osX6HD4nN +zMxMLJuyyGL3LS4unv/GiRMnTgR5uvWrZnJq+hdxxe/FFPkeg89fBX9u35Mx +5ZSoeNfx3eFNmd++295iXpyQDx0XZEI+Qz5kNaDH+h0+JJadnR3gHf5Bcrlc +we+oDNGHDx9ezlD8G5tUTdKxWnUuLqnuCf7E/Kv31BPDEkrNixBSouOCTMhn +yIesBvTYosOHrNxu9/Ln4v379we53fj4eHJy8vwVLly4sKiwbVE1F2seqONt +/OHqIM+anZ39OLVcPbG8vtfUICEfOi7IhHyGfMhqQI8tOnzIKpRz8dDQ0JYt +W/zOjYiIqKqqWmzYtqiaoRev1fF2RUzR2PhkMGe13n+mnvVBfMnE5LTZcUIy +dFyQCfkM+ZDVgB5bdPiQVcjm4p6envXr1/uduGbNmra2tiWEbZeq2ZJVudhX +ftNONqinZOY3mx0h5EPHBZmQz5APWQ3osUuHDym1t7cXL1tra2vgXe7cubN6 +9Wq/oTgqKurhw4dLC9suVVN4vUsdcuOy3/6y+PPRifdj5+7W1dE7HIIgIRk6 +LsiEfIZ8yGpAj106fGBplNE7MjLSbyjetm3bixcvlrymXarm6cjr37+P+nz8 +jh2Dj7oCH59T2qoOxZ9mXA9NkJAMHRdkQj5DPmQ1oMcuHT6wBF1dXfNfKd67 +d+/kZFAfttVjo6rZdbDw6O6VrVnf6jvwTtWpjQGOHB0evJ31ZwdS1v4y9owy +F19rWuKL6XA4Oi7IhHyGfMhqQI+NOnxgUUZHR9etW+c3FB8+fNjr9S5zZRtV +TWOZW5mIfY+7rm9OTozrHVmV9yvfYR2ud7P3bp6e8YQyTkiDjgsyIZ8hH7Ia +0GOjDh8InjL87tq1y28ozs3NnZ2dXf7iNqoaZRBW5lx1NK4rTl3wsOdP+7rd +X1EPq72QEuI4IQ06LsiEfIZ8yGpAj406fCB4N27c8BuKd+/evfxXin3sVTXq +C8HKo9X1pwu+ZFx19H31mHbXtwK8rAwERscFmZDPkA9ZDeixV4cPBMPj8Xz6 +6ad+c/GuXbtci3H37l299e1VNSPP+rWvBVefjvY74M7N0+pPlUdD6T4hcUIO +dFyQCfkM+ZDVgB57dfhAMBobG8OWrbS0VG9921VN1akodeztcX/5ftvcdzYN +9t3tcH1D/Wmj+0eemRmBocLu6LggE/IZ8iGrAT226/CBt8rLy2Mu1hp/OdLm ++u++ybdi399uSDnbNzim/Hvfk7HkPZldrq+oI3Pv3RrRwcLe6LggE/IZ8iGr +AT226/CBt9q9ezdzsZ+WG3nK5Ht2z7//PKbwvZiin28r3pJVuSL2i68q/ixh +t++N1rXnEkWHCduj44JMyGfIh6wG9NixwwcCi46OXv5cfOXKFb31bVo1xedO +KFPwgo+YxJQbxyNEBwgZ0HFBJuQz5ENWA3ps2uEDAtm0amZnZ4+VtC44F2df +uOP1GvANVgAdF2RCPkM+ZDWgx6YdPiCQraumvn1w475r6kT8acb1hruDooOC +POi4IBPyGfIhqwE9tu7wASEkqJqnI687H448ezEhOhDIho4LMiGfIR+yGtAj +QYcPhBhVA+ih44JMyGfIh6wG9NDhA4tF1QB66LggE/IZ8iGrAT10+MBiaW9b +LToWwFrouCAT8hnyIasBnwW/j0Z0UIDNGFU1VB/kQ1ZDJuQz5ENWQybG5jPV +ASwWczGgh6yGTMhnyIeshkyYiwGxmIsBPWQ1ZEI+Qz5kNWTCXAyIxVwM6CGr +IRPyGfIhqyET5mJALFnnYuIJzGrx+FgtKuIJjHgCI57AiCcw4gmG1aIinsCI +JzDmYkAs5uLQIJ5gWC0q4gmMeAIjnsCIJzDiCYbVoiKewIgnMOZiQCzm4tAg +nmBYLSriCYx4AiOewIgnMOIJhtWiIp7AiCcw5mJArAW/7wwAAACAfYkeMgAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABYjsfjGf2t +sbGx0Ow4OTmp7OX1ekOzHZyD1IL1icpSqgMmIbUgJdpjwIHy8/PDfu/x48cm +7TIyMnLy5MmdO3du2LDBt9fKlSs3btyYmZl5+/Zt5eJj0r6QXohTa2ho6MLi +9ff3GxsG7EXUBZALL0zChRfSoz0GnObBgwfh4eFq4T969MjwLSYmJs6cObNq +1aowfVu3bn348KHhW0NuQlLr6tWrAbbTc/HiRQNjgI2IugBy4YVJuPDCCWiP +AacZHR3dvHmztgANL/w3b97ExcUF8/wVERFRV1dn7O6QmKjUOnr0aDCb+qE9 +cyZRWcqFFybhwgsnoD0GnObly5dbt271qz5jC9/j8aSlpQX/FBYZGXn//n0D +A4CsBKZWfHx88PuqaM8cSFSWcuGFSbjwwglojwGnGR4ejomJmV96xhb+6dOn +/daPjo6+dOlST0+PstHVq1d37drld0BUVNTU1JSBMUBKolJLeS5Tnp6Cfy5T +lZWVGfKLw0ZEZSkXXpiECy+kR3sMOM2dO3c+/vjjBZ9EDCz8V69erV69Wrt4 +QkKC8o/aY2ZnZ3Nzc/1iKC0tNSoGSElgag0MDGgX3LNnz9PgTE9PL3Nr2Iuo +LOXCC5Nw4YX0aI8BR1GeIwoKChYsecMLv7CwULtyXFyc3l+6tHf8UygXJf4m +hgAEplZ1dbV2wZKSkuWsBomJylIuvDAJF15IjPYYcJTZ2dna2tpNmzYFqHoD +C1+p3I8++ki78p07d/QO9nq90dHR2oObmpoMCQPyEZtaeXl52tXa2tqWsxpk +JSpLufDCJFx4ISvaY8BplDLcvn174JI3tvA7Ozu1y3722WeBj6+srNQe73a7 +DQkD8hGbWn4f+RkfH1/OapCVqCzlwguTcOGFlGiPAQdSnkTm1/hHH33U2Nh4 +8OBBMwq/tLRUu+ypU6cCHz8yMqI9fu3atYaEAfmITS3tJ482bdq0nKUgMVFZ +yoUXJuHCCynRHgMONL/wMzIyRkdHlR+ZVPjK+tplA7xLROX3VXHDw8OGRALJ +CEwt5UTtOpmZmUtbB9ITlaVceGESLryQEu0x4EDawk9JSeno6FB/ZFLhb9iw +Qbus7yITmN+1orW11ZBIIBmBqXXr1i3tOuq9X2ZmZvr7+xsaGurq6pT/4PF4 +lrY+pCEqS7nwwiRceCEl2mPAgXyFn5qa2tXV5fcjMwpfebbSrhkZGTk7O/vW +s06ePKk9i68dxHxiU+vChQt+z021tbWxsbHh4eF+UcXHxyubTkxMLG0j2Jqo +LOXCC5Nw4YWsaI8BZ3r58uWC/25G4St7adeMjo4O5iyl0rVnnTlzZvmRQDJi +U8vvb7affPJJWEBRUVHcN9WBRGUpF16YhAsvJEZ7DEBlRuEPDQ1p10xOTg7m +rNraWu1Zn3/++fIjgWTEptZbv8dhQTk5ObzBz1FEZSkXXpiECy8ciPYYcCAz +Cr+vr0+7ZlpaWjBnNTU1ac86fPjw8iOBZASm1sTExOJbs98pKipawo6wKVFZ +yoUXJuHCCweiPQYcyIzC7+jo0K65f//+YM66c+eO9iyXy7X8SCAZgal17969 ++X3XJ598UlhYODAwMDU1NTY21t7ernRia9eu9TssMjJycHBwCZvCjkRlKRde +mIQLLxyI9hhwIDMKv6enR7tmSkpKMGfdvXtXe1Z6evryI4FkBKZWeXm5X9MV +GxurtGTzjxwZGUlLS/M7ODEx0ev1LmFf2I6oLOXCC5Nw4YUD0R4DDmRG4fv9 +aSsrKyuYs9ra2rRnZWRkLD8SSEZgapWVlWm/XkFpt16/fh3geOX5zq9Da25u +XsK+sB1RWcqFFybhwgsHoj0GRJmZmZlYNmWRJWxtRuF3dnZq1wzyT1t+31HI +ByhszaSUFp5a09PTg4OD7e3tU1NTgY9UDouIiNDuW1hYuOR9YSOislR4dUBW +wlOLCy9Cj/YYECU7Ozts2Zb2iYMQ3FggNTU1mLMaGhq0Z508eXL5kUAUk1La +Xql14sQJ7b5BfpIIdicqS+1VHbARe6UWF14YgvYYEMXtdoct29Iu/mYU/pMn +T7RrJiYmBnNWZWWl9qxz584tPxKIYlJK2yu1/L5bYfPmzaHZF2KJylJ7VQds +xF6pxYUXhqA9BkSRbC4eGxvTrhkVFRXMWUqla8+6dOnS8iOBKCaltL1Sy+8v +w+Hh4dPT06HZGgKJylJ7VQdsxF6pxYUXhqA9BkSRbC5WaL8xQXlW8ng8bz3l +8OHD2kiqqqoMiQRCmJfSNkqtFy9e+P1Gk5OTodkaYonKUhtVB+zFRqnFhReG +oD0GRGlvby9ettbW1iVsbVLhJyYmapcdGhp66ynJycnaU/r7+w2JBEKYl9I2 +Si2/b2QI8i/DkICoLLVRdcBebJRaXHhhCNpjwIFMKvyjR49ql33rX7dmZmZW +rVqlHr9mzRq+cxALEpJao6OjmZmZynPT1q1bP/74Y+X/BnOWEps21F27di12 +X9iUqAsgF16YhAsvnIb2GHAgkwr/2rVr2mWzs7MDH+937/ogv+scDiQktfr7 ++8P+0JMnT956lt9tUXNzc5ewNexI1AWQCy9MwoUXTkN7DDiQSYU/OjoaHh6u +Lvvhhx++fv06wPF+X+tTUFBgSBiQj6jU2rBhg3adsrKywMc/e/YsMjJSe4ry +bLi0rWE7orKUCy9MwoUXTkN7DDiQSYWv2Llzp3bl/Px8vSMHBwdXrlypHqlc +MYL5mzAcS0hqHTp0SLvp+vXrx8bGAhy/f/9+v+PfvHmztK1hR6IugFx4YRIu +vHAU2mPAgZZW+PX19RUaT58+nX/MjRs3wv7Qgn/pVao+KipKe1hWVtZyfytI +zfDUCiafa2pq/DZNTU1d8GM+yj/6fauCQll2mb817EVIlpqxL+DDhReOsoT2 +mKs0YHdLm4u195lXlJaWzj9GeZKKjY31q33laWtqako9pqura926dX7H9PX1 +GfbrQUaGp1Yw+ezxeBISEvwWjI+P7+3t1R42MjLi96dgxdatW7lRhtMIyVIz +9gV8uPDCUZbQHnOVBuzOvLlY0d3dHTZPZGRkSkpKRkaG3+eGfE6ePGno7wc5 +GZtaQebz8PDw/Oep8PDwuLg4pY7cbveWLVvm7xsREdHR0WHa/xKwLiFZavi+ +gIoLL5zDvLn4N1ylAasydS5WXL58eX5168nMzOSvuwiSgakVfD63trZq75jx +VkpvduvWLXP+B4ANCMlSY/cFtLjwwiFMnYt/w1UasCSz52LF1atX/e4PqVf1 +09PTBv1acASjUmtR+dzT0zP/fX0L2rx5My9YQEiWGrgv4IcLL5zA7Ln4N1yl +Aes5fvy4tvqCvNOd33s8rly5Evj4oaGhjIyMiIiIBUs+MTGxq6vLiN8GjmNI +ai02n2dnZ6urqzdu3Kj3LBYdHV1UVMQTGXyEZKlR+wLzceGF9JbQHnOVBhC8 +iYmJxsbGixcv5uXlnThxoqysrKWlRe9+fUDwRKXW2NhYZ2fn9evXffsWFxff +vHmzv7/f7H1hR6KylAsvTMKFFzAEV2kAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAIBgTE5OXvhDN2/eDHxKR0eH3ykTExOhiRYA +AAAAAGO9evVq/fr1YX9ImXz1jh8eHl67dq32YOX0sbGxUMYMAAAAAICBWlpa +/ObiTz/9dGpqav6RXq83OTnZ7+C2trbQxwwAAAAAgIFycnL8pt0TJ07MP6yo +qMjvsNOnT4c+WgAAAAAAjDU1NbV161btwBseHt7d3a09pqenZ+XKldpjEhIS +PB6PqJgBAAAAADBQb29vRESEduxVJuXp6WnfT9+8ebN582btT9euXfvs2TOx +MQMAAAAAYKDi4mK/t0kXFBT4fnT48GG/H9XX14uNFgAAAAAAY3m93qSkJO3w +GxERMTAw0Nzc7DcUHz16VHSwAAAAAAAY7/nz5x9++KF2BI6Ojl63bp32Xz77 +7LMF71YNAAAAAIAEqqurw/StWrVqYGBAdIwAAAAAAJjI5XLpzcUVFRWiowMA +AAAAwFzj4+NRUVHzh+KsrCzRoQEAAAAAEAq3b9+ePxePjo6KjgsAAAAAgFDI +ycmZPxcr/yg6LgAAAAAATNfS0qL3+WLlR6KjAwAAAADARC9fvly/fr3eXKz8 +SDlAdIwAAAAAAJglPT1dbyj22bdvn+gYAQAAAAAwxfXr1/2m4CtXrpSVlfn9 +o3KY6EgBAAAAADDY06dPV69erZ1/d+7cOTs76/V6ExMTtf+uHKYcLDpeAAAA +AAAM4/F4EhIS/IbfoaEh308HBwcjIyO1P1UOVk4RGzMAAAAAAEYpLCyc/w5q +7QGlpaV+ByiniIoWAAAAAAAD3b9/Pzw8XDvzJicnz87Oao/xer3x8fHaY5RT +lBNFxQwAAAAAgCHevHmzefNmvXdQaw0MDERERGiPVE5UTg99zAAAAAAAGOXI +kSN+b5AuLy/XO7ioqMjvYOX0UEYLAAAAAICBmpqa/Obc+e+g1vJ4PNu2bfM7 +pbm5OZQxAwAAAABglLi4uGDeQa318OFDv3dTK4uEJloAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAABb+/8Ytfjy + "], {{0, 380.}, {644., 0}}, {0, 255}, + ColorFunction->RGBColor, + ImageResolution->{144., 144.}, + RasterInterpolation->"High"], + BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], + Selectable->False], + DefaultBaseStyle->"ImageGraphics", + ImageSize->Automatic, + ImageSizeRaw->{644., 380.}, + PlotRange->{{0, 644.}, {0, 380.}}]], "Output", + CellTags->"RasterizedOutput", + CellLabel->"Out[7]=", + CellID->2058668087,ExpressionUUID->"f19664da-d479-4141-ad5f-0a9472b7a2b6"] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["ChebyshevSeries"]], "paclet:Q3/ref/ChebyshevSeries", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "096a8119-4cfc-4a37-be93-17d92bd90ef6"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["ChebyshevT"]], "paclet:ref/ChebyshevT"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "568f417d-cae9-4cb1-986a-6dea3b47e46b"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["ChebyshevU"]], "paclet:ref/ChebyshevU"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "9a58fa1f-9dd9-4df6-bc4e-c935013afb33"] + }], "SeeAlso",ExpressionUUID->"07937b4d-8461-42dc-9873-875e89bb1a92"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"d6dc8b62-bcd2-482d-bfaf-\ +5650a13fd6d5"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems with Q3"]], + "paclet:Q3/tutorial/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "dd158b5c-850c-4209-a4d9-6576d383cde7"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems with Q3"]], + "paclet:Q3/tutorial/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "d1241893-8f31-452c-85f9-69f80af4bf20"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Spin Systems with Q3"]], + "paclet:Q3/tutorial/QuantumSpinSystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "05385447-6dda-4de4-8c71-87b60fe74129"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"ab8efec1-88b1-4c59-8878-\ +93c40f6131db"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems"]], + "paclet:Q3/guide/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "b278ad3f-487d-465c-9433-c1f5f80069e5"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems"]], + "paclet:Q3/guide/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "b179740f-a971-449b-bd44-920fbd12174d"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Spin Systems"]], + "paclet:Q3/guide/QuantumSpinSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "db231ffb-e94b-42c6-8d0a-1125a700bcaf"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3: Symbolic Quantum Simulation"]], + "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "3d59eec5-1be2-4c0e-b04d-afaa09967d92"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"9b7a3930-8dc2-4919-99a0-\ +bb326a20569e"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "c2844c25-1e43-401b-b147-843b787790a7"]}]],ExpressionUUID-> + "dd297dd7-e9d7-4934-9c23-0890de5cc6fb"], + ", A Quantum Computation Workbook (Springer)." + }], "RelatedLinks",ExpressionUUID-> + "fe02d809-1489-4aad-88db-fb6bffc542c5"]} + }]} + }]], "RelatedLinksSection",ExpressionUUID->"d3847d4a-ee56-4b05-8148-\ +c3daab3e767f"], + +Cell[" ", "FooterCell",ExpressionUUID->"e2d14c70-96cb-4c87-aca0-e5f2cdf30a40"] +}, +Saveable->False, +ScreenStyleEnvironment->"Working", +WindowSize->{900, 830}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +WindowTitle->"ChebyshevCoefficients", +TaggingRules->{ + "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", + "ExampleCounter" -> 1, + "Openers" -> { + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 7, 2, 18, 31, 55.568840}", + "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", + "keywords" -> {"Chebyshev polynomial"}, "specialkeywords" -> {}, + "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", + "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> + "ChebyshevCoefficients[func, n] returns a list {c0, c1, c2, ..., cn} of \ +the Chebyshev coefficients that approximates function func.", + "synonyms" -> {}, "tabletags" -> {}, "title" -> "ChebyshevCoefficients", + "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> + "ChebyshevCoefficients", "type" -> "Symbol", "uri" -> + "Q3/ref/ChebyshevCoefficients"}}, +CellContext->"Global`", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", +StyleDefinitions->Notebook[{ + Cell[ + StyleData[ + StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], + Cell[ + StyleData["Input"], CellContext -> "Global`"], + Cell[ + StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", + StyleDefinitions -> "Default.nb"], +ExpressionUUID->"9bb919b4-a6bc-4209-920f-263e0ed302e9" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{ + "PrimaryExamplesSection"->{ + Cell[14105, 377, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"95dd94c2-ee19-4eb2-aa2a-4654f0b04b7b", + CellTags->"PrimaryExamplesSection", + CellID->984546286]}, + "RasterizedOutput"->{ + Cell[89132, 1779, 72433, 1194, 410, "Output",ExpressionUUID->"4bd265cb-786f-4804-8a00-f1c9b1d52708", + CellTags->"RasterizedOutput", + CellID->1685794334], + Cell[178121, 3371, 80285, 1322, 388, "Output",ExpressionUUID->"eac2746c-2d02-4aa3-8327-761ecaf2e331", + CellTags->"RasterizedOutput", + CellID->1393616667], + Cell[259381, 4728, 77715, 1280, 401, "Output",ExpressionUUID->"f19664da-d479-4141-ad5f-0a9472b7a2b6", + CellTags->"RasterizedOutput", + CellID->2058668087]} + } +*) +(*CellTagsIndex +CellTagsIndex->{ + {"PrimaryExamplesSection", 345650, 6238}, + {"RasterizedOutput", 345850, 6242} + } +*) +(*NotebookFileOutline +Notebook[{ +Cell[593, 21, 7713, 187, 57, "AnchorBarGrid",ExpressionUUID->"ab4882ac-3158-498f-a62e-b83dbf985882", + CellID->1], +Cell[8309, 210, 85, 0, 23, "ContextNameCell",ExpressionUUID->"a7626f9f-813d-4132-9544-e810f825e900"], +Cell[CellGroupData[{ +Cell[8419, 214, 1395, 38, 60, "ObjectNameGrid",ExpressionUUID->"9a9457d9-fbff-48d2-8e4c-52e0c24446df"], +Cell[9817, 254, 1528, 42, 114, "Usage",ExpressionUUID->"a7b736cf-4bbb-4e31-af4c-41872ad060c1", + CellID->674803996] +}, Open ]], +Cell[CellGroupData[{ +Cell[11382, 301, 1898, 47, 37, "NotesSection",ExpressionUUID->"1d480a36-98ca-4944-b09a-170bc55d5617", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->295725692], +Cell[13283, 350, 695, 21, 70, "Notes",ExpressionUUID->"2cfcc01a-0974-4afd-8505-251bcc26f120", + CellID->569620965] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[14105, 377, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"95dd94c2-ee19-4eb2-aa2a-4654f0b04b7b", + CellTags->"PrimaryExamplesSection", + CellID->984546286], +Cell[15497, 416, 191, 3, 31, "Input",ExpressionUUID->"5e56e190-91b8-4d64-b695-ddaf97b02c5d", + CellID->782669342], +Cell[CellGroupData[{ +Cell[15713, 423, 1367, 36, 31, "ExampleSection",ExpressionUUID->"63c2ac82-9432-4df9-aafb-66bd529157d2", + CellID->907928667], +Cell[17083, 461, 119, 1, 38, "ExampleText",ExpressionUUID->"a3dc0d86-f1e3-4247-979f-fcbec970221e", + CellID->1160309461], +Cell[17205, 464, 416, 12, 29, "Input",ExpressionUUID->"99c005b7-8b67-4492-94b3-ed045bdbcba6", + CellID->1725921001], +Cell[CellGroupData[{ +Cell[17646, 480, 452, 12, 48, "Input",ExpressionUUID->"f278a174-4fe8-42bc-a579-bee15a19c1f4", + CellID->2006035471], +Cell[18101, 494, 63606, 1095, 408, "Output",ExpressionUUID->"7efae748-0413-4f44-b6c2-143f96688df1", + CellID->1553981165] +}, Open ]], +Cell[81722, 1592, 136, 1, 70, "ExampleText",ExpressionUUID->"c9e1439d-1d3d-42ca-b4f9-8dd7362005cb", + CellID->1125515293], +Cell[CellGroupData[{ +Cell[81883, 1597, 255, 6, 70, "Input",ExpressionUUID->"ddf05184-2712-4587-9c2c-2dfa5898c3d6", + CellID->2107496239], +Cell[82141, 1605, 253, 6, 37, "Output",ExpressionUUID->"7158eb78-5346-41d3-9c8c-01823add6d01", + CellID->652329967] +}, Open ]], +Cell[CellGroupData[{ +Cell[82431, 1616, 274, 7, 70, "Input",ExpressionUUID->"d98e515c-3602-4a57-9e24-96fb2ce38442", + CellID->1713910240], +Cell[82708, 1625, 438, 9, 37, "Output",ExpressionUUID->"a6ba7af5-cd6d-4c88-bd08-3ad399cb5f29", + CellID->858481312] +}, Open ]], +Cell[83161, 1637, 171, 3, 70, "ExampleText",ExpressionUUID->"a9ba06a1-2fa6-41cf-beae-45aad319c816", + CellID->986330755], +Cell[CellGroupData[{ +Cell[83357, 1644, 216, 5, 70, "Input",ExpressionUUID->"f44c18b7-428c-4c89-9229-0a69257dd0cc", + CellID->97760346], +Cell[83576, 1651, 4672, 97, 70, "Output",ExpressionUUID->"30f5aced-3868-4738-9007-7af6ce75e182", + CellID->1545112933] +}, Open ]], +Cell[88263, 1751, 168, 3, 70, "ExampleText",ExpressionUUID->"66053806-6169-4f95-95bd-f08a3445a7b7", + CellID->436466161], +Cell[CellGroupData[{ +Cell[88456, 1758, 673, 19, 70, "Input",ExpressionUUID->"22764333-aa9c-4541-a7a6-4b363a18396a", + CellID->1462330341], +Cell[89132, 1779, 72433, 1194, 410, "Output",ExpressionUUID->"4bd265cb-786f-4804-8a00-f1c9b1d52708", + CellTags->"RasterizedOutput", + CellID->1685794334] +}, Open ]], +Cell[CellGroupData[{ +Cell[161602, 2978, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"d4ba8401-3823-4e82-9d7c-64ad5261bbdf", + CellID->1636275227], +Cell[161848, 2985, 209, 6, 70, "ExampleText",ExpressionUUID->"6b93e928-159e-4d0e-b03f-f4037a055a69", + CellID->1317803133], +Cell[162060, 2993, 193, 5, 70, "Input",ExpressionUUID->"b589e771-d975-49bd-a9e5-778006331221", + CellID->328644995], +Cell[162256, 3000, 208, 5, 70, "Input",ExpressionUUID->"0fa5d9a4-cd69-498c-b67b-6655c7ab8b9f", + CellID->574881744], +Cell[CellGroupData[{ +Cell[162489, 3009, 354, 9, 70, "Input",ExpressionUUID->"3a858217-e686-44d2-b40d-fe25861cf4bc", + CellID->944181405], +Cell[162846, 3020, 6475, 136, 70, "Output",ExpressionUUID->"989c701e-bce6-4c2f-8b5a-3e632abbf412", + CellID->905111046] +}, Open ]], +Cell[169336, 3159, 146, 1, 70, "ExampleText",ExpressionUUID->"dfe2e548-b2e7-4f43-ba2e-2ce2058c7598", + CellID->1332458387], +Cell[CellGroupData[{ +Cell[169507, 3164, 404, 10, 70, "Input",ExpressionUUID->"338070b8-8ec5-43bb-bf08-e68e7a8e272a", + CellID->1096082248], +Cell[169914, 3176, 115, 1, 70, "EchoTiming",ExpressionUUID->"a9dcf704-6090-4371-8840-5e7683865b9c", + CellID->925171498], +Cell[170032, 3179, 6482, 136, 70, "Output",ExpressionUUID->"0a7c6566-21ea-4e49-9fc6-b2d78abe7265", + CellID->1575762606] +}, Open ]], +Cell[176529, 3318, 139, 1, 70, "ExampleText",ExpressionUUID->"92a94f15-e961-489a-a413-62d33eb30a73", + CellID->217751422], +Cell[CellGroupData[{ +Cell[176693, 3323, 202, 5, 70, "Input",ExpressionUUID->"232b4f49-b39c-4858-8666-4e0d8687fbe7", + CellID->10779196], +Cell[176898, 3330, 249, 6, 37, "Output",ExpressionUUID->"8d228420-2b0e-454e-9131-7b209e860de3", + CellID->1519416860] +}, Open ]], +Cell[CellGroupData[{ +Cell[177184, 3341, 934, 28, 70, "Input",ExpressionUUID->"6d2237ba-9de4-446f-8a07-87eca31bc174", + CellID->436015066], +Cell[178121, 3371, 80285, 1322, 388, "Output",ExpressionUUID->"eac2746c-2d02-4aa3-8327-761ecaf2e331", + CellTags->"RasterizedOutput", + CellID->1393616667] +}, Open ]], +Cell[CellGroupData[{ +Cell[258443, 4698, 935, 28, 70, "Input",ExpressionUUID->"2365d387-ce3e-40e4-a2c5-3810e67baafc", + CellID->1204045237], +Cell[259381, 4728, 77715, 1280, 401, "Output",ExpressionUUID->"f19664da-d479-4141-ad5f-0a9472b7a2b6", + CellTags->"RasterizedOutput", + CellID->2058668087] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], +Cell[337350, 6018, 1774, 48, 70, "SeeAlsoSection",ExpressionUUID->"d6dc8b62-bcd2-482d-bfaf-5650a13fd6d5"], +Cell[339127, 6068, 1489, 38, 70, "TechNotesSection",ExpressionUUID->"ab8efec1-88b1-4c59-8878-93c40f6131db"], +Cell[340619, 6108, 1793, 46, 70, "MoreAboutSection",ExpressionUUID->"9b7a3930-8dc2-4919-99a0-bb326a20569e"], +Cell[342415, 6156, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"d3847d4a-ee56-4b05-8148-c3daab3e767f"], +Cell[343584, 6192, 78, 0, 70, "FooterCell",ExpressionUUID->"e2d14c70-96cb-4c87-aca0-e5f2cdf30a40"] +} +] +*) + +(* End of internal cache information *) + diff --git a/Q3/Documentation/English/ReferencePages/Symbols/ChebyshevSeries.nb b/Q3/Documentation/English/ReferencePages/Symbols/ChebyshevSeries.nb new file mode 100644 index 000000000..e2382e1fc --- /dev/null +++ b/Q3/Documentation/English/ReferencePages/Symbols/ChebyshevSeries.nb @@ -0,0 +1,4335 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 14.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 222066, 4325] +NotebookOptionsPosition[ 215104, 4188] +NotebookOutlinePosition[ 218148, 4256] +CellTagsIndexPosition[ 218024, 4250] +WindowTitle->ChebyshevSeries +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[GridBox[{ + {GridBox[{ + { + ItemBox[Cell[BoxData[ + RowBox[{ + TemplateBox[{12}, + "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", + TextAlignment->Center,ExpressionUUID-> + "62bc3309-c663-40c4-b6d1-d35d97108c0d"], + TemplateBox[{8}, + "Spacer1"]}]], + TextAlignment->Center,ExpressionUUID-> + "5c193333-6ca6-49df-b8e7-a79b9997d588"], + Background->RGBColor[0.490196, 0.576471, 0.690196], + ItemSize->Full], ""} + }, + GridBoxAlignment->{"Rows" -> {{Center}}}, + GridBoxItemSize->{"Columns" -> {Full, + Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "See Also", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "9a80d299-af2d-45ce-80f2-235549e551b4"] + }],ExpressionUUID->"786fa976-e279-4984-95ae-1523cb072d39"], + StripOnInput->False],{ + "\"ChebyshevT\"" :> Documentation`HelpLookup["paclet:ref/ChebyshevT"], + "\"ChebyshevU\"" :> + Documentation`HelpLookup["paclet:ref/ChebyshevU"], Delimiter, + StyleBox[ + "\"Functions\"", "SeeAlsoSection", FontSize -> 14, FontSlant -> + "Italic", StripOnInput -> False] :> + NotebookFind[EvaluationNotebook[], "SeeAlsoSection", All, CellStyle], + StyleBox[ + "\"ChebyshevCoefficients\"", "SeeAlsoRelated", StripOnInput -> + False] :> Documentation`HelpLookup[ + "paclet:Q3/ref/ChebyshevCoefficients"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"SeeAlso"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "af72415e-240a-490f-8435-e64d3ac76a91"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "c4cb63b5-92d0-4a9e-b754-b39f01ff52e8"] + }],ExpressionUUID->"25d3ed31-1448-4765-af87-5d8f0df4d1b6"], + StripOnInput->False],{ + "\"Quantum Information Systems\"" :> + Documentation`HelpLookup[ + "paclet:Q3/guide/QuantumInformationSystems"], + "\"Quantum Many-Body Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], + "\"Quantum Spin Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumSpinSystems"], + "\"Q3: Symbolic Quantum Simulation\"" :> + Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "3cfb68f3-2c9c-40b6-bc0c-e21b038d8f9e"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "9eb1f5b5-578f-4d4f-a367-dc8be70432e2"] + }],ExpressionUUID->"11ad2141-be8f-4ad3-8b71-dd82e2a405a8"], + StripOnInput->False],{ + "\"Quantum Information Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumInformationSystems"], + "\"Quantum Many-Body Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumManyBodySystems"], + "\"Quantum Spin Systems with Q3\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/QuantumSpinSystems"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "71ff117b-d502-4619-8910-78567359f7b0"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "URL", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "13e71c7f-e4c8-4337-8fef-7d707b70a499"] + }],ExpressionUUID->"482a9072-51fa-4993-a375-3a41b6a4e392"], + StripOnInput->False],{ + "\"Q3/ref/ChebyshevSeries\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/ChebyshevSeries"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/\ +ChebyshevSeries.html"], StandardForm]], "Input", TextClipboardType -> + "PlainText"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/ChebyshevSeries" <> ".html"], None}]}]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"URLMenu"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "8d4561c6-e2d5-438c-a3bc-485a9e9e151e"] + }], "AnchorBar", + CacheGraphics->False,ExpressionUUID-> + "3ab9949e-c826-4bac-b968-9a099fef8fee"]} + }]], "AnchorBarGrid", + CellID->1,ExpressionUUID->"3c66ea7c-18f2-44e3-948e-efafea02f398"], + +Cell["Q3`", "ContextNameCell",ExpressionUUID->"9c9fd3e5-d6aa-4610-8606-3cdc38bb8993"], + +Cell[CellGroupData[{ + +Cell[BoxData[GridBox[{ + {Cell[TextData[{ + Cell[ + "ChebyshevSeries", "ObjectName",ExpressionUUID-> + "1aa9af7d-70b2-420b-822f-7ba0599f8bc3"], + Cell[BoxData[ + TemplateBox[{8}, + "Spacer1"]],ExpressionUUID->"3418b516-1458-440f-afd5-41260e5dab5b"], + Cell[BoxData[ + ""], "ObjectNameTranslation",ExpressionUUID-> + "c6819f10-15ca-4e80-adc2-504fc06bce8c"] + }],ExpressionUUID->"175a760f-f82a-487f-99a0-ab72047fc276"], Cell[BoxData[ + TooltipBox[ + StyleBox[ + TagBox[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"NEW IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->18, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False], + Deploy, + DefaultBaseStyle->"Deploy"], "NewInGraphic", + StripOnInput->False], + "New in 14", + TooltipDelay->0.3]], + Magnification->1,ExpressionUUID-> + "d84192cc-00b0-415d-a513-6b84a57df7ca"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"bec595cd-0518-47af-bb3a-1842e5ec56b1"], + +Cell[BoxData[GridBox[{ + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ChebyshevSeries"]], "paclet:Q3/ref/ChebyshevSeries", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["0", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox[ + RowBox[{ + StyleBox["2", "TR"], + StyleBox["n", "TI"]}], + ZeroWidthTimes->True]]}], "}"}], ",", "1"}], "]"}]], + "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c4d367e4-7c95-416f-89eb-8a8da0d533a6"], + "\[LineSeparator]represents a series in Chebyshev polynomials ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["T", "TI"], + StyleBox[ + RowBox[{ + StyleBox["2", "TR"], + StyleBox["k", "TI"]}], + ZeroWidthTimes->True]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "84aded2d-b6d1-4ba5-8031-c815155217c7"], + " with coefficients ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox[ + RowBox[{ + StyleBox["2", "TR"], + StyleBox["k", "TI"]}], + ZeroWidthTimes->True]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "1935988c-3567-4154-b24b-9d904d2a223a"], + ", which leads to an even polynomial of degree ", + Cell[BoxData[ + StyleBox[ + RowBox[{"2", "n"}], "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f63c6453-50ea-49d6-af7a-86e492a339b3"], + "." + }],ExpressionUUID->"8e108b6c-d1ac-482e-b7b3-1655ed87e6e3"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ChebyshevSeries"]], "paclet:Q3/ref/ChebyshevSeries", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["3", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox[ + RowBox[{ + RowBox[{ + StyleBox["2", "TR"], + StyleBox["n", "TI"]}], "-", "1"}], + ZeroWidthTimes->True]]}], "}"}], ",", + RowBox[{"-", "1"}]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "6bbab30a-5621-4332-b33d-5833bf49fbb0"], + "\[LineSeparator]represents a series in Chebyshev polynomials ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["T", "TI"], + StyleBox[ + RowBox[{ + RowBox[{ + StyleBox["2", "TR"], + StyleBox["k", "TI"]}], "-", "1"}], + ZeroWidthTimes->True]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "bb690a56-8944-4235-b26a-0f667bebb45c"], + " with coefficients ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox[ + RowBox[{ + RowBox[{ + StyleBox["2", "TR"], + StyleBox["k", "TI"]}], "-", "1"}], + ZeroWidthTimes->True]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "bdfe4e2b-87b7-4273-b613-96b6aaa9a022"], + ", which leads to an odd polynomial of degree ", + Cell[BoxData[ + RowBox[{ + RowBox[{"2", + StyleBox["n", "TI"]}], "-", "1"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "4b82d2f2-c86d-4ffd-a3b0-6ea78172f343"], + "." + }],ExpressionUUID->"e80f7416-dfd4-455c-881f-7997a1512c82"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ChebyshevSeries"]], "paclet:Q3/ref/ChebyshevSeries", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["0", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["n", "TI"]]}], "}"}], ",", "0"}], "]"}]], "InlineFormula", + + FontFamily->"Source Sans Pro",ExpressionUUID-> + "47c80d7b-a2f9-47fe-9071-022fa73b6b05"], + "\[LineSeparator]represents a series in Chebyshev polynomials ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["T", "TI"], + StyleBox[ + StyleBox["k", "TI"], + ZeroWidthTimes->True]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "9c1be121-ebef-4e40-95d6-44491c056d9a"], + " with coefficients ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox[ + StyleBox["k", "TI"], + ZeroWidthTimes->True]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "b293df37-f162-4023-b5dc-35204de48e35"], + ", which leads to a polynomial of degree ", + Cell[BoxData[ + StyleBox["n", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "e5ad37e0-9ddd-4c84-b8fe-3cc7c45c4c38"], + " without definite parity." + }],ExpressionUUID->"680ff83a-728a-4b85-bd47-855b1755395a"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ChebyshevSeries"]], "paclet:Q3/ref/ChebyshevSeries", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["0", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["n", "TI"]]}], "}"}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "daca9f75-f7d7-4947-a862-b49f8b42795e"], + "\[LineSeparator]automatically converts to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ChebyshevSeries"]], "paclet:Q3/ref/ChebyshevSeries", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["coeff", "TI"], ",", + StyleBox["parity", "TI"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "e21f49e0-19dc-4afe-b94a-6cd96b53f75c"], + " according to the parity indicated in coefficients ", + Cell[BoxData[ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["0", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["n", "TI"]]}], "}"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "64327630-3878-49bf-8dd7-87adb8ba203c"], + "." + }],ExpressionUUID->"2ad91e14-b640-4f5e-aa6d-6e8130516ba0"]} + }]], "Usage", + CellID->1269902293,ExpressionUUID->"b7071f7e-34af-4d73-b808-b03f5220d712"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"a1c3d9bc-92c1-4758-a28b-14008906e137"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"b45b1f20-68b8-425b-acb3-dd9fca68b658"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"295e3046-794a-43e6-acd9-b5809d083f87"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"ad7a3049-3b20-4584-9aa4-d19e03945b88"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->799309966,ExpressionUUID->"c3da5d17-0ff3-462f-bca6-e2cf52f37b79"], + +Cell[TextData[{ + "Any polynomial ", + Cell[BoxData[ + FormBox[ + RowBox[{"P", "(", "x", ")"}], TraditionalForm]],ExpressionUUID-> + "35380c9a-770e-4f3f-bd8a-7664d7fb76da"], + " may be expanded as ", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{"P", "(", "x", ")"}], "\[TildeTilde]", + RowBox[{ + SubsuperscriptBox["\[Sum]", + RowBox[{"k", "=", "0"}], "n"], + RowBox[{ + SubscriptBox["c", "k"], + RowBox[{ + SubscriptBox["T", "k"], "(", "x", ")"}]}]}]}], TraditionalForm]], + ExpressionUUID->"b62c03f8-adb7-4838-8cfc-8b17ecce65cf"], + ", where ", + Cell[BoxData[ + FormBox[ + RowBox[{ + SubscriptBox["T", "k"], "(", "x", ")"}], TraditionalForm]],ExpressionUUID-> + "6f812014-6df9-4ab7-b610-185ae40729dc"], + " is the Chebyshev polynomial of the first kind." +}], "Notes", + CellID->569620965,ExpressionUUID->"7073ffb4-a3eb-4df9-a216-398086df671e"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], + Alternatives[True, Open]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "2b704424-efab-4a30-a912-bb9966219bbc"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"ee3dbef5-9d0e-464d-b6e4-5447e5ef771e"], + "Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "819b11bf-de62-45e9-bb74-f3928a3a6a8d"] +}], "PrimaryExamplesSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellTags->"PrimaryExamplesSection", + CellID->1492386577,ExpressionUUID->"1056645b-3bd6-48d6-9ea2-ad65aa10c2cc"], + +Cell[BoxData[ + RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", + CellLabel->"In[1]:=", + CellID->1234021871,ExpressionUUID->"73d0f703-0c55-4a72-8624-8666ba601d5a"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "3d88c2fc-c019-4730-9472-b84c0080b2b0"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"ba4e63bd-85a7-4a88-a6dc-42139b5e8bd8"], + "Basic Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "80e57e7c-de7c-4ae5-adf3-7b63f0b20d65"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->2079686326,ExpressionUUID->"a0b757c7-4644-4c11-82f1-09fd67e0e497"], + +Cell["Consider a function.", "ExampleText", + CellID->1160309461,ExpressionUUID->"237f3ac9-8eca-4002-ba37-bf277574db8a"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"f", "[", "x_", "]"}], ":=", + RowBox[{"3", "*", + RowBox[{"x", "^", "2"}], "*", + RowBox[{"Exp", "[", + RowBox[{ + RowBox[{"-", "2"}], "*", "x"}], "]"}], "*", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "x", "*", "Pi"}], "]"}]}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1725921001,ExpressionUUID->"fded1827-2e79-45c1-9e49-8a53792067a1"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"f", "[", "x", "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->2006035471,ExpressionUUID->"de9f6269-290c-4bc5-ad37-72f876217f0d"], + +Cell[BoxData[ + GraphicsBox[ + InterpretationBox[{ + TagBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], Thickness[Large], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwtm3k4lO/3x0vJkiShlJ0kCVmjOKOUUiQiEUWlUhGVNbv6SCVZswvJTihr +DpMi+zoz9p0xYw1ZKv3me12/v+Z6Xc/znOec837f93nuP0bU2t7wJtOGDRve +bNqw4X+/ssBH+/dvFlP19lmJUsia9qviAatrszg+xJL2rvUT5BUcllxYmsVT +5q79n75+AwUpPetx+ixeChR4uD+tE1R3+Hc3kGeRfM+LquwwBoSR+bqo3Fn0 +S8ra+mLTEhj+15ipeHUWw7YqeOw6sJkQqtVz5pDZLHaN5Bqalm8mdPymTkga +z6KR0X6FKn1mgsmDzRJ7zs6iHHGyZavDFoL55aOxG1RnUTx6cGdgJivhxsH0 +l42cs8h70lrSbIWD4Nzsf/9WxQxezF62dnflJrykO5EXi2fwRU25zUgpNyGJ +5Y6Wb8EMtl8OP9D6m5vQAHq8cWkzuGzjV6j5ZCdBLI/3S1vIDF771up8y5mH +0BScyqF5awbPbvtgJHSJjzCa9dap3orx/JWI8bVgPsJqbeCg6ZUZ/Kq+Mfpa +HR9BYqN94cMLM/iHOUav9ugugpuD6pX0ozMoOTz+cDv/boKkYW0mD9cM1vs/ +JuZ/4SccsyvlTWKfQd4w4T8ac/yEC4FZXnLMM7i+84GGidgewhNisJHu2jR2 +hwUMyT7dQ2hTuPzba3QamWUecQec3Evw2EnTpRdP45tYnXi+jwKEjo6ttCqr +aRxdCDaOVxYm+Nz4VJF5ZRrj63/IUS8JE2QXLUPDL01jBJNueaerMCFgZ/6x +O3rT6Da1YSa2XJigYWj6mkttGn/9/HxrXkiEkNqconSVaxqtVLV3fY0UIRhd +1Wc7s3Ua945dWeBJFSFsmF3uU9gyjUlsp0vVC0UIZpxn/9vyZwpPH1wOZmoR +IWzXm+/KnpjC4n1Hxf5jFiW41Gl4/amYwlinXBnf26KEfWYTRuMlU7juxTYh +9kiU0DYZLNVSOIXMnjolUV6iBBm20dbkjCk8+GJBkT1ClDCkEyhxNmIKq7mu +31urFCUEkRVXld5MoYVQRPP5elHCsVt9jUIvpzC+s+/Ok05RQsQzeeefPlMo +ZlzTYT4pStD9RvoRdX8KF9h+ealuFyMsX/SO97s9hUZBypG6u8UIKaMHHt6/ +PoUtM+lsKqJihH+bPAS0Lk9hpEtEaISCGKHwuLg9VXsKg5Vpp3yNxAiClfY8 +qgJTOP3Kt1QiSIzQwK38SH3XFP47tdKcHSZGcLu51q7BzXi/YBLLzhgxAon9 +aag26xQ6nKHfdfwgRgg2juY2XKTjNQuF2YAKMYJm2lVH41k6qnp2/Pn1VYww +vSbRZkqj49ptJ93jP8QIuom5b64O0nFy9aqyQ7sYYRO9mut+Ax15Vg3VlMbF +CPkagQ8e1NDxVYCqSjBNjHAt+HzLQyIdS0X1QutmxAjlyt2v3YrpeNmoYr37 +lxjBNiBh1qOAjq2Pnxp/XBMj8PfcOO+TQ8f3Ry7G2ayLEZy8ZzkDUug4xyH9 +xo5ZnCDRXmj3IoGO9p6tT6tYxQnt+9yagqLpWNNR+WdhqzhBvn5zUHgwI17K +MtPKDnFCv2Dd9NsXdHwUw9Hzg0ec8PLBa73YZ3TkW95U475LnDDJu2db8hM6 +unDa3vMWECe8vT1wL9WZjlk19XbtQuKEU2UpDemOdMTbS3wsouKExW22Mtn3 +6VigY/t8r7g4Iema3Mu823TkgI80rn3iBIOCRXrBdTrmO168OiEpTvjHXHq2 +yJKOvTxDWxOkxAlXMrW3VlykY47xanz+QXEC+zrb3arzdDz/JquJ85A4ocSg +ua5al45qG9/WnpMVJ9xODpOuPUlHhYKLH+/JiRP4fl0OrCfQ0dvGI9tOXpxQ +fVqY1nSUjr6GOUOGh8UJjjGjZ9pU6Phs2t+RX0GcIDKTnt55mI4shQn+RAY3 +E+zZumToSJ6NO6avKE7wDFW607ufjtNewljOYJnx1doBMTpuTKyW51QSJ3Qf +QakRQTrm5R36fJzBAS/8A8Z307Hp39pDMwar9J+hTu6kY3NwQ5Axg8fkt5+e +5qRjypjWQSUGh/l1fJhjo2Nizer9X4z4x0lRLIubGX7gCnGPZfCc1NVby/9o +yPb4g4skgxPcJWrW1mhofa7zeRgjX/2mScn1JRpeu/KpfZxR3x+R3Gcb52no +mDTgJsjgjIePxjdP0fC8EC35CKMfpt/VTrFO0PB97O2HRxj92sL/7/3WYRr2 ++0xtE2T089PdaubtfTQ0C9/8dlxGnHBExO5wKpmGZdb81s4MPUo7dllotNFQ +7OH+bOoBcYLG86qAjgYazno1fFBn6Fepcbfwbg0NdZzeed9n6Hv8J88gE5GG +IQfUbXwkxAnfUiu2RpfTUGXLvv+cxMQJddu5r9d+pCG7EKcyM8NPetVlQVez +aLjTc6twwl5xQovLzdJfqTT8r8R0fQ+/OKFzqHjHvlgaTplFmpTsFCcMFlyt +9HlGw6aDC17hLOIE69tsU7t9aDjmT5fU3szot0DBrjx3GsrztCmTNogTaE+3 +2Pc/oGGWHJ/2+1UxwtKlbMGj5jT8ab790OKkGMGF49KZNmMa6tadE/o6JkZY +q9zw+I4BDRvj6yechsQIG6QvNkSepGHX38nSVxQxAvufNbdFORraskdYe3wT +I7zKS0l9IU3DfWu7d7lUihG4buq3ie2jYUKB6Y7LZWIE3qZ3By7soWEBkl42 +5YkRRBJPU7I301A/SjX8ZbQYQVk7QvlW1yRKUc1sntwRIxSvgNV6+yTe1KS/ +n7MWI6hnT74Mb5rEnx1hv/WuiBEIfBqjX79O4vZv3DHV+oz9hzoSIpIzib9a +6H6pjP3w2svDc12+k8jdUPH8+i9RglthyLNGj0nUDZi9zTwrSgjvXRCocplE +S/W2wvAJUUKdzOczaXaT+MXFQtiXIkpQbFRPdjKbxKjjHTxBJaKELZzaJjsV +GPfvllgKdhElZL02KT83RMVIunWkAl2E8L2oyJDQS0VDh6S50SERwtDA7klF +MhXz9iysPaeIEPjke3j3NlIxIds2NeubCMGr5ar9ZDEVxUJLpi8liBAMd9wR +exZMRVsWryRrAxHCSoh7AAIVeaKS+vQvChMmBKpop9SpKJ1uULpdQ5hASt2i +16RERfUuzvel+4QJBaVvdvQdoOLXjRspzb+ECHbDH6LXdlKx+kcAx4a3QoSR +wx1ZytQJNC54nlhCEiQ0tci0ZgZPYJwB7/lQHQFCMmc//9uhcRQ/qa6zbQs/ +IVb3sGP78zEMKwt8JePFTfC9Z+Vy4Mwomly3OVH3io3QH2QZW3piFBVsuI4L +X2UjqH80rzyrOYrLrGmTb+TZCD+XjFntFEexyOXJYks7K8HKS/dtvuAoXrRU +ECvby0oghCgWH/05ghH733rf+riFsF7EvKIXM4Kdny6on1jaRDDrZhIYCB/B +5/W/T72r20T4/OcfPAgeQdV35lxiiZsIdlpr/4U8ZdzvqGv+8uwmQl/dzC6y +/QjyHhc/xZLCRCjvI6te0x7BV8zZr/LMNxLcN2U4O04Po7lhgDhP41+wi7Lc +co06jM/3BqiuPv0L1nI7w/VGhrEgVt5WBP6CrvmTfKmuYfRbmk9Szv8Duwv0 +p/urhzH68F9fz5jfUGi9YH02dhjzrX8vJbqtwkzVMX2Js8N4cKHNovLuEgxf +mu/dcWoYZz5+cNl1aAk6p9/f/UcYRo3LYScKZhahnH/7826VYXRNyuIpcVyE +Fw5DX4PFhnGu2O/juscCSIk+U/u7OoRDnx45u7ybByvvZglS2hC+7YrM9zwy +BSZdCZp9yUN4hZ+f91UTHXQVHpiOxg9h+DM3YZGbdFAa5Xr5M2wIj3qxbugI +pQHracMFTp8hdAp2fOmwTIWc7Z1VOpeH0PFyxOBj8hj8ju+2LGEbwrynNBeu +xQGYW85wqdw8hGVbNzRyaA3AqIF7SM2/QWwpzHjG8bofmpgEvncuMfh10GZe +2T5IsrE49HNoEKuHRxq1XLrhtOzgb+nSQdz+yXDL12OdEP5l7G2s7SBe3HXh +C7LUgKVLtKfqzUFkespnqF/7DaQUz99ouzqIx569+Cb+ohpK04rlWI0H8ev6 +WFr8LiL0h774/hAG0U3R9p1NZCnstz28qMsziGeL/kXzeiTCnMR41xjnILJR +3sc/FXwLJQPR6M02iJuCYmJmU4IgMoOV7/7fAQyN0VY75nINB71zTmi3DWDY +/nt+1zckoeOhtfif7gNodHgL62npEtycfN1WymEAs4oH1a8JlGHE7kZlS5sB +VLrEOwPsX7BsU2LDD4MBPBjpM593rxI3d59cS9w3gNlNhz4Txaox4tkb4/PN +/ShWXO3PJFOPpQNSHFli/fhvisKzb6AdnxzbmB29ux/zeObmzyp3oEZUl95z +zn58q3/7QnxgB1YaBr62WevD53JxD2oVOrHmG51btK0PPQM4tE65krAjM4c/ +wqcPj43kBwYOUDCC9b9Sf+c+bPRLP1Qp1YWXbl41f3i/D3U5tFZkHLqwW4gr +zuByH7qej/uX868Lh944iGw93IfODZ+b7+zswRlnpf3eg73Ysr3u/XW+Pszr +4Ki1I/WijnOnoI1RHzocHrtt0dCLuQfUezNf9+EiLTxDvbgX3XpVtDZv6cff +FsuHll73YlZYquH6ZD+yapcq2UIvpvG6jg3rDGJdYkinqXIvanEmjWZdG8SX +f22ddA72IuthMlHIleGTor3FErt68em95dzfaYPIJ+1xdGCmB0dk183fM3wo +zkU4fjG+B9FHm8iVNYRB8kNutqE9WHd/flSyaghXDHwLvAN6cNLJbq23cwgb +3lRLZDv2YM33qC0H14fw0c4zLFt0erBtc9PoFd1h7FekgcCxHswU8Or3vjKM +py++cFE43IMCRaL9p+2GUTC8cdJyLyOee+nq9+Bh/M5n2FA0240Gw2enn7cO +o7zqAiNSN354oWfVO8jYFy6FaYx2deMOFfIcaXYY7d+Scriqu3HZwPP+d44R +3L3H/M2dt92Yr+94IO74CPqq//nh9aqbMR82fdc8P8KY63FMEb7dODaWE/rS +fASrYgYeEu914/SBmAbZhyNoK3jDZK9WNx5p2LIWEz+CHRrMrw+rdKOpJP1G +dtoIalqm1ugc7Ebh8j089vkjuDOBeuQRbzc+kEMd5m8j6InPHQLZu7H7vGJL +d+MIUgekMxIZPnD8N5NiTRrBcpH7exsnu/B35En1F+MjKKnFeXGkvwu3me9f +l5kZwWCr3Jer7QxfHevl8VsawZtJ83/3VXShRuF+gv6mUWwhhqgcK+jC03ek +L1WzjaL6iKK9YVoX6lmRvs1tH0VOCadBz5Au3PklJ9tu7yi6aO/iD/+vC1M2 +npWqEhnF4RvFFzKfdOFXsPtbv28Uzz29HFjF8O1FK9fs19KMOfJ+jUi26UJS +bloxh9woin2P+T1t3oVxHdwJJxhz5uX4MaXNF7owp/vDoJLqKF7b7/Ve/mgX +nv189tFpxlyq0xHpPyXfhdfyH3y7qzWKSrer+Cz2deGhKZr9We1RjA+wPv9w +TxeuZHX/nDg1imzpmwKeb+/CiEbFRi3G3Hv0I6UyYXMXVnwt97h8dhT7J0+u +flqlIO/HbX5yeqN4mn3icMMMBekPX5tX649ivnSA7fAIBd1L3J7uNhhF4dZr +JQe7KFhxs4BZ6gIjX2c11sdNFDwVOCa8xuAVQe5LFV8pKPxjTve14SjerKa9 +Zymh4I33/n8nGNxm+3XRIIeCgx+FczYbjaLmjtgT0ckUtKribB9jXM8sehQy +8paC+rvvDb9g8G5LvSGZIAqOJwgZLjPi+2+WlHfyo2DTnq7I/71/PmPdE10o +eMyc/4AIIz/LC+RGVjsK+rvtd+9n5F+3nCtgeJ2CB7l5N91g1KcaH3A3xpSC +d53KlT8y6k/Rtiod1aMg4Sf+953RHy66GpvsCQq2b35+P0VnFD3ecJs6H2HU +n6hjfvbkKNJU6amVhygoene+uuw44zui/+sSmzgFxTZoCf2CUfzqH6tttJuC +VYqfuteOjaL8wcehsdsoOHEp+H6d2ijGtuoNjzFR0NWXfOamCkMfF8nDcitk +lOq8MFyvwPBPNbmpapiMmveJO9YZfjl/N09wK4WMpvXsr+okR7F8x/N7FxvJ +WCFw4NUNsVEMt1RnnygiY7h/5RATP0O/ldiTHK/IaP84Q2WJ4edP8Y/DjH3J ++F2uWEl9fQTFTuqPxDuT0Wvvg2MGKyP4+80/78PWZJT2EJOcp49gzkHrchNV +MqY1pXtxt47g3jb1rYkyZFSt4qDRf4xggMtOs0lRMkaFaLRGEUfQ6lv1sjsH +Gc3v8tQ9KhhBnqv7Fd8NkTBSjkdLMXQEfZg3+NJIJNRPcrAvDxzBmUxKi2ID +Ceez29wEfUewZuW53ffPJLy72t12+8EIuoVMpdNfkDCjqV1Q/uwIDnz7KKKi +QkJnW4EvvavD+MRoVfuIDAlPr17ibGHsT7uHCHfUxUjI0ta7J3VsGA3+NH/U +5CSh7OLtnN8tw1ipMHNcZ7wTK1gMs41ThzExQfqmaUQntuvlRG49N4zWrsnp +br86MFljhf/90yFc30JvfDLVgU5/n4w+dxnC6DCFn57DHSh3MeKA+d0hbMut +Uvdr6sCqi3qnqw2G8MT4QP2L1A6svRlVW7xnCCWMBGZiTTrQQsvz6p3MQRyT +CVfAz+3YVhf0OtpvAKU9389QM9tx8rNVFMv1AbRr/pTB/a4dMzacnjI7PoAr +DiQxmxftGPBf/MLnDQPIXrRr57Zr7bib8/kmkyf9KK8VvWDG1o4+5tcFS+z7 +0N04ofCXeRv+ffvkkszZHtzhma4iu7EV41Zfyr77ScJnn6VquZZb8JZSEPlS +GwnXZj5cXphqQfvwh8q8+SQcvpr6pJjSgm79sjfeO5AwXyuZeDyvBauPFH6S +mO9EQ+Y4/UtXW9A9qlVtfL4D9/OLNm5wb8YMrnSnwD9tKKMyK/N+oQFrDAaP +VD9vQhtZL6+SvgYUHPYhqpxrwgTJ7W2NNQ1ISdrCOcDZhNy75Jx/xTTg8int +zLawRlxetqvS0W7AmFNl4xeSG5BYMmNMC6tHR3kzQ/b6OjTVmPGUU6nDjtVz +igM6NRii7Nl6QqQOI4QTl6t31GD9IU4JU/Y6FLvv7k7v+Y6aQrI/vPt/4OY6 +wbLfD76j+L/7O9ue/cCHKdVRcvHfcKZy+sMjci0uJcrs5WGuRj/t6ZYSlxo8 +M3SWaeOWKiSenjqvdL0G540tKPJdlbhBj96Uo1eDWuuKrClZlfjEeLIhWawG +LRJOlF+8WIlONmO1rxq+I2nhzzmiHuLtgL5KK5HvGLE3Lvzqx3JMfdkLvezf +8c3vrpsq18pxNLinwmTpG7qJ1+8J316OVlFd5WfrvqE86fdhmn0ZmmV0Fis/ ++oax4Bv1U6UUzzU05rHVVuMJhT/xDv1FGNjSIOefX43/eFUMieFFWNtRn7Me +W42bEq2Wo/SK8GTfj6wFh2oUWGcP76v4jJoz39L69lbjz6k7ovkfPqE8V0Xi +R/uveFJA0ds2pAB5L+YEX95FxPMHl3/yhudivuSL0pObiKhinH1KUSYXDVZv +jR6erULz6pv+stU5GBgveoS9pgo3ae0PKP+VjevUsIFSpypcqPUsk7TJwnEP +d1kBUiUq6Vr+y7qfjn4GpqasxEqMUeURtOZORxFxZd/F7Eo0mPM3pBeloVnt +TGfD00p8IVGg48ychk3c1h4eypXoNfWq2iojFe3Ov3n75QBi2b2VA/17UjBt +UXcqfCMin7LWZ8+GZByO2kyw66rA2ZeXgyY8k9Fk1HlC6HkFDo2qznOOJyG4 +Wqp4U7/gn7K8lrgv75Ar+WDH8Q/l+IHK78skloC6p8f27/Uqx4a5G9v/i4tH +/+l49wUThi4+jcd99sTjiiq3eMqWcnx9q9mleXccDjWsODDblKHTBHt4omQM +5v/6tr1WohS3eviVujyNxKCMJKLmaglSgt6MnOaMxLuWXo8/NZZgArlLOvtt +BEp8P9KT5FSCbZFuClL54RgRnpnqUVuM1c31l5KWQ9HxTMDlxdhinDaZL2l8 +GYrn/97guOtQjNlvth5yFQ9F1ptCjqZ7inEqdDvHKeMQdFN6o6F4rwgtz/m/ +sK8LRhPq/bl0QhFel9loY3Q3GBVjdZNFeIsw7qdkfNK2YJzatJmNk+GLpx+d +teezgtCy3amDup3hk2DXKof5F3jc8crd+IJCzJd7omuz9gyFJNWEeAMK8dpT +B+s9t57h7y7e1hdXCnEg6bTJedJTLNRqVnFlLsSCfyrUfeX+KLnjONPFSwV4 +m8T3lZ7ii0zfhD7VHWT4jC7Vy7HPFwdcft/S2lCAJys1Knw/+ODbwcJG2fR8 +NPLZlmFS4I3sefuj2H5/RP3OxfdbGjxw/Prmc97NH7HLgoluMfcEv+4aWv+V +/BHPetTHMPM/wSde0TdGz33EH8LsTvzObjijv00e4/OQJ3DHVv6bzljHRBtW +fpiHXHIfK0oynPDD5+/hWTp5+E3xCd+FxcdYeWzDsuJQLjKL7ihQCX2E73vG +Xk365yBboLZ70roDdj/hS4hTzMEY74D+5XsOyCmkk3dhOBtPctSNP+x/gE7X +0tpKIBsls3d7O4Xb46kx212Ba5kYtHDtzLbXd9HtWYyUZnomvuu5/kQ01hZz +9jeo/byUiZKjzt5zOXdwl+2hK2afMtDzxPjw47FbSJ2ZTZR+kI4LXzo2Cofd +QIFgkfx+oXR00DyVwN54HQ0OX/ga0piGVO5RGeGt17H4Yf7YmnQacj/bae8W +YYXPVx5J14+l4uzPhpHfzRZYEfX+qFdYKsbI5eXYBl/Bn+qkc4onUpGfOFHA +ZmaOZh6q9jGJ7zEtQODeadbLKM20VnDXPAXlV3PMehouomWy9Ddh9hRMmj1r +199mhCHa5qT24mT0D8rhWRg0xLVn5StH+ZLR3Z6ni8hzAWWlptnmqpPQriht +XUXdAK1/CO5NeZjEOB/MvLJo0sf6rV4aHK3vcMT8I+eRnLO4ITtXv9LrHU6N +3xKKUNRFJf3Bq49k32F4lF7h0PfTGBus5dv7IhF5D0ueOsB3CinSrEGXX8Wj +gF/7ma7zWki4fyevihaHL42hfaMGAdNy69oOnI7DtX4tSfJdTXRVerVrjSkW +dc8SLwyEquOw04ya9bUYpHnkN238cQR1S85fqfsSjX3/Zi18d6riHk3ud9Eu +UVjWcuyMx7gi+no//MpEeouZNYkW1PsKSCd2jNkqvsUsq5HlENbDWK4TKX10 +JgK73zVV76bLoETgyrnksxH4Z6/mxvhX0viy4bL91vRwhiWnnjkYSqHFBYHC +nuth2NxoFNijKYFTC0tqj6tD0Sa5VMfmvhg+iWhGzn2hyOMjcHSxWAQ51NJP +pj0NwbZHGW57tYQwtse3Xmv8DVbIHZ90PrUXZTyvXOg59QYDHXhzdnjvxjIR +FfKjD8G4YSnt8jqdFwvr276dbw3CYYlNa7JGO7CD61mrb8gr3JVNGToXzokL +xmp9n4xeYsM+v+LcLnbkjpmiUnle4N/P6aFEexZUGExY3Et6jjdzVLm+GW3G +C/uMNpyPDMDic/8Zr/lsxAe2Wzh8Tf/DB+Uzxwyn/1YE55bs+sT/DLd69vmr +XlmtyF28J07t9ke/1zFPCGeWKprUROT2xvqhi0aMG1f2fMWMZ7u6voUvHk9T +/i9lw3TFtupnp3yEfLDHQ/nIA+eJClPuRym30Qt3lloWLOcOV0TGdpc1aXmg +LXdpi7tqXwVJUqtdqdoNs8uGzTJMSRU8Hz/Qok+5IK+IM7EitaXC6Cgn08Yf +jzFuZEr+CHttRci3R/y3zj7Ero3CrIE5lRUt53vkGxsfIPOHPzsebPpcIVTo +F2yTeA9NRakhgocyK2JqDVDh/S08rHaDeS4yvmJ3n+DMero1MvORbeU4gyoO +jnSqRViYY1316n/DH5wrJDkeRMreuoB9LaL6WfqmFd4dUh17v2qgguvR0pfm +QhUy2/tsmQ9JwDlDk1v6o20apHnfBK6V00A6MdxKGdLSnDu//6e9owlsZxPo +Yl28o+keeqrurtI1+C/tuqWqj5/muqdrTILcTQhztfU6Vx2u6W2bda9d2ha2 +fxUslHZP0dxkMqDBImkPjR3JwoaEj5pfRZ7/F8flCALv7wpYjZRq+keIPVAN +egQXsVZIsvar5imOctPWrc7QMnXhFgulXpPF11jr7nNX+DCpJvmN1qZZuzxz +gJnlCSTzaGjpr1E0A+8HcCf4e0Ihd3vNkT2DmqnzwR4CPt5w5d+1F3aXRzWf +ZfU5TKIPuIhKc73SmdS8dUva5vO6LxR4J/uemp/RPC3mbOan4Q9PhY9qxn38 +qSnV91Xf4MlTmCQqLa1d/KXJ9pbrhGDZM7hVpuu6entNk2ZooUpb/Q86X9nf +b1hY16zblnGw6MhzeGU0+7vp70bIrP0l7O8cCAUprWY6XzfDS78TPBc+v4CL +y6Jks0YWuKcZzCq09BJcOX+IcwlvBb3V3j80xSDYd7FZ4E4ZJ8gWHpgvcnwN +jpGF1z4a7oAA1TJHomkwkKrZI9fsd8JK2NCU1EowVJ68Vc9WxAu3f7Lceh35 +Bi5qpoqYHNgNlPOyQ0sqIcB7Nxsu1u6BEnb3TuLjUFhg2raF74wIJB7ibc8V +C4Pk/d4hcZvE4JlBbktscxj01c29HO4Rh4sRI/VOByLAspJSoza5H46WePy4 +ToqAmhO9gtwi0iDWu6vGwC8SMnYIsim5yMCc6DmidN9baB9eiBuvkQey9jju +CoyCnznKBz2lFKDilveXzarRkDdJuOgYowgvsguL+4NjoHdR3UKoVAUcW/Q/ +12vEgmumHTXD5giYLlALimmxkLB84obGfnWQVBPMDdGOBw9+gv3OcQ3guFKU +5TUfD9+vXTaQGANY8LyQcS8+Af7pKQzT/hDg2jDRUPxJIoR8cb7dqXACOhZe +t0a1JULr+esSdZbaoMNsYcB14B1A5HVW44iTICu1rPe38x0ULnr/npY6DUlq +1Q0PZZKgcRiUzf3PAO/ZN2dpvknQRUmnC0zpwp/7B8+Q5ZLBQv8w1WRID34U +XNX++DwF4vVDNjQqGsKxbzJf9w+mgNKN9xkXeI0gj7SqFa/yHgrPHLAr+GsE +Eauh8GLkPWyMvLvr+ogx3IBa9ZsaH+Chg5140WYzoBiEl/SEfoCO5d1PbIXN +4ay19RFD2gco0+jUjNe6AgpP/yhDZBpIJ+f9a4+1hH918of559PB2SgHj1Os +wLH3b+5rnQxQZTri+t7fGsan62S3xGcAH8fMQW7l69DAdVNmQTcT+LYVbJRJ +ugHRJlH7G1OywPgG8/ZzObdAeXijkI9pLrx3DDt5INwOZEsvzcun50KZwYbU +0sf2IBmSXT24mgtywzdbBQ89gK3vspQT9fKgzOzbv+BdDvDHwLT330weWJKG +RwI2P4S+vNwDeDgfrijfcO0lOEN3rNnOXWb5sF+jnF7f6gykAOa/dr75cG7D +7s+UGy7QdM28Rag9HyTtRrcYvnGFCi4WZ89HBdC4fqDz16YnkPDAslqjqBCy +eEyvf0nzhtgrbDnhA4XA5eL06RmTD7w9XRg5zfIJ7sR4Xbxr4QPBIux340w/ +wa932fUBfL7g3fJpx9/VT1B5LSNQPMIPrOS3XS0/VgSPS940Hq1/BuJzZavq +xBI4me/CQeEMgieNJ/wXp0vgN7mBxygyCEgZ9Zw5/KXwZL8ZiIu+hsCbPeKi +DqVQNx/PZSUQDHPda3osImVgkv9JYfXoG6j4ppbU7lEO/+6YlA5Hh4JZTJHu +PTWECmEPc4fOt1DoAp37biKEX7lu4ysbBZwmNVcHghFaVbNVFAOioIqL/MiQ +itBf397moBENPCfcz8eerYTv5t6DF3JjwL042tV3rRJ+NPrNsObFw5nkrkZ9 +UyI4H2d79fd1Esw9zbH5dp8IeRURnR3VSfD2tt+/o35E+FcQszq1mgTUQ4cO +H8ghwoMwntm+G8kQUOwdtmnzVzA1/O9voUYK1DbuNy/O/QrByy5Pv6+9B52V +x1RRlm9grfdw5kN8OpzU49609KkG/u576+L4KQ9eXyV7yxc1gJtVveoX82J4 +NnUMxhsaoH6Por3Pk2LwdE36GzPcAMQEPX61uGKwC73vxsLZCKKDPUve/cWg +X7PpUf+NRoiw3SNoc60EOOXkb73kbgJq0Qc9EatSCFoP0KPeb4ZjdP/X4kbl +8OzFzNZ4v2ag+di7PHIoB8/dF+uMoprBzuzoiYzX5WCnIKzDOMyA2rkv2cT6 +cthfYCZSv60FviwekYw+/gVYJub4k260gCartLundAXU6AtuM+BuhYNHbkav +DSDwyA7xOQq0go51/0v9FYRr296LhEm2guoQ4SiwVsJavYwSRb0VXI9IXz8i +UgkyZ46ZX7veCpH9IkTd85UQfMI8/UFhK5CjDxFr0yuhV0y4IKSiFc6kv/D7 +UlgJB5hGygtrW2E14olbHFYCsdK2ZaW3FYYVvMyFOithScNt2Zu5DTY41xwW +/lcJZkeiTr4xaYPnItZdy/pVkLrL4nzBtTbolng78MK0ChZ+iVzutG0D6WNs +j1itq+Dlp7R7/F5twOQXl1T6qApQoTj03Yc2sB+biVl/WwUSh8hDH1faoMA/ +N3OotwoecMTQ25naYS9HRTB9tAq+0C2Xljja4ewki2/PVBWYZIyzqou2Qw/F +b+benyoI2P9LjnimHWK7zn25sIcI06K8nm3RjPtBQI3pAhGOuL9zqEpph+tM +yVZHLxHBt+PQzbycduDU2mt+2YIIfP+dOhdEbIeCc5zqJ+4QQXPKeY8urR0O +mFoy1XsRIeDkZk61xXbY8Cx06/6nRGiLD94otd4OonGtvTaBRLC5kE5l5u4A +/iEXkzdhRHj9uftzlVoHCOsGSgd9IEL39lsZeSc6GPtg06/NWUSQuLMQl6DX +AaG5KkGWeUQo3svx1MOqA5K25ySXFBOB6fFbl3t3OyCqr2e0tJwI55ok7pk/ +7oC8ojvO8ZVEGPTWMFJ73gGLD/j4OWqJIN3945RUaAdsfTg7FV5PhEeKJuq7 +4jpA0zAuZmMzEVjH7USX8jrguaMMr2cnEQzhN89oaQfYPbmXGkQhQuzb/1jb +qztAm7G1efcQ4fDZxNk8Sgewi6aZsA4R4UmKzEjCcAeYpZ3pixshwve/xaSg +qQ5IuR9hzjNOBLO81i/3NnSC5npiazKNCClslh/N2Tsha1U4tHyKCDPWtBRd +nk54yd048GmG0X/eTS+lpDqhyCci78xPIjTYvfbapdAJDWcObxhdYOhRu/fh +lmOdwBO07GC5RIRromk2Syc74U+08lTxLyJkuCmZjZ7vhGNvHxgvLBNhsb1S +r/1yJ+RV24RtW2Xod0hPi3i9E2I/bg9mWWPo96xL6eP9TnDziJUbYnD7wE2p +ROdO0OB0MYv+TQQhtZ97X/t0wvazOisKf4hwO8Rzu+eLTog0npzLYHA+nX3T +/fBOSCU6yzD9JcIf7chf5gmd4NR2KvQIg0/Fi9N00zvhdNrYNn0GBy/n9qkV +dEKcj9DT4wzuNjjWKvWlE5qnfg3xMlgio7Z6V00nyP3L3VbLiG+3ybh4S2sn +JAV+nzdlcPGVocylbkb/DBecaxn5MX2+nzA62gl/CQcD+Rh8bvtaSPtMJ9hH +JXCfYNQTcfvZM+JKJwQeqvitx6h/sIrb7SMTCdxfH5ZXXWH4Y2/C/UQOEjhp +D0WvM/r3+NFBq9d8JMj+NS+ZwugvH/tsuYkoCb77OjYxLzLen5C/W0iGBB+l +PayBoY+ZstOjMRUS7Nlp/cNgjlF/nVpLlhYJODRrJtUYesZf+3vw0TkS9LWm +ZazRiQC/Kv87eokER65eXgiZZOgtehrq7pGg1ky87Mwoo/6irTFvnElAuxXG +fpvhr2/nmn+Z+pLARMHf16Kf4VcXk5yJSBI8cDcMbiQz9N62hz03iQSedqdW +dTqIcDa576ZTNgm8no3KR7UQIajphiDzVxKc0Nv9GRnrQf6GlGtDIwnuKD3v +CqsmQusqvSOUQgKJA+bOBMb64dn38KXYDAl6DD627ikiwudSFerkCgkW/vbZ +nMknwiWDtRMfN5EhQfDLfv1sIkS7+/wGfjIk7vo+1JVEhGM7Tl5ikSADofTe +52txROhLZS1okiVDyQ+8/yWSCCJtr20ttMlgccUAVl4QIVUqvsvNngwxdId4 +B0cinK6wUj7uRgb3Yxc/v79LhEmjfW/YnpIh691m+dwbRJDxyjr9NpoMzIYa +24+bMPzXWVr06RsZHM48WL+pSoSLdz13erSQYehCbPIJOSIsbThur91DhitX +pgm/JBn7ncwPyfY5MmwcEFbp5iVChS85fG4vBbL1Tfpj5qvg2u6Y+SJJCjgf +TOMVoVbBxhxLPa/DFFBb+v3Tpb8KtLvGNnPqUKAkJMkjra4K6uQWHx50pIDS +h6jVv4lVQO7lMrSppcByS9zvJyerQPfFTcqjNgq8t+7dsle9CsrVSi39eikQ +p/Jic6hsFSRGXL+bOEeBts+zTVy7quC2wWf/7t1dUHe34/GJccb8+mpepH+n +CyRPVGb5e1TCPcc8DYuHXXD07n7PKvtK6Bdhrr7r0QUuaryMz0vGfPLIaQl4 +0wUhZhGZoScr4YXqRhqxpAvy7KvMj2+tBIHMVAFV9m6YbzLLZhZGCLr8O+kk +Tzf8qcg5VLVeARtYDQ5cFOoG1bnjkof7K2D0xqqyg0I3CG/jKpGNrYBsoXPn +M826QWvtxc4kngrQDJn3Ec7shoXglhmX5XK45npsguVcD6QbapR4PS0F6Ru1 +nTMmPeCexfPbzrQUFvQvVnda9YBBg1U368FSeCZx712ycw98movh02gugazm +GHNI7oE80FDO2lkCq/t+Nzut9UBMF5Gt8WURhLSVFI+l9QJLElOyt1YhXPly +8kNDQS9Icnv8FGUvhH1preEFFb3wwCDW9VFbARR7TDr6dPSCdoKnoqx1AfRL +8R8S3NAHIU9H4n975IO0l8u7i5f6wJWZNKf+IQ++HlQN/MrcD+nPf0+m+6eD +pdzF5Pnt/fBbE4njW9NhRcGhXHhPP4h52BRmhKSBjHrmjLtsP8i5Du+ui/8A +YaeFjZQu9cPxzvpop4/vweYmi8D7tH644pajx1L1DlgTyNnPzg4A/f6ElOee +UJBkK6emnB4EI93Hb1KYglGw/O5J5oAhOEWwC4hq+4wb1pjSHYeHoTGq+ZT2 +1u+4fOGL5bd9o3Cbr/Gv8/1m9O3K7dM8OAqWJ/JUE0KbkdMq6Uqx/Cj0/E41 +yixpRskH/5llHh0FpVHj18VMLXgx6ILJmwuM5zk+V3XqtWBe3ZiehccoPD58 +jNNgqAXvnODUWOoYhfhvhctmf1pxsW5DuV33KJAe7Hjrvq0NvQ0X1KkDo5A7 +c/NpoFAbvrWiHOmhjYKaRXatI6ENv3slKVVtGAMlmQC/O35tKFauIvNKZgyK +ed7mdzC3Y4/S1b37/MfAOWdoV/PvdrRZVd7+9PkYrG9/QFNj78C5LxybxoLG +YFy2iyd4dwdu1imlpUSNQXNNPcu6UgfKXuYtlcgdg0MnJgL77nWgt0e9qUT3 +GHCnz4SEUTqQ/XjSOf+BMXi3fak2bawDw7e4EkZHx8D7wi1M/dmBGa8lpVJm +x8BEc9/Lqxyd2P7OZ1mceRxKhN2ZiJqdKPldNUJcfhx8a9UrlBM6MS+QM9BP +eRwe0v+QujM6Uf38mMeI+jicW2RWv/25E89TQm4mnxyHXVWyz442dqILbVpJ +3HwcOh8GtVatdmI9Z0q72LNxsPFk81XXJ6FJu1uN74txMDt5U8LMlISDkRfK +hoPHIVwgveKaNQkXRf4lJcWMQ4bw/RdiTiQUUjRzFPs4Dq2kYSunWBI+uMS1 +Q6x3HJpbDKz0R0lonSYXvW9oHL7J7fp6fIqExqv64gfGx2Ew1sBUZJGE6jGv +lOXnxoG9ynk0YhMZmQfYzTQ3T0DZtvK/9qJkjLZhTjaTmQCyXved76ZkfFkk +IWN5eAKCJMnxOlfJ6MWq/clKZQIKy2IVPt4k440M35rbhAnQzI88qeFIRrmZ +f3SnixMgHFX/QzWQjNWP15RCn0xAeqOVatYnMn7+zl8R4TMBt+8JDWSXkjF9 +l5pO9LMJWKJel49EMgaVOF9+FzwBlarxqSI/yHj576JHbsoECNZ41m3rIeM5 +fR6WgvQJMLbUTz07QEbNBMXgzzkT0BYk3PdghIwSWo5JX4onIHNsTsWBTsYZ +/9nv9Q0TUFeXkXh6jYxDnZwGza0T4LDxr2nlXzJ2SMp2tZEmYG/9+j7hjRQs +qb1H7xqcgHBJi743LBTM4n/5qG9sAnwm84ves1Mw3jbz7yBtAkY/ZzxL3EZB +fw7aduriBPglDo3o7qSgkwVbFH11Ap6OSVxf46XgnRwpsdn1CZCL5i4J3k1B +fYNbSr9YqeC+36bBQZCCWu+efVndRgV58173cmEKKv18f+ovNxXKvguOT4tS +kD9s1HSzIBU4ucNbNktS8IifMN8jMSokChSycEtR0MTRrH1kPxXE2TfbbpSm +4COr8GCjQ1RYeoGzbQcpGGLQovdVgQrtfAZvnh2iYB5s3ap4hAq7Z/R0BOQo +2Cx7qjZJgwoJst7sYfIUnBH0ecp9ggrWXb3t04cpyLGt/LjvaSpk9AXEHlCk +oPSfX//m9aiwU5xioaNEwdP0w1+sjKggHKq3Q0eZgjbd99xaTangKBaTJ6VC +wac/PqhqWVJhoOud8hSDU4qHF/OuU+Fnv0P0G1UKEj8I5ovcoYLJE92u3Uco +OBhhah9sR4UvB6KnfBi8/jRUZsMjKoSHrjc1MFjgcdOkvSsVLidpu68y+OgN +tg8DnlSI9rk9xaJGQTMj7Rvn/akQnxouuMK47nLcSxSfU6GLJMlex+CIw6X9 +sq+p0H8oNduDwYUiSzHxYVQQFG/ctJPBbdvlL3NGU0HvtT9rICO/+XVbPs8E +Krh+HC0aZuTPNfO+fTqFCqiozCnIYNm+wWCLDIZectMsaoz6zzXs1W/MpUKS +QsE7FUZ/bMtMtmp8osIWLQsKL6N/ARlvarNKqaDbPZdGYvT3Q1TDU4FKKvz4 +ncTlyuj/qPPxDX/qGP01koixZujFdMvjy90WKixznS1JZ+gpYlLs1tNJhZN3 +4WbbAQpaKMkulQ5SYX+37tXafRR8In4nX3qcChxlyhnh4hSM5k6xj6ZT4XZb ++BNthp9Ic/w0119UiFK/XXBKgIKLAxc/TP6mwnS+NF80PwV3Nr++cXnjJCTl +Mv1t4qOgQTbzwBGOSWhzjDfu46Lgjzvz7cuikxAtHqX4chMFqaYyb27tn4S4 +yabP9H9k3HL6lj5ZZhIa2LQrZf6Q8bhkX+1n1Un4/OQ/W6NFMpYP1355rDcJ +kTt36Cgy1mt36yb3McNJ4FEI3ZfQT8aVSs0jxqaTsMXD/O1UFxmVEwrzla4z +4qWfPCnTQsYc88QPCy6T8GryPy4oI6MSWXxti+cknJ8uaOT7TMYyww/n9vhN +guBxK8GOPDLWnsmZJ7yahP3XX/j8e0/GEdXyo0HvJqGz/W8V/2sy7uahNEvV +TcLpMMCrV8gY/9pc7FjzJHBRxT1CjMm4b+vAo/MdkzAu38WdqU9GBaZxfqf+ +SbhWNNzzikBGvbmF619/MvIRv/zfHnEy+jZsX7HYS4Pj0SJNxiMkZD0dqusg +QgNhYyqN2k3C11/54vz30YCNvOO0dRsJY0sFj2fK0WAs+sEwSxUJi9IOvlw5 +QYPBg8rOwnEknPLXEQm9R4P408rB/xmQ8JKG1+naLzRYvnLhp0dKJ/YujW8n +EmlQHTPNuy+qE61z9MllNTSwuy2aWviqE+8JC9nkttLgyiKovXLqRN+NX/wi +xmhA63K/u0+nE3O+rVXc2EYHDq4W2z8jjPmq76S80YIOMq73D8dzdGDglv4/ +a1Z0oPpNdduut+N2PFm9aEMHkoBPsOhcO+6R5zWiPqBDcuZFc732dpTjLnzQ +7E8HuRMhvIlv29GMNJ8Zl0UH4ViH9yDcjh8t74up/6HDvv/Or1AE2tD605xg +4sYpcLp8QSSSvQ15OB7xb2GZgjkXx36NlVZ0KnHjatsxBX0/6lxPtreiOk/A ++p39U0DoMPgCAa1I/JHUHWU4BS9H6+4sTbdghxIlZDVtCr48ZlPYb9iMK+wn +NpUYT4O+i5D2SM0P5J7hDCOaTYN7xtFdV2N/4MHWbomGq9Og1Uzv+fLgB1pG +Op4auDMNf1jy/0nw/8Cv4knPmT2nob3wiEjC7VoMOraRyzB1GriMlfLsmGpw +nx0K0H9NA962YB8Sq0bD1qMqgm9nGOvt8Y0TJ8uR/ejWqvK4GRgzplo6ksuw +KqX77JXkGSAfYmd1u1OG8i6uVjE5M2B1ZL6T91UpcgoXveT/NgNSbLUuwW3F ++OOewgjvzxkor6zQ3HvpExJYDwRznpuFI1M25z6FZ+GKw8qenAuzYFQ+XPEu +PxNze2re612aBaddEgdvNWegUK5N2UvrWRDVV1ryYU3HP8Yp4+yuszAXUfR4 +j+t7LEoW1mBJnYUDku3/DaXHot222ZrUzFn46XdKnmUwGiWdKwxPfZyFqq1m +7Cx8URima3H7afksXJK+fzvBJxwd56NDN7XPgqp2XvXPnJcobW4rlEyZhSyn +W2Z2/M9xqFot/Xj/LPzZcTD9u99TNHhLqfCZnAXFoNgjJ/KeICtT2hnR2VkI +u7cv84r/Y8S7zh2Vi7MQePnR99y8e+jUeerqtbVZyOjZ3/477wr+//8fGed4 +3kztBfeK/wNcDgo8 + "]]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, + {"WolframDynamicHighlight", <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], + StyleBox[ + DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, + Slot["HighlightElements"], + Slot["LayoutOptions"], + Slot["Meta"], + Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + Line[CompressedData[" +1:eJwtm3k4lO/3x0vJkiShlJ0kCVmjOKOUUiQiEUWlUhGVNbv6SCVZswvJTihr +DpMi+zoz9p0xYw1ZKv3me12/v+Z6Xc/znOec837f93nuP0bU2t7wJtOGDRve +bNqw4X+/ssBH+/dvFlP19lmJUsia9qviAatrszg+xJL2rvUT5BUcllxYmsVT +5q79n75+AwUpPetx+ixeChR4uD+tE1R3+Hc3kGeRfM+LquwwBoSR+bqo3Fn0 +S8ra+mLTEhj+15ipeHUWw7YqeOw6sJkQqtVz5pDZLHaN5Bqalm8mdPymTkga +z6KR0X6FKn1mgsmDzRJ7zs6iHHGyZavDFoL55aOxG1RnUTx6cGdgJivhxsH0 +l42cs8h70lrSbIWD4Nzsf/9WxQxezF62dnflJrykO5EXi2fwRU25zUgpNyGJ +5Y6Wb8EMtl8OP9D6m5vQAHq8cWkzuGzjV6j5ZCdBLI/3S1vIDF771up8y5mH +0BScyqF5awbPbvtgJHSJjzCa9dap3orx/JWI8bVgPsJqbeCg6ZUZ/Kq+Mfpa +HR9BYqN94cMLM/iHOUav9ugugpuD6pX0ozMoOTz+cDv/boKkYW0mD9cM1vs/ +JuZ/4SccsyvlTWKfQd4w4T8ac/yEC4FZXnLMM7i+84GGidgewhNisJHu2jR2 +hwUMyT7dQ2hTuPzba3QamWUecQec3Evw2EnTpRdP45tYnXi+jwKEjo6ttCqr +aRxdCDaOVxYm+Nz4VJF5ZRrj63/IUS8JE2QXLUPDL01jBJNueaerMCFgZ/6x +O3rT6Da1YSa2XJigYWj6mkttGn/9/HxrXkiEkNqconSVaxqtVLV3fY0UIRhd +1Wc7s3Ua945dWeBJFSFsmF3uU9gyjUlsp0vVC0UIZpxn/9vyZwpPH1wOZmoR +IWzXm+/KnpjC4n1Hxf5jFiW41Gl4/amYwlinXBnf26KEfWYTRuMlU7juxTYh +9kiU0DYZLNVSOIXMnjolUV6iBBm20dbkjCk8+GJBkT1ClDCkEyhxNmIKq7mu +31urFCUEkRVXld5MoYVQRPP5elHCsVt9jUIvpzC+s+/Ok05RQsQzeeefPlMo +ZlzTYT4pStD9RvoRdX8KF9h+ealuFyMsX/SO97s9hUZBypG6u8UIKaMHHt6/ +PoUtM+lsKqJihH+bPAS0Lk9hpEtEaISCGKHwuLg9VXsKg5Vpp3yNxAiClfY8 +qgJTOP3Kt1QiSIzQwK38SH3XFP47tdKcHSZGcLu51q7BzXi/YBLLzhgxAon9 +aag26xQ6nKHfdfwgRgg2juY2XKTjNQuF2YAKMYJm2lVH41k6qnp2/Pn1VYww +vSbRZkqj49ptJ93jP8QIuom5b64O0nFy9aqyQ7sYYRO9mut+Ax15Vg3VlMbF +CPkagQ8e1NDxVYCqSjBNjHAt+HzLQyIdS0X1QutmxAjlyt2v3YrpeNmoYr37 +lxjBNiBh1qOAjq2Pnxp/XBMj8PfcOO+TQ8f3Ry7G2ayLEZy8ZzkDUug4xyH9 +xo5ZnCDRXmj3IoGO9p6tT6tYxQnt+9yagqLpWNNR+WdhqzhBvn5zUHgwI17K +MtPKDnFCv2Dd9NsXdHwUw9Hzg0ec8PLBa73YZ3TkW95U475LnDDJu2db8hM6 +unDa3vMWECe8vT1wL9WZjlk19XbtQuKEU2UpDemOdMTbS3wsouKExW22Mtn3 +6VigY/t8r7g4Iema3Mu823TkgI80rn3iBIOCRXrBdTrmO168OiEpTvjHXHq2 +yJKOvTxDWxOkxAlXMrW3VlykY47xanz+QXEC+zrb3arzdDz/JquJ85A4ocSg +ua5al45qG9/WnpMVJ9xODpOuPUlHhYKLH+/JiRP4fl0OrCfQ0dvGI9tOXpxQ +fVqY1nSUjr6GOUOGh8UJjjGjZ9pU6Phs2t+RX0GcIDKTnt55mI4shQn+RAY3 +E+zZumToSJ6NO6avKE7wDFW607ufjtNewljOYJnx1doBMTpuTKyW51QSJ3Qf +QakRQTrm5R36fJzBAS/8A8Z307Hp39pDMwar9J+hTu6kY3NwQ5Axg8fkt5+e +5qRjypjWQSUGh/l1fJhjo2Nizer9X4z4x0lRLIubGX7gCnGPZfCc1NVby/9o +yPb4g4skgxPcJWrW1mhofa7zeRgjX/2mScn1JRpeu/KpfZxR3x+R3Gcb52no +mDTgJsjgjIePxjdP0fC8EC35CKMfpt/VTrFO0PB97O2HRxj92sL/7/3WYRr2 ++0xtE2T089PdaubtfTQ0C9/8dlxGnHBExO5wKpmGZdb81s4MPUo7dllotNFQ +7OH+bOoBcYLG86qAjgYazno1fFBn6Fepcbfwbg0NdZzeed9n6Hv8J88gE5GG +IQfUbXwkxAnfUiu2RpfTUGXLvv+cxMQJddu5r9d+pCG7EKcyM8NPetVlQVez +aLjTc6twwl5xQovLzdJfqTT8r8R0fQ+/OKFzqHjHvlgaTplFmpTsFCcMFlyt +9HlGw6aDC17hLOIE69tsU7t9aDjmT5fU3szot0DBrjx3GsrztCmTNogTaE+3 +2Pc/oGGWHJ/2+1UxwtKlbMGj5jT8ab790OKkGMGF49KZNmMa6tadE/o6JkZY +q9zw+I4BDRvj6yechsQIG6QvNkSepGHX38nSVxQxAvufNbdFORraskdYe3wT +I7zKS0l9IU3DfWu7d7lUihG4buq3ie2jYUKB6Y7LZWIE3qZ3By7soWEBkl42 +5YkRRBJPU7I301A/SjX8ZbQYQVk7QvlW1yRKUc1sntwRIxSvgNV6+yTe1KS/ +n7MWI6hnT74Mb5rEnx1hv/WuiBEIfBqjX79O4vZv3DHV+oz9hzoSIpIzib9a +6H6pjP3w2svDc12+k8jdUPH8+i9RglthyLNGj0nUDZi9zTwrSgjvXRCocplE +S/W2wvAJUUKdzOczaXaT+MXFQtiXIkpQbFRPdjKbxKjjHTxBJaKELZzaJjsV +GPfvllgKdhElZL02KT83RMVIunWkAl2E8L2oyJDQS0VDh6S50SERwtDA7klF +MhXz9iysPaeIEPjke3j3NlIxIds2NeubCMGr5ar9ZDEVxUJLpi8liBAMd9wR +exZMRVsWryRrAxHCSoh7AAIVeaKS+vQvChMmBKpop9SpKJ1uULpdQ5hASt2i +16RERfUuzvel+4QJBaVvdvQdoOLXjRspzb+ECHbDH6LXdlKx+kcAx4a3QoSR +wx1ZytQJNC54nlhCEiQ0tci0ZgZPYJwB7/lQHQFCMmc//9uhcRQ/qa6zbQs/ +IVb3sGP78zEMKwt8JePFTfC9Z+Vy4Mwomly3OVH3io3QH2QZW3piFBVsuI4L +X2UjqH80rzyrOYrLrGmTb+TZCD+XjFntFEexyOXJYks7K8HKS/dtvuAoXrRU +ECvby0oghCgWH/05ghH733rf+riFsF7EvKIXM4Kdny6on1jaRDDrZhIYCB/B +5/W/T72r20T4/OcfPAgeQdV35lxiiZsIdlpr/4U8ZdzvqGv+8uwmQl/dzC6y +/QjyHhc/xZLCRCjvI6te0x7BV8zZr/LMNxLcN2U4O04Po7lhgDhP41+wi7Lc +co06jM/3BqiuPv0L1nI7w/VGhrEgVt5WBP6CrvmTfKmuYfRbmk9Szv8Duwv0 +p/urhzH68F9fz5jfUGi9YH02dhjzrX8vJbqtwkzVMX2Js8N4cKHNovLuEgxf +mu/dcWoYZz5+cNl1aAk6p9/f/UcYRo3LYScKZhahnH/7826VYXRNyuIpcVyE +Fw5DX4PFhnGu2O/juscCSIk+U/u7OoRDnx45u7ybByvvZglS2hC+7YrM9zwy +BSZdCZp9yUN4hZ+f91UTHXQVHpiOxg9h+DM3YZGbdFAa5Xr5M2wIj3qxbugI +pQHracMFTp8hdAp2fOmwTIWc7Z1VOpeH0PFyxOBj8hj8ju+2LGEbwrynNBeu +xQGYW85wqdw8hGVbNzRyaA3AqIF7SM2/QWwpzHjG8bofmpgEvncuMfh10GZe +2T5IsrE49HNoEKuHRxq1XLrhtOzgb+nSQdz+yXDL12OdEP5l7G2s7SBe3HXh +C7LUgKVLtKfqzUFkespnqF/7DaQUz99ouzqIx569+Cb+ohpK04rlWI0H8ev6 +WFr8LiL0h774/hAG0U3R9p1NZCnstz28qMsziGeL/kXzeiTCnMR41xjnILJR +3sc/FXwLJQPR6M02iJuCYmJmU4IgMoOV7/7fAQyN0VY75nINB71zTmi3DWDY +/nt+1zckoeOhtfif7gNodHgL62npEtycfN1WymEAs4oH1a8JlGHE7kZlS5sB +VLrEOwPsX7BsU2LDD4MBPBjpM593rxI3d59cS9w3gNlNhz4Txaox4tkb4/PN +/ShWXO3PJFOPpQNSHFli/fhvisKzb6AdnxzbmB29ux/zeObmzyp3oEZUl95z +zn58q3/7QnxgB1YaBr62WevD53JxD2oVOrHmG51btK0PPQM4tE65krAjM4c/ +wqcPj43kBwYOUDCC9b9Sf+c+bPRLP1Qp1YWXbl41f3i/D3U5tFZkHLqwW4gr +zuByH7qej/uX868Lh944iGw93IfODZ+b7+zswRlnpf3eg73Ysr3u/XW+Pszr +4Ki1I/WijnOnoI1RHzocHrtt0dCLuQfUezNf9+EiLTxDvbgX3XpVtDZv6cff +FsuHll73YlZYquH6ZD+yapcq2UIvpvG6jg3rDGJdYkinqXIvanEmjWZdG8SX +f22ddA72IuthMlHIleGTor3FErt68em95dzfaYPIJ+1xdGCmB0dk183fM3wo +zkU4fjG+B9FHm8iVNYRB8kNutqE9WHd/flSyaghXDHwLvAN6cNLJbq23cwgb +3lRLZDv2YM33qC0H14fw0c4zLFt0erBtc9PoFd1h7FekgcCxHswU8Or3vjKM +py++cFE43IMCRaL9p+2GUTC8cdJyLyOee+nq9+Bh/M5n2FA0240Gw2enn7cO +o7zqAiNSN354oWfVO8jYFy6FaYx2deMOFfIcaXYY7d+Scriqu3HZwPP+d44R +3L3H/M2dt92Yr+94IO74CPqq//nh9aqbMR82fdc8P8KY63FMEb7dODaWE/rS +fASrYgYeEu914/SBmAbZhyNoK3jDZK9WNx5p2LIWEz+CHRrMrw+rdKOpJP1G +dtoIalqm1ugc7Ebh8j089vkjuDOBeuQRbzc+kEMd5m8j6InPHQLZu7H7vGJL +d+MIUgekMxIZPnD8N5NiTRrBcpH7exsnu/B35En1F+MjKKnFeXGkvwu3me9f +l5kZwWCr3Jer7QxfHevl8VsawZtJ83/3VXShRuF+gv6mUWwhhqgcK+jC03ek +L1WzjaL6iKK9YVoX6lmRvs1tH0VOCadBz5Au3PklJ9tu7yi6aO/iD/+vC1M2 +npWqEhnF4RvFFzKfdOFXsPtbv28Uzz29HFjF8O1FK9fs19KMOfJ+jUi26UJS +bloxh9woin2P+T1t3oVxHdwJJxhz5uX4MaXNF7owp/vDoJLqKF7b7/Ve/mgX +nv189tFpxlyq0xHpPyXfhdfyH3y7qzWKSrer+Cz2deGhKZr9We1RjA+wPv9w +TxeuZHX/nDg1imzpmwKeb+/CiEbFRi3G3Hv0I6UyYXMXVnwt97h8dhT7J0+u +flqlIO/HbX5yeqN4mn3icMMMBekPX5tX649ivnSA7fAIBd1L3J7uNhhF4dZr +JQe7KFhxs4BZ6gIjX2c11sdNFDwVOCa8xuAVQe5LFV8pKPxjTve14SjerKa9 +Zymh4I33/n8nGNxm+3XRIIeCgx+FczYbjaLmjtgT0ckUtKribB9jXM8sehQy +8paC+rvvDb9g8G5LvSGZIAqOJwgZLjPi+2+WlHfyo2DTnq7I/71/PmPdE10o +eMyc/4AIIz/LC+RGVjsK+rvtd+9n5F+3nCtgeJ2CB7l5N91g1KcaH3A3xpSC +d53KlT8y6k/Rtiod1aMg4Sf+953RHy66GpvsCQq2b35+P0VnFD3ecJs6H2HU +n6hjfvbkKNJU6amVhygoene+uuw44zui/+sSmzgFxTZoCf2CUfzqH6tttJuC +VYqfuteOjaL8wcehsdsoOHEp+H6d2ijGtuoNjzFR0NWXfOamCkMfF8nDcitk +lOq8MFyvwPBPNbmpapiMmveJO9YZfjl/N09wK4WMpvXsr+okR7F8x/N7FxvJ +WCFw4NUNsVEMt1RnnygiY7h/5RATP0O/ldiTHK/IaP84Q2WJ4edP8Y/DjH3J ++F2uWEl9fQTFTuqPxDuT0Wvvg2MGKyP4+80/78PWZJT2EJOcp49gzkHrchNV +MqY1pXtxt47g3jb1rYkyZFSt4qDRf4xggMtOs0lRMkaFaLRGEUfQ6lv1sjsH +Gc3v8tQ9KhhBnqv7Fd8NkTBSjkdLMXQEfZg3+NJIJNRPcrAvDxzBmUxKi2ID +Ceez29wEfUewZuW53ffPJLy72t12+8EIuoVMpdNfkDCjqV1Q/uwIDnz7KKKi +QkJnW4EvvavD+MRoVfuIDAlPr17ibGHsT7uHCHfUxUjI0ta7J3VsGA3+NH/U +5CSh7OLtnN8tw1ipMHNcZ7wTK1gMs41ThzExQfqmaUQntuvlRG49N4zWrsnp +br86MFljhf/90yFc30JvfDLVgU5/n4w+dxnC6DCFn57DHSh3MeKA+d0hbMut +Uvdr6sCqi3qnqw2G8MT4QP2L1A6svRlVW7xnCCWMBGZiTTrQQsvz6p3MQRyT +CVfAz+3YVhf0OtpvAKU9389QM9tx8rNVFMv1AbRr/pTB/a4dMzacnjI7PoAr +DiQxmxftGPBf/MLnDQPIXrRr57Zr7bib8/kmkyf9KK8VvWDG1o4+5tcFS+z7 +0N04ofCXeRv+ffvkkszZHtzhma4iu7EV41Zfyr77ScJnn6VquZZb8JZSEPlS +GwnXZj5cXphqQfvwh8q8+SQcvpr6pJjSgm79sjfeO5AwXyuZeDyvBauPFH6S +mO9EQ+Y4/UtXW9A9qlVtfL4D9/OLNm5wb8YMrnSnwD9tKKMyK/N+oQFrDAaP +VD9vQhtZL6+SvgYUHPYhqpxrwgTJ7W2NNQ1ISdrCOcDZhNy75Jx/xTTg8int +zLawRlxetqvS0W7AmFNl4xeSG5BYMmNMC6tHR3kzQ/b6OjTVmPGUU6nDjtVz +igM6NRii7Nl6QqQOI4QTl6t31GD9IU4JU/Y6FLvv7k7v+Y6aQrI/vPt/4OY6 +wbLfD76j+L/7O9ue/cCHKdVRcvHfcKZy+sMjci0uJcrs5WGuRj/t6ZYSlxo8 +M3SWaeOWKiSenjqvdL0G540tKPJdlbhBj96Uo1eDWuuKrClZlfjEeLIhWawG +LRJOlF+8WIlONmO1rxq+I2nhzzmiHuLtgL5KK5HvGLE3Lvzqx3JMfdkLvezf +8c3vrpsq18pxNLinwmTpG7qJ1+8J316OVlFd5WfrvqE86fdhmn0ZmmV0Fis/ ++oax4Bv1U6UUzzU05rHVVuMJhT/xDv1FGNjSIOefX43/eFUMieFFWNtRn7Me +W42bEq2Wo/SK8GTfj6wFh2oUWGcP76v4jJoz39L69lbjz6k7ovkfPqE8V0Xi +R/uveFJA0ds2pAB5L+YEX95FxPMHl3/yhudivuSL0pObiKhinH1KUSYXDVZv +jR6erULz6pv+stU5GBgveoS9pgo3ae0PKP+VjevUsIFSpypcqPUsk7TJwnEP +d1kBUiUq6Vr+y7qfjn4GpqasxEqMUeURtOZORxFxZd/F7Eo0mPM3pBeloVnt +TGfD00p8IVGg48ychk3c1h4eypXoNfWq2iojFe3Ov3n75QBi2b2VA/17UjBt +UXcqfCMin7LWZ8+GZByO2kyw66rA2ZeXgyY8k9Fk1HlC6HkFDo2qznOOJyG4 +Wqp4U7/gn7K8lrgv75Ar+WDH8Q/l+IHK78skloC6p8f27/Uqx4a5G9v/i4tH +/+l49wUThi4+jcd99sTjiiq3eMqWcnx9q9mleXccDjWsODDblKHTBHt4omQM +5v/6tr1WohS3eviVujyNxKCMJKLmaglSgt6MnOaMxLuWXo8/NZZgArlLOvtt +BEp8P9KT5FSCbZFuClL54RgRnpnqUVuM1c31l5KWQ9HxTMDlxdhinDaZL2l8 +GYrn/97guOtQjNlvth5yFQ9F1ptCjqZ7inEqdDvHKeMQdFN6o6F4rwgtz/m/ +sK8LRhPq/bl0QhFel9loY3Q3GBVjdZNFeIsw7qdkfNK2YJzatJmNk+GLpx+d +teezgtCy3amDup3hk2DXKof5F3jc8crd+IJCzJd7omuz9gyFJNWEeAMK8dpT +B+s9t57h7y7e1hdXCnEg6bTJedJTLNRqVnFlLsSCfyrUfeX+KLnjONPFSwV4 +m8T3lZ7ii0zfhD7VHWT4jC7Vy7HPFwdcft/S2lCAJys1Knw/+ODbwcJG2fR8 +NPLZlmFS4I3sefuj2H5/RP3OxfdbGjxw/Prmc97NH7HLgoluMfcEv+4aWv+V +/BHPetTHMPM/wSde0TdGz33EH8LsTvzObjijv00e4/OQJ3DHVv6bzljHRBtW +fpiHXHIfK0oynPDD5+/hWTp5+E3xCd+FxcdYeWzDsuJQLjKL7ihQCX2E73vG +Xk365yBboLZ70roDdj/hS4hTzMEY74D+5XsOyCmkk3dhOBtPctSNP+x/gE7X +0tpKIBsls3d7O4Xb46kx212Ba5kYtHDtzLbXd9HtWYyUZnomvuu5/kQ01hZz +9jeo/byUiZKjzt5zOXdwl+2hK2afMtDzxPjw47FbSJ2ZTZR+kI4LXzo2Cofd +QIFgkfx+oXR00DyVwN54HQ0OX/ga0piGVO5RGeGt17H4Yf7YmnQacj/bae8W +YYXPVx5J14+l4uzPhpHfzRZYEfX+qFdYKsbI5eXYBl/Bn+qkc4onUpGfOFHA +ZmaOZh6q9jGJ7zEtQODeadbLKM20VnDXPAXlV3PMehouomWy9Ddh9hRMmj1r +199mhCHa5qT24mT0D8rhWRg0xLVn5StH+ZLR3Z6ni8hzAWWlptnmqpPQriht +XUXdAK1/CO5NeZjEOB/MvLJo0sf6rV4aHK3vcMT8I+eRnLO4ITtXv9LrHU6N +3xKKUNRFJf3Bq49k32F4lF7h0PfTGBus5dv7IhF5D0ueOsB3CinSrEGXX8Wj +gF/7ma7zWki4fyevihaHL42hfaMGAdNy69oOnI7DtX4tSfJdTXRVerVrjSkW +dc8SLwyEquOw04ya9bUYpHnkN238cQR1S85fqfsSjX3/Zi18d6riHk3ud9Eu +UVjWcuyMx7gi+no//MpEeouZNYkW1PsKSCd2jNkqvsUsq5HlENbDWK4TKX10 +JgK73zVV76bLoETgyrnksxH4Z6/mxvhX0viy4bL91vRwhiWnnjkYSqHFBYHC +nuth2NxoFNijKYFTC0tqj6tD0Sa5VMfmvhg+iWhGzn2hyOMjcHSxWAQ51NJP +pj0NwbZHGW57tYQwtse3Xmv8DVbIHZ90PrUXZTyvXOg59QYDHXhzdnjvxjIR +FfKjD8G4YSnt8jqdFwvr276dbw3CYYlNa7JGO7CD61mrb8gr3JVNGToXzokL +xmp9n4xeYsM+v+LcLnbkjpmiUnle4N/P6aFEexZUGExY3Et6jjdzVLm+GW3G +C/uMNpyPDMDic/8Zr/lsxAe2Wzh8Tf/DB+Uzxwyn/1YE55bs+sT/DLd69vmr +XlmtyF28J07t9ke/1zFPCGeWKprUROT2xvqhi0aMG1f2fMWMZ7u6voUvHk9T +/i9lw3TFtupnp3yEfLDHQ/nIA+eJClPuRym30Qt3lloWLOcOV0TGdpc1aXmg +LXdpi7tqXwVJUqtdqdoNs8uGzTJMSRU8Hz/Qok+5IK+IM7EitaXC6Cgn08Yf +jzFuZEr+CHttRci3R/y3zj7Ero3CrIE5lRUt53vkGxsfIPOHPzsebPpcIVTo +F2yTeA9NRakhgocyK2JqDVDh/S08rHaDeS4yvmJ3n+DMero1MvORbeU4gyoO +jnSqRViYY1316n/DH5wrJDkeRMreuoB9LaL6WfqmFd4dUh17v2qgguvR0pfm +QhUy2/tsmQ9JwDlDk1v6o20apHnfBK6V00A6MdxKGdLSnDu//6e9owlsZxPo +Yl28o+keeqrurtI1+C/tuqWqj5/muqdrTILcTQhztfU6Vx2u6W2bda9d2ha2 +fxUslHZP0dxkMqDBImkPjR3JwoaEj5pfRZ7/F8flCALv7wpYjZRq+keIPVAN +egQXsVZIsvar5imOctPWrc7QMnXhFgulXpPF11jr7nNX+DCpJvmN1qZZuzxz +gJnlCSTzaGjpr1E0A+8HcCf4e0Ihd3vNkT2DmqnzwR4CPt5w5d+1F3aXRzWf +ZfU5TKIPuIhKc73SmdS8dUva5vO6LxR4J/uemp/RPC3mbOan4Q9PhY9qxn38 +qSnV91Xf4MlTmCQqLa1d/KXJ9pbrhGDZM7hVpuu6entNk2ZooUpb/Q86X9nf +b1hY16zblnGw6MhzeGU0+7vp70bIrP0l7O8cCAUprWY6XzfDS78TPBc+v4CL +y6Jks0YWuKcZzCq09BJcOX+IcwlvBb3V3j80xSDYd7FZ4E4ZJ8gWHpgvcnwN +jpGF1z4a7oAA1TJHomkwkKrZI9fsd8JK2NCU1EowVJ68Vc9WxAu3f7Lceh35 +Bi5qpoqYHNgNlPOyQ0sqIcB7Nxsu1u6BEnb3TuLjUFhg2raF74wIJB7ibc8V +C4Pk/d4hcZvE4JlBbktscxj01c29HO4Rh4sRI/VOByLAspJSoza5H46WePy4 +ToqAmhO9gtwi0iDWu6vGwC8SMnYIsim5yMCc6DmidN9baB9eiBuvkQey9jju +CoyCnznKBz2lFKDilveXzarRkDdJuOgYowgvsguL+4NjoHdR3UKoVAUcW/Q/ +12vEgmumHTXD5giYLlALimmxkLB84obGfnWQVBPMDdGOBw9+gv3OcQ3guFKU +5TUfD9+vXTaQGANY8LyQcS8+Af7pKQzT/hDg2jDRUPxJIoR8cb7dqXACOhZe +t0a1JULr+esSdZbaoMNsYcB14B1A5HVW44iTICu1rPe38x0ULnr/npY6DUlq +1Q0PZZKgcRiUzf3PAO/ZN2dpvknQRUmnC0zpwp/7B8+Q5ZLBQv8w1WRID34U +XNX++DwF4vVDNjQqGsKxbzJf9w+mgNKN9xkXeI0gj7SqFa/yHgrPHLAr+GsE +Eauh8GLkPWyMvLvr+ogx3IBa9ZsaH+Chg5140WYzoBiEl/SEfoCO5d1PbIXN +4ay19RFD2gco0+jUjNe6AgpP/yhDZBpIJ+f9a4+1hH918of559PB2SgHj1Os +wLH3b+5rnQxQZTri+t7fGsan62S3xGcAH8fMQW7l69DAdVNmQTcT+LYVbJRJ +ugHRJlH7G1OywPgG8/ZzObdAeXijkI9pLrx3DDt5INwOZEsvzcun50KZwYbU +0sf2IBmSXT24mgtywzdbBQ89gK3vspQT9fKgzOzbv+BdDvDHwLT330weWJKG +RwI2P4S+vNwDeDgfrijfcO0lOEN3rNnOXWb5sF+jnF7f6gykAOa/dr75cG7D +7s+UGy7QdM28Rag9HyTtRrcYvnGFCi4WZ89HBdC4fqDz16YnkPDAslqjqBCy +eEyvf0nzhtgrbDnhA4XA5eL06RmTD7w9XRg5zfIJ7sR4Xbxr4QPBIux340w/ +wa932fUBfL7g3fJpx9/VT1B5LSNQPMIPrOS3XS0/VgSPS940Hq1/BuJzZavq +xBI4me/CQeEMgieNJ/wXp0vgN7mBxygyCEgZ9Zw5/KXwZL8ZiIu+hsCbPeKi +DqVQNx/PZSUQDHPda3osImVgkv9JYfXoG6j4ppbU7lEO/+6YlA5Hh4JZTJHu +PTWECmEPc4fOt1DoAp37biKEX7lu4ysbBZwmNVcHghFaVbNVFAOioIqL/MiQ +itBf397moBENPCfcz8eerYTv5t6DF3JjwL042tV3rRJ+NPrNsObFw5nkrkZ9 +UyI4H2d79fd1Esw9zbH5dp8IeRURnR3VSfD2tt+/o35E+FcQszq1mgTUQ4cO +H8ghwoMwntm+G8kQUOwdtmnzVzA1/O9voUYK1DbuNy/O/QrByy5Pv6+9B52V +x1RRlm9grfdw5kN8OpzU49609KkG/u576+L4KQ9eXyV7yxc1gJtVveoX82J4 +NnUMxhsaoH6Por3Pk2LwdE36GzPcAMQEPX61uGKwC73vxsLZCKKDPUve/cWg +X7PpUf+NRoiw3SNoc60EOOXkb73kbgJq0Qc9EatSCFoP0KPeb4ZjdP/X4kbl +8OzFzNZ4v2ag+di7PHIoB8/dF+uMoprBzuzoiYzX5WCnIKzDOMyA2rkv2cT6 +cthfYCZSv60FviwekYw+/gVYJub4k260gCartLundAXU6AtuM+BuhYNHbkav +DSDwyA7xOQq0go51/0v9FYRr296LhEm2guoQ4SiwVsJavYwSRb0VXI9IXz8i +UgkyZ46ZX7veCpH9IkTd85UQfMI8/UFhK5CjDxFr0yuhV0y4IKSiFc6kv/D7 +UlgJB5hGygtrW2E14olbHFYCsdK2ZaW3FYYVvMyFOithScNt2Zu5DTY41xwW +/lcJZkeiTr4xaYPnItZdy/pVkLrL4nzBtTbolng78MK0ChZ+iVzutG0D6WNs +j1itq+Dlp7R7/F5twOQXl1T6qApQoTj03Yc2sB+biVl/WwUSh8hDH1faoMA/ +N3OotwoecMTQ25naYS9HRTB9tAq+0C2Xljja4ewki2/PVBWYZIyzqou2Qw/F +b+benyoI2P9LjnimHWK7zn25sIcI06K8nm3RjPtBQI3pAhGOuL9zqEpph+tM +yVZHLxHBt+PQzbycduDU2mt+2YIIfP+dOhdEbIeCc5zqJ+4QQXPKeY8urR0O +mFoy1XsRIeDkZk61xXbY8Cx06/6nRGiLD94otd4OonGtvTaBRLC5kE5l5u4A +/iEXkzdhRHj9uftzlVoHCOsGSgd9IEL39lsZeSc6GPtg06/NWUSQuLMQl6DX +AaG5KkGWeUQo3svx1MOqA5K25ySXFBOB6fFbl3t3OyCqr2e0tJwI55ok7pk/ +7oC8ojvO8ZVEGPTWMFJ73gGLD/j4OWqJIN3945RUaAdsfTg7FV5PhEeKJuq7 +4jpA0zAuZmMzEVjH7USX8jrguaMMr2cnEQzhN89oaQfYPbmXGkQhQuzb/1jb +qztAm7G1efcQ4fDZxNk8Sgewi6aZsA4R4UmKzEjCcAeYpZ3pixshwve/xaSg +qQ5IuR9hzjNOBLO81i/3NnSC5npiazKNCClslh/N2Tsha1U4tHyKCDPWtBRd +nk54yd048GmG0X/eTS+lpDqhyCci78xPIjTYvfbapdAJDWcObxhdYOhRu/fh +lmOdwBO07GC5RIRromk2Syc74U+08lTxLyJkuCmZjZ7vhGNvHxgvLBNhsb1S +r/1yJ+RV24RtW2Xod0hPi3i9E2I/bg9mWWPo96xL6eP9TnDziJUbYnD7wE2p +ROdO0OB0MYv+TQQhtZ97X/t0wvazOisKf4hwO8Rzu+eLTog0npzLYHA+nX3T +/fBOSCU6yzD9JcIf7chf5gmd4NR2KvQIg0/Fi9N00zvhdNrYNn0GBy/n9qkV +dEKcj9DT4wzuNjjWKvWlE5qnfg3xMlgio7Z6V00nyP3L3VbLiG+3ybh4S2sn +JAV+nzdlcPGVocylbkb/DBecaxn5MX2+nzA62gl/CQcD+Rh8bvtaSPtMJ9hH +JXCfYNQTcfvZM+JKJwQeqvitx6h/sIrb7SMTCdxfH5ZXXWH4Y2/C/UQOEjhp +D0WvM/r3+NFBq9d8JMj+NS+ZwugvH/tsuYkoCb77OjYxLzLen5C/W0iGBB+l +PayBoY+ZstOjMRUS7Nlp/cNgjlF/nVpLlhYJODRrJtUYesZf+3vw0TkS9LWm +ZazRiQC/Kv87eokER65eXgiZZOgtehrq7pGg1ky87Mwoo/6irTFvnElAuxXG +fpvhr2/nmn+Z+pLARMHf16Kf4VcXk5yJSBI8cDcMbiQz9N62hz03iQSedqdW +dTqIcDa576ZTNgm8no3KR7UQIajphiDzVxKc0Nv9GRnrQf6GlGtDIwnuKD3v +CqsmQusqvSOUQgKJA+bOBMb64dn38KXYDAl6DD627ikiwudSFerkCgkW/vbZ +nMknwiWDtRMfN5EhQfDLfv1sIkS7+/wGfjIk7vo+1JVEhGM7Tl5ikSADofTe +52txROhLZS1okiVDyQ+8/yWSCCJtr20ttMlgccUAVl4QIVUqvsvNngwxdId4 +B0cinK6wUj7uRgb3Yxc/v79LhEmjfW/YnpIh691m+dwbRJDxyjr9NpoMzIYa +24+bMPzXWVr06RsZHM48WL+pSoSLdz13erSQYehCbPIJOSIsbThur91DhitX +pgm/JBn7ncwPyfY5MmwcEFbp5iVChS85fG4vBbL1Tfpj5qvg2u6Y+SJJCjgf +TOMVoVbBxhxLPa/DFFBb+v3Tpb8KtLvGNnPqUKAkJMkjra4K6uQWHx50pIDS +h6jVv4lVQO7lMrSppcByS9zvJyerQPfFTcqjNgq8t+7dsle9CsrVSi39eikQ +p/Jic6hsFSRGXL+bOEeBts+zTVy7quC2wWf/7t1dUHe34/GJccb8+mpepH+n +CyRPVGb5e1TCPcc8DYuHXXD07n7PKvtK6Bdhrr7r0QUuaryMz0vGfPLIaQl4 +0wUhZhGZoScr4YXqRhqxpAvy7KvMj2+tBIHMVAFV9m6YbzLLZhZGCLr8O+kk +Tzf8qcg5VLVeARtYDQ5cFOoG1bnjkof7K2D0xqqyg0I3CG/jKpGNrYBsoXPn +M826QWvtxc4kngrQDJn3Ec7shoXglhmX5XK45npsguVcD6QbapR4PS0F6Ru1 +nTMmPeCexfPbzrQUFvQvVnda9YBBg1U368FSeCZx712ycw98movh02gugazm +GHNI7oE80FDO2lkCq/t+Nzut9UBMF5Gt8WURhLSVFI+l9QJLElOyt1YhXPly +8kNDQS9Icnv8FGUvhH1preEFFb3wwCDW9VFbARR7TDr6dPSCdoKnoqx1AfRL +8R8S3NAHIU9H4n975IO0l8u7i5f6wJWZNKf+IQ++HlQN/MrcD+nPf0+m+6eD +pdzF5Pnt/fBbE4njW9NhRcGhXHhPP4h52BRmhKSBjHrmjLtsP8i5Du+ui/8A +YaeFjZQu9cPxzvpop4/vweYmi8D7tH644pajx1L1DlgTyNnPzg4A/f6ElOee +UJBkK6emnB4EI93Hb1KYglGw/O5J5oAhOEWwC4hq+4wb1pjSHYeHoTGq+ZT2 +1u+4fOGL5bd9o3Cbr/Gv8/1m9O3K7dM8OAqWJ/JUE0KbkdMq6Uqx/Cj0/E41 +yixpRskH/5llHh0FpVHj18VMLXgx6ILJmwuM5zk+V3XqtWBe3ZiehccoPD58 +jNNgqAXvnODUWOoYhfhvhctmf1pxsW5DuV33KJAe7Hjrvq0NvQ0X1KkDo5A7 +c/NpoFAbvrWiHOmhjYKaRXatI6ENv3slKVVtGAMlmQC/O35tKFauIvNKZgyK +ed7mdzC3Y4/S1b37/MfAOWdoV/PvdrRZVd7+9PkYrG9/QFNj78C5LxybxoLG +YFy2iyd4dwdu1imlpUSNQXNNPcu6UgfKXuYtlcgdg0MnJgL77nWgt0e9qUT3 +GHCnz4SEUTqQ/XjSOf+BMXi3fak2bawDw7e4EkZHx8D7wi1M/dmBGa8lpVJm +x8BEc9/Lqxyd2P7OZ1mceRxKhN2ZiJqdKPldNUJcfhx8a9UrlBM6MS+QM9BP +eRwe0v+QujM6Uf38mMeI+jicW2RWv/25E89TQm4mnxyHXVWyz442dqILbVpJ +3HwcOh8GtVatdmI9Z0q72LNxsPFk81XXJ6FJu1uN74txMDt5U8LMlISDkRfK +hoPHIVwgveKaNQkXRf4lJcWMQ4bw/RdiTiQUUjRzFPs4Dq2kYSunWBI+uMS1 +Q6x3HJpbDKz0R0lonSYXvW9oHL7J7fp6fIqExqv64gfGx2Ew1sBUZJGE6jGv +lOXnxoG9ynk0YhMZmQfYzTQ3T0DZtvK/9qJkjLZhTjaTmQCyXved76ZkfFkk +IWN5eAKCJMnxOlfJ6MWq/clKZQIKy2IVPt4k440M35rbhAnQzI88qeFIRrmZ +f3SnixMgHFX/QzWQjNWP15RCn0xAeqOVatYnMn7+zl8R4TMBt+8JDWSXkjF9 +l5pO9LMJWKJel49EMgaVOF9+FzwBlarxqSI/yHj576JHbsoECNZ41m3rIeM5 +fR6WgvQJMLbUTz07QEbNBMXgzzkT0BYk3PdghIwSWo5JX4onIHNsTsWBTsYZ +/9nv9Q0TUFeXkXh6jYxDnZwGza0T4LDxr2nlXzJ2SMp2tZEmYG/9+j7hjRQs +qb1H7xqcgHBJi743LBTM4n/5qG9sAnwm84ves1Mw3jbz7yBtAkY/ZzxL3EZB +fw7aduriBPglDo3o7qSgkwVbFH11Ap6OSVxf46XgnRwpsdn1CZCL5i4J3k1B +fYNbSr9YqeC+36bBQZCCWu+efVndRgV58173cmEKKv18f+ovNxXKvguOT4tS +kD9s1HSzIBU4ucNbNktS8IifMN8jMSokChSycEtR0MTRrH1kPxXE2TfbbpSm +4COr8GCjQ1RYeoGzbQcpGGLQovdVgQrtfAZvnh2iYB5s3ap4hAq7Z/R0BOQo +2Cx7qjZJgwoJst7sYfIUnBH0ecp9ggrWXb3t04cpyLGt/LjvaSpk9AXEHlCk +oPSfX//m9aiwU5xioaNEwdP0w1+sjKggHKq3Q0eZgjbd99xaTangKBaTJ6VC +wac/PqhqWVJhoOud8hSDU4qHF/OuU+Fnv0P0G1UKEj8I5ovcoYLJE92u3Uco +OBhhah9sR4UvB6KnfBi8/jRUZsMjKoSHrjc1MFjgcdOkvSsVLidpu68y+OgN +tg8DnlSI9rk9xaJGQTMj7Rvn/akQnxouuMK47nLcSxSfU6GLJMlex+CIw6X9 +sq+p0H8oNduDwYUiSzHxYVQQFG/ctJPBbdvlL3NGU0HvtT9rICO/+XVbPs8E +Krh+HC0aZuTPNfO+fTqFCqiozCnIYNm+wWCLDIZectMsaoz6zzXs1W/MpUKS +QsE7FUZ/bMtMtmp8osIWLQsKL6N/ARlvarNKqaDbPZdGYvT3Q1TDU4FKKvz4 +ncTlyuj/qPPxDX/qGP01koixZujFdMvjy90WKixznS1JZ+gpYlLs1tNJhZN3 +4WbbAQpaKMkulQ5SYX+37tXafRR8In4nX3qcChxlyhnh4hSM5k6xj6ZT4XZb ++BNthp9Ic/w0119UiFK/XXBKgIKLAxc/TP6mwnS+NF80PwV3Nr++cXnjJCTl +Mv1t4qOgQTbzwBGOSWhzjDfu46Lgjzvz7cuikxAtHqX4chMFqaYyb27tn4S4 +yabP9H9k3HL6lj5ZZhIa2LQrZf6Q8bhkX+1n1Un4/OQ/W6NFMpYP1355rDcJ +kTt36Cgy1mt36yb3McNJ4FEI3ZfQT8aVSs0jxqaTsMXD/O1UFxmVEwrzla4z +4qWfPCnTQsYc88QPCy6T8GryPy4oI6MSWXxti+cknJ8uaOT7TMYyww/n9vhN +guBxK8GOPDLWnsmZJ7yahP3XX/j8e0/GEdXyo0HvJqGz/W8V/2sy7uahNEvV +TcLpMMCrV8gY/9pc7FjzJHBRxT1CjMm4b+vAo/MdkzAu38WdqU9GBaZxfqf+ +SbhWNNzzikBGvbmF619/MvIRv/zfHnEy+jZsX7HYS4Pj0SJNxiMkZD0dqusg +QgNhYyqN2k3C11/54vz30YCNvOO0dRsJY0sFj2fK0WAs+sEwSxUJi9IOvlw5 +QYPBg8rOwnEknPLXEQm9R4P408rB/xmQ8JKG1+naLzRYvnLhp0dKJ/YujW8n +EmlQHTPNuy+qE61z9MllNTSwuy2aWviqE+8JC9nkttLgyiKovXLqRN+NX/wi +xmhA63K/u0+nE3O+rVXc2EYHDq4W2z8jjPmq76S80YIOMq73D8dzdGDglv4/ +a1Z0oPpNdduut+N2PFm9aEMHkoBPsOhcO+6R5zWiPqBDcuZFc732dpTjLnzQ +7E8HuRMhvIlv29GMNJ8Zl0UH4ViH9yDcjh8t74up/6HDvv/Or1AE2tD605xg +4sYpcLp8QSSSvQ15OB7xb2GZgjkXx36NlVZ0KnHjatsxBX0/6lxPtreiOk/A ++p39U0DoMPgCAa1I/JHUHWU4BS9H6+4sTbdghxIlZDVtCr48ZlPYb9iMK+wn +NpUYT4O+i5D2SM0P5J7hDCOaTYN7xtFdV2N/4MHWbomGq9Og1Uzv+fLgB1pG +Op4auDMNf1jy/0nw/8Cv4knPmT2nob3wiEjC7VoMOraRyzB1GriMlfLsmGpw +nx0K0H9NA962YB8Sq0bD1qMqgm9nGOvt8Y0TJ8uR/ejWqvK4GRgzplo6ksuw +KqX77JXkGSAfYmd1u1OG8i6uVjE5M2B1ZL6T91UpcgoXveT/NgNSbLUuwW3F ++OOewgjvzxkor6zQ3HvpExJYDwRznpuFI1M25z6FZ+GKw8qenAuzYFQ+XPEu +PxNze2re612aBaddEgdvNWegUK5N2UvrWRDVV1ryYU3HP8Yp4+yuszAXUfR4 +j+t7LEoW1mBJnYUDku3/DaXHot222ZrUzFn46XdKnmUwGiWdKwxPfZyFqq1m +7Cx8URima3H7afksXJK+fzvBJxwd56NDN7XPgqp2XvXPnJcobW4rlEyZhSyn +W2Z2/M9xqFot/Xj/LPzZcTD9u99TNHhLqfCZnAXFoNgjJ/KeICtT2hnR2VkI +u7cv84r/Y8S7zh2Vi7MQePnR99y8e+jUeerqtbVZyOjZ3/477wr+//8fGed4 +3kztBfeK/wNcDgo8 + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>]]& )[<| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>], + ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { + 4.503599627370496*^15, -4.503599627370496*^15}}], + Selectable->False]}, + Annotation[{{{{}, {}, + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + Line[CompressedData[" +1:eJwtm3k4lO/3x0vJkiShlJ0kCVmjOKOUUiQiEUWlUhGVNbv6SCVZswvJTihr +DpMi+zoz9p0xYw1ZKv3me12/v+Z6Xc/znOec837f93nuP0bU2t7wJtOGDRve +bNqw4X+/ssBH+/dvFlP19lmJUsia9qviAatrszg+xJL2rvUT5BUcllxYmsVT +5q79n75+AwUpPetx+ixeChR4uD+tE1R3+Hc3kGeRfM+LquwwBoSR+bqo3Fn0 +S8ra+mLTEhj+15ipeHUWw7YqeOw6sJkQqtVz5pDZLHaN5Bqalm8mdPymTkga +z6KR0X6FKn1mgsmDzRJ7zs6iHHGyZavDFoL55aOxG1RnUTx6cGdgJivhxsH0 +l42cs8h70lrSbIWD4Nzsf/9WxQxezF62dnflJrykO5EXi2fwRU25zUgpNyGJ +5Y6Wb8EMtl8OP9D6m5vQAHq8cWkzuGzjV6j5ZCdBLI/3S1vIDF771up8y5mH +0BScyqF5awbPbvtgJHSJjzCa9dap3orx/JWI8bVgPsJqbeCg6ZUZ/Kq+Mfpa +HR9BYqN94cMLM/iHOUav9ugugpuD6pX0ozMoOTz+cDv/boKkYW0mD9cM1vs/ +JuZ/4SccsyvlTWKfQd4w4T8ac/yEC4FZXnLMM7i+84GGidgewhNisJHu2jR2 +hwUMyT7dQ2hTuPzba3QamWUecQec3Evw2EnTpRdP45tYnXi+jwKEjo6ttCqr +aRxdCDaOVxYm+Nz4VJF5ZRrj63/IUS8JE2QXLUPDL01jBJNueaerMCFgZ/6x +O3rT6Da1YSa2XJigYWj6mkttGn/9/HxrXkiEkNqconSVaxqtVLV3fY0UIRhd +1Wc7s3Ua945dWeBJFSFsmF3uU9gyjUlsp0vVC0UIZpxn/9vyZwpPH1wOZmoR +IWzXm+/KnpjC4n1Hxf5jFiW41Gl4/amYwlinXBnf26KEfWYTRuMlU7juxTYh +9kiU0DYZLNVSOIXMnjolUV6iBBm20dbkjCk8+GJBkT1ClDCkEyhxNmIKq7mu +31urFCUEkRVXld5MoYVQRPP5elHCsVt9jUIvpzC+s+/Ok05RQsQzeeefPlMo +ZlzTYT4pStD9RvoRdX8KF9h+ealuFyMsX/SO97s9hUZBypG6u8UIKaMHHt6/ +PoUtM+lsKqJihH+bPAS0Lk9hpEtEaISCGKHwuLg9VXsKg5Vpp3yNxAiClfY8 +qgJTOP3Kt1QiSIzQwK38SH3XFP47tdKcHSZGcLu51q7BzXi/YBLLzhgxAon9 +aag26xQ6nKHfdfwgRgg2juY2XKTjNQuF2YAKMYJm2lVH41k6qnp2/Pn1VYww +vSbRZkqj49ptJ93jP8QIuom5b64O0nFy9aqyQ7sYYRO9mut+Ax15Vg3VlMbF +CPkagQ8e1NDxVYCqSjBNjHAt+HzLQyIdS0X1QutmxAjlyt2v3YrpeNmoYr37 +lxjBNiBh1qOAjq2Pnxp/XBMj8PfcOO+TQ8f3Ry7G2ayLEZy8ZzkDUug4xyH9 +xo5ZnCDRXmj3IoGO9p6tT6tYxQnt+9yagqLpWNNR+WdhqzhBvn5zUHgwI17K +MtPKDnFCv2Dd9NsXdHwUw9Hzg0ec8PLBa73YZ3TkW95U475LnDDJu2db8hM6 +unDa3vMWECe8vT1wL9WZjlk19XbtQuKEU2UpDemOdMTbS3wsouKExW22Mtn3 +6VigY/t8r7g4Iema3Mu823TkgI80rn3iBIOCRXrBdTrmO168OiEpTvjHXHq2 +yJKOvTxDWxOkxAlXMrW3VlykY47xanz+QXEC+zrb3arzdDz/JquJ85A4ocSg +ua5al45qG9/WnpMVJ9xODpOuPUlHhYKLH+/JiRP4fl0OrCfQ0dvGI9tOXpxQ +fVqY1nSUjr6GOUOGh8UJjjGjZ9pU6Phs2t+RX0GcIDKTnt55mI4shQn+RAY3 +E+zZumToSJ6NO6avKE7wDFW607ufjtNewljOYJnx1doBMTpuTKyW51QSJ3Qf +QakRQTrm5R36fJzBAS/8A8Z307Hp39pDMwar9J+hTu6kY3NwQ5Axg8fkt5+e +5qRjypjWQSUGh/l1fJhjo2Nizer9X4z4x0lRLIubGX7gCnGPZfCc1NVby/9o +yPb4g4skgxPcJWrW1mhofa7zeRgjX/2mScn1JRpeu/KpfZxR3x+R3Gcb52no +mDTgJsjgjIePxjdP0fC8EC35CKMfpt/VTrFO0PB97O2HRxj92sL/7/3WYRr2 ++0xtE2T089PdaubtfTQ0C9/8dlxGnHBExO5wKpmGZdb81s4MPUo7dllotNFQ +7OH+bOoBcYLG86qAjgYazno1fFBn6Fepcbfwbg0NdZzeed9n6Hv8J88gE5GG +IQfUbXwkxAnfUiu2RpfTUGXLvv+cxMQJddu5r9d+pCG7EKcyM8NPetVlQVez +aLjTc6twwl5xQovLzdJfqTT8r8R0fQ+/OKFzqHjHvlgaTplFmpTsFCcMFlyt +9HlGw6aDC17hLOIE69tsU7t9aDjmT5fU3szot0DBrjx3GsrztCmTNogTaE+3 +2Pc/oGGWHJ/2+1UxwtKlbMGj5jT8ab790OKkGMGF49KZNmMa6tadE/o6JkZY +q9zw+I4BDRvj6yechsQIG6QvNkSepGHX38nSVxQxAvufNbdFORraskdYe3wT +I7zKS0l9IU3DfWu7d7lUihG4buq3ie2jYUKB6Y7LZWIE3qZ3By7soWEBkl42 +5YkRRBJPU7I301A/SjX8ZbQYQVk7QvlW1yRKUc1sntwRIxSvgNV6+yTe1KS/ +n7MWI6hnT74Mb5rEnx1hv/WuiBEIfBqjX79O4vZv3DHV+oz9hzoSIpIzib9a +6H6pjP3w2svDc12+k8jdUPH8+i9RglthyLNGj0nUDZi9zTwrSgjvXRCocplE +S/W2wvAJUUKdzOczaXaT+MXFQtiXIkpQbFRPdjKbxKjjHTxBJaKELZzaJjsV +GPfvllgKdhElZL02KT83RMVIunWkAl2E8L2oyJDQS0VDh6S50SERwtDA7klF +MhXz9iysPaeIEPjke3j3NlIxIds2NeubCMGr5ar9ZDEVxUJLpi8liBAMd9wR +exZMRVsWryRrAxHCSoh7AAIVeaKS+vQvChMmBKpop9SpKJ1uULpdQ5hASt2i +16RERfUuzvel+4QJBaVvdvQdoOLXjRspzb+ECHbDH6LXdlKx+kcAx4a3QoSR +wx1ZytQJNC54nlhCEiQ0tci0ZgZPYJwB7/lQHQFCMmc//9uhcRQ/qa6zbQs/ +IVb3sGP78zEMKwt8JePFTfC9Z+Vy4Mwomly3OVH3io3QH2QZW3piFBVsuI4L +X2UjqH80rzyrOYrLrGmTb+TZCD+XjFntFEexyOXJYks7K8HKS/dtvuAoXrRU +ECvby0oghCgWH/05ghH733rf+riFsF7EvKIXM4Kdny6on1jaRDDrZhIYCB/B +5/W/T72r20T4/OcfPAgeQdV35lxiiZsIdlpr/4U8ZdzvqGv+8uwmQl/dzC6y +/QjyHhc/xZLCRCjvI6te0x7BV8zZr/LMNxLcN2U4O04Po7lhgDhP41+wi7Lc +co06jM/3BqiuPv0L1nI7w/VGhrEgVt5WBP6CrvmTfKmuYfRbmk9Szv8Duwv0 +p/urhzH68F9fz5jfUGi9YH02dhjzrX8vJbqtwkzVMX2Js8N4cKHNovLuEgxf +mu/dcWoYZz5+cNl1aAk6p9/f/UcYRo3LYScKZhahnH/7826VYXRNyuIpcVyE +Fw5DX4PFhnGu2O/juscCSIk+U/u7OoRDnx45u7ybByvvZglS2hC+7YrM9zwy +BSZdCZp9yUN4hZ+f91UTHXQVHpiOxg9h+DM3YZGbdFAa5Xr5M2wIj3qxbugI +pQHracMFTp8hdAp2fOmwTIWc7Z1VOpeH0PFyxOBj8hj8ju+2LGEbwrynNBeu +xQGYW85wqdw8hGVbNzRyaA3AqIF7SM2/QWwpzHjG8bofmpgEvncuMfh10GZe +2T5IsrE49HNoEKuHRxq1XLrhtOzgb+nSQdz+yXDL12OdEP5l7G2s7SBe3HXh +C7LUgKVLtKfqzUFkespnqF/7DaQUz99ouzqIx569+Cb+ohpK04rlWI0H8ev6 +WFr8LiL0h774/hAG0U3R9p1NZCnstz28qMsziGeL/kXzeiTCnMR41xjnILJR +3sc/FXwLJQPR6M02iJuCYmJmU4IgMoOV7/7fAQyN0VY75nINB71zTmi3DWDY +/nt+1zckoeOhtfif7gNodHgL62npEtycfN1WymEAs4oH1a8JlGHE7kZlS5sB +VLrEOwPsX7BsU2LDD4MBPBjpM593rxI3d59cS9w3gNlNhz4Txaox4tkb4/PN +/ShWXO3PJFOPpQNSHFli/fhvisKzb6AdnxzbmB29ux/zeObmzyp3oEZUl95z +zn58q3/7QnxgB1YaBr62WevD53JxD2oVOrHmG51btK0PPQM4tE65krAjM4c/ +wqcPj43kBwYOUDCC9b9Sf+c+bPRLP1Qp1YWXbl41f3i/D3U5tFZkHLqwW4gr +zuByH7qej/uX868Lh944iGw93IfODZ+b7+zswRlnpf3eg73Ysr3u/XW+Pszr +4Ki1I/WijnOnoI1RHzocHrtt0dCLuQfUezNf9+EiLTxDvbgX3XpVtDZv6cff +FsuHll73YlZYquH6ZD+yapcq2UIvpvG6jg3rDGJdYkinqXIvanEmjWZdG8SX +f22ddA72IuthMlHIleGTor3FErt68em95dzfaYPIJ+1xdGCmB0dk183fM3wo +zkU4fjG+B9FHm8iVNYRB8kNutqE9WHd/flSyaghXDHwLvAN6cNLJbq23cwgb +3lRLZDv2YM33qC0H14fw0c4zLFt0erBtc9PoFd1h7FekgcCxHswU8Or3vjKM +py++cFE43IMCRaL9p+2GUTC8cdJyLyOee+nq9+Bh/M5n2FA0240Gw2enn7cO +o7zqAiNSN354oWfVO8jYFy6FaYx2deMOFfIcaXYY7d+Scriqu3HZwPP+d44R +3L3H/M2dt92Yr+94IO74CPqq//nh9aqbMR82fdc8P8KY63FMEb7dODaWE/rS +fASrYgYeEu914/SBmAbZhyNoK3jDZK9WNx5p2LIWEz+CHRrMrw+rdKOpJP1G +dtoIalqm1ugc7Ebh8j089vkjuDOBeuQRbzc+kEMd5m8j6InPHQLZu7H7vGJL +d+MIUgekMxIZPnD8N5NiTRrBcpH7exsnu/B35En1F+MjKKnFeXGkvwu3me9f +l5kZwWCr3Jer7QxfHevl8VsawZtJ83/3VXShRuF+gv6mUWwhhqgcK+jC03ek +L1WzjaL6iKK9YVoX6lmRvs1tH0VOCadBz5Au3PklJ9tu7yi6aO/iD/+vC1M2 +npWqEhnF4RvFFzKfdOFXsPtbv28Uzz29HFjF8O1FK9fs19KMOfJ+jUi26UJS +bloxh9woin2P+T1t3oVxHdwJJxhz5uX4MaXNF7owp/vDoJLqKF7b7/Ve/mgX +nv189tFpxlyq0xHpPyXfhdfyH3y7qzWKSrer+Cz2deGhKZr9We1RjA+wPv9w +TxeuZHX/nDg1imzpmwKeb+/CiEbFRi3G3Hv0I6UyYXMXVnwt97h8dhT7J0+u +flqlIO/HbX5yeqN4mn3icMMMBekPX5tX649ivnSA7fAIBd1L3J7uNhhF4dZr +JQe7KFhxs4BZ6gIjX2c11sdNFDwVOCa8xuAVQe5LFV8pKPxjTve14SjerKa9 +Zymh4I33/n8nGNxm+3XRIIeCgx+FczYbjaLmjtgT0ckUtKribB9jXM8sehQy +8paC+rvvDb9g8G5LvSGZIAqOJwgZLjPi+2+WlHfyo2DTnq7I/71/PmPdE10o +eMyc/4AIIz/LC+RGVjsK+rvtd+9n5F+3nCtgeJ2CB7l5N91g1KcaH3A3xpSC +d53KlT8y6k/Rtiod1aMg4Sf+953RHy66GpvsCQq2b35+P0VnFD3ecJs6H2HU +n6hjfvbkKNJU6amVhygoene+uuw44zui/+sSmzgFxTZoCf2CUfzqH6tttJuC +VYqfuteOjaL8wcehsdsoOHEp+H6d2ijGtuoNjzFR0NWXfOamCkMfF8nDcitk +lOq8MFyvwPBPNbmpapiMmveJO9YZfjl/N09wK4WMpvXsr+okR7F8x/N7FxvJ +WCFw4NUNsVEMt1RnnygiY7h/5RATP0O/ldiTHK/IaP84Q2WJ4edP8Y/DjH3J ++F2uWEl9fQTFTuqPxDuT0Wvvg2MGKyP4+80/78PWZJT2EJOcp49gzkHrchNV +MqY1pXtxt47g3jb1rYkyZFSt4qDRf4xggMtOs0lRMkaFaLRGEUfQ6lv1sjsH +Gc3v8tQ9KhhBnqv7Fd8NkTBSjkdLMXQEfZg3+NJIJNRPcrAvDxzBmUxKi2ID +Ceez29wEfUewZuW53ffPJLy72t12+8EIuoVMpdNfkDCjqV1Q/uwIDnz7KKKi +QkJnW4EvvavD+MRoVfuIDAlPr17ibGHsT7uHCHfUxUjI0ta7J3VsGA3+NH/U +5CSh7OLtnN8tw1ipMHNcZ7wTK1gMs41ThzExQfqmaUQntuvlRG49N4zWrsnp +br86MFljhf/90yFc30JvfDLVgU5/n4w+dxnC6DCFn57DHSh3MeKA+d0hbMut +Uvdr6sCqi3qnqw2G8MT4QP2L1A6svRlVW7xnCCWMBGZiTTrQQsvz6p3MQRyT +CVfAz+3YVhf0OtpvAKU9389QM9tx8rNVFMv1AbRr/pTB/a4dMzacnjI7PoAr +DiQxmxftGPBf/MLnDQPIXrRr57Zr7bib8/kmkyf9KK8VvWDG1o4+5tcFS+z7 +0N04ofCXeRv+ffvkkszZHtzhma4iu7EV41Zfyr77ScJnn6VquZZb8JZSEPlS +GwnXZj5cXphqQfvwh8q8+SQcvpr6pJjSgm79sjfeO5AwXyuZeDyvBauPFH6S +mO9EQ+Y4/UtXW9A9qlVtfL4D9/OLNm5wb8YMrnSnwD9tKKMyK/N+oQFrDAaP +VD9vQhtZL6+SvgYUHPYhqpxrwgTJ7W2NNQ1ISdrCOcDZhNy75Jx/xTTg8int +zLawRlxetqvS0W7AmFNl4xeSG5BYMmNMC6tHR3kzQ/b6OjTVmPGUU6nDjtVz +igM6NRii7Nl6QqQOI4QTl6t31GD9IU4JU/Y6FLvv7k7v+Y6aQrI/vPt/4OY6 +wbLfD76j+L/7O9ue/cCHKdVRcvHfcKZy+sMjci0uJcrs5WGuRj/t6ZYSlxo8 +M3SWaeOWKiSenjqvdL0G540tKPJdlbhBj96Uo1eDWuuKrClZlfjEeLIhWawG +LRJOlF+8WIlONmO1rxq+I2nhzzmiHuLtgL5KK5HvGLE3Lvzqx3JMfdkLvezf +8c3vrpsq18pxNLinwmTpG7qJ1+8J316OVlFd5WfrvqE86fdhmn0ZmmV0Fis/ ++oax4Bv1U6UUzzU05rHVVuMJhT/xDv1FGNjSIOefX43/eFUMieFFWNtRn7Me +W42bEq2Wo/SK8GTfj6wFh2oUWGcP76v4jJoz39L69lbjz6k7ovkfPqE8V0Xi +R/uveFJA0ds2pAB5L+YEX95FxPMHl3/yhudivuSL0pObiKhinH1KUSYXDVZv +jR6erULz6pv+stU5GBgveoS9pgo3ae0PKP+VjevUsIFSpypcqPUsk7TJwnEP +d1kBUiUq6Vr+y7qfjn4GpqasxEqMUeURtOZORxFxZd/F7Eo0mPM3pBeloVnt +TGfD00p8IVGg48ychk3c1h4eypXoNfWq2iojFe3Ov3n75QBi2b2VA/17UjBt +UXcqfCMin7LWZ8+GZByO2kyw66rA2ZeXgyY8k9Fk1HlC6HkFDo2qznOOJyG4 +Wqp4U7/gn7K8lrgv75Ar+WDH8Q/l+IHK78skloC6p8f27/Uqx4a5G9v/i4tH +/+l49wUThi4+jcd99sTjiiq3eMqWcnx9q9mleXccDjWsODDblKHTBHt4omQM +5v/6tr1WohS3eviVujyNxKCMJKLmaglSgt6MnOaMxLuWXo8/NZZgArlLOvtt +BEp8P9KT5FSCbZFuClL54RgRnpnqUVuM1c31l5KWQ9HxTMDlxdhinDaZL2l8 +GYrn/97guOtQjNlvth5yFQ9F1ptCjqZ7inEqdDvHKeMQdFN6o6F4rwgtz/m/ +sK8LRhPq/bl0QhFel9loY3Q3GBVjdZNFeIsw7qdkfNK2YJzatJmNk+GLpx+d +teezgtCy3amDup3hk2DXKof5F3jc8crd+IJCzJd7omuz9gyFJNWEeAMK8dpT +B+s9t57h7y7e1hdXCnEg6bTJedJTLNRqVnFlLsSCfyrUfeX+KLnjONPFSwV4 +m8T3lZ7ii0zfhD7VHWT4jC7Vy7HPFwdcft/S2lCAJys1Knw/+ODbwcJG2fR8 +NPLZlmFS4I3sefuj2H5/RP3OxfdbGjxw/Prmc97NH7HLgoluMfcEv+4aWv+V +/BHPetTHMPM/wSde0TdGz33EH8LsTvzObjijv00e4/OQJ3DHVv6bzljHRBtW +fpiHXHIfK0oynPDD5+/hWTp5+E3xCd+FxcdYeWzDsuJQLjKL7ihQCX2E73vG +Xk365yBboLZ70roDdj/hS4hTzMEY74D+5XsOyCmkk3dhOBtPctSNP+x/gE7X +0tpKIBsls3d7O4Xb46kx212Ba5kYtHDtzLbXd9HtWYyUZnomvuu5/kQ01hZz +9jeo/byUiZKjzt5zOXdwl+2hK2afMtDzxPjw47FbSJ2ZTZR+kI4LXzo2Cofd +QIFgkfx+oXR00DyVwN54HQ0OX/ga0piGVO5RGeGt17H4Yf7YmnQacj/bae8W +YYXPVx5J14+l4uzPhpHfzRZYEfX+qFdYKsbI5eXYBl/Bn+qkc4onUpGfOFHA +ZmaOZh6q9jGJ7zEtQODeadbLKM20VnDXPAXlV3PMehouomWy9Ddh9hRMmj1r +199mhCHa5qT24mT0D8rhWRg0xLVn5StH+ZLR3Z6ni8hzAWWlptnmqpPQriht +XUXdAK1/CO5NeZjEOB/MvLJo0sf6rV4aHK3vcMT8I+eRnLO4ITtXv9LrHU6N +3xKKUNRFJf3Bq49k32F4lF7h0PfTGBus5dv7IhF5D0ueOsB3CinSrEGXX8Wj +gF/7ma7zWki4fyevihaHL42hfaMGAdNy69oOnI7DtX4tSfJdTXRVerVrjSkW +dc8SLwyEquOw04ya9bUYpHnkN238cQR1S85fqfsSjX3/Zi18d6riHk3ud9Eu +UVjWcuyMx7gi+no//MpEeouZNYkW1PsKSCd2jNkqvsUsq5HlENbDWK4TKX10 +JgK73zVV76bLoETgyrnksxH4Z6/mxvhX0viy4bL91vRwhiWnnjkYSqHFBYHC +nuth2NxoFNijKYFTC0tqj6tD0Sa5VMfmvhg+iWhGzn2hyOMjcHSxWAQ51NJP +pj0NwbZHGW57tYQwtse3Xmv8DVbIHZ90PrUXZTyvXOg59QYDHXhzdnjvxjIR +FfKjD8G4YSnt8jqdFwvr276dbw3CYYlNa7JGO7CD61mrb8gr3JVNGToXzokL +xmp9n4xeYsM+v+LcLnbkjpmiUnle4N/P6aFEexZUGExY3Et6jjdzVLm+GW3G +C/uMNpyPDMDic/8Zr/lsxAe2Wzh8Tf/DB+Uzxwyn/1YE55bs+sT/DLd69vmr +XlmtyF28J07t9ke/1zFPCGeWKprUROT2xvqhi0aMG1f2fMWMZ7u6voUvHk9T +/i9lw3TFtupnp3yEfLDHQ/nIA+eJClPuRym30Qt3lloWLOcOV0TGdpc1aXmg +LXdpi7tqXwVJUqtdqdoNs8uGzTJMSRU8Hz/Qok+5IK+IM7EitaXC6Cgn08Yf +jzFuZEr+CHttRci3R/y3zj7Ero3CrIE5lRUt53vkGxsfIPOHPzsebPpcIVTo +F2yTeA9NRakhgocyK2JqDVDh/S08rHaDeS4yvmJ3n+DMero1MvORbeU4gyoO +jnSqRViYY1316n/DH5wrJDkeRMreuoB9LaL6WfqmFd4dUh17v2qgguvR0pfm +QhUy2/tsmQ9JwDlDk1v6o20apHnfBK6V00A6MdxKGdLSnDu//6e9owlsZxPo +Yl28o+keeqrurtI1+C/tuqWqj5/muqdrTILcTQhztfU6Vx2u6W2bda9d2ha2 +fxUslHZP0dxkMqDBImkPjR3JwoaEj5pfRZ7/F8flCALv7wpYjZRq+keIPVAN +egQXsVZIsvar5imOctPWrc7QMnXhFgulXpPF11jr7nNX+DCpJvmN1qZZuzxz +gJnlCSTzaGjpr1E0A+8HcCf4e0Ihd3vNkT2DmqnzwR4CPt5w5d+1F3aXRzWf +ZfU5TKIPuIhKc73SmdS8dUva5vO6LxR4J/uemp/RPC3mbOan4Q9PhY9qxn38 +qSnV91Xf4MlTmCQqLa1d/KXJ9pbrhGDZM7hVpuu6entNk2ZooUpb/Q86X9nf +b1hY16zblnGw6MhzeGU0+7vp70bIrP0l7O8cCAUprWY6XzfDS78TPBc+v4CL +y6Jks0YWuKcZzCq09BJcOX+IcwlvBb3V3j80xSDYd7FZ4E4ZJ8gWHpgvcnwN +jpGF1z4a7oAA1TJHomkwkKrZI9fsd8JK2NCU1EowVJ68Vc9WxAu3f7Lceh35 +Bi5qpoqYHNgNlPOyQ0sqIcB7Nxsu1u6BEnb3TuLjUFhg2raF74wIJB7ibc8V +C4Pk/d4hcZvE4JlBbktscxj01c29HO4Rh4sRI/VOByLAspJSoza5H46WePy4 +ToqAmhO9gtwi0iDWu6vGwC8SMnYIsim5yMCc6DmidN9baB9eiBuvkQey9jju +CoyCnznKBz2lFKDilveXzarRkDdJuOgYowgvsguL+4NjoHdR3UKoVAUcW/Q/ +12vEgmumHTXD5giYLlALimmxkLB84obGfnWQVBPMDdGOBw9+gv3OcQ3guFKU +5TUfD9+vXTaQGANY8LyQcS8+Af7pKQzT/hDg2jDRUPxJIoR8cb7dqXACOhZe +t0a1JULr+esSdZbaoMNsYcB14B1A5HVW44iTICu1rPe38x0ULnr/npY6DUlq +1Q0PZZKgcRiUzf3PAO/ZN2dpvknQRUmnC0zpwp/7B8+Q5ZLBQv8w1WRID34U +XNX++DwF4vVDNjQqGsKxbzJf9w+mgNKN9xkXeI0gj7SqFa/yHgrPHLAr+GsE +Eauh8GLkPWyMvLvr+ogx3IBa9ZsaH+Chg5140WYzoBiEl/SEfoCO5d1PbIXN +4ay19RFD2gco0+jUjNe6AgpP/yhDZBpIJ+f9a4+1hH918of559PB2SgHj1Os +wLH3b+5rnQxQZTri+t7fGsan62S3xGcAH8fMQW7l69DAdVNmQTcT+LYVbJRJ +ugHRJlH7G1OywPgG8/ZzObdAeXijkI9pLrx3DDt5INwOZEsvzcun50KZwYbU +0sf2IBmSXT24mgtywzdbBQ89gK3vspQT9fKgzOzbv+BdDvDHwLT330weWJKG +RwI2P4S+vNwDeDgfrijfcO0lOEN3rNnOXWb5sF+jnF7f6gykAOa/dr75cG7D +7s+UGy7QdM28Rag9HyTtRrcYvnGFCi4WZ89HBdC4fqDz16YnkPDAslqjqBCy +eEyvf0nzhtgrbDnhA4XA5eL06RmTD7w9XRg5zfIJ7sR4Xbxr4QPBIux340w/ +wa932fUBfL7g3fJpx9/VT1B5LSNQPMIPrOS3XS0/VgSPS940Hq1/BuJzZavq +xBI4me/CQeEMgieNJ/wXp0vgN7mBxygyCEgZ9Zw5/KXwZL8ZiIu+hsCbPeKi +DqVQNx/PZSUQDHPda3osImVgkv9JYfXoG6j4ppbU7lEO/+6YlA5Hh4JZTJHu +PTWECmEPc4fOt1DoAp37biKEX7lu4ysbBZwmNVcHghFaVbNVFAOioIqL/MiQ +itBf397moBENPCfcz8eerYTv5t6DF3JjwL042tV3rRJ+NPrNsObFw5nkrkZ9 +UyI4H2d79fd1Esw9zbH5dp8IeRURnR3VSfD2tt+/o35E+FcQszq1mgTUQ4cO +H8ghwoMwntm+G8kQUOwdtmnzVzA1/O9voUYK1DbuNy/O/QrByy5Pv6+9B52V +x1RRlm9grfdw5kN8OpzU49609KkG/u576+L4KQ9eXyV7yxc1gJtVveoX82J4 +NnUMxhsaoH6Por3Pk2LwdE36GzPcAMQEPX61uGKwC73vxsLZCKKDPUve/cWg +X7PpUf+NRoiw3SNoc60EOOXkb73kbgJq0Qc9EatSCFoP0KPeb4ZjdP/X4kbl +8OzFzNZ4v2ag+di7PHIoB8/dF+uMoprBzuzoiYzX5WCnIKzDOMyA2rkv2cT6 +cthfYCZSv60FviwekYw+/gVYJub4k260gCartLundAXU6AtuM+BuhYNHbkav +DSDwyA7xOQq0go51/0v9FYRr296LhEm2guoQ4SiwVsJavYwSRb0VXI9IXz8i +UgkyZ46ZX7veCpH9IkTd85UQfMI8/UFhK5CjDxFr0yuhV0y4IKSiFc6kv/D7 +UlgJB5hGygtrW2E14olbHFYCsdK2ZaW3FYYVvMyFOithScNt2Zu5DTY41xwW +/lcJZkeiTr4xaYPnItZdy/pVkLrL4nzBtTbolng78MK0ChZ+iVzutG0D6WNs +j1itq+Dlp7R7/F5twOQXl1T6qApQoTj03Yc2sB+biVl/WwUSh8hDH1faoMA/ +N3OotwoecMTQ25naYS9HRTB9tAq+0C2Xljja4ewki2/PVBWYZIyzqou2Qw/F +b+benyoI2P9LjnimHWK7zn25sIcI06K8nm3RjPtBQI3pAhGOuL9zqEpph+tM +yVZHLxHBt+PQzbycduDU2mt+2YIIfP+dOhdEbIeCc5zqJ+4QQXPKeY8urR0O +mFoy1XsRIeDkZk61xXbY8Cx06/6nRGiLD94otd4OonGtvTaBRLC5kE5l5u4A +/iEXkzdhRHj9uftzlVoHCOsGSgd9IEL39lsZeSc6GPtg06/NWUSQuLMQl6DX +AaG5KkGWeUQo3svx1MOqA5K25ySXFBOB6fFbl3t3OyCqr2e0tJwI55ok7pk/ +7oC8ojvO8ZVEGPTWMFJ73gGLD/j4OWqJIN3945RUaAdsfTg7FV5PhEeKJuq7 +4jpA0zAuZmMzEVjH7USX8jrguaMMr2cnEQzhN89oaQfYPbmXGkQhQuzb/1jb +qztAm7G1efcQ4fDZxNk8Sgewi6aZsA4R4UmKzEjCcAeYpZ3pixshwve/xaSg +qQ5IuR9hzjNOBLO81i/3NnSC5npiazKNCClslh/N2Tsha1U4tHyKCDPWtBRd +nk54yd048GmG0X/eTS+lpDqhyCci78xPIjTYvfbapdAJDWcObxhdYOhRu/fh +lmOdwBO07GC5RIRromk2Syc74U+08lTxLyJkuCmZjZ7vhGNvHxgvLBNhsb1S +r/1yJ+RV24RtW2Xod0hPi3i9E2I/bg9mWWPo96xL6eP9TnDziJUbYnD7wE2p +ROdO0OB0MYv+TQQhtZ97X/t0wvazOisKf4hwO8Rzu+eLTog0npzLYHA+nX3T +/fBOSCU6yzD9JcIf7chf5gmd4NR2KvQIg0/Fi9N00zvhdNrYNn0GBy/n9qkV +dEKcj9DT4wzuNjjWKvWlE5qnfg3xMlgio7Z6V00nyP3L3VbLiG+3ybh4S2sn +JAV+nzdlcPGVocylbkb/DBecaxn5MX2+nzA62gl/CQcD+Rh8bvtaSPtMJ9hH +JXCfYNQTcfvZM+JKJwQeqvitx6h/sIrb7SMTCdxfH5ZXXWH4Y2/C/UQOEjhp +D0WvM/r3+NFBq9d8JMj+NS+ZwugvH/tsuYkoCb77OjYxLzLen5C/W0iGBB+l +PayBoY+ZstOjMRUS7Nlp/cNgjlF/nVpLlhYJODRrJtUYesZf+3vw0TkS9LWm +ZazRiQC/Kv87eokER65eXgiZZOgtehrq7pGg1ky87Mwoo/6irTFvnElAuxXG +fpvhr2/nmn+Z+pLARMHf16Kf4VcXk5yJSBI8cDcMbiQz9N62hz03iQSedqdW +dTqIcDa576ZTNgm8no3KR7UQIajphiDzVxKc0Nv9GRnrQf6GlGtDIwnuKD3v +CqsmQusqvSOUQgKJA+bOBMb64dn38KXYDAl6DD627ikiwudSFerkCgkW/vbZ +nMknwiWDtRMfN5EhQfDLfv1sIkS7+/wGfjIk7vo+1JVEhGM7Tl5ikSADofTe +52txROhLZS1okiVDyQ+8/yWSCCJtr20ttMlgccUAVl4QIVUqvsvNngwxdId4 +B0cinK6wUj7uRgb3Yxc/v79LhEmjfW/YnpIh691m+dwbRJDxyjr9NpoMzIYa +24+bMPzXWVr06RsZHM48WL+pSoSLdz13erSQYehCbPIJOSIsbThur91DhitX +pgm/JBn7ncwPyfY5MmwcEFbp5iVChS85fG4vBbL1Tfpj5qvg2u6Y+SJJCjgf +TOMVoVbBxhxLPa/DFFBb+v3Tpb8KtLvGNnPqUKAkJMkjra4K6uQWHx50pIDS +h6jVv4lVQO7lMrSppcByS9zvJyerQPfFTcqjNgq8t+7dsle9CsrVSi39eikQ +p/Jic6hsFSRGXL+bOEeBts+zTVy7quC2wWf/7t1dUHe34/GJccb8+mpepH+n +CyRPVGb5e1TCPcc8DYuHXXD07n7PKvtK6Bdhrr7r0QUuaryMz0vGfPLIaQl4 +0wUhZhGZoScr4YXqRhqxpAvy7KvMj2+tBIHMVAFV9m6YbzLLZhZGCLr8O+kk +Tzf8qcg5VLVeARtYDQ5cFOoG1bnjkof7K2D0xqqyg0I3CG/jKpGNrYBsoXPn +M826QWvtxc4kngrQDJn3Ec7shoXglhmX5XK45npsguVcD6QbapR4PS0F6Ru1 +nTMmPeCexfPbzrQUFvQvVnda9YBBg1U368FSeCZx712ycw98movh02gugazm +GHNI7oE80FDO2lkCq/t+Nzut9UBMF5Gt8WURhLSVFI+l9QJLElOyt1YhXPly +8kNDQS9Icnv8FGUvhH1preEFFb3wwCDW9VFbARR7TDr6dPSCdoKnoqx1AfRL +8R8S3NAHIU9H4n975IO0l8u7i5f6wJWZNKf+IQ++HlQN/MrcD+nPf0+m+6eD +pdzF5Pnt/fBbE4njW9NhRcGhXHhPP4h52BRmhKSBjHrmjLtsP8i5Du+ui/8A +YaeFjZQu9cPxzvpop4/vweYmi8D7tH644pajx1L1DlgTyNnPzg4A/f6ElOee +UJBkK6emnB4EI93Hb1KYglGw/O5J5oAhOEWwC4hq+4wb1pjSHYeHoTGq+ZT2 +1u+4fOGL5bd9o3Cbr/Gv8/1m9O3K7dM8OAqWJ/JUE0KbkdMq6Uqx/Cj0/E41 +yixpRskH/5llHh0FpVHj18VMLXgx6ILJmwuM5zk+V3XqtWBe3ZiehccoPD58 +jNNgqAXvnODUWOoYhfhvhctmf1pxsW5DuV33KJAe7Hjrvq0NvQ0X1KkDo5A7 +c/NpoFAbvrWiHOmhjYKaRXatI6ENv3slKVVtGAMlmQC/O35tKFauIvNKZgyK +ed7mdzC3Y4/S1b37/MfAOWdoV/PvdrRZVd7+9PkYrG9/QFNj78C5LxybxoLG +YFy2iyd4dwdu1imlpUSNQXNNPcu6UgfKXuYtlcgdg0MnJgL77nWgt0e9qUT3 +GHCnz4SEUTqQ/XjSOf+BMXi3fak2bawDw7e4EkZHx8D7wi1M/dmBGa8lpVJm +x8BEc9/Lqxyd2P7OZ1mceRxKhN2ZiJqdKPldNUJcfhx8a9UrlBM6MS+QM9BP +eRwe0v+QujM6Uf38mMeI+jicW2RWv/25E89TQm4mnxyHXVWyz442dqILbVpJ +3HwcOh8GtVatdmI9Z0q72LNxsPFk81XXJ6FJu1uN74txMDt5U8LMlISDkRfK +hoPHIVwgveKaNQkXRf4lJcWMQ4bw/RdiTiQUUjRzFPs4Dq2kYSunWBI+uMS1 +Q6x3HJpbDKz0R0lonSYXvW9oHL7J7fp6fIqExqv64gfGx2Ew1sBUZJGE6jGv +lOXnxoG9ynk0YhMZmQfYzTQ3T0DZtvK/9qJkjLZhTjaTmQCyXved76ZkfFkk +IWN5eAKCJMnxOlfJ6MWq/clKZQIKy2IVPt4k440M35rbhAnQzI88qeFIRrmZ +f3SnixMgHFX/QzWQjNWP15RCn0xAeqOVatYnMn7+zl8R4TMBt+8JDWSXkjF9 +l5pO9LMJWKJel49EMgaVOF9+FzwBlarxqSI/yHj576JHbsoECNZ41m3rIeM5 +fR6WgvQJMLbUTz07QEbNBMXgzzkT0BYk3PdghIwSWo5JX4onIHNsTsWBTsYZ +/9nv9Q0TUFeXkXh6jYxDnZwGza0T4LDxr2nlXzJ2SMp2tZEmYG/9+j7hjRQs +qb1H7xqcgHBJi743LBTM4n/5qG9sAnwm84ves1Mw3jbz7yBtAkY/ZzxL3EZB +fw7aduriBPglDo3o7qSgkwVbFH11Ap6OSVxf46XgnRwpsdn1CZCL5i4J3k1B +fYNbSr9YqeC+36bBQZCCWu+efVndRgV58173cmEKKv18f+ovNxXKvguOT4tS +kD9s1HSzIBU4ucNbNktS8IifMN8jMSokChSycEtR0MTRrH1kPxXE2TfbbpSm +4COr8GCjQ1RYeoGzbQcpGGLQovdVgQrtfAZvnh2iYB5s3ap4hAq7Z/R0BOQo +2Cx7qjZJgwoJst7sYfIUnBH0ecp9ggrWXb3t04cpyLGt/LjvaSpk9AXEHlCk +oPSfX//m9aiwU5xioaNEwdP0w1+sjKggHKq3Q0eZgjbd99xaTangKBaTJ6VC +wac/PqhqWVJhoOud8hSDU4qHF/OuU+Fnv0P0G1UKEj8I5ovcoYLJE92u3Uco +OBhhah9sR4UvB6KnfBi8/jRUZsMjKoSHrjc1MFjgcdOkvSsVLidpu68y+OgN +tg8DnlSI9rk9xaJGQTMj7Rvn/akQnxouuMK47nLcSxSfU6GLJMlex+CIw6X9 +sq+p0H8oNduDwYUiSzHxYVQQFG/ctJPBbdvlL3NGU0HvtT9rICO/+XVbPs8E +Krh+HC0aZuTPNfO+fTqFCqiozCnIYNm+wWCLDIZectMsaoz6zzXs1W/MpUKS +QsE7FUZ/bMtMtmp8osIWLQsKL6N/ARlvarNKqaDbPZdGYvT3Q1TDU4FKKvz4 +ncTlyuj/qPPxDX/qGP01koixZujFdMvjy90WKixznS1JZ+gpYlLs1tNJhZN3 +4WbbAQpaKMkulQ5SYX+37tXafRR8In4nX3qcChxlyhnh4hSM5k6xj6ZT4XZb ++BNthp9Ic/w0119UiFK/XXBKgIKLAxc/TP6mwnS+NF80PwV3Nr++cXnjJCTl +Mv1t4qOgQTbzwBGOSWhzjDfu46Lgjzvz7cuikxAtHqX4chMFqaYyb27tn4S4 +yabP9H9k3HL6lj5ZZhIa2LQrZf6Q8bhkX+1n1Un4/OQ/W6NFMpYP1355rDcJ +kTt36Cgy1mt36yb3McNJ4FEI3ZfQT8aVSs0jxqaTsMXD/O1UFxmVEwrzla4z +4qWfPCnTQsYc88QPCy6T8GryPy4oI6MSWXxti+cknJ8uaOT7TMYyww/n9vhN +guBxK8GOPDLWnsmZJ7yahP3XX/j8e0/GEdXyo0HvJqGz/W8V/2sy7uahNEvV +TcLpMMCrV8gY/9pc7FjzJHBRxT1CjMm4b+vAo/MdkzAu38WdqU9GBaZxfqf+ +SbhWNNzzikBGvbmF619/MvIRv/zfHnEy+jZsX7HYS4Pj0SJNxiMkZD0dqusg +QgNhYyqN2k3C11/54vz30YCNvOO0dRsJY0sFj2fK0WAs+sEwSxUJi9IOvlw5 +QYPBg8rOwnEknPLXEQm9R4P408rB/xmQ8JKG1+naLzRYvnLhp0dKJ/YujW8n +EmlQHTPNuy+qE61z9MllNTSwuy2aWviqE+8JC9nkttLgyiKovXLqRN+NX/wi +xmhA63K/u0+nE3O+rVXc2EYHDq4W2z8jjPmq76S80YIOMq73D8dzdGDglv4/ +a1Z0oPpNdduut+N2PFm9aEMHkoBPsOhcO+6R5zWiPqBDcuZFc732dpTjLnzQ +7E8HuRMhvIlv29GMNJ8Zl0UH4ViH9yDcjh8t74up/6HDvv/Or1AE2tD605xg +4sYpcLp8QSSSvQ15OB7xb2GZgjkXx36NlVZ0KnHjatsxBX0/6lxPtreiOk/A ++p39U0DoMPgCAa1I/JHUHWU4BS9H6+4sTbdghxIlZDVtCr48ZlPYb9iMK+wn +NpUYT4O+i5D2SM0P5J7hDCOaTYN7xtFdV2N/4MHWbomGq9Og1Uzv+fLgB1pG +Op4auDMNf1jy/0nw/8Cv4knPmT2nob3wiEjC7VoMOraRyzB1GriMlfLsmGpw +nx0K0H9NA962YB8Sq0bD1qMqgm9nGOvt8Y0TJ8uR/ejWqvK4GRgzplo6ksuw +KqX77JXkGSAfYmd1u1OG8i6uVjE5M2B1ZL6T91UpcgoXveT/NgNSbLUuwW3F ++OOewgjvzxkor6zQ3HvpExJYDwRznpuFI1M25z6FZ+GKw8qenAuzYFQ+XPEu +PxNze2re612aBaddEgdvNWegUK5N2UvrWRDVV1ryYU3HP8Yp4+yuszAXUfR4 +j+t7LEoW1mBJnYUDku3/DaXHot222ZrUzFn46XdKnmUwGiWdKwxPfZyFqq1m +7Cx8URima3H7afksXJK+fzvBJxwd56NDN7XPgqp2XvXPnJcobW4rlEyZhSyn +W2Z2/M9xqFot/Xj/LPzZcTD9u99TNHhLqfCZnAXFoNgjJ/KeICtT2hnR2VkI +u7cv84r/Y8S7zh2Vi7MQePnR99y8e+jUeerqtbVZyOjZ3/477wr+//8fGed4 +3kztBfeK/wNcDgo8 + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, + "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{False, False}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + AxesStyle->Large, + DisplayFunction->Identity, + Frame->{{True, True}, {True, True}}, + FrameLabel->{{ + FormBox[ + TagBox["\"f(x)\"", HoldForm], TraditionalForm], None}, { + FormBox[ + TagBox["\"x\"", HoldForm], TraditionalForm], None}}, + FrameStyle->Large, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{Automatic, Automatic}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + ImagePadding->All, + ImageSize->Large, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{{-1, 1}, {-0.635134067616999, 9.602252601995044}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.025], + Scaled[0.025]}, { + Scaled[0.025], + Scaled[0.025]}}, + Ticks->{Automatic, Automatic}]], "Output", + CellLabel->"Out[2]=", + CellID->508898285,ExpressionUUID->"4760f60f-3f86-4273-94f5-a050929b0543"] +}, Open ]], + +Cell["Calculate the Chebyshev coefficients.", "ExampleText", + CellID->1125515293,ExpressionUUID->"46a17e9c-3b31-4597-8523-22e23ea5aca5"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"ChebyshevCoefficients", "[", + RowBox[{"f", ",", "2"}], "]"}], "//", "Simplify"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->2107496239,ExpressionUUID->"d2caf04f-8dc6-43c7-a1ce-9da8711427df"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", + FractionBox["3", "4"]}], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"-", + SqrtBox["3"]}]], " ", + RowBox[{"(", + RowBox[{ + RowBox[{"-", "1"}], "+", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + SqrtBox["3"]}]]}], ")"}], " ", + RowBox[{"Sin", "[", + RowBox[{ + SqrtBox["3"], " ", "\[Pi]"}], "]"}]}], ",", + RowBox[{ + FractionBox["3", "4"], " ", + SqrtBox["3"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"-", + SqrtBox["3"]}]], " ", + RowBox[{"(", + RowBox[{"1", "+", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + SqrtBox["3"]}]]}], ")"}], " ", + RowBox[{"Sin", "[", + RowBox[{ + SqrtBox["3"], " ", "\[Pi]"}], "]"}]}], ",", + RowBox[{ + RowBox[{"-", + FractionBox["3", "4"]}], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"-", + SqrtBox["3"]}]], " ", + RowBox[{"(", + RowBox[{ + RowBox[{"-", "1"}], "+", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + SqrtBox["3"]}]]}], ")"}], " ", + RowBox[{"Sin", "[", + RowBox[{ + SqrtBox["3"], " ", "\[Pi]"}], "]"}]}]}], "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->485968485,ExpressionUUID->"aadb734d-3f23-4dea-9845-723d87aad609"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"cc", "=", + RowBox[{ + RowBox[{"ChebyshevCoefficients", "[", + RowBox[{"f", ",", "7"}], "]"}], "//", "N"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->1713910240,ExpressionUUID->"250a7edf-4349-46a5-926a-de8e0983284e"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"1.5486812738439206`", ",", + RowBox[{"-", "2.8086416846413695`"}], ",", "1.376970637060598`", ",", + "0.18741419372214396`", ",", + RowBox[{"-", "1.3641124919024081`"}], ",", "2.0687364333043425`", ",", + RowBox[{"-", "1.6855946487513547`"}], ",", "0.9709515038561376`"}], + "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->478517761,ExpressionUUID->"1acf5988-c45e-4a63-8ec5-335f517ca1a9"] +}, Open ]], + +Cell["\<\ +With the above coefficients, construct an approximate polynomial.\ +\>", "ExampleText", + CellID->986330755,ExpressionUUID->"3bc3e228-59b5-49ff-81c1-b319320379a2"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"g", "=", + RowBox[{"ChebyshevSeries", "[", + RowBox[{"f", ",", "7"}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->97760346,ExpressionUUID->"1419140b-445d-4209-8b99-2e0f88235358"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["ChebyshevSeries", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["7", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Degree: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["7", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Parity: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Indefinite\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Coefficients: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "8"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}]}], + ",", + RowBox[{ + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "3"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}]}], + ",", + RowBox[{ + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "8"], "]"}], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}]}], + ",", + RowBox[{ + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], "-", + RowBox[{ + FractionBox["3", "4"], " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}]}], + ",", + RowBox[{ + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "-", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "-", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "+", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "+", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "-", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox["\[Pi]", "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "-", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]], "+", + FractionBox[ + RowBox[{"3", " ", + SuperscriptBox["\[ExponentialE]", + RowBox[{"2", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}]], " ", + SuperscriptBox[ + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}], "2"], " ", + RowBox[{"Sin", "[", + RowBox[{"2", " ", "\[Pi]", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]"}], "16"], "]"}]}], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]]}]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`ChebyshevSeries[{ + Rational[3, 8] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 8] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 8] E^((-2) Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^2 + Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 8] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^2 + Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 8] E^((-2) Sin[Rational[1, 16] Pi]) Sin[Rational[1, 16] Pi]^2 + Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 8] E^(2 Sin[Rational[1, 16] Pi]) Sin[Rational[1, 16] Pi]^2 + Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 8] E^((-2) Sin[Rational[3, 16] Pi]) Sin[Rational[3, 16] Pi]^2 + Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[-3, 8] E^(2 Sin[Rational[3, 16] Pi]) Sin[Rational[3, 16] Pi]^2 + Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^3 + Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^3 + Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 4] E^((-2) Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^3 + Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 4] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^3 + Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 4] E^((-2) Sin[Rational[1, 16] Pi]) Sin[Rational[1, 16] Pi]^3 + Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[1, 16] Pi]) Sin[Rational[1, 16] Pi]^3 + Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^((-2) Sin[Rational[3, 16] Pi]) Sin[Rational[3, 16] Pi]^3 + Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[3, 16] Pi]) Sin[Rational[3, 16] Pi]^3 + Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Cos[Rational[1, 8] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Cos[Rational[1, 8] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 4] E^((-2) Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^2 + Sin[Rational[1, 8] Pi] Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^2 + Sin[Rational[1, 8] Pi] Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^((-2) Sin[Rational[1, 16] Pi]) Cos[Rational[1, 8] Pi] + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[1, 16] Pi]) Cos[Rational[1, 8] Pi] + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 4] E^((-2) Sin[Rational[3, 16] Pi]) Sin[Rational[1, 8] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[3, 16] Pi]) Sin[Rational[1, 8] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Cos[Rational[3, 16] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Cos[Rational[3, 16] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] E^((-2) Cos[Rational[3, 16] Pi]) + Cos[Rational[3, 16] Pi]^2 Sin[Rational[1, 16] Pi] + Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^2 + Sin[Rational[1, 16] Pi] Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^((-2) Sin[Rational[1, 16] Pi]) + Sin[Rational[1, 16] Pi]^2 Sin[Rational[3, 16] Pi] + Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 4] E^(2 Sin[Rational[1, 16] Pi]) Sin[Rational[1, 16] Pi]^2 + Sin[Rational[3, 16] Pi] Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 4] E^((-2) Sin[Rational[3, 16] Pi]) Cos[Rational[1, 16] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[-3, 4] E^(2 Sin[Rational[3, 16] Pi]) Cos[Rational[1, 16] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] 2^Rational[-1, 2] E^((-2) Cos[Rational[1, 16] Pi]) + Cos[Rational[1, 16] Pi]^2 Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] 2^Rational[-1, 2] E^(2 Cos[Rational[1, 16] Pi]) + Cos[Rational[1, 16] Pi]^2 Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] 2^Rational[-1, 2] E^((-2) Cos[Rational[3, 16] Pi]) + Cos[Rational[3, 16] Pi]^2 Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 4] 2^Rational[-1, 2] E^(2 Cos[Rational[3, 16] Pi]) + Cos[Rational[3, 16] Pi]^2 Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 4] 2^Rational[-1, 2] E^((-2) Sin[Rational[1, 16] Pi]) + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 4] 2^Rational[-1, 2] E^(2 Sin[Rational[1, 16] Pi]) + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 4] 2^Rational[-1, 2] E^((-2) Sin[Rational[3, 16] Pi]) + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[3, 4] 2^Rational[-1, 2] E^(2 Sin[Rational[3, 16] Pi]) + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[Rational[3, 16] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[Rational[3, 16] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] E^((-2) Cos[Rational[3, 16] Pi]) Cos[Rational[1, 16] Pi] + Cos[Rational[3, 16] Pi]^2 Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[1, 16] Pi] + Cos[Rational[3, 16] Pi]^2 Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 4] E^((-2) Sin[Rational[1, 16] Pi]) Cos[Rational[3, 16] Pi] + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[1, 16] Pi]) Cos[Rational[3, 16] Pi] + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^((-2) Sin[Rational[3, 16] Pi]) Sin[Rational[1, 16] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[3, 16] Pi]) Sin[Rational[1, 16] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[Rational[1, 8] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[Rational[1, 8] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] E^((-2) Cos[Rational[3, 16] Pi]) Cos[Rational[1, 8] Pi] + Cos[Rational[3, 16] Pi]^2 Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[3, 4] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[1, 8] Pi] + Cos[Rational[3, 16] Pi]^2 Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^((-2) Sin[Rational[1, 16] Pi]) + Sin[Rational[1, 16] Pi]^2 Sin[Rational[1, 8] Pi] + Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[1, 16] Pi]) Sin[Rational[1, 16] Pi]^2 + Sin[Rational[1, 8] Pi] Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^((-2) Sin[Rational[3, 16] Pi]) Cos[Rational[1, 8] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[-3, 4] E^(2 Sin[Rational[3, 16] Pi]) Cos[Rational[1, 8] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]], + Rational[3, 4] E^((-2) Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[Rational[1, 16] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[3, 4] E^(2 Cos[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi]^2 + Sin[Rational[1, 16] Pi] Sin[2 Pi Cos[Rational[1, 16] Pi]] + + Rational[-3, 4] E^((-2) Cos[Rational[3, 16] Pi]) + Cos[Rational[3, 16] Pi]^2 Sin[Rational[3, 16] Pi] + Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^(2 Cos[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi]^2 + Sin[Rational[3, 16] Pi] Sin[2 Pi Cos[Rational[3, 16] Pi]] + + Rational[-3, 4] E^((-2) Sin[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi] + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[-3, 4] E^(2 Sin[Rational[1, 16] Pi]) Cos[Rational[1, 16] Pi] + Sin[Rational[1, 16] Pi]^2 Sin[2 Pi Sin[Rational[1, 16] Pi]] + + Rational[3, 4] E^((-2) Sin[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]] + + Rational[3, 4] E^(2 Sin[Rational[3, 16] Pi]) Cos[Rational[3, 16] Pi] + Sin[Rational[3, 16] Pi]^2 Sin[2 Pi Sin[Rational[3, 16] Pi]]}, 0], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[5]=", + CellID->118276806,ExpressionUUID->"5291850e-1081-4ece-b920-7608be1ae157"] +}, Open ]], + +Cell["\<\ +Compare the approximate polynomial with the original function.\ +\>", "ExampleText", + CellID->436466161,ExpressionUUID->"8447f624-4961-41fb-86a9-34c623284540"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"f", "[", "x", "]"}], ",", + RowBox[{"g", "[", "x", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"PlotLegends", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->1462330341,ExpressionUUID->"1e67112c-2603-42e6-b02a-657bb86f9b3c"], + +Cell[BoxData[ + GraphicsBox[ + TagBox[RasterBox[CompressedData[" +1:eJzs3flXVfmd//te994f7ro/3X/hrpWqVFU6SaXTSTo9JN2VdCed/nZ1Okln +7rJGUBzQci61LFBEERnEgUEcQFScEAFBFCdURMUZcECRGZnn8ZzTd5uT78dT +CMhWOJ+99/v5WK6sbtyc896f81rx88o5Z+//78PgXwT8H3/xF38x//82/uMX +Hyz+p08//WDpL/9f4//5rznzZwTO+eTjf52z4JPATz79mw//T+OH/4/xH4// +r7/4i6f/9/8AAAAAAAAAAAAAAGBGAAAAAABMjO76Aoeb3IxZLbFWm8eLqSaO +qSbCavN4MdXEMdXEWW0qq83jxVQTx1QTZ7WprDaPl4SprHmOcBJnJ9Zq83gx +1cQx1URYbR4vppo4ppo4q01ltXm8mGrimGrirDaV1ebxkjCVNc8RTuLsxFpt +Hi+mmjimmgirzePFVBPHVBNntamsNo8XU00cU02c1aay2jxeEqay5jnCSZyd +WKvN48VUE8dUE2G1ebyYauKYauKsNpXV5vFiqoljqomz2lRWm8dLwlTWPEc4 +CYkFzCLnkICcQwJyDgnY7cNeSCxgFjmHBOQcEpBzSMBuH/ZCYgGzyDkkIOeQ +gJxDAnb7sBcSC5hFziEBOYcE5BwSsNuHvZAxwKyrV6/qHgGYcuQcEpBzwCy6 +A6YaGQPMYj8DCcg5JCDngFl0B0w1MgaYxX4GEpBzSEDOAbPoDphqZAwwi/0M +JCDnkICcA2bRHTDVyBhgFvsZSEDOIQE5B8yiO2CqkTHALPYzkICcQwJyDphF +d8BUI2OAWexnIAE5hwTkHDCL7oCpRsZG5fF4+usutl4MrUn7flXy61U7vlaT ++tetF1e5+lp0jwb92M9AAnIOCcg5YBbdAVONjD2vr+Zc/aF/rdr2lVH+bH+z +9fzntFTh2M9AAnIOCcg5YBbdAVONjPnyuAZbz68YvZn6/KlJ/eveynzdw0Ib +9jOQgJxDAnIOmEV3wFQjY4p7qKcx5w8vLKfqT/vVGN0jQw/2M5CAnEMCcg6Y +RXfAVCNjXp7hgcbs3325gb7WfGpuT2V+f/2l7vsZLedX1O77xxEVtfViiO7B +oQH7GUhAziEBOQfMojtgqpExr+aC2b7Fsy79nYGmWyOO8biH265vrdr+pu+R +bUWrtQwMjdjPQAJyDgnIOWAW3QFTjYwZOm8m+VbOhsxfugbafQ8ofdSckHFj +XkzBeyE5y8I3lSV80/f4zts7NA0OPdjPQAJyDgnIOWAW3QFTjYwNNt+pSn5D +lc36Q//qHuhUf/u4oTM0+YJRS33/zA9LLk341rOKmvx6f/0ljacAP2M/AwnI +OSQg54BZdAdMNeEZ87iH6g/927ML86Z8e7irRv3t8UuVH6w6NqKcev8sDEu6 +l/g19YuPd33H1ftE44nAn9jPQAJyDgnIOWCW8O4APxCesc6bib6f1FV3jfF4 +PLvzSp+vpdNCc1RjDV0bWZn0mvrd8n2/MX5L7+nAP9jPQAJyDgnIOWCW8O4A +P5CcMVdvU/XOb6iC2XJmgfqr58tp1N4rpY9ahl1u428bW3sSMm58vCZ3e9SX +rqp0KSdW39nAf9jPQAJyDgnIOWCW5O4A/5Ccsdbzn/t+stfV3+r9ed6lR77N +NHDt8avlDc//utFVDxaUnd78U/Ug9xK/dq6If+mcj/0MJCDnkICcA2ZJ7g7w +jwAfumfxq+HOKt/LInWVpnp/fvdx6/uhz75zOivyRHVj5ziPc+PGjfuJf6ke +Jy/uP29VNPnlDKAN+xlIQM4hATkHJiLgy3SPA4cTm7GWMwt973bqcQ8bP+zp +HwqOKlDlNCD8eNW45dTr3tl430/5RkRFNbX3Tv0ZQBv2M5CAnEMCcg6YJbY7 +wG9kZmy4q6Yq+auqUfY8OOL9eULGDd9P9t64P6FL8no8nor0/1CPdnXr34Zs +O+P9piocif0MJCDnkICcA2bJ7A7wJ5kZa70Y8uzN0wP/4vE87ZJ3Hjb7ltP0 +E+UTf8DBltLH255dy3dT5JL0kyZ+HfbCfgYSkHNIQM4Bs2R2B/iTwIy5B7t8 +L9vbff/w0x+6PUu3nFXl9LOt58y+AdpauEw9ZmnC25+sOlxR2z41ZwDN2M9A +AnIOCcg5YJbA7gA/E5ixzts7VJGs3fN3HveQ8cOTVx77vnn6EtXS1ddc5VN7 +d0TNMkquy82nfB2I/QwkIOeQgJwDZgnsDvAzaRnzeDx1+3+sWmTHtU3GDwcG +h2euP6HKadKRmy/34O0lseqR7yZ+/ZPQQ8cuPpzU8WEJ7GcgATmHBOQcMEta +d4D/SctYf+2FZ9fa3f6mq6/F+OHRwgeqnH6yJq+9q//lHtw91FOT+tfq8ZOj +go1Ha3vZR4NlsZ+BBOQcEpBzwCxp3QH+Jy1jzQVzVH9sPv3p//zpzdMZEfmq +nx48de9VHr/j+mb1+OUJ3/g49HBCxo1Jmh1WwX4GEpBzSEDOAbOkdQf4n6iM +uQc6qra/pfpjf32x8cPjlypVOZ2+9nhv/9ArPcVgV3XKt9RTJG6YZzzs4/qO +SToDWAL7GUhAziEBOQfMEtUdoIWojHWVpT27rUz6O8ZPXG73vJgCnzdP7776 +s/h+C7U04e2PQjPW7y5+9YeFdbCfgQTkHBKQc8AsUd0BWojKWGPWb0dcGano +dp0qpx+F5Xb2DLz6s7gHOqp3va2eaHPkYuPB71W1vvojwyLYz0ACcg4JyDlg +lqjuAC3kZGy4u/7ZlZG2fWW4q9r4YUjyBdVPd2bfnqznar8SqZ7oevz3poVk +he0smqwHh3bsZyABOYcE5BwwS053gC5yMtZ5M0F1xoajvzJ+8ri+w/eep/XN +3ZP1XE/vherzRdfwdWuMx79f3TZZjw+92M9AAnIOCcg5YJac7gBd5GSsPuNd +VRi7SlOMn+zMua3KacRkf0W05dxS9XRnNv/EeIoNey5P7lNAF/YzkICcQwJy +DpglpztAFyEZG+6s8vlw72uuvuZhl3vGume3lbla3jC5zzjYes/348QLwxKN +Z6lq7JzcZ4EW7GcgATmHBOQcMEtId4BGQjLWeTNJVcXG7N8bPykurVflNCgi +36irk/6kjTl/UE96KPaPxhNtOXht0p8F/sd+BhKQc0hAzgGzhHQHaCQkYw1H +f/3sw713dhk/2bDniuqnqbl3puJJeyvz1ZM+SHzzk9CD00JznrT1TsVzwZ/Y +z0ACcg4JyDlglpDuAI0kZMzV31q17bVnV+7tqe/oHng/9Jjqp4/rO6bieT1u +V+2+H6jn3RS55OlVgnMm7SrB0IX9DCQg55CAnANmSegO0EtCxrrvH1IlsT7j +XeMnuRcfqnL62dZzU/fUHdc2qacu3voD4+k+XpPX0z80dc8IP2A/AwnIOSQg +54BZEroD9JKQsaaTs1RJbL8aY/xkWfw51U+Nrjp1Tz3c01iV/Lp69s/WbDae +8dhUPiP8gP0MJCDnkICcA2ZJ6A7Qy/EZ87gGq3d9UzXEgaZb9c3dqpy+H3qs +o3tgSgdoyg9Uz3449g/Gk86PPeXxeKb0STGl2M9AAnIOCcg5YJbjuwO0c3zG ++usuqnpYk/Z9oxgeOXv/2W1PUyf5tqfP66s+7XOVpLc+CT1kPO+N+0+m+nkx +ddjPQAJyDgnIOWCW47sDtHN8xtqK16p62HJuifGTz7Y++3Dv6ZKqqR7A43HX +7v0HNUNc5FLjeaP2Xpnq58XUYT8DCcg5JCDngFmO7w7QzvEZqz/0M9UNex8d +a2j50od7u3oH/TBDx7WNaobCzT82nnpaSE5LR58fnhpTgf0MJCDnkICcA2Y5 +vjtAO2dnzNXbpIphVfLr7oHOrPMVqp+uTbnknzGGu2qfjbHtK3NWpxjPnnHm +vn+eHZOO/QwkIOeQgJwDZjm7O8AKnJ2xngcZqhU2ZP7K+EnItguqn5688thv +kzRm/VZNkhwVbDz7pzFcJcmu2M9AAnIOCcg5YJazuwOswNkZazm31OfOMlEd +3QOqnBp/2rr6/TZJV/keNcmVrX/nHeDOw2a/DYBJxH4GEpBzSEDOAbOc3R1g +BQE+dM8y+erS31GtsL/u4tlr1aqcrkw6789JXAPtVclvqGEWr0kwZthy8Jo/ +Z8BkYT8DCcg5JCDnwEQEfJnuceBwDs7YcE/9s299bn/TPdy/cX+J6qdHzvr7 +659N+QFqnrToT4wZPlqd29M35Ocx8OrYz0ACcg4JyDlgloO7AyzCwRnz/fJp +Y9Zvh13ugPDjqp8+quvw9zwPc9Q8txP+alpIljHGicuVfh4Dr479DCQg55CA +nANmObg7wCIcnLEvf/k0uqyyRZXTWZEn/H9tIvdwf/Wub6qRVoZHG5N8nljo +5zHw6tjPQAJyDgnIOWCWg7sDLMLBGRvx5dN9J8pVP008ckPLSC1nFqqRDsf+ +wTtMbVOXlmHw0tjPQAJyDgnIOWCWg7sDLMKpGXv+y6fLtp5T/bS4tF7LVH21 +hWqqe4l/+WHIEWOY/SfvahkGL439DCQg55CAnANmObU7wDqcmrERXz5t97mz +zLTQHF1XJfK4XTVpf6MGW7suzJhnXkwBN0K1F/YzkICcQwJyDpjl1O4A63Bq +xkZ8+fT8zVrVT0O2XdA4WFvRajVYbtwvvCPdq2rVOBLMYj8DCcg5JCDngFlO +7Q6wDqdmbMSXTxMybqh+evDUPY2DDTTdUoM9TPpqQOgBY6SdObc1jgSz2M9A +AnIOCcg5YJZTuwOsw5EZc/W1PPvyafIb7uH+4KiTqp/efaz5zcq6/T9W48Wu +X26MFBSR73K79U6FiWM/AwnIOSQg54BZjuwOsBRHZqz38QlVABuO/GdDS7cq +px+vyRt2aW6CHdc2qvFOb/6pd7BbD5r0ToWJYz8DCcg5JCDngFmO7A6wFEdm +rK14nSqAbUWrCq5WqX4akVqse7r/Gep8rMarTHptxqp9xmBJmTd1z4WJYj8D +Ccg5JCDngFmO7A6wFEdmrDHrN6oA9jzM2XTgmuqnWYUVuqd7qj7jXTXhxvWf +GYPNWMdHfG2D/QwkIOeQgJwDZjmyO8BSnJcxj3uoasdbqv0N99TPijyh+mlF +TbvuAZ/quLFVTXhq08/4iK+9sJ+BBOQcEpBzwCzndQdYjfMyNtB0U1W/2r1/ +X9f07MunAeF5brcl7jQ61PFIDfko6fXA0P18xNdG2M9AAnIOCcg5YJbzugOs +xnkZ6ypNUdWv6eQs3y+fRqZd1j3dM/WHfqbmjF7/OR/xtRH2M5CAnEMCcg6Y +5bzuAKtxXsaaT3+qel/nrW1bDvp8+fS8Jb586tVeEqvmPB73H3zE10bYz0AC +cg4JyDlglvO6A6zGeRmr2/8j1fv6G64ERxWofvqguk33dM8MtpSpOSuS3vg4 +9LAx4TY+4msH7GcgATmHBOQcMMt53QFW47CMuQc6VOmrSv7qk+YWVU4/CsvV +fufTEerS31HTrlsXZgw5c/0Jt8cS35DFONjPQAJyDgnIOWCWw7oDLMhhGeur +LVSNr/7w/zp/s1b10zU7i3RPN1LbpTVq2syNv7Xgm7wYFfsZSEDOIQE5B8xy +WHeABTksY773bWk5t3Rnzm3VTw+euqt7upH6Gy6rae8mfv39kKPGnOknynXP +hRdgPwMJyDkkIOeAWQ7rDrAgh2Ws6eRM1fi6ytJWJBSqfnr93hPd043k8bhr +Ur+jBl4ZHmPMuXjzGd1z4QXYz0ACcg4JyDlglsO6AyzIYRmr3fdDVfe666+/ +H3pM9dPu3kHd042i5ewiNfDemI+8oza09OieC+NhPwMJyDkkIOeAWQ7rDrAg +J2XM1d/mc3GkN8ofNahyujDutO7pRtdbma9mvhH/Xe+0xy4+1D0XxsN+BhKQ +c0hAzgGznNQdYE1OylhfzblnF0fKeDf7fIXqpwkZN3RPNzr3cF/1jq+psReG +JRrTrt5xUfdcGA/7GUhAziEBOQfMclJ3gDU5KWNfujhS4Wcx+66qfnryymPd +042p6XiAGnt71Gxj2mmhOV2W/DQyvNjPQAJyDgnIOWCWk7oDrMlJGWs6OevZ +xZHK98yOPKH66eOGTt3Tjan7broa+8KWd7wDF96o0T0XxsR+BhKQc0hAzgGz +nNQdYE1Oylhd+juq6DU+LFbl9OM1eW63R/d0Y3L1NauxK5Nem74q3Zg5Np1/ +Ma2L/QwkIOeQgJwDZjmpO8CaHJMx92CXz8WRvlp085Hqp2E7i3RP9wINR36u +ht8Q8YW3Uw8Ou3TPhdGxn4EE5BwSkHPALMd0B1iWYzLWX1/87OJIh/51d26p +6qfpJ8t1T/cC7Vdj1PDZG//LO/aN+5a7YSu82M9AAnIOCcg5YJZjugMsK8CH +7lleSdednariNZ+e/0XSedVPS8obdU/3AgNPrqvh7yZ+fVpIljH29qxbuufC +6NjPQAJyDgnIOTARAV+mexw4nGMy1nJ2sap47TeSPlydq/ppR/eA7ulewONx +16R+R82/PHyjMfbsDSc9Hut+bVYy9jOQgJxDAnIOmOWY7gDLckzG6jPefXaV +oVv5qpzOjS7QPdqENJ+er+ZPiZ7uHb6itl33XBgF+xlIQM4hATkHzHJMd4Bl +OSNjHrerasdbqt+duXRL9VO7XAi3p+Komv/S1h94hz9QcFf3XBgF+xlIQM4h +ATkHzHJGd4CVOSNjQ+0PVLmrSft+8tFn/TTz3APd002Ia6C9Kvl1dRYzV6UZ +wy+PP6d7LoyC/QwkIOeQgJwDZjmjO8DKnJGxnofZqtk9yX3fqHWqn96uaNI9 +3UQ1HP21OovY9cu887d19eueCyOxn4EE5BwSkHPALGd0B1iZMzLWfiXy2cV7 +i9a8H3pM9dPuvkHd001Ux/Ut6ixy4/7TO//Za9W658JI7GcgATmHBOQcMMsZ +3QFW5oyMPTn+iWp2D4t3q3I6P/aU7tFMGGwpVWdxP/GtD0IyjVPYuL9E91wY +if0MJCDnkICcA2Y5ozvAypyRsdq9/6CaXeG5AtVP4+xW7mr3/K06kS/WRhmn +ELj2uMvt1j0XvoT9DCQg55CAnANmOaM7wMockDH3YJfqdFXJb2zPLFH9NKuw +Qvd05rScW6rOZU/Mx96zuPu4Vfdc+BL2M5CAnEMCcg6Y5YDuAItzQMYGGktU +p6s/+NPPEwtVP71ln4sjefVWHlfncnXr33KXGWtiPwMJyDkkIOeAWQ7oDphq +g4OD3d3dL/3rDshYd/le1emaCuZ8uDpX9dPOngHd05njHuyuSn5DnU7w6l1P +7zKTUKh7LnwJ+xlIQM4hATkHzHJAd8BUuH//fnp6ekxMzJIlSwL+JDg4ODw8 +fOfOnWfOnBkeHp74QzkgY60XQ559vrdwgyqnwVEFukd7GY05f1Snszlysfdc +OrptVrSdjf0MJCDnkICcA2Y5oDtgcnV2dm7fvj1gXJ9//vnduxP9RKgDMtaY +84dnn4k9vVf10w17ruge7WV03tqmTud43H94z+X8zVrdc+EZ9jOQgJxDAnIO +mOWA7oBJdOfOnblz545fTpWUlBSPx/PCx3RAxmp2f1cVusPZJ1U/PXjKll/b +HGy773OXma+9H3LUOJf4w9d1z4Vn2M9AAnIOCcg5YJYDugMmS0dHx6effjrB +cup14sSJFz6s3TPm6m979uHeHW+t3XVR9dPi0nrd072kmt3fUye1LHyTcS6z +I1/8UsJv2M9AAnIOCcg5YJbduwMmi8fjiYmJGVE/ly1bVlxc3NjY2NXVde/e +vZSUlBEHBAUF1da+4HOhds9Yf33xs4v3Hv73metPqH5a3/zyl43Sq/n0p+qk +tkfN9p5OVWOn7rnwZ+xnIAE5hwTkHDDL7t0Bk+X69esjuueOHTsGBwdHHFZW +VjZr1izfw9atWzf+I9s9Y74X763Pn6PK6Udhue4JfLzZmrrvHVAndXbzT7xn +lHPhoe658GfsZyABOYcE5Bwwy+7dAZPl8OHDvq0zNDR0rIv0nj592vfIGTNm +DA0NjfPIds9YW1GYqnL3Tq5V/XRl0nndo7284e46dVIPk776UWiGcUZrUy7p +ngt/xn4GEpBzSEDOAbPs3h0wWUZ8uPfWrVtjHenxeFasWOF7cGVl5TiPbPeM +Pcn7UFW5wtwdqp9uy7ype7RXUrf/R+q8QtdGGmf04ercwSGX7rnwFPsZSEDO +IQE5B8yye3fAZBlxZaSurq5xDk5OTvY9+OzZs+McbPeM1e77R9Xjdu8/ovrp +8UuVukd7Ja3nP1fnlRb9ifekbj1o0j0XnmI/AwnIOSQg54BZdu8OmCxz5szx +rZwdHR3jHJyamup7cF5e3jgH2zpj7uH+qm2v/e8e99rn8QWqn5ZVtuie7pX0 +PspV/fTSlh96T2rP8TLdc+Ep9jOQgJxDAnIOmGXr7oBJFBoa6ls5b9++Pc7B +a9eu9T34ypUr4xxs64wNtpSpEle77x8/WHVM9dPuvpEXj7IX10C7qt6Pk74S +uGq/cVLL48/pngtPsZ+BBOQcEpBzwCxbdwdMosTExBFX5XW73aMeWV5eHvBl +NTU14zyyrTPW8zD72c1Pj05T5TQ4qkD3aJOgIeM/1NlFRKz+c+/utXfvdgb2 +M5CAnEMCcg6YZevugEl09+7dEa0zMzPT89z9U1pbW5csWeJ7WHh4+PiPbOuM +dZTEqgZ3J3up6qeRaZd1jzYJ2orXqbM7GPue99SKS+t1zwX2MxCBnEMCcg6Y +ZevugMkVHR09oqKuX7++oqLCexfUtra2kydPzp492/eAwMDAsrIXfGPR1hlr +PhWsGtypwzGqn6afLNc92iToqy1UZ3c9/nveU9uRPd5Hu+Ef7GcgATmHBOQc +MMvW3QGTq7+/PyIiImA0QUFBz//QKKdFRUUvfFhbZ6z+8L+rBrcjJUX106Lb +dbpHmwRPr/60/S11gnNWPz3BhXGndc8F9jMQgZxDAnIOmGXr7oBJNzAwkJmZ +OWPGjFFbqq/Vq1e/8J1TL/tmzOPxVO/4S1XfFkdnqn5a2zTe/XdspDHnD+oE +Y9Yv955dS0ef7rmkYz8DCcg5JCDngFn27Q6YCm1tbRkZGYGBgS/sp7GxsRUV +FRN5zLEe4arlXbv47A4sj3a8rcrp+6E5xZev6J5ucpRlf6bOMWvjr70nmHqk +UPdc0h06dEj3CMCUI+eQgJwDYxmnaEx15YFd3L17d8RdUF8oLS3t+WsojWDf +jPXVnFXdrfLgL1Q/XbrlrO7RJs3Ak+vqHEsTjA6ebZxg/OHruueS7ir/ezsE +IOeQgJwDZtm3O2By3bhx4/kvmX7++ef79++/ePFiSUlJdnb25s2bn6+oO3fu +HOtONF72zVjn7e2qu93OmK366aYD13SPNmk8blf1rrfVaS4MSzROcM6Gk7rn +ko79DCQg55CAnANm2bc7YBL19fXNnTvXt3UGBgZmZGQMDw+POPLevXvLli0b +UVELCsa7Gah9M9ZauFwVt9P7V6t+euTsfd2jTaam/AB1mvGRC7znWNfcrXsu +0djPQAJyDgnIOWCWfbsDJlF2dvaIyllSUjLWwYODgyEhIb4HL1y4cGhoaKzj +7Zuxxuzfq+KWsnOr6qdXyhp0jzaZuu7sUqeZv+ld7zmevPxY91yisZ+BBOQc +EpBzwCz7dgdMok8//dS3byYmJo5/fHV19Yhr/BYWFo51sH0zVrP7e6q4LY/a +o/ppvbPeWxxqu69O837iW++HHDXOMTadf091Yj8DCcg5JCDngFn27Q6YLF1d +XSPePO3s7Hzhb+3du9f3V1JTU8c60qYZcw92q9ZWlfzGtJAsbzn9cHWu2/2C +S0LZTk3a95818fCNxmlOX3fc/aIrX2HqsJ+BBOQcEpBzwCybdgdMoocPH/o2 +zaVLl07kty5fvuz7W1FRUWMdadOMDTbfeXbx3j3vqDdPl209p3u0ydd8er46 +2R1Rs7xn+qiuQ/dccrGfgQTkHBKQc8Asm3YHTKIRTTMsLGwiv1VbW+v7W8uW +LRvrSJtmrOdhtqpsZfv/qPrp5oPOuXiv0n3/kDrZs5v/xXumORce6p5LLvYz +kICcQwJyDphl0+6ASVRaWurbNDdu3DiR36qurvb9rZCQkLGOtGnGOq5tUpXt +wr5PVT/NOOOoi/d6DffUq5N9lPT6R6GHjTON2F2sey652M9AAnIOCcg5YJZN +uwMm0Yjvny5evNgzgS8eFhUV+f7W9u3bxzrSphlrObNAVbZDO8NUPy0urdc9 +2pSoO/DP6nxXrV1vnOnHYbnDrvHubIupw34GEpBzSEDOAbNs2h0wuRYuXOhb +NsvLy1/4K9u2bfP9lRMnTox1pE0z1nD0V6qvRW3cpPppzZMu3aNNidYLK9X5 +7on+2Huy5Y9bdc8lFPsZSEDOIQE5B8yyaXfA5IqLi/Mtm2vWrHG5XOMcf/v2 +7YAvu3fv3lgH2zRjNanfUX1t9upUb197P/SYU99S7K3MU+d7aesPvOd72Ikf +ZrYF9jOQgJxDAnIOmGXT7oDJVVxcPKJvpqWlud2jF7GmpqZFixb5Hrx06dLB +wcGxHtyOGXMPdKqy9nj7W+rmMgvjzugebaq4Bzqqtr3251NO+sr0VenG+a7Z +WaR7LqHYz0ACcg4JyDlglh27A6ZCfHz8iIq6fv36x48f+x5jNNYTJ07MmjXL +97DAwMAHDx6M88h2zNhA003VTyvSfqw+3Bu974ru0aZQw5Gfq7OOiFjlvdnr +4PB476RjirCfgQTkHBKQc8AsO3YHTIXu7u4FCxYEPCc0NHTnzp27d+/esGHD +vHnznj/g8OHD4z+yHTPWU3FUNbWbe57dXGZvfpnu0aZQ++X1zy4JFfvf3lMu +q2zRPZdE7GcgATmHBOQcMMuO3QFTpKysLDg4+PkGOo7o6Ojxv6n6P/bMWMe1 +ONXUTqfOU/30dEmV7tGmUH/teXXWN+K/++evoJ4e85vFmDrsZyABOYcE5Bww +y47dAVOno6MjISFhIs103rx5Fy5cmMhj2jFjLWcWqqa2NylU9VNnv5noGR6o +2v6WOvE5q1OMUw7jK6g6sJ+BBOQcEpBzwCw7dgdMtdu3b4eEhAQGBo7aTOfM +mbNz587u7u4JPpodM9Zw9Neqpq2NilH9tLWzX/doU6sx54/qxGPXL/N+BXWI +r6D6HfsZSEDOIQE5B8yyY3eAfwwNDdXU1Fy+fDkzM3Pv3r0FBQWlpaVtbW1m +H8eOGavZ/b0RbyMafz4Oy/V4PLpHm1od17eoE8/e+F9/vguqo981tib2M5CA +nEMCcg6YZcfuAHuxXcbcQ73Pbi6T/FV1c5ll8ed0jzblBppuqHMvS/jmeyHZ +xolncBdUv2M/AwnIOSQg54BZtusOsB3bZWywtfzZzWVSf6A+3Bu3v0T3aFPO +43ZVp3xLnf6isETjxMN38RVUf2M/AwnIOSQg54BZtusOsB3bZay3Ml8VtFtp +v1b9dP/Ju7pH84emE9PV6SdsmG+c+EdhucMut+65ZGE/AwnIOSQg54BZtusO +sB3bZazz1jZV0M6mzFD99Oz1at2j+UNXaao6/by4n3vP/V5Vq+65ZGE/AwnI +OSQg54BZtusOsB3bZaz1wkpV0NITl6l+KqSj+X68+U9fQX167pnnHuieSxb2 +M5CAnEMCcg6YZbvuANuxXcae5H2oCtqGDWtVP+3oHtA9mj94PO7qXW+rFZgf +lmyce8TuYt1zycJ+BhKQc0hAzgGzbNcdYDu2y1jdgZ+odrZ4TYK3nAaE5+me +y3+e5H2kVmDjn+6Capy+2+3we+tYCvsZSEDOIQE5B8yyXXeA7dguY9U7vqba +WUDoAW8/XZFQqHsu/+m4sVWtQObG33pX4FFdu+65BGE/AwnIOSQg54BZtusO +sB17ZczV26SqWeX2b6oP924+eE33aP7T33BFLcKN+O96V+DYxYe65xKE/Qwk +IOeQgJwDZtmrO8CO7JWxgcZrz64OlPLPqp8ePHVP92j+4xkeqNr+plqHmav2 +GCsQvfeK7rkEYT8DCcg5JCDngFn26g6wowAfumd5sZ6Ko6qXFe38neqn52/W +6h7NrxqzfqPWYX1EqLECM9blezx8BdVP2M9AAnIOCcg5MBEBX6Z7HDicvTLW +cX2L6mVHE4JUP31Q06Z7NL9qv7xercP+mPe9i1Dd2Kl7LinYz0ACcg4JyDlg +lr26A+zIXhlrObdU9bL4qCWqn3b3Duoeza/6qk+rdSje+gPvIpy4XKl7LinY +z0ACcg4JyDlglr26A+zIXhlrPPbfqpeFrVvn7WXT1x3XPZe/uQc6nl0nKum1 +T0IPGuuw6UCJ7rmkYD8DCcg5JCDngFn26g6wI3tlrC79HdXLFoRt8/bTL5LO +655Lg/pD/6aWYvXaCGMdZm84qXsoKdjPQAJyDgnIOWCWvboD7MhGGfN43FXJ +b6hS9lHoYW8/3Xrouu7RNGi9sFItRWr0dO9SPGnr1T2XCOxnIAE5hwTkHDDL +Rt0BNmWjjA1316lG9mD7t9WXTzPO3Nc9mgY9FVlqNc5t/vOtdgpv1OieSwT2 +M5CAnEMCcg6YZaPuAJuyUcb66y+pRnZ9+09UP714u073aBoMd9er1ahIeuOD +kExjKZKP3tI9lwjsZyABOYcE5Bwwy0bdATZlo4x13z+kGllBwrObnz6qa9c9 +mh61+/5RLciK8I3GUizedEb3UCKwn4EE5BwSkHPALBt1B9iUjTLWXhKr6lha +zAzVT3v7h3SPpkfzmflqQbZtmOtdjS5ht9rRgv0MJCDnkICcA2bZqDvApmyU +sZYzC1Qd27h+mbeOzVx/Qvdc2nSX71MLcmLTv3sXpKS8Ufdczsd+BhKQc0hA +zgGzbNQdYFM2ylhj1m9VHQtZu8Fbx0KTL+ieS5uh9gdqQe4mfv29kGxjQfYc +L9M9l/Oxn4EE5BwSkHPALBt1B9iUjTJWu/fvVR2bt3qHt58mZNzQPZc2Ho+n +JuXbak0WhSU+vRvsNol3g/Uz9jOQgJxDAnIOmGWj7gCbskvGPK7Bqm2veYvY +422veS9Xa/zJPPdA92g6NeUHqn66OXKxsSAfrDo2OOTSPZfDsZ+BBOQcEpBz +wCy7dAfYl10yNtT5WBWx8uTvqosjFZfW6x5Np85b29SyZG/8L++alFW26J7L +4djPQAJyDgnIOWCWXboD7MsuGeuvvaCKWFHCT1U/fdzQqXs0nQaeXFfLcivh +2941OXL2vu65HI79DCQg55CAnANm2aU7wL7skrHuu/tVEcuK+43qp/2Dw7pH +08njHqre8TW1MnNWpxhrEpFarHsuh2M/AwnIOSQg54BZdukOsC+7ZMz35qcp +0dO95XT2hpO659KvMeePamWiIlYayxIQnud2e3TP5WTsZyABOYcE5Bwwyy7d +AfZll4y1nF2kWlhc5FJvPw3bcVH3XPq1X41RK3Mo9r///LHn+g7dczkZ+xlI +QM4hATkHzLJLd4B92SVjvu8Srlq73tvCtmXe1D2Xfv2159XKXN36t96VOX6p +UvdcTsZ+BhKQc0hAzgGz7NIdYF92yVhd+juqhS0I2+ZtYVnnK3TPpZ97sLsq ++fU/33kn6SuBq/YbKxN3oET3XE7GfgYSkHNIQM4Bs+zSHWBftsiYx+Op2v6m +6qcfhx7m5jK+Go78XC1O+Lpwvpk71djPQAJyDgnIOWCWLboDbM0WGXP1PlH9 +637SN9TFex/VtesezRLailar9dkT/bF3cZ609eqey7HYz0ACcg4JyDlgli26 +A2zNFhnzvctn8dYfqn7a3TuoezRL6K3MU+tzYcs73sUpvFGjey7HYj8DCcg5 +JCDngFm26A6wNVtkrOdhjupfeXE/9/avgPA83XNZhauvWa3Po6TXPwrNMNYn ++egt3XM5FvsZSEDOIQE5B8yyRXeArdkiY503k1T/So/5wNtPl209p3suC6nb +/2O1RCvDo431WbzpjO6hHIv9DCQg55CAnANm2aI7wNZskbHWiyGqfCVsmO/t +p9H7ruiey0Jazi1VS7QjapZ3ibr4/PPUYD8DCcg5JCDngFm26A6wNVtkrCk/ +UJWviIjV3vK1O7dU91wW0n3voFqiU5t+5l2ia3cbdc/lTOxnIAE5hwTkHDDL +Ft0BthbgQ/csY6rPeFeVr2Xhm7zlK+/SI91zWchQ5+NnlzhOfGtaSJaxROkn +y3XP5UzsZyABOYcE5ByYiIAv0z0OHM4WGatJ/Y4qXzNXpXn7aQlvDn5Zze7v +qVVaumaLsURhO4t0D+VM7GcgATmHBOQcMMsW3QG2Zv2MuYf7Ve2qTHrd+86g +8ae6sVP3aNbSXDBbLVR85AJjiT4Oy3W53brnciD2M5CAnEMCcg6YZf3uALuz +fsaGOh6p2nUz/jvq5qf9g8O6R7OWrjs71ULlxv3Cu0qP6tp1z+VA7GcgATmH +BOQcMMv63QF2Z/2M9ddeULXr3OZ/8dauoIh83XNZzmDzHbVQpQlvexcqv7hS +91wOxH4GEpBzSEDOAbOs3x1gd9bPmO+VabM2/tpbu1Ymndc9l+V43K7qXd9U +a/Vp2HZjoTYfvKZ7LgdiPwMJyDkkIOeAWdbvDrA762es41qc6ly7owO9/XTT +gRLdc1nRk9z31VrFrF9uLNTc6ALdQzkQ+xlIQM4hATkHzLJ+d4DdWT9jrYXL +VOfaHLnY20/TT3DnlFF0XN+s1upI7O+9a9XW1a97LqdhPwMJyDkkIOeAWdbv +DrA762fsSd6HqnOtWbfW27kKrlbpnsuK+usvqbW6Hv8971oVl9brnstp2M9A +AnIOCcg5YJb1uwPszvoZqz/0r6pzLVkT7+1ctyqadM9lRU/vxZP8hlquoFV7 +jbVKyyvVPZfTsJ+BBOQcEpBzwCzrdwfYnfUzVpPyV6pwzfhT4TL+NLT06J7L +ohqO/kotV0TEamOtvtjGtaQmGfsZSEDOIQE5B8yyfneA3Vk8Y0/fEPzfbetR +0uvvhWQbhWtaSM6wy617NItqK16nViw95gNjuT5YdWxo2KV7LkdhPwMJyDkk +IOeAWRbvDnAAi2dsqPOxals347/jffM0OIpr0o6pr6pArdilLT/0rti9qlbd +czkK+xlIQM4hATkHzLJ4d4ADWDxjvhf8Kdz8Y2/bWrX9ou65rMs10K5WrDLp +tY9DDxkrlnPhoe65HIX9DCQg55CAnANmWbw7wAEsnrGeB0dU28qJ+5W3n249 +dF33XJbme0Wp0LWRxorFpvPv72RiPwMJyDkkIOeAWRbvDnAAi2es82aCqlp7 +Yj729tMDBXd1z2VpredXqEXbFTXDWLHZkSd0D+Uo7GcgATmHBOQcMMvi3QEO +YPGMtV4MUVUrYcN8bz89xc1Px9VTkakW7ezmn3gX7Ulbr+65nIP9DCQg55CA +nANmWbw7wAEsnrGmE0Gqaq2PCOXmpxMx3FWrFq0i6c0PQjKNRbtwq1b3XM7B +fgYSkHNIQM4BsyzeHeAAFs9YQ+YvVdVaHr7R20/rm7t1z2V1tXv/Qa3bsvBN +xqLtzLmteyjnYD8DCcg5JCDngFkW7w5wAItnrHbP36meNWd1irefDg5xN88X +aD41T61b0oZ5xqItjz+neyjnYD8DCcg5JCDngFkW7w5wACtnzON2VSW/rnqW +93OqM9dzqZ8X6ypLU+t2PO4/jHWbFprTPzisey6HYD8DCcg5JCDngFlW7g5w +BitnbLinUZWssoRvet88XZl0XvdcNjDYdl8tXXniN94LyTaWrvRRs+65HIL9 +DCQg55CAnANmWbk7wBmsnLGBphuqZF3a8kNvP43bX6J7LhvweDw1KX+lVm9B +WJKxdEfOPtA9l0Own4EE5BwSkHPALCt3BziDlTPWW3lcNaz8Te96++me42W6 +57KHpuMBavXiIpcaSxeZdln3UA7BfgYSkHNIQM4Bs6zcHeAMVs5YV2mKalgH +Y9/z9tP84krdc9lD580EtXpZG39tLN30dcc9Ho/uuZyA/QwkIOeQgJwDZlm5 +O8AZrJyx9ssRqmFtj5rt7acl5Y2657KHgcZravVuxn/Hu3p1TdyaZxKwn4EE +5BwSkHPALCt3BziDlTPWfHq+algx61d4G9bjhk7dc9mDxzVYteMttYCzV6ca +q3fmWrXuuZyA/QwkIOeQgJwDZlm5O8AZrJyxxpw/qHoVujbS20+7+wZ1z2Ub +jdm/VwsYGRFirN62zJu6h3IC9jOQgJxDAnIOmGXl7gBnsHLG6vb/2OcKtNuM +evXxmjzdQ9lJ+9WoEV/gXbz5jO6hnID9DCQg55CAnANmWbk7wBmsnLHqHX+p +6lVA6AHqlVl9NefUAl7e+vfeN6B7+oZ0z2V77GcgATmHBOQcMMvK3QHOEOBD +9yxf4h7oVN3qQeKb3m4VsbtY91x24h7sqtr2mncNHyd9JTB0v7GGN+4/0T2X +7bGfgQTkHBKQc2AiAr5M9zhwOMtmbLDtvuqnJVu/7+2nyUdv6Z7LZuoz3lXL +GLZunbGGB0/d1T2U7bGfgQTkHBKQc8Asy3YHOIZlM+b72dTTm3/q7adHzj7Q +PZfNtF4MVcu4OzrAWMPwXZd0D2V77GcgATmHBOQcMMuy3QGOYdmMdd/dr4pV +5sbfevtp4Y0a3XPZTO+jY2oZz2/5kbGGn6zJc7s9uueyN/YzkICcQwJyDphl +2e4Ax7BsxjquxalilRo93dtPSx+16J7LZly9T9QyPkz66ochGdxD9tWxn4EE +5BwSkHPALMt2BziGZTPWen6FKlabIxd7+2lja4/uueynLv0dtZKfh8cYy3jy +8mPdQ9kb+xlIQM4hATkHzLJsd4BjWDZjTfkBqlWtWxfm7adDwy7dc9lPy9lF +aiWTo+YYyxh/+LruoeyN/QwkIOeQgJwDZlm2O8AxLJuxhiP/qVrVsvBNRqua +uf6E7qFsyfebvAWb/s1Yyfmxp3QPZW/sZyABOYcE5Bwwy7LdAY5h2YzV7vk7 +1armrE4xWtWKhELdQ9nSUMcjtZL3E782LSTLWMyO7gHdc9kY+xlIQM4hATkH +zLJsd4BjWDNjHo+7KvmrqlV9GHLEqFTRe6/onsuuanZ/Vy3m4jXxxmJeLW/Q +PZSNsZ+BBOQcEpBzwCxrdgc4iTUz5uprVn2qPPEb3i+f7sq5o3suu2o6EaTW +c2vkQmMx9+aX6R7KxtjPQAJyDgnIOWCWNbsDrKanp6e7u/vlfteaGRtsKVV9 +6vLWv/f206zCCt1z2VXn7e1qPXPifmks5qrtF3UPZWPsZyABOYcE5Bwwy5rd +Adq5XK5bt27t2rVr6dKlQUFBAX8SHBwcHh6+Y8eO69dNXJ3Vmhnrqz494pI+ +xp8Lt2p1z2VXA0231HreSfiWsZgfrc4ddrl1z2VX7GcgATmHBOQcMMua3QF6 +PXjwICQkJGBcUVFRtbUTanPWzFj33XTVp45s/J23n5ZXtuiey6487uHqnd9Q +Szp39U5jPStq2nXPZVfsZyABOYcE5Bwwy5rdARrl5eWN30yVwMDAkpKSFz6g +NTPWcS1OlanU6OneftrY2qN7Lht7cmyaWtLo9SuM9cwteqR7KLtiPwMJyDkk +IOeAWdbsDtAlNzd3guXUa86cOY2NjeM/pjUz1np+hSpTmyMXe/vp0LBL91w2 +1nFto1rSw7F/MNYzNp1/lF8S+xlIQM4hATkHzLJmd4AWDx48eP4d0qSkJOPn +3d3dRg8tLi7+4osvRhwTEhIyNDQ0zsNaM2NN+YGqTK1bF2aUqZnrT+geyt76 +64rUkpbEf99Y0uCok7qHsiv2M5CAnEMCcg6YZc3uAP9zuVwjuufMmTNLS0tH +HGZU0T179oyoqON/yteaGWs48p+qTC0L32SUqRUJhbqHsjf3cF9V8htqVWes +2musanN7n+65bIn9DCQg55CAnANmWbM7wP9OnTrlWzmDgoLKysa8f2VkZKTv +wTt37hznka2Zsdo9f6+a1JzVKUaTit57RfdQtteQ+Uu1qmv/9K70pTt1uoey +JfYzkICcQwJyDphlze4A/1u9erVv5Txy5Mg4Bz969Mj34IULF3o8nrEOtmDG +jGl93+n7MCTDaFK7cu7onsv22i6tUau6N+YjY1V35458Cx4TwX4GEpBzSEDO +AbMs2B3gf42Njb59c/78+f39/eMcb/S7RYsW+X5Ntbu7e6yDLZgxV3+rqlH3 +Ev/Se3GkrMIK3XPZXu/jE2phL275J2NVv9h2XvdQtsR+BhKQc0hAzgGzLNgd +4H/Z2dm+/TQ3N/eFv1JeXn758uWysrLq6uq2tja32z3WkRbM2GDrXVWjrm79 +W28/PX9zQrdzxTh8i39l0msfhx7+cHXusGvMbGAs7GcgATmHBOQcMMuC3QH+ +Fxsb69tPq6qqJvHBLZixvppzqkad3vxTbz8tr2zRPZcT1B34iVrbkLUbjIV9 +UN2meyj7YT8DCcg5JCDngFkW7A7wv8WLF6tyOnfu3HHeDH0JFsxY9/1DqkMd +3fgbbz9tbO3RPZcTtBYuU2u7M2qmsbC5Fx/qHsp+2M9AAnIOCcg5YJYFuwP8 +rK+vz/fN0y1btqi/qqurO3z4cFxc3BdffLFkyZKYmJiMjIySkpKOjo6JP74F +M9ZxY6vqUGnRn3j76dCwS/dcTtBzP8Pnvel/NRY27sB4tx/CqNjPQAJyDgnI +OWCWBbsD/KyiosK3n+7bt8/4YUNDQ0RERMAYgoKCTp48Oc41e31ZMGNtRatU +h0rYMN/oUDPXn9A9lEMMd1aptX2Q+Nb7IUeDowp0D2U/7GcgATmHBOQcMMuC +3QF+duPGDd/uefTo0fPnz8+aNWuscqrExMRM5I1UC2asuWCO6lCRESFGP12R +UKh7KOeoSfsbtbxL1sQby9veNd7loPE89jOQgJxDAnIOmGXB7gA/u3Tpkm/r +3LBhwwubqTJ//vxx7izjZcGMNWb/ThWoL9ZGGQUqeu8V3UM5R9PJmWp5t0Qu +Mpa3uLRe91A2w34GEpBzSEDOAbMs2B3gZ2fPnh2ngS5atGjz5s3p6enGf/re +81TZvn37+I8/1iNf1edh6j+oArUgbJtRoCJ3ntI4j8OUHgtRy5u98VdP63/K +ad1D2cyhQ4d0jwBMOXIOCcg5MJZxCoh/ShAs6/jx46MGY9asWWfOnBlxcEFB +QVBQ0Igj7969O87jWzBj1bveVgUqMHS/UaCyCit0D+UcA0031PLeTvi2sbyh +yRd0D2UzV/nf2yEAOYcE5Bwwy4LdAX6WlZU16tumjY2Nox5fW1s7d+5c34OX +L1/uco158VurZcw93K/a08Okr3ov3nv+Zq3uuZzD4x6q3vE1tcizV6d+FJY7 +7JrMmxY5HvsZSEDOIQE5B8yyWneA/+Xm5j7fT69fvz7OrxQUFIw4vq6ubqyD +rZax4a5qVZ1uxf+1t5+WPmrWPZejNGb/fsQVqCpq23UPZSfsZyABOYcE5Bww +y2rdAf53+vTpEWXT9xaoo3K73V988YXvr1y5Mub1hayWsYEn11R1urjln7z9 +tL75BVd5gintVyLVIu+Ped9Y4eOXKnUPZSfsZyABOYcE5Bwwy2rdAf5XVFQ0 +op8WFxe/8LcyMzN9f+Xo0aNjHWm1jPVW5qvqlL/pXW8/7R8c1j2Xo/RVn1aL +fGnLD40V3nzwmu6h7IT9DCQg55CAnANmWa07wP+uX78+op/W1NS88LdG3JUm +Pj5+rCOtlrGu8j2qOh2O/aNRnQLCj+seymncAx1qkSuTXvs49NCnMad0D2Un +7GcgATmHBOQcMMtq3QH+V1lZOaKfDg4OvvC3KioqfH9lzZo1Yx1ptYx1XNuo +qlNK9Ayjny7ePPIyxXh19Qd/qtY5ZO0GY507ewZ0D2Ub7GcgATmHBOQcMMtq +3QH+Z7TRwMBA37LZ2dn5wt8qKyvz/ZWYmJixjrRaxlovrFS9aUvkIqM3rU25 +pHsoB2otXKbWeUfULGOdr5Y36B7KNtjPQAJyDgnIOWCW1boDtFi+fLlv2bx/ +//4Lf+XMmTO+v5KSkjLWkVbLWNPJmao3RUSsMnpTQsYN3UM5UPf9Q2qdT236 +mbHO+06U6x7KNtjPQAJyDgnIOWCW1boDtEhMTPQtm+np6S/8FeMY31/Jysoa +60irZawx6zeqN30eHmP0pgMFd3UP5UBDnY/VOt9PfGtaSFbYjou6h7IN9jOQ +gJxDAnIOmGW17gAtjP/y9C2bCxYsGBgY76uCvb298+bN8/2Ve/fujXWw1TJW +t/9HqjfND0s2+unJy491D+VMNbu/p5Z68ZqEj9fkud0e3UPZA/sZSEDOIQE5 +B8yyWneAFkNDQ8HBwb59c//+/eMcb/yt78FLlizxeMbsHVbLWPWut1VpCgzd +b/TTkvJG3UM5U9OJGWqpN0cuNpa6sr5D91D2wH4GEpBzSEDOAbOs1h2gy759 ++3wrZ2Bg4MWLo38a89atWzNmzPA9OCMjY5xHtlTG3MP9qjE9Snrde/PTR3Xt +uudyps5b29RqZ238tbHUJy5X6h7KHtjPQAJyDgnIOWCWpboDNOrr61u0aFHA +l6Wnp/tey9ftdhtVdMQxCxcu7OnpGeeRLZWx4a4a1ZhuJXzb20/bu/p1z+VM +A0+uPVvt+L82ljr+8HXdQ9kD+xlIQM4hATkHzLJUd4Bet27dGnGjGUNQUFBc +XFxqamp0dPSIzwB7Gb81/sNaKmMDT66rxnRxyz8ZjWlaaA5fipwiHtdg1Y63 +1ILPWr17wcbTuoeyB/YzkICcQwJyDphlqe4A7YqLi6dPn/58CR1Ldnb2Cx/T +UhnrfXxS1aX8Te8a/XTOhpO6h3KyxqzfqgVfHxFqLHh376DuoWyA/QwkIOeQ +gJwDZlmqO8AKbt++/fwHfZ83c+bMK1euTOQBLZWx7vJ9qi5lxP7BqEsrk87r +HsrJ2i+vVwueHvOBseDX7nI1qhdjPwMJyDkkIOeAWZbqDrCIgYGBzMzMxYsX +j9pMg4OD9+3b19TUNMFHs1TGOq5tUnUpNXq6UZei902oZePl9FUVqAUv2vJD +7jY7QexnIAE5hwTkHDDLUt0BluLxeCorK8+ePZuVlbVnz57Dhw8b/3dpaWl/ +v7mrCVkqY60XvlB1aWvkQqMu7cy+rXsoJ3MNtKsFr0x67ePQw+G7inQPZQPs +ZyABOYcE5Bwwy1LdAY5kqYw1F8we8XXIzHMPdA/lcHUHfqLW/Iu1UQHhee6x +75YLL/YzkICcQwJyDphlqe4AR7JUxnwv17MyPNrop2evV+seyuFazi1Va749 +arax5lUNnS/+NdnYz0ACcg4JyDlglqW6AxzJUhmr2/9j1ZXmhyUbXenWg4l+ +kRYvp/veQbXmBZv+zVjzgqtVuoeyOvYzkICcQwJyDphlqe4AR7JUxqp3va26 +UuCq/UZXqm7kvbypNdRRqdb8XuLXpoVkJWTc0D2U1bGfgQTkHBKQc8AsS3UH +OJJ1MuZxDaii9Cjp9fdCsrkdp3/U7P6uWvlFYYmLNp3RPZHVsZ+BBOQcEpBz +wCzrdAc4lXUyNtxdp1rS7YS/MsrpB6uO6R5KhKb8QLXymyKXGCvf0zekeyhL +Yz8DCcg5JCDngFnW6Q5wKutkbKDp5oh7cX4ac0r3UCJ03kxUK39042+Mlb9x +/4nuoSyN/QwkIOeQgJwDZlmnO8CprJOxvqoC1ZJObvpfRksKSb6geygRBhpL +1MrfjP+OsfIHT93TPZSlsZ+BBOQcEpBzwCzrdAc4lXUy1n03XbWkI7G/N1pS +bDr/avjD02/+bn9LLf7MVWnrUot1D2Vp7GcgATmHBOQcMMs63QFOZZ2MdVzf +rCrS7uhAo5/uyrmjeygpGo7+Wi1+RMTqwLXHPR6P7qGsi/0MJCDnkICcA2ZZ +pzvAqQJ86J2k9WKIqkjxkQuMfpp57oHekeRoK16nFn9fzIfG4tc86dI9lHWx +n4EE5BwSkHNgIgK+TPc4cDjrZKy5YLaqSJERIUZFOnutWvdQUvQ+PqkW/+KW +fzIW/3RJle6hrIv9DCQg55CAnANmWac7wKmsk7HG7N+rivTF2iiuIutPrv5W +35vPfhR6eFvmTd1DWRf7GUhAziEBOQfMsk53gFNZJ2N1B36iKtKCsCSjnz5u +6NQ9lCB1B/5Zrf/K8Oglm8/qnsi62M9AAnIOCcg5YJZ1ugOcyjoZq0n9jupH +M1btNfppR/eA7qEEaTm3RK3/9qjZ00Jy+gaGdA9lUexnIAE5hwTkHDDLOt0B +TmWRjHncLlWOHid9ZVpI1rTQHDeXkPWj7rv7R9x/9lZFk+6hLIr9DCQg55CA +nANmWaQ7wMEskjFXX7MqR2UJ3zTK0ewNJ3UPJctQ+0P1EtxL/MtpIVkZZ+7r +Hsqi2M9AAnIOCcg5YJZFugMczCIZG2y9q8rRla1/Z/TTFQmFuocSx/cj1gvD +ktbvLtY9kUWxn4EE5BwSkHPALIt0BziYRTLWX3tBNaMzm39i9NMNey7rHkqc +pvwA9SrERS6dsS7fw0esR8N+BhKQc0hAzgGzLNId4GAWyVhPRZZqRjlxvzL6 +afLRW7qHEqfzZoJ6FTI3/tZ4Feqau3UPZUXsZyABOYcE5BwwyyLdAQ5mkYx1 +3dmpmtH+mPeNZnTw1D3dQ4kz0HhVvQo34r9rvArnrtfoHsqK2M9AAnIOCcg5 +YJZFugMczCIZa7+ywffmJkYzOnnlse6hxPG4Bqq2v6leiKBVe7Zn8S72KNjP +QAJyDgnIOWCWRboDHMwiGWsp/Mz3m49GP71a3qB7KIkajv5KvRDr1oUt23pO +90RWxH4GEpBzSEDOAbMs0h3gYBbJWFN+oKpFa9eFGf20oqZd91AStRWHqxdi +b8xH00Jz+geHdQ9lOexnIAE5hwTkHDDLIt0BDmaRjDUc/S9Vi1aEbzT6aUtH +n+6hJOqtzFcvxIUt7xgvROmjZt1DWQ77GUhAziEBOQfMskh3gINZJGN16e+o +WvRp2HajFg273LqHksjV16JeiEdJr38UmpF57oHuoSyH/QwkIOeQgJwDZlmk +O8DBLJKx6l1vq1oUGLp/RkS+7onkqtv/I/VafB4es2HPFd0TWQ77GUhAziEB +OQfMskh3gINZIWNPLxvr857deyHZS7ec1T2UXC1nF6mXIzkqeOb6E7onshz2 +M5CAnEMCcg6YZYXuAGezQsaGe+pVIbqT8FfvheSsSy3WPZRc3XfT1ctxYtO/ +Gy9HY2uP7qGshf0MJCDnkICcA2ZZoTvA2ayQscHmO6oQFW/9gVGIEjJu6B5K +rqH2B+rluJv49fdCss/frNU9lLWwn4EE5BwSkHPALCt0BzibFTLWV3NOFaJT +m35m9NP0E+W6h5LL4/HUpHxbvSILwpJ25tzWPZS1sJ+BBOQcEpBzwCwrdAc4 +mxUy1vMgQ7WhrI2/NvppXtEj3UOJ9uT4J+oV2bj+s+UJhbonshb2M5CAnEMC +cg6YZYXuAGezQsY6byerNrQv5kOjn166U6d7KNE6bmxVr0jmxt++H3psYMil +eygLYT8DCcg5JCDngFlW6A5wNitkrP3yep8Lxs4x+mn541bdQ4nW33BZvSLX +47/39BWpbNE9lIWwn4EE5BwSkHPALCt0BzibFTLWcm6p76dJjTbU0NKteyjR +PMMDVclvqBclaNXerPMVuoeyEPYzkICcQwJyDphlhe4AZ7NCxpryA1QVWrtu +jdFP+waGdA8lXUPmr3xflOh9V3RPZCHsZyABOYcE5BwwywrdAc5mhYw1HH1W +hVaEb/woLFf3RPiftktr1IuyJ/rj2ZEndE9kIexnIAE5hwTkHDDLCt0BzmaF +jNWlv6Oq0Kdh2z+NPaV7IvxPb2WeelHOb/nReyE5TW29uoeyCvYzkICcQwJy +Dphlhe4AZwvwoWuG6pRvqSoUuGp/SPIFXZNAcfU1qxflUdLrH4ZkXLzNRZX/ +jP0MJCDnkICcAxMR8GW6x4HDac+Yxz2kelBl0mvvhWTHpvOPhSX4vq+9Ijw2 +5dgd3RNZBfsZSEDOIQE5B8zS3h1gaG5ufvDggfHfYAUFBYcPH96xY0dKSkpy +cvLBgwdPnDhx5cqV+/fvNzU1ud1u3ZO+DO0Zc/U+USWoNOHt90JydmTf1jsS +vFrOLFAvzbYNc1cmndc9kVWwn4EE5BwSkHPALO3dQay+vr6SkpJdu3YtWrQo +YGLmzZtnlNbLly/39PToHt8E7RkbbC1XJejK1r8z+unhM/f1jgSv7vK96qXJ +3/TuB6uODQ67dA9lCexnIAE5hwTkHDBLe3eQxqiW+fn569evnzFjxgRr6fMC +AwMjIiLy8vK6u21wE0/tGeuvvaBK0JnNPzH6acHVKr0jwWuw7b56acoTv/Fe +SPa9qlbdQ1kC+xlIQM4hATkHzNLeHeTo6Og4ePDg7NmzX7qWPm/WrFnp6elt +bW26T2482jPW8zBblaCcuF8a/bSkvFHvSPDyeDw1KX+lXp35Yck5Fx7qHsoS +2M9AAnIOCcg5YJb27iBBc3NzWlpaUFDQJDZTXzNmzEhNTW1qatJ9oqPTnrGu +OztVA9of877RTytq2vWOBOVJ3kfq1Yldv2zj/hLdE1kC+xlIQM4hATkHzNLe +HZxtcHBw375906dPH79gLlmyJDY2Njk5+cCBA3l5eefPn79+/XpxcXFBQUFm +ZqbRbRMSEtauXTt+ww0MDNy9e3d/f7/ukx5Je8bar8aoBrQzaubT+2y2c59N +q+i4vkW9Okdifx8cdVL3RJbAfgYSkHNIQM4Bs7R3BwerqKhYvnz5WHXS+Ktd +u3YVFRW1tLRM8AGHhobu3buXnZ0dHR09a9assapuaWnplJ6XWdoz1nphpWpA +WyIXGf2Ui/BYR3/9JfXqXIv/G+PVaeno0z2UfuxnIAE5hwTkHDBLe3dwJKNI +Hjx4MDAw8Pn++Pnnn+fn57e3v+rnS10u1+3btzdt2jTqs6SkpPT1WWWTrz1j +zaeCVQOKjAgJXHtc7zzw5R7ur0p+Q71AM1btu3SnXvdQ+rGfgQTkHBKQc8As +7d3Bedra2lauXDmiMAYFBW3btu3evXuT/nStra1HjhxZuHDhiGdcvHhxTU3N +pD/dS9CesSfHpqn6E7o2cmHcGb3zYISGI79QL1D4ujVpedb6AIAW7GcgATmH +BOQcMEt7d3Aeo4T69sS5c+fm5eVN9R1LXS5XcXHxZ5995vvUFy5cmNInnSDt +GavPeFfVnyVrtobtuKh3HozQVhSmXqC06E9Ctlkit3qxn4EE5BwSkHPALO3d +wXlUPw0KCjpw4MBUN1Nfw8PD+fn5RiOmn/qq3fsPqv7MWZ0Sd4ArxFpL76Nc +9QIVbv7xh6tzh11u3UNpxn4GEpBzSEDOAbO0dwfn8fbT5OTkiV/4aHIZjTg9 +PX3GjBn0U6/qnV9X9eeT0EMpx+7onQcjuHqfqBfoYdJXPww58qDG0rf09QP2 +M5CAnEMCcg6Ypb07OI/b7W5ubtY9xdOvwQ4PD+ue4im9GfO4BlX3eZT0+nsh +OZnnHmicB6OqS/8n9TItD9+YV/RI90SasZ+BBOQcEpBzwCz6qX11dHQYXVj3 +FC+mN2PDPY2q+NxJ+JbRT0+XVGmcB6NqPj1fvUxJG+ZtEv8ZbPYzkICcQwJy +DphFP/Wz3t7eU6dOuVyvev/Ns2fPzpo16+bNm5My1ZTSm7HB1nJVfC5v/Xuj +n16726hxHoyqqyxNvUzH4/5jbnSB7ok0Yz8DCcg5JCDngFn0Uz+rrq421nzt +2rUv/e3Uzs7OuLg47xWQ6Kcv1F9XpIrP2c0/Mfrpw9pXvfksJt1g6131MpUn +fOO9kOy2rn7dQ+nEfgYSkHNIQM4Bs+infubtp4bg4OCSEtMfYjQK6fz589Ud +ZOinL9T76JgqPrlxvzD6aUtHn8Z5MCqPx1296231Sn0atv1KWYPuoXRiPwMJ +yDkkIOeAWfRTP1P91CstLW1oaGgivzg4OJiamhrwZfTTF+oq36Naz6HYPxr9 +dHD4VT9cjanwJPcD9UrFrF++N79M90Q6sZ+BBOQcEpBzwCz6qZ+N6KeGkJCQ ++vr68X+rsrJy+fLlAc+hn75Qx/UtqvWkRgcGrj2ucRiMo+PaJvVKZcT+YdX2 +i7on0on9DCQg55CAnANm0U/97Pl+apg1a1ZhYeGox7vd7uzs7OnTpz//W3Pm +zDEezc/zvwS9GWsrClOtJ2HD/IVxpzUOg3H4flO4ZOv3PwrLHXbZ4PLUU4T9 +DCQg55CAnANm0U/9zOVyHTx48PmyaUhMTOzr+9JXI5ubm9etWzfqwbGxsa2t +rbrOwhS9GWs5s0C1nuj1K4S/K2dl7uG+quSvqhdr+qr0R3Vyr2TFfgYSkHNI +QM4Bs+inWpSXly9atOj51vnZZ59VVlZ6j7lw4cLs2bOfPyY4OPj8+fNaxzdH +b8aeHP9YVZ4169Zu3C/9xppW1nDk574vVm7RI90TacN+BhKQc0hAzgGz6Ke6 +9PT0bN269fn6OWPGjMOHD4/6V4a4uLj2dpu9qaQ3Yw2Zv1KVZ3l43M6c2xqH +wfjailapF2t3dEBsutx/09nPQAJyDgnIOWAW/VSvwsLCWbNmjVpFR5g7d25R +UZHueV+G3ozV7f+R711LDp+5r3EYjM/3ZkCFm388K/KE7om0YT8DCcg5JCDn +gFn0U+0aGxvXrFkzfjndsmVLR0eH7klfkt6M1aR82/crjScvP9Y4DMY33NOo +XqyHSV/9ICSzoaVb91B6sJ+BBOQcEpBzwCz6qRW4XK6MjIyxyqm9vm36PI0Z +83jcVdte8/adx0lfmRaSVVz6glv5QK/afT9UFXVZ+Kaz12xwheqpwH4GEpBz +SEDOAbPop1ZQXl4+6u1NvZYuXWocoHvGl+d7Ln5+ald/qyo7dxO//l5ITvlj +e1z0WKzm05+ql2zbhuDEIzd0T6QH+xlIQM4hATkHJmJE/dE9jmg9PT07duwY +/8O9Xmlpaf39/brnfRkaMzbU/lCVnWvxf2P007omoZ8XtYvuu+nqJSvY9G8L +Np7WPZEe7GcgATmHBOQcMIt+qlFJScmCBQtGbaOBgYGOeSNVY8YGGktU2Tm/ +5UdGP+3uHdQ1DCZiqKNSvWT3E782LSSrs2dA91AasJ+BBOQcEpBzwCz6qRad +nZ0JCQmjNtOVK1dWV1c3NzdHRESMesDu3bvt9Uaqxoz1Vp1UZSd/07vTQnM8 +Ho+uYTBBNbu/p161z9ZsvizyK8PsZyABOYcE5Bwwi37qf5cuXZo3b96o3XPf +vn1DQ0Pew9xud05OzowZM54/bMmSJWVlZXrPYuI0Zqz73gHVdI5s/J3k+5XY +SHPBHPWqJW6YtzuvVPdEGrCfgQTkHBKQc8As+qmfVVdXj9pMFy5ceOfOneeP +f/z48YoVK0b9ldTUVFu8kaoxY503k1TT2RPz8Wdbz+maBBPXVbbb913vzxPt +ff3ql8N+BhKQc0hAzgGz6Kd+Nmo/3bJlS3f3mNftGRwcTEtLG7Wi3rx505/D +vxyNGWu/vF41neSo4PBdl3RNgokbarvve9XlD0KzB4ZcuofyN/YzkICcQwJy +DphFP/WzEf109uzZE7y96a1bt+bPn08/NaWl8DPVdOIil24+eE3XJJg4j8dT +k/rX6oVbvCb+zsNm3UP5G/sZSEDOIQE5B8yin/qZbz8NDw9vamqa+O92dXVt +2rSJfjpxTSeCVM1ZF7E6NXeUT1DDgnxfuPjIBYdP39M9kb+xn4EE5BwSkHPA +LPqpn3n76fTp048ePep2u1/iEc6ePTtr1iz66UQ0Zv9O1ZyV4TFHzj7QNQlM +6bqzU71weXE/X5si7oPZ7GcgATmHBOQcMIt+6mdNTU2rV69+9OjRqzxIY2Pj +mjVr6KcvVH/wp6rmLAxLPHW1StckMGWwpUy9cGUJ3wwIz3W7Zd0YiP0MJCDn +kICcA2bRT23K5XIdP368udkG38vTmLGatL9RNWfmqrSr5Q26JoEpHo+7OuVb +Pv/bQtKjunbdQ/kV+xlIQM4hATkHzKKfYqppzFjV9jdVx/kw5Mi9qlZdk8Cs +puMB6rXbHLk4r+iVPnJgO+xnIAE5hwTkHDCLfjrpGhsb4+LiXvETvK+ovr4+ +MTFx0me4cuXKrP9t3rx5LteE7vqhK2PuwW5VcB4kvvleSE5DS4+WSfASOm9t +Uy9fTtwvN+4v0T2RX7GfgQTkHBKQc8As+umku3fvnvfiRUZD9P/nbzs6OlJT +UwMDA40BLly4MImP3NbWNnfuXN+rBw8NDU3kF3VlbLirRhWcm/HfMfppT/+E +BoYVDDTdUi/fnYRvzd5wUvdEfsV+BhKQc0hAzgGz6KeTTvVTQ1BQ0IEDB3p7 +e/3wvAMDA1lZWbNnz1bPPon91OPxREVFjbj7qsX7qW/BKdryww9WHdMyBl6O +xz1cvfMb6hX8NGx7Y6ugt7/Zz0ACcg4JyDlgFv100lVWVo7ocXPnzjVa6pMn +T6boGevr69PT0+fNmzfieS9fvjxZT5Gfnx/wHIv3076ac6rdnNr0s+AoWW/A +OcCT3A/UK7hx/Wdnr1frnsh/2M9AAnIOCcg5YBb9dCqUlpYuWbLk+UIXHR19 +7dq1CX5t84UGBweLiooiIiKef6Lg4GDjryblWQw1NTVBQUG266c9FZmq3WRv +/K/l8ee0jIGX1nFjq3oFszb+OinTBndTmizsZyABOYcE5Bwwi346Rfr7+1NT +U5/vdIZFixbt27evpKSks7PzJR65oaHh7Nmz27ZtG/FtUCU2NratrW2yTsQo +oV988cWoT2Txftp1Z5dqN/tj3o9ILdYyBl7aQOM19QreSvj2wrgzuifyH/Yz +kICcQwJyDphFP51SZWVlo76RqqxYsSIlJeXixYt3796tra3t6OjwfXfVKICt +ra2VlZW3b98+depUfHz8/Pnzx3m02bNnFxYWTu4ppKenj/V0Fu+n7SWxqt3s +jJoZf/i6ljHw0jyuwaodX1MvYvDqXV29g7qH8hP2M5CAnEMCcg6YRT+dav39 +/bm5ueP3yhHmzJmzaNEi3ysdvVBQUNCePXsm8W1Tr9LS0nGe1OL9tPXCSlVt +tkQuSssr1TIGXkXjsf9WL2LM+hVXyhp0T+Qn7GcgATmHBOQcMIt+6h+Dg4MF +BQVG65x45Zwgo8YeOnTo5T4qPL6enp6FCxeqJwoODl6wYIGN+mnzqWBVbSIj +QrIKK7SMgVfRcS1OvYhHNv4u7XiZ7on8hP0MJCDnkICcA2bRT/1peHi4sLBw +5cqVk9JMjfKYnZ09dTev2bp1q+/TFRUVhYeH26ifPjk2TVWb0LWRZ64Juvqr +Y/TXF6sX8Ub8d79IOq97Ij9hPwMJyDkkIOeAWfRTLZqamgoKCmJiYka9Lu44 +AgMDjZJo1NLHjx97PJ6pm/DChQu+z2t0VeOH9uqn9RnvqmqzdM2Wa3cbtYyB +V+EZHqja/uazr6CGpQ0OTc7lry2O/QwkIOeQgJwDZtFP9RoYGLh+/frBgweT +k5M3bNjw+eefBwcHqwI4a9asZcuWRUREJCQk7Nu3r6ioqLu72w9TGfXZ99uv +Cxcu9D6vvfpp7b4f+F5ap6KmXcsYeEWN2b9Tr+OGiC9KHzXrnsgf2M9AAnIO +Ccg5YBb91IIGBwfb2tr6+vq0PLvb7V67dq1vD719+7b3r+zVT6t3fl31mk9C +Dz1pm6oPQmNKtV+NVq/j4dg/Zpy5r3sif2A/AwnIOSQg54BZ9FOMkJ2d7VtC +09LS1F/ZqJ96XAOq1DxKev29kJz+weH/n737DG7rOtAGvPtlspmdyc7uzuz+ +2R+b2d3IcokTl8QlcRK3ON1OYqfZjuUiq1qyLVmyFUuyRYnqpESJEgvYRIoU +i1jF3nvvvfcKEgRAgOhAvivTOYAogsQl77kX5HmfwexkLeCeQ+IleF7eJv40 +YO30o2Xkrazzf/IMG/exxXoGWICcAwuQcwC+0E/BUX9//44dO0gDPXz4sNFo +v+PkOuqnZu0kKTVtAQ+/45kh/hxAEFbT/FDwveTd/PB0rNVK8cxrN4H1DLAA +OQcWIOcAfKGf0pCcnJyent7Y2Dg9PU31KkbCMhgMXCF1vBYTV1cdn7CO+qlR +0UkaTY3fDz64kCf+HEAoEymvkHfz3FmPgXGV1DOiDusZYAFyDixAzgH4Qj+l +Ye/evaTEZWdnSz0dV4WHhzvWT65lL3rCOuqn+vFK0miKrrxwNJCV+5JsSMrq +c+TdjLu4JatyQOoZUYf1DLAAOQcWIOcAfKGfCk6v1zuWuPLycsd/VSgUHh4e +x76QmJgo1STv1tjY6DhtT09Pi2XxjTxW3U+XVEtTc+4V0mgyLv/uyNUcqsMB +VU35QY57wz0Cc6WeEXXx8fFSTwGAOuQcWICcAzjjrCOgnwpuYmLC8dvb3Nzs ++K/Dw8Pkn65cuSLVJBdRqVT79u0jE9u9ezf3Vdz9tHW0/3SuI4o0mnif1wMS +G8WfAwjFapwbDLpn4d0clH3zY+8kqWdEXS3+3g4MQM6BBcg5AF/op4Lr7u52 +LHHV1dWO/+qe/fTSpUuOc87Pz1/yaeuon6oarpJ+GnFh+43sdvHnAAIaT/wN +eUNPn/GcVGilnhFdWM8AC5BzYAFyDsAX+qngHBsoJzQ01Nm/ukk/5dqo44Qv +Xrzo7JpO66ifzlZ6kjoT6LUvraxP/DmAgGYrT5I3NObiWyWNI1LPiC6sZ4AF +yDmwADkH4Av9VHBzc3OLjqCOj4+fnJxcaHPu1k/Hx8d3795NpvTBBx8olUpn +T15H/XSm8ACpMxfPHdnwdWbDmx/KJW9opd+PglOaV37Neob1DLAAOQcWIOcA +fKGfCs5mszmey+lo165dd/+Xtejq6lrjbAMDAxdNyde5nTt3Oj7Tx8eH/JOz +Q4L/JlHGprLeJXXm5JnTjd1T4s8BBGQ1qAb//oYOyDYd8U2XekZ0YT0DLEDO +gQXIOQBf6Kc0xMfHL9lPBdfU1LTGqV65ckWQmfj5+TkbYpsUGZtItt8x8/Cp +y/1jTncKw3oxFv9Lx785aOaNUs+IIqxngAXIObAAOQfgS5Lu4CaysrIOHDjw +k5/85A9/+ENERISAW1apVJ988okgvW956KfOjMU+R7rMPs+QGZVO/DmAsBTl +HuQ9jbqwta5jUuoZUYT1DLAAOQcWIOcAfEnSHdzB9evX/8HBkSNHhN3++Pj4 +0aNHBal+y0A/dWYk/FHSZXYcjzGaFt/LFdad+YFM8p6WX31mY1+TGesZYAFy +DixAzgH4kqQ7uINvfOMbXC39+te//vrrr3/yySeVlZWCD2GxWCoqKsLCwry8 +vDw9PT///PPPPvvswIEDjrXus7UZGBhY4yRTU1NPu2xRJ+W+KPJPaWlpzoYQ +P2M2m3UoaBO5Xea2kxv8XEVGWHQzQw6noHoG5Uo9I4qwngEWIOfAAuQcgC82 ++ynXHL/yla9w/fTDDz8UeWh3u34vL+vl+r0W/SwpMp2BD+73cXrtJlhfRmJf +IO+s59nzG3i3ONYzwALkHFiAnAPwxWY/nZubWzis98aNGyIPjX4qApOyj7SY +ev8nPg8qFXkCQImi9Ch5ZyMubG8fmJF6RrRgPQMsQM6BBcg5AF8M9tM//elP +zzzzzEI/ffDBB1944YWPP/5YtNHRT0VgmKwjLab06nPeN2pEngBQou1LJe9s +yZXnk4p6pJ4RLVjPAAuQc2ABcg7AF4P99D//8z//4U5PP/20aKNrtdq4uLjY +L9TUrLPetF766fxgLmkx2b4vBiWv9SpS4CYs81Pkne2X3eMVUSz1jGjBegZY +gJwDC5BzAL4Y7Ketra1FRUULzfTMmTP19fW9vb1ST2p9WC/9VNMdT1pM8qU/ +xeR2iDwBoGfoxrP2u6Ce97HabFLPiAqsZ4AFyDmwADkH4IvBfvo3h/NP4+Pj +pZ7LerJe+qm6JYRUmOiLb2dU9Is8AaBnpvgQeXOvee8anFBLPSMqsJ4BFiDn +wALkHIAvet0hobBb5Ifrc0M/XZ310k+VtRdIhQn1fq+0aVTkCQA92p5E8uYW +XflpdtWA1DOiAusZYAFyDixAzgH4otcd3jiWJvLD9bmhn66Ol5cXKae7d+82 +m82uvEr8fqoo+5xUmKvnDzb3ykWeANBj1oyRN7dPtvlqbJXUM6IC6xlgAXIO +LEDOAfhCP6X05QMhfj+dzv+QVBivs59v1ENAmTUY+UPy/p7zuSr1dKjAegZY +gJwDC5BzAL7QTyl9+UCI30+nMt8m/cXzzBmFWi/yBIAqecFH5P0N8d4jn52X +ekbCw3oGWICcAwuQcwC+cP4ppS8fCPH76UTyy6S/fHrK12yxijwBoErTFUfe +33zfX2zI84uxngEWIOfAAuQcgC9cv1fquWx84mdsJOY5ez89d03k0YE2s3qI +vL89gfeFptRLPSPhYT0DLEDOgQXIOQBf6KdSz2XjEz9jQ+HfI/3l6OVkkUcH +EQyEP0He4gtXg6WejvCwngEWIOfAAuQcgC/0U6nnsvGJn7HB4M3280+Di0Qe +HUQwmfs+eYuDvD7Q6IxSz0hgWM8AC5BzYAFyDsAXm/1Uo9H84z/+I9dPExMT +pZ7LxidyxqxGjePBnxej8XthA9J03CDvcq7vr+o7J6WekcCwngEWIOfAAuQc +gC82+ymISeSMOd4fszng0eCUZjFHB3GYlH3kXe4OfCA6u1XqGQkM6xlgAXIO +LEDOAfhCPwXaRM6YcaaNNJcqvx/G5HaIOTqIpv+a/Sxj36AIqacjMKxngAXI +ObAAOQfgC/0UaBM5Y/qxClJbiq78NL28T8zRQTRjmbvIGy3z3m80W6SekZCw +ngEWIOfAAuQcgC/0U6BtmwMRhpsfyCS1JePyb0saR0QYFMQ31xZB3uisyy91 +DCqknpGQsJ4BFiDnwALkHMAV2+4k9XRggxM5Y5rOGFJbEn1ea+iaEnN0EI1R +0UXe6M7AB5OLuqSekZCwngEWIOfAAuQcgC/0U6BN5IypmwJJbYm88G7viFLM +0UE0NputP/QR+11mImKlnpGQsJ4BFiDnwALkHIAv9FOgTeSMKavPkc4S7P3+ +pEIr5uggpuHUrfZ+evETq80m9YwEg/UMsAA5BxYg5wB8oZ8CbSJnTFFy2H5Z +1/OfzOtNYo4OYlI3h5D3Ov3y74Ym1VLPSDBYzwALkHNgAXIOwBf6KdAmcsam +ct8jncXr3HExhwaRGadbyXvdHvCd3KoBqWckGKxngAXIObAAOQfgC/0UaBM5 +Y6Mpr9v76cWLYg4NIrPZrP0h3yZv97WYZKlnJBisZ4AFyDmwADkH4Av9FGgT +OWODcb8mheWCX6iYQ4P4BpK2kLc7xPeI1NMRDNYzwALkHFiAnAPwhX4KtImc +sYHrPyKF5VJoophDg/iUDQHk7U699PtppU7qGQkD6xlgAXIOLEDOAfhCPwXa +xO6noQ+RwuIfUyjm0CA+g7yRvN2tAY+UNY9KPSNhYD0DLEDOgQXIOQBf6KdA +m5gZs9msg0GbFtrKoOybYbcaRRsaJGGzmvuDv0UqanRSptQzEgbWM8AC5BxY +gJwD8IV+CrSJmTGrQUWqSlfgt27md4k2NEilN/5V8qaH+3tIPR1hYD0DLEDO +gQXIOQBf6KdAm5gZM6kHSVVp9H8sq3JAtKFBKtM1l8mbnnzpT1rdRrjjLdYz +wALkHFiAnAPwhX4KtImZMYO8mVSViqtPl2+UsxFhGYbJWvKmN/t/t6FrSuoZ +CQDrGWABcg4sQM4B+EI/BdrEzJhupJhUlXzfXzT3ykUbGqRisxj7g+4n73tS +eoHUMxIA1jPAAuQcWICcA/CFfgq0iZkxbV8q6Slpl18eGFeJNjRIqDv29+R9 +jwo+I/V0BID1DLAAOQcWIOcAfKGfAm1iZmyuPZL0lJs+b8yoNsjdMGF5E+Ve +9v2nl14zmS1Sz2itsJ4BFiDnwALkHIAv9FOgTcyMqRqukp4ScWG7wbTuewq4 +Qj9eSd73Bv/Hu4YUUs9orbCeARYg58AC5ByAL/RToE3MjE2Xe5KeEnxhn2jj +grRsZsNA0L3krc/Mr5B6RmuF9QywADkHFiDnAHyhnwJtYmZsNPcAKSlBvp+L +Ni5IrvPGb8hbHxvuLfV01grrGWABcg4sQM4B+EI/BdrEzNjgra32fhpwQbRx +QXJDRafsp6D6brHabFLPaE2wngEWIOfAAuQcgC/0U6BNzIz1xtmv4xp6LUS0 +cUFyupES8tbX+T3ZP7a+L92M9QywADkHFiDnAHyhnwJtYmasJ/KnpKRcj44X +bVyQnNU0PxC0mbz72UVVUs9oTbCeARYg58AC5ByAL/RToE3U/afXnrSfhJiS +J9q44A46ouynoMaFe0k9nTXBegZYgJwDC5BzAL7QT4E2MTPWH/wgaSgpefWi +jQvuYKj4DHn3b/m+ZrWu41NQsZ4BFiDnwALkHIAv9FOgTbSM2ayWwb/Xk0HZ +N3Or+8UZF9yEzuEuqM0Bj/aPKaWe0ephPQMsQM6BBcg5AF/op0CbaBmzGJSk +nnQGPljVNi7OuOAmbBZjX9D9JAM5+UVSz2j1sJ4BFiDnwALkHIAv9FOgTbSM +mdSDpJs0+j/W1j8jzrjgPtqj/0gykHjNU+rprB7WM8AC5BxYgJwD8IV+CrSJ +ljHjdAvpJhVXfzw0qRZnXHAfI+W+JAOZV16xWK1Sz2iVsJ4BFiDnwALkHIAv +9FOgTbSM6UdLSTcpuPLz2Tm9OOOC+zBOt5IMdAR+u2d4ve5Dx3oGWICcAwuQ +cwC+WO6nMTExTz311L/92799/etff/bZZ0NDQ4uLi1944YUtW7ZIPbUNZZsD +qgPN96eTbpJ++Xcms4XqcOCGbDZrT/BD9lNQc9KlntEqYT0DLEDOgQXIOYAr +tt1J6ulIw9/f/x/u8j//8z/c//3v//5vqWe3oYiWMUVLJCkmSZf/Is6g4G7a +4t4iMUgOPSz1dFYJ6xlgAXIOLEDOAfhis5+WlZX90z/9E1dFv/e975WUlAwP +D4eGhv7rv/7rQktFPxWWaBkbq7Sfe5hwdac4g4K7GasJJTHIv/JLs2VdnoKK +9QywADkHFiDnAHyx2U8fe+yxhb2ler39FMXy8nL0UxpEy9hA/glSTOIDD4oz +KLgbx8s498ru6+hbl7cZwnoGWICcAwuQcwC+6HUHVZ2PyA8XJ2Y2m7/2ta9x +PdTf33/RP/385z9HPxWcaP20O+0jez8NOyHOoOCGOkOeIEnITouRejqrgfUM +sAA5BxYg5wB80esOZH0o2sPFiTU2Ni7sJ62qqlr0T0eOHEE/FZxo/bQjYZv9 +/NOoS+IMCm6oLWkvSUJq0AdST2c1sJ4BFiDnwALkHIAvBvtpdHT0Qj/t7u5e +9E9XrlxBPxWcaP20LfqP9laScE2cQcENTbbEkySUX33GYFp/V3LGegZYgJwD +C5BzAL4Y7KcFBQUL/bSiomLRP3322Wfop4ITr59G/JKEISsjSZxBwQ1ZdDOD +si+TMCDb1NLRK/WMeMN6BliAnAMLkHMAvhg8/3RsbGyhn/r5+S36p5deegn9 +VHDiHd8b+iPSTwuLisQZFNxTa9jzJAw5SUFST4c3rGeABcg5sAA5B+CLzev3 +Pvzww1wP/b//+z+j0Uj+Y1NT0//7f/8P/VRw4l0fKfhhUkkq61vEGRTcU1va +YfvOdNm7Uk+HN6xngAXIObAAOQfgi81+mpqaurAL9fHHHy8uLh4eHo6KivqP +//gP3F+GBvHuLxO0mVSS5u5RcQYF9zTTk0vCUO//hFZvknpG/GA9AyxAzoEF +yDkAX2z2U86hQ4f+4S7//u//vnBfVKlnt6GIkzGrWUf6SK/s3v4xlQiDgtvi +8tAvs/+9oq6+TuoZ8YP1DLAAOQcWIOcAfDHbTzk3b9588cUX/+u//utf/uVf +nn322ZiYmD179nD99KGHHpJ6ahuKOBkzaydIGWkNeHhaqRNhUHBnTRG/JZHI +jj0v9XT4wXoGWICcAwuQcwC+2OynTU1NMzMzd//33//+91w/ffrpp8Wf0gYm +TsaMs92kjNT4/UBvNIswKLizztzzJBL5AX+Qejr8YD0DLEDOgQXIOQBfbPbT +b3zjG1wPfffdO66a0tzc/NWvfpX77wcOHJBqYhuSOBnTjFaTMlJ69XkRRgQ3 +pxlvJJHoDHxwWqmRekY8YD0DLEDOgQXIOQBfbPbTl19+meuhX/nKV86ePcvV +0uHh4bCwsAceeID7j//8z/9cX18v9QQ3FHEyNtWZScpIgd9LIowIbs5ms3UF +OVzSuThD6hnxgPUMsAA5BxYg5wB8sdlPe3p6Fi6FtMjXvva1rKwsqWe30YiT +saHaG6SJ5Aa8KsKI4P4aYrba74J6/ZDU0+EB6xlgAXIOLEDOAfhis59yBgcH +d+/e/b//+79f/epXuVr65JNP7tu3r7y8XOp5bUDiZKy7+Kq9iQRvF2FEcH99 +leEkFeX+P7HZbFLPyFVYzwALkHNgAXIOwBez/ZSwWq1mM66lQ5E4GWvNOmW/ +WGv4RyKMCO7PpLFf1XlAtmloZN3cFRfrGWABcg4sQM4B+EI/BdrEyVhj8if2 +43tveIgwIqwLzSFPk2CUZF6TejquwnoGWICcAwuQcwC+0E+BNnEyVh+72359 +pMSLIowI60JDkv0PF/mh6+bjDusZYAFyDixAzgH4Qj8F2sTJWF3kX+y7yTJC +RRgR1oWRtmwSjMaAx80Wq9QzcgnWM8AC5BxYgJwD8IV+CrSJtP807LekhlQV +JYgwIqwLVrO+T3av/Uaobevj7lFYzwALkHNgAXIOwBf6KdAm0vmnIT8hHaSp +pkCEEWG9qLv2O5KN4sTzUk/HJVjPAAuQc2ABcg7AF/op0CZOxlqCvk86SHd7 +gwgjwnrRlHXefux30CtST8clWM8AC5BzYAFyDsAX+inQJk7GOmXfIR1kdHRI +hBFhvZgZabL/7SLwAe38vNQzWhnWM8AC5BxYgJwD8IV+CrSJk7EB2T2kg6jm +NCKMCOtIh+wR++HflZlST2dlWM8AC5BzYAFyDsAX+inQJkLGLEYNaR89gfdZ +rOvjGq0gmuqod+2noEZ/IvV0Vob1DLAAOQcWIOcAfKGfAm3bHFAaQj0zRNpH +a8CjlEaB9au9JJwkpDrweamnszKsZ4AFyDmwADkHcMW2O0k9HdjgRMjY+EAj +aR/1gT+kPRysO/OqyUHZlwkZkG2alk9IPaMVYD0DLEDOgQXIOQBf6KdAmwgZ +62sptO8dk/2U9nCwHjUEPUtCUpsXJvV0VoD1DLAAOQcWIOcAfKGfAm0iZKyt +MolUj8rg39EeDtajqvhDJCRl196SejorwHoGWICcAwuQcwC+0E+BNhEy1pAf +RqpH+bU3aA8H61Fvcz4JSUfgdyxWi9QzWg7WM8AC5BxYgJwD8IV+CrSJkLHq +9Ev2fhq5i/ZwsB5ZzObOwAdJTvpbi6Se0XKwngEWIOfAAuQcgC/0U6BNhIyV +J56wH98b9zHt4WCdKgt7g+SkKuGw1NNZDtYzwALkHFiAnAPwhX4KtImQsdLo +g/brI6V40h4O1qmanGCSk4agZ6WeznKwngEWIOfAAuQcgC/0U6BNhIyVROy0 +318m6zLt4WCdmp4aH5BtIlHRzI5IPSOnsJ4BFiDnwALkHIAv9FOgTYx+Gmo/ +brO1OJz2cLB+VQb+1B6VggCpp+MU1jPAAuQcWICcA/CFfgq0iZCxsqDfkdLR +U5tMezhYvwpjj9nvghrxZ6mn4xTWM8AC5BxYgJwD8IV+CrSJkDHHnWIjHW59 +XVaQVmtDOYlKr+x+m8Ug9YyWhvUMsAA5BxYg5wB8oZ/Cisxms1qttlqtq3u5 +CBmrC3iKlI6ZkRbaw8H6ZTRZWgK+S9Iy2pYl9YyWhvUMsAA5BxYg5wB8oZ/C +3Ww2G/dxGhUVdfHixUOHDm3fvp3Lya5du44dO+bv75+UlDQ4OOj61kTIWEvA +o6Rx6FXue9EbcAd5odvsV/FN2C/1dJaG9QywADkHFiDnAHyhn8IiPT09p06d +2rYsrrFGRkZqtVpXNkg7YzqDuTvwftI4rMY5qsPBeleaHUnS0hb0famnszSs +Z4AFyDmwADkH4Av9FAir1RoSErJ8M3W0b9++urq6FTdLO2PyWQ2pG4OyTTab +jepwsN6NT8r7ZJtJZrTT3VLPaAlYzwALkHNgAXIOwBf6KRDp6emul9MFu3bt +GhsbW36ztDM2ODhEuka37EGqY8HGUOT/EslMR/5FqaezBKxngAXIObAAOQfg +C/0UFvT29u7YsWNR/fT19a2urh4dHVWpVD09Pbm5ufv371/0HA8PD7PZvMyW +aWesva3J4XDNJ6iOBRtDTuxpkpnG8N9IPZ0lYD0DLEDOgQXIOQBf6KfAsVgs +n3zyyaJjd5f8RJ2fnw8NDV1UURMSEpbZOO2M1VUXkq7RHPIs1bFgY2hqrCOZ +6ZdtdsNzlrGeARYg58AC5ByAL/RT4PT19S2qnI2Njc6ebLVaz5075/jkw4cP +L7Nx2hkrL0i27wu79iLVsWBjMBjNtf4/ILEZa06UekaLYT0DLEDOgQXIOQBf +6KfAycjIcOybfn5+yz9foVDs3LnT8SV6vd7Zk2lnrCg93H67kMhXqY4FG0Zm +yF77bvebu6SezmJYzwALkHNgAXIOwBf6KXB8fHwcy2Zra+uKLzlx4oTjS3p6 +epw9k3bGchMu2/efxm6nOhZsGEU5CSQ2XUGPuNtln7GeARYg58AC5ByAL/RT +sFqte/bscSybCoVixVfJZDLHlxQVFTl7Ju2MZd04ad8RlvQR1bFgwxidUnYF +foskRzNWL/WM7oD1DLAAOQcWIOcAfKGfgsViuXXrVkREhK+v74kTJ44ePerK +q86fP+/YT8vLy509k3bGMsM/sV+/N8OD6liwkeT6/9F+l5ksT6mncwesZ4AF +yDmwADkH4Av9FFbBarXu3bvXsZ+2t7c7ezLtjGUEv2e//2mBO97LEtxT9k37 +keEtYT+Vejp3wHoGWICcAwuQcwC+0E9hFYqKihzL6fbt2+fmnN6hg/rxvYFv +kZYxWBVGdSzYSNo6ugZlf0+O7Jtm7ZTUM7LDegZYgJwDC5BzAL7QT4EvnU63 +f/9+x3569uzZZZ5PO2M5fr8n/XSyNYnqWLCRmC3Wcr/nSHgGKq9JPSM7rGeA +Bcg5sAA5B+AL/RT4ioqK2nanqqqqZZ5PO2MFV35JKoZqoIDqWLDBZEb81X7x +5xtvSD0dO6xngAXIObAAOQfgC/0UeCktLV1UTj09PZe/NwfVjJnMlvKrz5CK +YZA30hsLNp7KsjwSnh7Zt2xWk9Qz+hLWM8AC5BxYgJwD8IV+Cq6rq6vbsWOH +YzndtWvX0NDQ8q+imjHlnL7O/0lSMUzKPnpjwcaj0uhbAx4h+ZnuLZR6Rl/C +egZYgJwDC5BzAL7QT8FF9fX1O3fuXLTztKSkZMUXbnOiVghZBZVtAQ+RflFX +kSvIZoEdGX5/Ifkpjdgl9XS+FB8fL/UUAKhDzoEFyDmAM846AvopuKK0tHT7 +9u2LkhMbG+vKa6lmrHNQ0SfbTPqFzWygNxZsSAVpYSQ/rcE/lHo6X6rF39uB +Acg5sAA5B+AL/RRWlJ6efvefNaKjo118OdWM1bUN2a+/GrSZ3kCwUQ0Ojzn+ +iUOncItDxLGeARYg58AC5ByAL/RTWIbZbA4LC1tLOf0b5YyVVjeRZtEd/Ai9 +gWADK/b/FUlRZ+FlqadzG9YzwALkHFiAnAPwhX4Kzmi12nPnzt1dTlNTU3lt +h2rG8goK7c0izF0OzoT1JSfak6SoIeJlqadzG9YzwALkHFiAnAPwhX4KS5LL +5UeOHFnUTHfu3FleXs53U1Qzlp6eTJpFR8TP6Q0EG1hjQw1JUb9ss9WklXpG +WM8AE5BzYAFyDsAX+incrb+/f//+/YvK6Z49e9ra2laxNaoZS44PJ82iPfr3 +9AaCDcxgstQ73KVopClZ6hlhPQNMQM6BBcg5AF/op7BIS0vLe++9t6icHjx4 +cHh4eHUbpJqx+Kgr9uN749+mNxBsbDmh79kP8Y17T+rpYD0DTEDOgQXIOQBf +6KfgqL29fdeuXYvK6fHjx5VK5aq3STVjcWGn7ddHSv2A3kCwsZXlx9sPFA96 +1GazSTsfrGeABcg5sAA5B+AL/RSInp6eu/ecXr582WBY001F6fbTwL/azxzM +PUpvINjYpmfV3YEPkCwph2uknQ/WM8AC5BxYgJwD8IV+CgtUKtW+ffsWldOw +sDCr1brGLdPtp1f3kk4xWupFbyDY8PID/0yy1Jwq8d86sJ4BFiDnwALkHIAv +9FPgcCXU29t7UTmNiooS5ChHuuefXn6HdIrphmB6A8GGV5ASQLLUEvJjaSeD +9QywADkHFiDnAHyhnwKntLR0UTm9cOHC2vecLqCXMavVlnTJvs9rrusmpYGA +BQNDI/2ye0ic5hW9Ek4G6xlgAXIOLEDOAfhCPwWLxfLXv/51UT/19vYO5KOj +o8PZ9ullTDNvzLz8G3uhGMiiNBAwotj/1/bbFeVKebg41jPAAuQcWICcA/CF +fgp1dXXb1iwzM9PZ9ullbGJGW3jlZ6RQ6MfKKQ0EjMiNO0vi1BT2CwlngvUM +sAA5BxYg5wB8oZ9CXFzcOu2nvSPKiqtPk0JhnG6hNBAwoq29bVD2ZZy4/2HS +Tkk1E6xngAXIObAAOQfgC/0ULly4sE77aWP3VIP/46SfmlQDlAYCRlis1gq/ +50iiekplUs0E6xlgAXIOLEDOAfhCP4XDhw+vvZ/m5+c72z69jJU1j7YHfIe0 +CYtuhtJAwI7syCMkUY0RL0s1DaxngAXIObAAOQfgC/0UaKOXseyqgT7ZZtIm +bBYDpYGAHfV1VSRR/bLNVoNKkmlgPQMsQM6BBcg5AF/op0AbvYwl5beSKjEQ +dC+lUYApBpOl1v8pe66qr0syDaxngAXIObAAOQfgC/0UaKOXsZjUMtIj+kIf +pTQKsCY7/ID9EN+o1ySZA9YzwALkHFiAnAPwhX4KtNHLWHhcGukRvRE/ojQK +sKaqvMD+dw/ZfVbTvPhzwHoGWICcAwuQcwC+0E+BNnoZC4mItveI6F9SGgVY +o9WbGv0fI9EabUwQfw5YzwALkHNgAXIOwBf6KdBGL2OBQYH2S9nE/5HSKMCg +7NA99kN8Y94RfwJYzwALkHNgAXIOwBf6KdBGL2P+V71IiRhK3UppFGBQWaH9 +0PEe2bdsZrEvDY31DLAAOQcWIOcAfKGfAm30Mubn40FKxHjuPkqjAIOUc/qW +gEfs6Wq9JfIEsJ4BFiDnwALkHIAv9FOgjeL+U6+DpEHMlH1OaRRgU1bwLodD +fMXeO4/1DLAAOQcWIOcAfKGfAm2UMqYzmEO87ScJKmu9aYwCzCotuCXhIb5Y +zwALkHNgAXIOwBf6KdC2zYGAm51W6iIvvEsahLpJJuDGARYd4jvWkiLm6FjP +AAuQc2ABcg7gim13kno6sMFRytjguCre53VSHzQdN2iMAizLDpHsEF+sZ4AF +yDmwADkH4Av9FGijlLHWvum0y6+Q+qDtS6UxCrCsTLpDfLGeARYg58AC5ByA +L/RToI1SxqraxnN9f0Xqg26kiMYowDKV5s5DfJvFO8QX6xlgAXIOLEDOAfhC +PwXaKGUsr3ao9OpzpDsYJutojAKMk+oQX6xngAXIObAAOQfgC/0UaKOUsZSS +nhq/H5DuYJztpjEKMK68MFWSQ3yxngEWIOfAAuQcgC/0U6CNUsZuZLe3BDxK +uoNZM05jFGCcVIf4Yj0DLEDOgQXIOQBf6KdAG6WMBSU3dQc+QIqD1ThHYxQA +x0N8G8Q6xBfrGWABcg4sQM4B+EI/BdooZcwnunpQ9mVrGAz6ps1mpTEKQEWR +BIf4Yj0DLEDOgQXIOQBf6KdAG6WMnQ3NI61hMPTbNIYA4MxpDY6H+I6Icogv +1jPAAuQcWICcA/CFfgq0UcqYp18SqQxD179PYwiABTmOh/hGi3GIL9YzwALk +HFiAnAPwhX4KtFHKmMfFa6QyDMe8QGMIgAWOh/j2yh6wmvW0R8R6BliAnAML +kHMAvtBPgTZKGfvs7BX7VVWTXqExBMCCuXlDc8B37fvr62/SHhHrGWABcg4s +QM4B+EI/BdpoZMxothw/fY70hamMNwUfAsBRTthe+yG+ka/THg7rGWABcg4s +QM4B+EI/BdpoZEw5pz979jjpC9N5ewQfAsBRTXkuyVuf7F6LQU11OKxngAXI +ObAAOQfgC/0UaKORsTG55tK5T0lfmCk+JPgQAI4MRnOD/xP2G82Uh1EdDusZ +YAFyDixAzgH4Qj8F2mhkrHt4NsBrPykLs5Wegg8BsEju9Y/th/iGv0x1LKxn +gAXIObAAOQfgC/0UaKORsYauqTDv3aQsqOp8BB8CYJHmxmoSuQHZJsPcJL2x +sJ4BFiDnwALkHIAv9FOgjUbGSptGb1x8h5QFdUuw4EMALGKxWqv9nyapa8uj ++FcRrGeABcg5sAA5B+AL/RRoo5Gx7KqBRJ/XSFPQdMYKPgTA3fJjT5DUNYX8 +hN5AWM8AC5BzYAFyDsAX+inQRiNjSUXd6ZdfJk1hvj9d8CEA7tbb2z0g22Q/ +sHyyk9JAWM8AC5BzYAFyDsAX+inQRiNjkZlt+b6/IDVBN1Is+BAASyoN+JX9 +Kkkpn1EaBesZYAFyDixAzgH4Qj8F2mhkLDCpsezqs6QmGKbqBR8CYEklt66S +4LUGPUFpFKxngAXIObAAOQfgC/0UaKORsYvRtbV+3yc1wTTbLfgQAEuSy6d7 +ZfeR7I11ldIYBesZYAFyDixAzgH4Qj8F2mhkzDOsoiXgEdIRzNpxwYcAcKYo +2H5trpqYPTSGwHoGWICcAwuQcwC+0E+BNhoZ+9SvuDvwftIRrMY5wYcAcKY6 +P5pkr0v2oMWkF3wIrGeABcg5sAA5B+AL/RRoo5GxDy/kkIIwFLTJZrMJPgSA +M/M6fXvgQySBHWVRgg+B9QywADkHFiDnAHyhnwJtNDK293QCaQfD1x4SfPsA +yyu6/gFJYHXYy4JvH+sZYAFyDixAzgH4Qj8F2gTPmMVq3XMigrSD0RtPCbt9 +gBV1t1aSBA7INqmmR4TdPtYzwALkHFiAnAPwhX4KtAmesbl540eeMvsFVG/+ +TNjtA7iiNtB+h6OalFMCbxzrGWAAcg4sQM4B+EI/Bdq2ORBkgxMz2k9P+ZJq +MJH8iiCbBeClIsWLhLBRJvBOfKxngAXIObAAOQdwxbY7ST0d2OAEz1jfqNLj +9HlSDabStwi7fQBXzM5M9sk2kxz2tRYLuHGsZ4AFyDmwADkH4Av9FGgTPGPN +vfIzZ0+QXiDP3S3s9gFcVB76Z5LDsshdAm4Z6xlgAXIOLEDOAfhCPwXaBM9Y +ZevYxXNHSC+YKfpY2O0DuKil7Kb9RqiBD+r180JtGesZYAFyDixAzgH4Qj8F +2gTPWF7NoN/5A6QXKMo9hN0+gIssZlN74MMkinX514TaMtYzwALkHFiAnAPw +hX4KtAmesVslvSHee0gpUNZ6C7t9ANdVxH5EolgR9FuhNov1DLAAOQcWIOcA +fKGfAm2CZyw6pyPywrukFKibAoXdPoDrxvoaHG+EOj7SJ8hmsZ4BFiDnwALk +HIAv9FOgTfCMBac03/R5g5SCufZIYbcPwEt90HMkjcU3hTnaHOsZYAFyDixA +zgH4Qj8F2gTP2OXYuluX/kAagbY3WdjtA/DSkOVjvxFqwJNmi3Xt28R6BliA +nAMLkHMAvtBPgTbBM3Y6vDLb90XSCOaHcoXdPgAves1Mn+xe+1WSylLXvk2s +Z4AFyDmwADkH4Av9FGgTPGNHA0uKrrxA6oB+vFLY7QPwVRP5FglkYfBf1r5B +rGeABcg5sAA5B+AL/RRoEzxj+33yK6/+mNQB43SrsNsH4GukLY8Esld27/DI +yBo3iPUMsAA5BxYg5wB8oZ8CbYJnbMeZrAb/x0kdMKkHhd0+AF82m6016Psk +k7mxJ9e4QaxngAXIObAAOQfgC/0UaBM2Y1wR2HIsrT3gO6QLWHQzAm4fYHVa +s8+STNb6P6UzmNayNaxngAXIObAAOQfgC/0UaBM2Y/N60xvH0vpkm0kXsJkN +Am4fYHWM2ql+2T32G83kremy0ljPAAuQc2ABcg7AF/op0CZsxuTK+TePpZAW +MBS8WcCNA6xFY/QWkswc/1dtNtuqN4X1DLAAOQcWIOcAfKGfAm3CZmxwXLX9 +eCxpASPhjwq4cYC1mOktIsnsk21ubuta9aawngEWIOfAAuQcgC/0U6BN2Iy1 +9c/sPRFOWsBo9I8E3DjAWthstvaQH5Jw3go7vOpNYT0DLEDOgQXIOQBf6KdA +m7AZq2mfOOgZSCrAePwvBNw4wBr1l/iScDb4Pz4+rVnddrCeARYg58AC5ByA +L/RToE3YjBXWDx8+dYlUgImUPwi4cYA1shiUfUH3kXymxF9b3XawngEWIOfA +AuQcgC/0U6BN2IyllfWdOG2/kcdUxlsCbhxg7TqSdttvhHrlxbl54yo2gvUM +sAA5BxYg5wB8oZ8CbcJmLC6v89xZD7L+n87bI+DGAdZON9lA8jko+2ZadsEq +NoL1DLAAOQcWIOcAfKGfAm3CZuxaWqvPuU/J+n+m+JCAGwcQREfkr0hEE3zf +NZotfLeA9QywADkHFiDnAHyhnwJtwmbML74hwGs/WfzPVngKuHEAQcx2JJKI +dgc+kF/VwXcLWM8AC5BzYAFyDsAX+inQJmzGzkdWh3q/Rxb/yjofATcOIAib +1dQT+j2S0oirh602G68tYD0DLEDOgQXIOQBf6KdAm7AZ8wgui7q4laz81c1B +Am4cQCgTFd4kpXX+T9a2j/N6OdYzwALkHFiAnAPwhX4KtAmbsU+uFCX4vE5W +/pqOaAE3DiAUi256IOheEtTgoKu8Xo71DLAAOQcWIOcAfKGfAm3CZmyvV27q +pVfIsl/blyrgxgEENJT5vv1GM76/6hmedf21WM8AC5BzYAFyDsAX+inQts3B +2rf2jmcGt9Qny37dcMHatwlAg0He7HijmaAbKa6/FusZ2EisxjmTetAgb9SN +FCurz80UfSzP2zOV+U57ykeq+kvKOh9l7UVVnY+q3lfdFKBuCdV03ND2JM0P +5urHK42KDrN23GYxSP1FAKwSPs8BXLHtTlJPBzY4ATNmtljfOJZWcuV5suzX +T9QItXEAwfXH/oZkNebiWxMzGhdfiPUMrDs2q4UrobqRorm2iNmqU9N5eyZS +Xhm98cOhkPvIT8FaHsPXHhqLfX4y9dXpgn1cyZ1rj+TGMqkGbFaT1F86wHLw +eQ7AF/op0CZgxtRaA9dPq/x+SFYsRgXvO3cAiEbbe8vxRjMhCRUuvhDrGXB/ +Zu2kbihf1XBlOm/vePzPheqhvB/Bm8din5vK2jpbeVLTFWeQN1nNeqm/NwB2 ++DwH4Av9FGgTMGMTMxqunzb52+/cYZ4bFmrjAIKzWU391x4ncQ30/mhaqXPl +hVjPgBuymnX68UpVw1V51raRyCekaaMuPTaNxb0wnf++uilQP1ZhNc5J/Z0D +puHzHIAv9FOgTcCM9Y4ouX7aEfhtsg6x6HlccwZAfMp6XxLXJv/vhd1qdOVV +WM+Am7CZDV+cNHp2IvmVoeB7V1cYh8O+PRr99ETiS1Ppb4zF/3ws9jnu/44n +/bYzYfvfzzz94izUGq/ZqjOKco+Zkr9O538wlfXu5K0/jcf/fCTyyVUP/WVd +vfmzmeJPNF1xJtWA1N9RYA4+zwH4Qj8F2gTMWHOPnOun/bJ7yMLDZjEKtXEA +Giz62YGQB0hivc95KNQr70LFegakZVIPzrVem8p8Zzj0Adeb4EjkE1yjnCn6 +WFXvq+1J1I9Xctuxmp0G3vWc22w2i0FpnO3WjZZoOmO5MjtTdHAy9dXRqB/w +rasj1x+T5+xSt4QYZ9q4zQr0DQNwCp/nAHyhnwJtAmassnXs7WOJ9pVGyP1C +bRmAnpnSoyS0lVd/fC2tdcWXYD0D4rPZrPqJ6tkKz7GYZ13aKxr6rYnkVxSl +RzUdNwyTdVaDmu+IguTcaprnmqa295ay9iJXPF2c/JddNeK78tz35jqicKoI +0IPPcwC+0E+BNgEzllc7tPN4tOOfwYXaMgA9JvXgYNAmktvjZ7xnVCvsQsV6 +BkRjs1r0Y+WKkk+5T9QVC91Y7HMzRQc1HdFGRSf3wjUOTSnnVpPWMFk/1xbB +TXX85s+GHH76lv3SnleUe+iGC3F5JRAWPs8B+EI/BdoEzNitkt4PToTZlxMx +zwi1ZQCqpnJ2k9zm+/4i5Fbz8s/HegZEYJxuna3wvH1257LFbfTGD7n2qu1L +tczLhZ2AODm3GjVcAVfVX5pK3zJ87Tsrd9XQ+6cy3uLqrVkzJsL0YMPD5zkA +X+inQJuAGYvJ6fj4pD9ZRYwn/FqoLQNQZZA3Oi6APz3tJ5+dX+b5WM8APRbd +tLopcOz2jkXnHS3kfq7NqZuDTcoeejMRP+c2q4Vr5eqWUHnOjpHwR1bsqtxv +GVWdj3GmTeR5wkaCz3MAvtBPgTYBMxZ6q/noKR+ycphM/bNQWwagbTL1NRLd +jMu/kyU1LfNkrGdAcDabVTdSLM/ZNRS82en5mOGPTBfunx/ItJqW+/uJUKTN +OfcNMcibVY1+k2mvr3jz1rGYZ2arThumGnBJJeALn+cAfKGfAm0CZsw3rs7z +zBmyYJjK2irUlgFo042WkOgOyr65/2TIqNzpbRmxngEBWfSz6qaA0einnZWv +4WsPzRQd1A0X2qwmMSfmPjm3mrTzg7mK0qPLfJe+PNo56ilFuYdhsl7qKcO6 +4T45B6DEPDei7U0R8J4a6KewIoPBoFarrVbr6l4uYMbORlSdP3uMrBOm8z8Q +assAIhhPfImkN9HnVa+oamfPxHoGBGFS9syU/HUo9P6l21bwvfLsbfP96Taz +QZLpuWfOuW+auilw8tafhoLvWa6oRv9YWX3OqOiQer7g7twz5wACmq06NfTF +ZUuV1WfNc6Nr3yD6KSxpdnY2Jibm/PnzBw4c2PaFHTt2fPzxx/7+/k1NTRYL +j8s2Cpixz2Wll88fIssDRclhobYMIIL5/gyS3n7ZPXtPhLcPzCz5TKxnYI30 +o6VTmW87Pa3y5s/ULcEW3dLxE42b59yiV2i6bnIV3mnBXzj09+bPVA1XTOpB +qecLbsrNcw6wRjaLYSTie+QjUdOdsPZtop/CIjqdLj4+fvfu3ducO3r06PCw +q3eLEzBjBy4XBnp9SH4EZqtOC7VlABHYbNaxuJ+QACf4vH40sHTJ09mwnoHV +sVkt2p6k8fhfLl2mQu+fKfzIMFkn9TS/tF5ybjVptX2p03l7hsMeXKaoTiT9 +Tt0SYpmfknq+4F7WS84BVkfbk+hwEYNHBTkgB/0UHOn1+hMnTizTTImdO3dW +Vzs9OtGRgBnbfS7nmvcu8lOgqr8s1JYBxOH4Mb6wC7W8ZYl7WGA9A3zZLIa5 +9uvOTp8cjf6xuklmMSilnuYd1l3OuXXX/ED27aIa+i3nRXXTZPpfuJ90q3mF +2xwDI9ZdzgF4mUh+xb7nqNJTkG2inwJhsVh8fHxcKacLdu3a1dfXt+JmBczY +2ycyblx8h/wUqFtChNoygDhsVstY7POOu1D3Xcw3Wxaf3I31DLiOK03qltDR +qO8vvVMv5ZXbZ5haeZyUIZr1m/Pbe1R7kqaytg4F3+usqN6+6lTxIffZWw1S +Wb85B1iRcbrF8XPPpBoQZLPop0DcvHlzUQM9fPhwdnZ2f3//yMhIQUGBt7f3 +oiccPHjQaFzhal1CZcxosrxxLC3Bx36TDk1njCBbBhDT3btQM8oX/50H6xlw +hc1ivL3PNOoHS1376J7pvD2GKbe+zOwGyLlFPzvXETWZ+upQ0CanJ6jGPq9q +9DNrx6WeLEhjA+QcwBnHs5amMt4UarPop7BAo9G89957jt3z1KlT3H90fI7N +ZouKilpUUTMzM5ffslAZU87puX6adtl+FIG2L02QLQOI6fYu1DvOQn1t55ls +re6O+3pgPQPLs1nNms7Y0egfLVGIQu5XlB4xq4eknuPKNlLOzdoJdXPwRNJv +ljnul1u8aXtvSXW1ZJDKRso5gCOjosvxU07bmyLUltFPYUFycrJj6zxx4oSz +HaMJCQmOz/zwww+X34UqVMbG5Bqun+b6/or8IOiGCwXZMoDItD1JjrtQ3z9x +LSqr3fEJWM+AMzabTduXOhbz7BIHlIY9OFt50jIvl3qOrtqQOTcpe2erzoxE +Pun0uN/whxWlRwzyRqlnCiLZkDkH4Ezc+rPDQTv3WoU7kQT9FDhcwfzggw8c +W2dLS4uzJ1ut1sOHDzs+ub5+uUPIhMpYz/As10+Lr9h3POknagTZMoDI7rqQ +72tvHU+fmNGSJ2A9A0vSj5ZNONxF1155Qh+YrTol+f1i+NrAObdZLbrhgum8 +PUMhTu9NMxb3U3VT4Hq83q/ZYtXojDMq3di0ZmBc1TWkaOmV13VOVraOlzaN +FtQN5VQPZFT0p5b2Jhf3JBR238zvjMvrjMnpiM7puJHdTh7cf4nN7eT+lXsO +90zu+dyruNdyW+C2U9U23tA11dY/U902Udsx0Tk0Mz6jMZjMUn/1vG3gnAPL +rGbdUPBm8oEmz90t4MbRT4HT3d3t2Dc/++yz5Z9fUlLi+HyZTLbMk4XKWGP3 +FNdPq/zsx7MZZ9pXfhmAW7p7F+r5SPsFsbGegUWMiq6pjLeWPpq33GMd7TN1 +xELOLQblXFvEkn9VIGcKT2VtvX0NK8sKF3OgxGazzajm2wdmShpHUkp6ihtH +8moGb5X0cuUx9FbzlZv13EeTR3DZoatFH17M23km+63j6dzvYgkfb5/I2H0u +58Dlgs9kpWcjqnzj6sPSWm7md2VW9pc3j3JNeWhCrdQYrNYlbt0lCRZyDgzi +PtkcP8rM89MCbhz9FDiZmZmOfTM2Nnb558/Ozjo+//3331/myUJlrLxljPvF +1Oj/mP1nYT2cYAWwpEW7UBN9XuPiXdcxufCvWM8AYTWoFGWfcy3mrl6zWVFy +eF1fdYepnBsVXbOVniPXH3NWVEfCH+XeaON0q4CDGkyWaaWuf0zZ2D3F1c+0 +sj6udQYlN12IrjkeUv6xbyFX9LZ4SFk2qT64r+5Tv+Jz16tkyU1cgc2vHeK+ +DyNTc/N608rfO+EwlXNgxO0racQ8Qz6+uM8uYbePfgocPz8/Fw/uJT799FPH +lygUCmfPFCpjeTWD3K+bjoBvkx+HdXcwG4AjbW8yCfOAbNM+z5APL+YZTbdP +38B6Bv72xR8xNB03RiK+d3eXmc7bY1IPSj3BtWIw5zareX4wV56zc5kb04zH +/1LdErLiLzibzTY3b+TaVlv/TEXLWGZlf2xuJ9c9vaJqPpeV7ruYv/VkpuQN +0W0f205lHrpaxH2vwtNbMyr6azsmhifVBhOV2zAxmHPY8BwXMEMh91t0Qu48 +/Rv6KXzhwIEDjmVTpVKt+JJFlba11emffIXK2K2SXu53Sp/Mfqw7roII69oX +u1B/SvKcfvllLuExOR1/w3oG/vY3/UTNeOKLd5eXydRXDfJmqWcnDJZzbtEr +1C2h4wm/ctZSuQI7lrF9sPFWc/f4wq7PG9nt/gkNZyOqPvUv3uOV+6aHZMfZ +vnU8fceZrPe98w76Fh4OKDkeUn4mosr7Rs3luDpuhsEpzdfSWiMz26JzOuLy +OhMKupKKbp9eequ0N7W0l/tCFh7c/+b+S0pJT1JRD/cc7pnc869ntoWltXAt +m9vOpdi685HVJ8Mqdp3NfvtExptf7Od9k/LRxXu9cj1Dy2XJTdySo6Z9gqv/ +d9+fmi+Wcw4bks1mG7/5M/vO05JPBR8C/RTMZrNj09y1axcXvBVfFRMT4/iq +nJwcZ88UKmPcuv3NYymOx7YJslkACc33ZziuSA+dvMqtOYcm1VjPsMysnZzO +/3CJy+nEPDs/mCv17ITEbM5vX4RZZxqf1nQNKRpqipuSDvSFPOKsqLYFPBx5 +4d39nsFU+yb3ybPVM2PnmawToeVcweSqItccc2sGy1vGGrqmuHlyn0ty5bxm +3rj2vrZGRpNFqTFw373eEWVTj7y8eTS7aoBruOHprb5x9aeuVR66WsRVWqG+ +OVs80j66VMC1b24RUto02j+m4rubldmcw0Y135/ueAY9jYN50E9hbm7OsWke +PnzYlVdxhdTxVfHx8c6eKVTGQm81bz8e63CqziOCbBZAWhNJvyWpLrzyM245 +9LmstKYG16Zmkc1iVDX6DYd9e1FDGQ57kPvvNstGO2JkQ67bdQYz1+MGxlUt +vXKu3C1Up2tpt6vT6fDKT/1u7/q8+xJDbx1LPn3mZNbll/pld51o/PdH2dVn +L58/tM0jzvVu9faJjPe98w4HlJyNqPJPaLie2ZZc3JNfO1TTPtExqBiZmuOK +nuR9kxKL1To7p+fqZH3nZF7N4M38zoDERq69Hrhc8I5nxhpL636ffK6xxuV1 +VraOjck1y1+LaUPmfBHu08miV5jnRnSjJdruxLn2KHVziLY/nft/uYd+tEw/ +XmmYrDNOt5hmu81zoxb9rM26/i7FDH/78h7uL9hPNinYT2MU9FOQy+WOTfPc +uXOuvKqqqsrxVTdu3HD2TKEyxv1y33sinPxEjN74oSCbBZCWfqzCcQl64vRZ +bvETFFcs9bxAbLqhvCXvajqd/6FZOyH17Khw/3U71zvm9aYZlY6rct3Ds009 +8srW8YK6obSyPq6bcK3zanzD+cjqY0FlB7+41tDaj7nddfxGoNe+Gr8fOGup +vbJ7b136w7HTXluO3dpxOuvA5cIToeWXY+u4ySQVdefVDtV2THBTnVRodQZR +rwK0vqi1hv4xZVXbOPdWhqa2cP39o0sFq3773jmRcTSwNDilOad6oGtIoTPc +0bzcP+crshrnjLPdupEiTWeMqt5XUfaZPPe9ydQ/j9382UjkE0OhTm+itPxj +OOxBbi03nvjiVMZbM0UHlTXn59qv64byjYouq1kn9RcNS9N0x9+x81TVT2MU +9FMYGhpybJo+Pj6uvKq+vt7xVWFhYc6eKVTGzl6vOuApc7iCxM8F2SyA5Bzv +G8KtS988lvLOiXRuSSz1vEAkZs2YPGvbEtfJSXxxY9/leRXrdqvNxnVGs8Vq +NFsMJgtXBLR6k2beqNIYFGr9tFLH9bKxaQ1XJwfHVb0jys5BRWvfdGP3FNfa +KlvHShpH8muHsioHUkt7Ewq7Y3I6IjJauVpx9Wb9heia0+GVx4LLPvUr3u+T +z5XNrWvey7aWx6cnryRfebNb9qCztf1I1FPKWu8NcJks92GxWrn8NPXIs6sG +wtNbudL6wYW81b19B30Lr8Y3ZJT3dQwqyiurVx7bbVjm5frxSk1H9GzVGXnu +bu5TaCTc6cHnVB8jkU9Opr6qKD2ibgnVj5bikpjuwGY1jUb/mLxHM8Wf2P/J +ZusfU3GfvYIMhH4KnZ2djk3z6tWrrryqpaXF8VWBgYHOnilUxo4FlX16ypf8 +UEykvCLIZgEkZ1R0DAVtItn2Pf8Jt7zhlkZSzwuos1kt6ubg4bDFHWQk4rtz +HVFcFaM0rsFo5trcqHyuZ2Q2pbgnKqs9OKXpclzd7dZW0HUju51bnAclN/nF +375GjVdUzZmIKs+wCq67HQ0s/dS/+JMrRQcuF3Il7sOLee975+3xyuXa3K6z +2TvPZO84nbXtFPfIfPdk5lbu4ZnxzsLjxBKPt46nLfwPx4X9W8fT3779T+kL +jzc90rd4pG2RridSenDfoo8uFXDf0gs3ariCHJvbmVlx+/adXJsemlSr/n77 +TpvZoO1Nnkp/w/EjYtFjMvXPmq6bVtM8pbQwzmCyDI6ryppH4/I6L0TXcO/a +KtL4sW8h99OUUdHfOajQG93ouFazdkI3UqxuDpopOjiR/PLwtYckqaKuN9ap +rK3K2gu6oTzUVUnccc/TkPvMmjHut0ldxyT3Icb9IuCiHpDYKMhA6KfQ39/v +2DS9vLxceVVHR4fjq3x9fZ09c5sTtTy9fz7T4/R58nPRE/M7vlsAcFudCe+S +bLcHfOddj5vc53xofLHU8wKKGotj+iKfW7QAGwza1Jm0q66ycNWbLa2oziqo +TMgsu55cEhhb5HO94HRw3md+OR9fyt57PnP7qfQ3N+79Lt3h8faJtF1nMvZd +yPqrb/bxwNxzofmXIwuD4oojk0viM8rS8yoKSqoqq2r4vq315ZntqYf6w7/v +bOk+GPJAV8I7TQXXamt4bxx44d6+jLyKiKSSixEFh6/k7DjNez/7h95ZZ0Ly +wxNLsgsqa8R8v2qqG0oSW7K9O5L39kS/OBD6HaGa42DQ5oHQh/qvPdEf+shA +8P0DId8aCPl23/Vne6J/+8XjNz03ft0b9YveyOf7In7cf+1xbuhB539ycfHR +H/6Drvi3W7PONpTdEu97yLLqsv6w75Lvf0n49iNXc946fke2t51M5xVpZx0B +/RQW7QkNCAhw5VVtbW2Or/Lz83P2TKEytud8zpkznuTnQp67W5DNArgDy7zc +8ao41y9s5z7n3z2ZOTWLfSIbkNWkVZQfu3uP2OStPxoVna5swWyxTsxoW3rl +BXVDcXmd/gkNnmEVH10qWLQvEo81Prbc3tGZ9b537idXio4FlZ2NqLocWxeU +3BSZ1Z5U1J1dNVDaNNrQNdk1pBiTa0S41pDNZtOPV84UHrh7nzt5jN74obL6 +nGm2m+pMwJFaa2julaeW9l69Wf/xlUJeO1h3nM7icpVQ0NXUI9fqBD5lmAuM +SdWv7UnkPnAmkl8ZDn1glWUw5P6x2Ocm016bLtyvrD6rbgnV9qXqx8q5zyuz +dmLV54pajXPmuWGDvFE3lKfpiFbW+cwUfzKV/sbtM/GDN/Oa4WjUD7ifC21P +kuA34gRitvaifSdR4H07j99YMtI9w7NrHwv9FLq7u13cE+qosbHR8VUinH/K +9dOL546QH42ZooOCbBbATajq7Yev98k2f3gilPuc9wguW/7KkLDu6IbyR288 +tWhxNRL+CLc8c3ZvrxmVrrlHnlnRH5bacjq8ct/F/C0M7wPlvva3jqdzTXyr +Z8a2U5nc8n7n2ez3zufs9cr94EIeV9IP+hYeulp0OKDk86DS4yHl3HfsfGT1 +hega37i6gMTGkFvN4emt0Tkd8QVdt0p6syoHuI5f3jxa2zHB9f3u4dmhCfWk +QsuVTYPR7Mrd1iRhNWk1nbGTt/64zIp9PPFFdXPQRr24ljvjktM1pMis7PdP +aPjkShGveHPp5VKaVzPI5XB1H/4W3cz8UK6y5jxX9IbDH+ZbRYevfWci8aXp +/A+5tsgVW8NknVk7Kf4Pgs1qNqkHud6qbpLNFH08kfQb16/CNJH0W1Wdj3G6 +xW1/ftcXzbyxrHk0JDanV3Yf+SaHX9h5d3q5D+RLsXUD46q1D4p+Couuj3Tx +4kVXXrVop3xMTIyzZwqYMXVLKPnRUJQfE2qzAO7AataPRtlrS57vLxc+8G/m +u7RDDdwft26czv/g7tXUdME+x3OpuGbU3CtPK+vjlqmfyUrfPZkpeMV7xzNj +j1fux76Fn8tKuVrHPfb75HOd7lpaS0JBV2ppb3bV7dbGrUmq2sYbuia5+XQM +zPQMz/aPKbll86h8bmJGMzU7P63UKdQ65ZxerTXMzRs1OqNWb9IZuIdZbzRz +q3SD6fZVjIwLD/PiR2VVzcL/4F6l1XOvNc7rTUaT2WS2mC3WhYfFyrFZbTYs +NZdkUg1wTcTxo+Oux6bJ1Fc1HTcsBqXUk2VURWXN7bpacbuufnyl0PWf060n +M0+GVcTkdtR1TKo0Tm8vZbNZjYrOufbI6YL9S14DfLk2GvbtieRXZooPLVyD +yJ3/msE1Vu7L1HTHK8o+v31ftuB7V/zqRiKf5L403XChzWKUevrrz+CEOrm4 +51hw2cLxALcu/YF8Y9sCHt7qEU+C+tGlgusZba190wIeQIJ+CpOTk45N8/Tp +0668qqSkxPFVKSkpzp4pYMZUDVfITwf3G1mozQK4CW1fquPv1jNnTyx8+OfX +Dkk9NVgrbW/KSMT3Fi2fuMUktyacUelq2idiczvPXq/afS5njd2T67MHLhd6 +hlX4xtVHZLQu3O+ytmOic1DB9Uq3ut9l7fq/74ab4BqKbqR4umDfcOi3nC7X +g++dytqq7Um0GoW5wCa4aFHO5/Wm5l55YmH3+cjqnWeyXf/R3ueT7xffkPvF +rlWzaV4/Vq6q953KeJPXRY1GIp+YynxHWeM1359hUg+u3z/7WM16/Xgltyyc +St+yXOy/3Cn80EzhR7qhfJsVN11ajnJOz/0yCkpu2vvFxY7I4+gpH8fvp8+5 +T9/0SOd+y6SV9Y1Na2jMBP0U1Gq1Y9M8eNCl42a5Qur4quzsbGfPFDBjyuqz +5KdD1ej0jFeA9Wsy/S8k5M0Bj271SOB+NXC/CKaVOBF1vbLoZuQ5uxatlwaD +N1fHH7oYVbbqQvq+d+6J0PKAxMab+V0FdUPcindMrll040U3h34quNvH/XYn +cCv2oeB7nC7XQ+6XZ2/X9iShqIpjmZxz9XB8WlPSOBKa2nLYv3j54/Z3HI85 +deZk1IWtZVefHZA5f38XFdLwR7gOe7uQDuaatZNifuGisVmM+vEqZa337f2q +K303FCWHDZP45LHjQljVNn7uetX201lLBu+tY8m1fvYrszWHPl/ZMqLV0236 +6KfAef/990nT3L59u8ViWfElYWFhjv20vLzc2TMFzJii7DPyAzLXFiHUZgHc +h0nZNxRiP8Uj8sK7pIxIPTVYjfn+9Lt3m1ZcffrgyQDXq+iO01kewWXBKc1p +ZX11nZOj8jmjeeVPafeHfkqPZX5K3RI6kfS75ZbrIfdNZb6j6YzBrTqocj3n +BqO5Y2DmVknvheia987f/svV+yeueZ87Gu/zumNBWOERfO9E0m8UZZ9re5JM +qgGaX5k7suimNV1x8tzdw9eWuzrxWMwzytqLDH5/CLXWUNY86p/QsJC0ZR7h +F3Y4fusMk/UiTA/9FDinT592LJtyuXzFl5w7d87xJaOjo86eKWDGpgv2kx8Q +TXeCUJsFcCvK6nMk5/2yez7yDFr4HZFa2iv11IAHi352InvPokVRr+xemdeH +bx5LWe6kM8+Mz2WlXBvNrhpo7ZtWzuml/lJoQT8VgUk9qKr3HYv76bKN5p7J +1FfnWsPMc05/lcOq8cq5zWoxTreoW0K5hjUU8biLnbQj4NtZl1/iPluOnLr0 +oVf65di6jIr+3lGl+xzMLz6b1aQbLVGUHhm5vty3cfLWn7S9yTaL09N7NxIu +Dx0DM7G5nUcCSlw5VeRidG1ZSa7jtZQVJYfFmSr6KXDCw8Nd3Bm6wGw27969 +mzx/z549VqvTz0ABMybPsf8NZ34gS6jNArgVq1nXf83++7Twyk8Xflm86ZHO +/WaRenawApPZ0tY/nZ0c2iF7ZNFCqPTqc/s8Q5YopCczT4SWR2a2lTWPjsk1 +1nV7Rhhf6KdiMio6lDXnV7x+znj8L6cLPtJ0xVmtG2EfvTtYMedW07x+tExV +53P7irsONxpb/lHn92SCz2sXzx1Z8lNl4fGOZ4ZnaHlMbkdD16RmntFrBNls +Vv145RdF9TFn38yRiO/OVp40qfqlniwVo/K5rMoB7xs1206tfLU9LjORWe0L +FzuyWc3jiS+S79Jo1FOinRSAfgqcwsJCx34aGhq6/PMX3ZLGy8trmScLmDHH +U/P0o6VCbRbA3TTn+jn+6vQ6+/nCL47d53Kmlau80xxQxb0vudWDXlHV751K +SL70p0WLnz7ZZpnXB1uO3SJrgIO+hbKkpoK6oeHJVd5FYgNAP5WEcbpVWX1u +LPb5lRrQptHop9XNQTj6d42WzLllXj7fnzFbceL2nVNcvNdn8GbuybMVnvMD +meNjw8UNI8EpzbzuX7Nw85rcmsGBcZXF+W6FjYprW7qhvOm8vcvcqmYy7TVt +X9oGuN7vjEpX0jjin9Cw584rHTnbVfq+d97V+IauoTtuXaqqu+OySLqhfNHm +j34KHJVKtX37dtI39+7dOz+/3MVYuALr2E8TExOXebKAGXM8lcYw1SDUZgHc +Dbeemcp8h6S9LeDhbR5xC79HPvUvNhjX0zVwNjCrzdYzPBub2/lXv+KFd+fE +6bMtAYt3m5ZffeYjz6AtHmmfyUpvZLfXdbK7I2MR9FNpGWe7VfWXxxN+vWIz +4mqRstZbP16Fy5+uwkLObx+4q+jUdETPFB10/S4ww2Hfnkz/C1cT9KOlVtPS +CzOtztTYPRWX13kyrGKrZ4aLXfUdz4zjIeVRWe1VbeNclxH3WyIxq3Hu9u2D +U191ujv1+mPK6rMm9aDUM+Vndk5f3jIWcqv5o0sFKwZgy7G0o4GlXGw6BxVL +/rHCMFnveJm16YJ9Yn4t6Kew4Pz5846VMyHB6dmdExMTO3bscLye0uTkcleE +EzBjjmfQcL9YhdosgLvh1jNm9ZDj33jjfV4nv1Z8YmrX700BNgCjycJ1TFlS +k+Old9/1iE/weW3RIqdfdk98wEeRGc31nZPzlK92uB6hn7oJ89ywujl4MvXP +y13198u69OBUxpvqpgCDvNFmxR/KVmDWTswPZHakfMhVIdcP3B2JfEKeu1vd +EmKQN9t4HmXNFY3+MWVW5YBvXN373nmu71rd45V7Mbr2Vmlv+8CMnpk/gZqU +fbOVniMR33X2XnBpv337VDf+hTsxoy2qHw5Matzvk+/iGx2Q2MjV2Lll/0xq +NahHo3/smEmLfnaZ5wsO/RQWlJaWbrtTTk7O3U/jyunBgwcdnxYQELD8lgXM +mOMtyM2aMaE2C+BuFtbtiw6t+fy0N/kVE5nZJvUcmaMzmMubRy/F1t29h+LY +aa9m/8UrnN6onypHm6SetVtDP3U3FoNSWXth9MYPXdu19+BU+huq+sv68Uqr +ecNexYsXblWvH6vg+rs8Z9do1A9cLKTcYyzuJzPFhzRdN4XdZzej0lW0jIWn +tx4JKFn+5jV37FnzSPvUrzg4pbmwfnhkam7DnxFvsxi0PUmTt/64zLsz1x5p +NbvFXmbu7RgcV2VVDlyOrVvx0rvk8F2vqOrMin7u3XRlCK6Py7O3OX4HdCNF +tL+uRdBPYYHVavXw8FhUUVNSUoxG+x9Yenp69u3bt+g5Q0NDy29ZwIwNhz9M +flisBpVQmwVwN18eD2YxOh4z0Cp7fOF2qAuP5OIeqafJBIPJUtk67hNT+86J +JQ6c496Rmz5vLF7PBG9W1nrjSMgVoZ+6LavZoG4NV5R9NpH4kksN6/Y9TX6r +KD+m7Uk0qfrdeX+TsCzzU9zSXdXoJ899byzmGdcL6e3vWPLLs1Wn5geyLXqF +CFO9ffOaQUVqaS/3afa+98rnJJLHtlOZp65VRud0cJ+EkwrtBn5zTbPdinIP +x6XmHfu1wx9RVp81a8bFn5hWZ2rukScUdp+9XrXt1NJ3KV30eOt4+onQ8oSC +rq4hBd/LOKvqLzl+4bMVJyh9XctAPwWit7d321127drl5eXl5+d34MCBu/81 +JiZmxc0KmDHHQ49wZBFsYGTdfvsEkKBNJPbJV95y/AWUX7vCX4dg1UxmS13H +5JWb9VtPOr3g4WenLjYFLL4g5PjNnxmnW6Se/vqAfrouWHQzXOucKfzI9R2C +w9cemkx7bbbyJPdCo6Jrw/y+thpUhslaTWcMt2KfTP/LMteDXbrgXH9MnrVN +1XDFHfY4K9S66rbxG9ntXItx/axV7rH9dNapaxWRWe2lTaPDk+qNd50l7q3R +dMdPJL/i5A8Lm6fz3zdM0b0HKNco+0aVudWDAYmNH/sWuvjWcJ3UI7gsNrez +pVduMK3y+tvzA9mOX+9E0u8kuVoU+ik4ys3NvbuEOuPv77/MbWUIoTLGfWLY +f2RC7xdkmwDuyXHdzq3xHH9ZnPWyH+W75VhaVZsEf8vdwLi1VlOPnFsScGuw +ZZYBH13IKL+xd3DxuuUeZfVZRu6jJwj003XHpOyba4+cztszEvkkj2oWct/t +29bkf6Cqvzzfn3G7sZrd/ceEW5ObVP264QJ1S4ii9ChXt5e/jebSPT30gYmU +P3Qkv6/tSzPPjUj9NTnFfe4NjqvyagYDk3i0oYXH2ycyjgSUyJKbMiv72/qn +1Vp3f2ddZ5xumS7YPxR875JvLldgtX2pQv3txWA09wzP5tYMBqc0c99Prmm6 ++P1/92Tm2YiqpKKejoEZo3mt94QyyJuHQ7/l+BcVSfYX/w39FO5SUFCwa9cu +V8qpyeTS0WtCZcyim3H8kRFkmwDuyXHdbjXrHe8EMRj+2Hsnbzr+vbS1b1rC +qW4YXUOK0FvNO89mL1dLLxXE5Hb0txTcffnNsbif4KLifKGfrmsm9aCmM5bX +1WgdH6M3nppMfXWm+JCq3lfbnagfr+Q2KP5eRYt+1qjo1I0UaTpjlLUXZgo/ +mkz98xdn4G5axRc1FLyZa+Lc92Su/bpxunWhvKy7nM/rTS298qSibq+o6l3L +fiQu+dh9LufUtcrw9FaubXGlab03Vsv8lLLWeyTie85irG4K4HvG2e0TPJXz +9Z2TycU9vnH1B30Lt/D8DvvE1GZU9PePKQW8PZlJ1X/HIQHB9+rHq4TaOF/o +p3A3uVzu5+e3c+fOJZvp6dOne3p4nPgmVMa431z2D4TopwXZJoB7WrSeMcgb +HW+Q15O49U0P+x9X3z2Z2TuilGqq693EjOZmfte+Za98+MGFvKisdm4lYDMb +Zis971q4buL+o/vvD3JD627dDs5YdDPzQ7nKGq+p9C3OTt9zdZ9j+MNjcS9w +1VWe+56i9Iiy5ry6ScaVR21fmm64gFswG+TNRkWXSTVgnhs1a/9/e3fiHcV1 +J3r8nxlPnMTvTeZlOXmJMy+Tl5nJZOYkb2YymTkzc+I4i4SEMcYYiI0sAgaD +2QwYgwCDQGwSYhNGu0BoQUI72gVCe7da3VJL3Vp6US9+VygjF72pWqrqanV9 +P6ePj6OuunXb+d1bv1931S2Td87idYwvvOYs4n+KP4psYW64fLb3tr3zoq3l +xOyzz2ee5NrbM21NR601u8bL3zYXvm669XNRWQyd++pquvr8F9JXTHn/Yq3a +Pt19xWVpDTkPrPU4H7POPuowXi3p2nuhdl3EC0vCvUSR+8G5ms/yWu9WP2vs +No2Yp1f/S1+Mif9nRRCOXv9JuDCwVqfPT/WF3Nfj9RktMw1dJlGNZtxsST9d +HeG2kZCvhRWrMiozP2+rbBkZHZ9R4wN6ZowBC6PNdGercSCZqE8RjsPhaGpq +Ki4uzs3Nzc7OLi0tbWtrM5vN0bajVIy5J7qWRs3ojX9QpE0gPgXnM1MvruXb +UpYhPXkl7S1+OhzTtd/Xupk5d2n9wB/PVEdICTYcLM0q6HgyZF1cD8Rlbjbm +/k3gz6Y5P3KaGrT+NGvVWs/bEc5ChdhfIEpLc9Fvo1rGNt5f5742euOn4/fe +tDUfm+svFDWy37/8XU4JFufmybn6ztHr93sOXamPap2lgNfGw/f2nK89ffvx +7Yqn1a2GnkHrhM0R/3ezOgxV0qeTB7xGC14faC0SpWhhTd/5/Pb9l+o2H70v +f+Vk6WvTkXufXGvKf9jXNTCh9kPPPdOGgNW9puoPqHrEZVGfQm1KxZhIApcG +junOLxVpE4hPwfmM3+cx3f7nL08fmV97UP5CYvC7D4u40HdZHq+vsdt0JLsx +wt09KftLzn3e1tk/vvRUhYWfTes+Cn40pPXhH+PkiQNrVILl7QjH57KJM/hM +99XJ2g/Mhb82ZP9whVfPxvZluPL8CuSq9+ytZ+YGyxaq0SifRrooseN8es4t +Tj2iHDt16/H7p6p+G81SSyF/KBR1686zD0Vpdqmw8/PqZ1WPR9qfWYbG7FMz +rnioXsVJxGp39D9peZK/ZeDcKyEjp/7kq0cPpP1m5+0oPvjO/K3HHxzPbf68 +6lnbM0vkh5Mqy219EvAlkoj5mB09HOpTqE2pGHMMP1gaO+bC1xVpE4hPIfOZ +eVu/9Anvxpwf5d1/LD3BiZqrpp3nAoc2OGq7WNgR4V4qkVaJ3KDlyVhACuQa +awr+2dSQ/X+co4+0+iwJI7HzdkSwsPrQVJ9juHy68+Jk3b7xextMd36xcHlh +mLVo1HsNX/jGwuXE+f818eCdqYZDooh2jFQuPCJHuYXOdBXnPr/fNDHT2L1w +LevJGy1pq65YA17rPire8kn5zs8eHrxcf+JGy/n89tx7PaKMLasfFJVsedPQ +7Yre4kf9FS3DrU8txvGZMevshM1htTtFeWubcdlnF/4p/l38RfzdPDknthHF +7zPDVPegta3X0tBlqm41lDUMijZFy6J9cZQDl+r+eKb6nWPlAevmJe3KPX1o +U/DDrxdf3af+58WP123YfTH0F6EflezOrBHt32sc6h2eVPsX0nCcpvqAC/LH +72+Uc1WA2qhPoTalYmy2L//L4XNvgyJtAvEpXD4z+yxPeh6xlK0XOUDAWS// +YehbYPRJpCKFNX3bT1ZG+NZ674VHIplxuAIXfPN5nKHuNv0za1Wab35Wk4+T +YHSVt0MOv9/vdUy4rU+cxprZvruierU1fyKG4UTlu+K8by58fezzfzfd/n+j +139izPmRIfuvDFe+P3L5uyOXvrPwuvxdw5XviSJXvCWqzqHMV4Yv/MXIxW+a +C16beLDFWrNzqvFje/vZmac3HUP3XeYWz/RwbK5/0Hmci4rVMjnX2mspetR/ +Ib/jo4t1bx9Z4SWv8fn69c47+/d/UH3i/4asUgfOvFT4yT8dPvbJR1nP14yq +H+zsnxAFstb/tyyYeZI7dO5rLxanm1Z2kYDiqE+hNqVibKYn58trDyq2KdIm +EJ8i5DPW6nTp2cTenln8aCDgdJl5tz0eroPSkMfrq+8cPXy1QbqQVMBr2/EH +d6p6J2yhE1SnqT54VVKR+joMVTH+LAlM53k7dII4DyamaNPEjChayxoGr5Z0 +fXKtaceZ6jcOlmpebK7m9d6HnxYc/+XAmcA7QZYuebI/zvA64uI2HJ/HMVH1 +XuBXrzW7/H7FVgNeJepTqE2pGBN5uHQQKdImEJ8i5DN+r8t06+dfnlPOvuwy +N9e2GwNuqNyTWbPWV/VfmX7j1IX8jpSPwl7HK946n9/+zBB2xWPf/JyYYYKz +C2v1+z63Kgsn6hZ5O/SAOJdv3uMds852D0zUtBnyH/ZdLu46cb1574XaP3xa +kbq/JKqHsKj0+vWugg0HS7dnVO6/VHfq1uNrZT2l9QNN3WP9RtviTaOemdGp ++v0jWd8MfUn52ZctpamOkUoNr6F1mVuCb1qxtZzQqj8hUZ9CbUrFmK35+NI4 +mmo4pEibQHyKnM94poelN4wYrr7qdU529k8E3Bqz4VBZ18BEzPqsLavd+Xn1 +M5HDREgqDl2pr+sc9XgjZQXO0UcByxgOPX+gldNYE7PPoh/k7dAD4lwpPr9f +1IDG8ZknQ9aWJ2PVrYaSuoHbFb3Zpd2Zd9szbrbs/KxalLHiVPi7D4vEGXDb +8Qebj95/6+N7Gw+XiaLyjYOl6w8s/FP8+5uHysTfxbtbjz/YfrJyx5nq3Zk1 +ouQ8mtMo2hGtXS3pyqvsFe2Lo7Q8MfcOT5omZmYcbpm/MPo8zoXn0dz8x3A3 +PhuuvCrKWLf1idr/0V7olctmfbgj4KaV4cxXZvvyY9kNOahPoTalYkwM5C+/ +53l8UpE2gfi0bD4zN1gqPb+YC37l93lGzNMBz/F8bVf+zQdPFXx+d7xxuT0i +ediX9SjC9+rvnawsqOmzLXe/j29+9vmJO+hn04d/9M3Pxebj6A15O/SAONcz +11jTePnbAbd5Sl+jN/7e1vLpvK1f1W6Is5i99Uzwr7rG3L9xW3tUPfTKUJ9C +bUrFmDR1nO68qEibQHySk89M1u19sYza8cXzx3qKYi2gQNt59qFpIqEuTBUV +d1uvJeNmS4SnnKfuL8kq6BgYtclp0GmoNmT/VfDtQs7ROrU/i56Rt0MPiHN4 +XVP29nPG6z8JV6UunHGu/2Sqfr/TVO/3KbmWr2fWNNV4ZOTit0N8+1qVFreP +SKM+hdqUirHxB5uXxtTM05uKtAnEJzn5jDiFjX3+79JzzXTHhS+e127X7/cE +/J74292FeZW9kS9tjX9+v793eFJUnRGW0Xj9g4KPsxsaukwyP6zPPR28TMTQ +Zy9N1u6O2xN3wiBvhx4Q51jiGmuaqNgqfVRc8Gv4wjdGb/3MUpo623vb53Gu +7EBex8RMzzVz4evBT+7+07evhmplP5qyqE+htiSJ1bRjKU1ZGllzA0VKdQ+I +QzLzGXECevFXv5fmBooX3+roGw8u4rYefyD+rmbH1dJvnLpa0vXWx/ciLFuR +frq6pG4gqseaO0YqDFdfDTxxX/uxa4x8MhbI26EHxDkC+ObnZntvmYt+M3T2 +KxEK1f++BPfvrFVp0x3nHcMP5qd6fe7p4Ab9Pq9ndkycuWa6s63V74/e+IcI +xa/t8Um/N4oTZcwkvUjr7iDBKRVj5oJfLY0vHvGAxCY/n3Fbnwxf+Isvzz6Z +X5sbrlh8yz7r+ji7IbiOO3SlYcQc4gQXh/oMUzml3e8cK49QloqiNaes22iJ +7gLmhZ9NK7aF+Nm0bq/fo8d1jzVB3g49IM4Rjtdpnem+ai54bejsy8sWql++ +zn115NJ3DFd/YMj+oeHKqyNZ/yv4Od0hKtOsv5xqPOx1hV27Pq5Qn0JtSsWY +Ke9flkaZa6xZkTaB+BRVPuMYqXjxO9iX5gbLlt6taTOsPxD4Q+prO/M/yW0a +MtlV6Ptqeby+jr7xrIKOyL+WrttX/Flea9fAxAqe1+YYum+48v3g76hd5hY1 +PhHCIW+HHhDnWJbPZZ/tuzv+YLMoPKMoVOW9Rm/9bLrrkm9+VutPGQXqU6hN +qRgbldxXHuMVuYEYizafmXly/YXz0dk/d44+Wnp31jGf+XlbyBVuD16ub+u1 +xMMjua12Z3nT0JHsxt+HX/JIvH63p/B4blNDl2ne413BUXwum/RO9qX/XFP1 +B/xefjaNNfJ26AFxDvnE6dhhqDKXJI8sfIka4tZR2a+XTLf/ydZ8zD35VOvP +tBLUp1CbUjFmuPqDpXHnmR5RpE0gPq0gnxmv2PJizfXyvH1IukGfYeqDczUh +i77NR+/frug1T8b6KSoO13zLE/Plos73TlZGfiT6b3cXHs1pfNRhdM2vpCz9 +4vlJX1TxwV9Nj974e5elTdnPBZnI26EHxDlWbN4+7Bh+YG89PVH5h7G7/2HM ++evhzFdCFqQjF789eutn4/c22JqPi118rni8Pko+6lOoTakYkz62yeucVKRN +ID6tLJ8x3vip9GxlyP6hZ9oQsE1zz1jaqapwZeCOM9V5lb2DJrt6v6iOTzlE +mXmpsDP9dPVruyLVpAu/ln5Y9Mm1ptp2o8O1qvX23eMdpju/CPrZ9CtTjYfj +c5kInSBvhx4Q51CWz+P0OsbF+d0zPeyZGRUpsbKPpIkH1KdQm1IxNjdYNvv0 +1nTnRXvrqcQbiYDUyvIZn89nyP7rF0rUqz+Ytw8Gb/n4qXnX2YcRCsP1B0qP +XWsqrOnrGbTOOedX/EFss66GrtHqVkNOaff+S3XBd8KGfL15qOyzvFZRSrtX +dBGvlM9le/7o5MC1I0Zv/qMoWlfZOFaJvB16QJwD0aI+hdqIMSBaK85nfB6X +ueh3L5SoV74/P9UbcuPekcmMmy2/3V24bMG48XDZh+drT99+nHuvp/jRgKg3 +m7rH2p5ZOvsnugYmOvrGW56MPeow3m8culPVe6mw8+i1xqS9Rcv+PPrCkk27 +8j84V7P46+0q/st9aeGC3p6c4IeSD2d+3dbyqd+38qIbSiFvhx4Q50C0qB2g +NmIMiNZq8hm/zzt+f9OLt6V8y2UOu+T1rHP+XuPQnsyakAsoqf36w6cVF/I7 +GrtNs6v4lTaYy9Jmuv3PwXfoWEpTgq95hlbI26EHxDkQLWoHqI0YA6K1ynzG +7/dNVGwN+NFwbqAk8l5T039aQTdpb7F6BenvPyzac742p7S7qXtsek75ez+9 +zklrVVrwBb3Gaz92jFQqfjisBnk79IA4B6JF7QC1EWNAtFafz/j9fmt1ekCN +Znt8Us6+Pp+/32grfjSQcbPl3RMVr39QsJqCVOz+xzPV18p6atqNRsuMT7WV +l/xet709c+Tit4Iu6H1FfHDWQYpD5O3QA+IciBa1A9RGjAHRUiqfmWo6GlCs +jZdv9nuie9Cnx+szTcy09lruNw7dLH9yIb/jxI2Ww1cbPrpYt/dC7Yfna/dl +PTp0pf54btPZO23Zpd35D/sethlq2gxdA+Mre0pptEQxPvssz5D9wxAX9Ja9 +4ZkZjUEfsALk7dAD4hyIFrUD1EaMAdFSMJ+Z6ckZOvvyC0vX3vpZyEV91yin +oVp8ouDK1Jj7t+ItrXuHSMjboQfEORAtageojRgDoqVsPuM01kofH7xwyeuF +b8z23lbwEJpwjTWO5f9XcGUqPt3zp1CxQm+8I2+HHhDnQLSoHaA2YgyIluL5 +zLx90Jj7d4HX+t570+eyKXug2BCVqbnw18GV6dC5r1prdnmdVq07CFnI26EH +xDkQLWoHqI0YA6KlRj7jc8+M39sQUNAZrnxv2XV944pjpGLs7n+EqExFuX1/ +o8c+pHUHEQXydugBcQ5Ei9oBaiPGgGipl89Md10azvx64CJCJUme6RGVjqgI +v8c105NjvP6TkJWpueA193i71n1E1MjboQfEORAtageojRgDoqVqPjM/1Rti +QaHMr03VH/C5p9U77sp45yxTTUdHLn0nZGU6lv+fTlOD1n3ECpG3Qw+IcyBa +1A5QGzEGREvtfMbvm59q/DhgXV/xGrn4LfvjDN/8rKpHl9VDv88xUmkpWz90 +9ivhfjN1muq17iZWhbwdekCcA9GidoDaiDEgWrHJZ9zWJ6Y7vwwu/UayvjnV +cNAzq81jQ0WvxNENV18NWZaKcnX8/ltczZsYyNuhB8Q5EC1qB6iNGAOiFbN8 +xu/3zzy9abjyvdCV4L0NDkOV3++LQU/c1h5b87HRMHeYLjw1JusvJ+v2eWa0 +qZqhBvJ26AFxDkSL2gFqI8aAaMU4n/F5HLaWT4cvfCNkYThy+X9ba3Y5jbWK +P1F0fnpksu6j0Rs/FYcIV5aKlyhapzuz4uGqYyiLvB16QJwD0aJ2gNqIMSBa +muQzPpfd1nR0JOubYX/BvPANS0mSve0z11iTKGlXcAi/x+Ue75jpybFWbR+5 ++O0INenC4c7/j4kHW1j+KIGRt0MPiHMgWtQOUBsxBkRLw3xGFJ7T3VfCPclF +8nrJmPMjc/HvrTU77a2nZp7emBsscxprXGONrrFmUVQ6DFVzA0WiFLW1fGqt +TjcX/UZsP3T2z5dr9s+Gzr4sNp59eosfTBMeeTv0gDgHokXtALURY0C04iGf +cY4+mqjYGu6iX8Vfw5lftxQnzfRc8zontf7oiJF4iHNAbcQ5EC1qB6iNGAOi +FT/5jN/jmhsomajYNnL5u6pUpplfH73186mmYz43v5bqTvzEOaAe4hyIFrUD +1EaMAdGKw3zG7/e7rT3TnVnj9zcZr/146LOXVlaQGrJ/aClJtjV/4hip9MyO +af2xoKU4jHNAccQ5EC1qB6iNGAOiFf/5jM/jdI93zPUX2FvPTNbuGS/fbC7+ +/Vj+f5ru/Kvpzi/GPv83c8GvLKXrJiq2TdZ9ZG/PnBsodk90rWxVJSSq+I9z +YPWIcyBa1A5QW5KE1n0B1gbyGegBcQ49IM4BOZJepHV3kOCIMSBa5DPQA+Ic +ekCcA9GidoDaiDEgWuQz0APiHHpAnAPRonaA2ogxIFrkM9AD4hx6QJwD0aJ2 +gNqIMSBa5DPQA+IcekCcA9GidoDalI0xIhZ6QJxDD4hz6AFxDj0g28faQsQC +0SLOoQfEOfSAOIcekO1jbSFigWgR59AD4hx6QJxDD8j2sbYQsUC0iHPoAXEO +PSDOoQdk+1hbEjti460/i+iVfPRKjnjrzyJ6JR+9ki/eehVv/VlEr+SjV/LF +W6/irT+L9NCr+PyMSCSJHbHx1p9F9Eo+eiVHvPVnEb2Sj17JF2+9irf+LKJX +8tEr+eKtV/HWn0V66FV8fkYkksSO2HjrzyJ6JR+9kiPe+rOIXslHr+SLt17F +W38W0Sv56JV88dareOvPIj30Kj4/IxJJEgAAAADIo3X5AgAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAABQhtfrtT1nt9tjc0SXyyWO5fP5YnM46Bzx +hjVKq9BlyCCWiDfoClk3IMfNmzeT/tvo6KhKR5mcnMzJyTl48OCWLVsWj7Vu +3bpt27ZlZGS0traK0arScaFPMY43i8VyN3oGg0HZbiABaDVVMkUjlpiioVtk +3cCyBgYGkpOTl0bKyMiI4odwOBw3btxYv359Unjp6enDw8OKHxo6pEm8lZeX +RzhcOMXFxQr2AWudVlMlUzRiiSkaekbWDSzLZrNt375dGrGKjxSn07l79245 +J4KUlJT6+npljw690SresrKy5Bw0AMkPlmgVukzRiCWmaOgZWTewrOnp6fT0 +9IBwVXakeL3eo0ePyj8XpKam9vX1KdgB6IqG8bZnzx75x11C8oNFWoUuUzRi +iSkaekbWDSzLarXu3LkzOFaVHSnXr18PaD8tLa2kpKS/v18cqLy8/PDhwwEb +bN261e12K9gH6IdW8SbOCGKSl39GWFJaWqrIB8dap1XoMkUjlpiioVtk3cCy +2tvbN23aFHI2VnCkzMzMvPHGG9LG9+7dK/4o3cbv91+5ciWgD0VFRUr1Afqh +YbwZjUZpg8eOHTPLMz8/v8pDIwFoFbpM0YglpmjoFlk3EJmYbG/duhVyjCg+ +UvLy8qQt7969O9xXNNKlzAQxivkyB9HSMN5qa2ulDRYWFq6mNeiNVqHLFI1Y +YoqGDpF1A5H5/f66urp33303wjBRcKSIUH/rrbekLbe3t4fb2OfzpaWlSTdu +bm5WpBvQCW3jLTc3V9paZ2fnalqDrmgVukzRiCWmaOgNWTewLBG3H374YeQx +ouxIefr0qbTZHTt2RN6+qqpKuv2ZM2cU6QZ0Qtt4C7ihY3Z2djWtQVe0Cl2m +aMQSUzR0hawbkEPMxsGD4q233mpqajp79qwaI6WoqEja7LVr1yJvPzk5Kd1+ +48aNinQDOqFtvEnvK3n33XdX0xT0RqvQZYpGLDFFQ1fIugE5gkfKyZMnbTab +eEulkSLalzYb4TKDJQHPhLJarYr0BHqgYbyJHaXtZGRkrKwd6JNWocsUjVhi +ioaukHUDckhHyqFDh3p6epbeUmmkbNmyRdrs4qiMLGBwdXR0KNIT6IGG8fb4 +8WNpO0srb3g8HoPB0NjYWF9fL/7F6/WurH0kNq1ClykascQUDV0h6wbkWBwp +R44c6e3tDXhLjZEipn1pm6mpqX6/f9m9cnJypHvx3DHIpG283b17N2CGr6ur +27VrV3JyckCv9uzZIw7qcDhWdiAkHq1ClykascQUDb0h6wZkmp6eDvl3NUaK +OJa0zbS0NDl7iaEh3evGjRur7wn0QNt4C/gG8p133kmKaOvWraweiUVahS5T +NGKJKRo6RNYNrIYaI8VisUjbPHDggJy96urqpHtdvXp19T2BHmgbb8uuHh/S +5cuXuZwMWoUuUzRiiSkaWELWDcihxkgZGhqStnn06FE5ezU3N0v3On/+/Op7 +Aj3QMN4cDkf0ic+f5Ofnr+CISCRahS5TNGKJKRpYQtYNyKHGSOnp6ZG2eeLE +CTl7tbe3S/c6ffr06nsCPdAw3p48eRKc1bzzzjt5eXlGo9Htdtvt9q6uLpHn +bNy4MWCz1NRUk8m0goMiYWgVukzRiCWmaGAJWTcghxojpb+/X9rmoUOH5OzV +3d0t3ev48eOr7wn0QMN4u3fvXkBKs2vXLpHwBG85OTl59OjRgI337dvn8/lW +cFwkBq1ClykascQUDSwh6wbkUGOkBHwnc+rUKTl7dXZ2Svc6efLk6nsCPdAw +3kpLS6WLuotkZm5uLsL24qwRkP+0tLSs4LhIDFqFLlM0YokpGlhC1o01xOPx +OFZNNLKCQ6sxUp4+fSptU+Z3MgEPKeNK+MSjUpxrHm/z8/Mmk6mrq8vtdkfe +UmyWkpIiPW5eXt6Kj4u1TqvQ1XzIQFc0jzemaMQPsm6sIZmZmUmrtrJLx2Nw +p/aRI0fk7NXY2CjdKycnZ/U9QVxRKc7XVrxlZ2dLjyvzPhEkJK1Cd20NGax1 +ayvemKKhKrJurCFnzpxJWrWVzaJqjJSxsTFpm/v27ZOzV1VVlXSvO3furL4n +iCsqxfnaireAFd23b98em+MiDmkVumtryGCtW1vxxhQNVZF1Yw1JsPrUbrdL +29y6daucvcTQkO5VUlKy+p4grqgU52sr3gK+50xOTp6fn4/NoRFvtArdtTVk +sNatrXhjioaqyLqxhiRYfSpIl2oX07uc51yfP39e2pOamhpFeoL4oV6cr6F4 +m5qaCvhELpcrNodGHNIqdNfQkEECWEPxxhQNVZF1Yw3p6uoqWLWOjo4VHFql +kbJv3z5psxaLZdldDhw4IN3FYDAo0hPED/XifA3FW8A68DK/50Si0ip019CQ +QQJYQ/HGFA1VkXUDcqg0UrKysqTNLvu1jMfjWb9+/dL2GzZs4KFjkE+TeLPZ +bBkZGWKGT09P37Rpk/innL1E36RdPXz4cLTHRSLRaqpkikYsMUUDi8i6ATlU +GikPHjyQNpuZmRl5+4DFsWU+XBhYpEm8GQyGpBeNjY0tu1fA4pBXrlxZwaGR +MLSaKpmiEUtM0cAism5ADpVGis1mS05OXmr2zTffjPxQ7IAnj9y6dUuRbkAn +tIo36ZPfhdLS0sjbj4+Pp6amSncR55SVHRqJQavQZYpGLDFFA4vIugE5VBop +wsGDB6Ut37x5M9yWJpNp3bp1S1uKISbnS05ASpN4O3funPSgmzdvttvtEbY/ +ceJEwPZOp3Nlh0bC0GqqZIpGLDFFA1+QdQPyrGCkNDQ0VEiYzeaQm1VXVye9 +KORXl2KYbN26VbrZqVOnVvupoD9qxNuyof7o0aOAgx45ciTkTRzijwFruQui +zVV+aiQATUJXpeMC4TBFA1+QdQPyrGCkSFexFoqKikJuJmb7Xbt2BQwWMf+7 +3e6lbXp7e99+++2AbYaGhhT7eNANNeJt2VD3er179+4NaHDPnj2Dg4PSzSYn +JwO+2BTS09NZjgBfaBS6Kh0XCIcpGviCrBuQR72RIjx79iwpSGpq6qFDh06e +PBlwY8iinJwcRT8fdETxeJMT6larNXi2T05O3r17txhcZ86cef/994OPm5KS +0tPTo9p/CawxmoSuGscFImCKBsi6ATlUHSlCWVlZ8HAIJyMjg68rsRrKxpvM +UO/o6JCuS7Askfk8fvxYnf8AWKs0CV3FjwtExhQNnSPrBuRQe6QI5eXlAQvi +hRsm8/PzCn0s6JeC8SY/1Pv7+4OvIgtp+/btfC2PkDQJXWWPCyyLKRp6RtYN +yHHp0iVpuMpZwivgCoH79+8vu4vFYjl58mRKSkrIMbJv377e3l4lPg2wQKl4 +iyrU/X5/bW3ttm3bwp0L0tLS8vPzOR0gAk1CV8HjAnIwRUO3yLqBeONwOJqa +moqLi3Nzc7Ozs0tLS9va2sItRAasklbxZrfbnz59WllZuXjcgoKChw8fGgwG +tY+LhKFV6DJFI5aYogFVMaUDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAFTlcrnuvujhw4eRd+np6QnYxeFwxKa3AAAAAIBENTMzs3nz5qQX +iQo03PZWq3Xjxo3SjcXudrs9ln0GAAAAACSktra2gPr0vffec7vdwVv6fL4D +Bw4EbNzZ2Rn7PgMAAAAAEtLly5cDqs7s7OzgzfLz8wM2u379eux7CwAAAABI +VG63Oz09XVp4JicnP3v2TLpNf3//unXrpNvs3bvX6/Vq1WcAAAAAQEIaHBxM +SUmRlp+iYp2fn1981+l0bt++Xfruxo0bx8fHte0zAAAAACAhFRQUBFy+e+vW +rcW3zp8/H/BWQ0ODtr0FAAAAACQqn8+3f/9+aRGakpJiNBpbWloCitOsrCyt +OwsAAAAASGQTExNvvvmmtBRNS0t7++23pX/ZsWNHyNV9AQAAAABQUG1tbVJ4 +69evNxqNWvcRAAAAAKALp0+fDlefVlRUaN07AAAAAIBezM7Obt26Nbg4PXXq +lNZdAwAAAADoS2tra3B9arPZtO4XAAAAAEBfLl++HFyfij9q3S8AAAAAgI60 +tbWFu/9UvKV17wAAAAAAujA9Pb158+Zw9al4S2ygdR8BAAAAAInv+PHj4YrT +RZ9++qnWfQQAAAAAJLjKysqAavT+/fulpaUBfxSbad1TAAAAAEDCMpvNb7zx +hrQOPXjwoN/v9/l8+/btk/5dbCY21rq/AAAAAIAE5PV69+7dG1CEWiyWxXdN +JlNqaqr0XbGx2EXbPgMAAAAAEk9eXl7wlb3SDYqKigI2ELto1VsAAAAAQELq +6+tLTk6W1p4HDhzw+/3SbXw+3549e6TbiF3Ejlr1GQAAAACQYJxO5/bt28Nd +2StlNBpTUlKkW4odxe6x7zMAAAAAIPFcuHAh4MLde/fuhds4Pz8/YGOxeyx7 +CwAAAABISM3NzQH1ZvCVvVJer/eDDz4I2KWlpSWWfQYAAAAAJJ7du3fLubJX +anh4OOAqX9FIbHoLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIJb+P+RV +mnA= + "], {{0, 389.}, {624., 0}}, {0, 255}, + ColorFunction->RGBColor, + ImageResolution->{144., 144.}, + RasterInterpolation->"High"], + BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], + Selectable->False], + DefaultBaseStyle->"ImageGraphics", + ImageSize->Automatic, + ImageSizeRaw->{624., 389.}, + PlotRange->{{0, 624.}, {0, 389.}}]], "Output", + CellTags->"RasterizedOutput", + CellLabel->"Out[6]=", + CellID->844242510,ExpressionUUID->"51e289aa-c6db-4993-af22-8c5f442d5352"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["ChebyshevCoefficients"]], + "paclet:Q3/ref/ChebyshevCoefficients", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "252e2a28-5035-49c4-ab5b-ab72faf92bac"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["ChebyshevT"]], "paclet:ref/ChebyshevT"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "6af3dced-d57b-4e9e-a85b-bfbbbfc22494"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["ChebyshevU"]], "paclet:ref/ChebyshevU"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "bf180e59-55f4-418f-ba78-85064e89964e"] + }], "SeeAlso",ExpressionUUID->"32f4e7ec-dd0c-43e7-b6bb-687742ba5899"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"22b1ca4b-5ae1-4b6d-a74b-\ +da4ec2802e30"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems with Q3"]], + "paclet:Q3/tutorial/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "8bddefd5-3030-4bb4-a74c-9e2e1b692f76"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems with Q3"]], + "paclet:Q3/tutorial/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "1f77eb35-c064-4893-9e01-c1df5bf5b0cb"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Spin Systems with Q3"]], + "paclet:Q3/tutorial/QuantumSpinSystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "8148a575-439e-49df-8d6f-211bae78c7be"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"424533e9-517d-40d2-9a05-\ +c39e29bde265"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems"]], + "paclet:Q3/guide/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "978153c3-99a2-4897-b3e3-05d1fe0cd7a7"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems"]], + "paclet:Q3/guide/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "a8132fd1-3e8d-4f44-947a-d029148a6554"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Spin Systems"]], + "paclet:Q3/guide/QuantumSpinSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "ddcdb53e-24f5-46c2-80a8-2bc658e5a2ac"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3: Symbolic Quantum Simulation"]], + "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "da0a2c41-f422-490f-b50f-90bc3a8d3ef5"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"857faa18-0827-4aa3-80e4-\ +824d5f0bf245"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "d0503c0b-4b37-4009-b09b-4618c38f390e"]}]],ExpressionUUID-> + "be780667-a1b1-4bd2-a199-5f08f26613c1"], + ", A Quantum Computation Workbook (Springer)." + }], "RelatedLinks",ExpressionUUID-> + "e3bc37fb-f09e-4e41-b806-11c7df72ef80"]} + }]} + }]], "RelatedLinksSection",ExpressionUUID->"f246607b-87d5-448f-9332-\ +b2123db4c594"], + +Cell[" ", "FooterCell",ExpressionUUID->"c035a0fd-6f0b-4157-938f-18541b8af503"] +}, +Saveable->False, +ScreenStyleEnvironment->"Working", +WindowSize->{900, 830}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +WindowTitle->"ChebyshevSeries", +TaggingRules->{ + "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", + "ExampleCounter" -> 1, + "Openers" -> { + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 29, 8, 1, 34.981982}", + "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", + "keywords" -> {"Chebyshev polynomial"}, "specialkeywords" -> {}, + "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", + "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> + "ChebyshevSeries[{c0, c2, ..., c 2 n}, 1] represents a series in \ +Chebyshev polynomials T 2 k with coefficients c 2 k, which leads to an even \ +polynomial of degree 2 n. ChebyshevSeries[{c1, c3, ..., c 2 n - 1}, -1] \ +represents a series in Chebyshev polynomials T 2 k - 1 with coefficients c 2 \ +k - 1, which leads to an odd polynomial of degree 2 n - 1. \ +ChebyshevSeries[{c0, c1, c2, ..., cn}, 0] represents a series in Chebyshev \ +polynomials T k with coefficients c k, which leads to a polynomial of degree \ +n without definite parity. ChebyshevSeries[{c0, c1, c2, ..., cn}] \ +automatically converts to ChebyshevSeries[coeff, parity] according to the \ +parity indicated in coefficients {c0, c1, c2, ..., cn}.", "synonyms" -> {}, + "tabletags" -> {}, "title" -> "ChebyshevSeries", "titlemodifier" -> "", + "metadescription" -> "", "windowtitle" -> "ChebyshevSeries", "type" -> + "Symbol", "uri" -> "Q3/ref/ChebyshevSeries"}}, +CellContext->"Global`", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", +StyleDefinitions->Notebook[{ + Cell[ + StyleData[ + StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], + Cell[ + StyleData["Input"], CellContext -> "Global`"], + Cell[ + StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", + StyleDefinitions -> "Default.nb"], +ExpressionUUID->"4ab35e0b-c2e3-479f-82e9-af06e300b68b" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{ + "PrimaryExamplesSection"->{ + Cell[20824, 579, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"1056645b-3bd6-48d6-9ea2-ad65aa10c2cc", + CellTags->"PrimaryExamplesSection", + CellID->1492386577]}, + "RasterizedOutput"->{ + Cell[136102, 2809, 72432, 1194, 410, "Output",ExpressionUUID->"51e289aa-c6db-4993-af22-8c5f442d5352", + CellTags->"RasterizedOutput", + CellID->844242510]} + } +*) +(*CellTagsIndex +CellTagsIndex->{ + {"PrimaryExamplesSection", 217639, 4239}, + {"RasterizedOutput", 217840, 4243} + } +*) +(*NotebookFileOutline +Notebook[{ +Cell[587, 21, 7698, 187, 57, "AnchorBarGrid",ExpressionUUID->"3c66ea7c-18f2-44e3-948e-efafea02f398", + CellID->1], +Cell[8288, 210, 85, 0, 23, "ContextNameCell",ExpressionUUID->"9c9fd3e5-d6aa-4610-8606-3cdc38bb8993"], +Cell[CellGroupData[{ +Cell[8398, 214, 1389, 38, 60, "ObjectNameGrid",ExpressionUUID->"bec595cd-0518-47af-bb3a-1842e5ec56b1"], +Cell[9790, 254, 8092, 238, 350, "Usage",ExpressionUUID->"b7071f7e-34af-4d73-b808-b03f5220d712", + CellID->1269902293] +}, Open ]], +Cell[CellGroupData[{ +Cell[17919, 497, 1898, 47, 37, "NotesSection",ExpressionUUID->"c3da5d17-0ff3-462f-bca6-e2cf52f37b79", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->799309966], +Cell[19820, 546, 877, 27, 70, "Notes",ExpressionUUID->"7073ffb4-a3eb-4df9-a216-398086df671e", + CellID->569620965] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[20824, 579, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"1056645b-3bd6-48d6-9ea2-ad65aa10c2cc", + CellTags->"PrimaryExamplesSection", + CellID->1492386577], +Cell[22217, 618, 192, 3, 31, "Input",ExpressionUUID->"73d0f703-0c55-4a72-8624-8666ba601d5a", + CellID->1234021871], +Cell[CellGroupData[{ +Cell[22434, 625, 1368, 36, 31, "ExampleSection",ExpressionUUID->"a0b757c7-4644-4c11-82f1-09fd67e0e497", + CellID->2079686326], +Cell[23805, 663, 119, 1, 38, "ExampleText",ExpressionUUID->"237f3ac9-8eca-4002-ba37-bf277574db8a", + CellID->1160309461], +Cell[23927, 666, 416, 12, 29, "Input",ExpressionUUID->"fded1827-2e79-45c1-9e49-8a53792067a1", + CellID->1725921001], +Cell[CellGroupData[{ +Cell[24368, 682, 452, 12, 48, "Input",ExpressionUUID->"de9f6269-290c-4bc5-ad37-72f876217f0d", + CellID->2006035471], +Cell[24823, 696, 63605, 1095, 408, "Output",ExpressionUUID->"4760f60f-3f86-4273-94f5-a050929b0543", + CellID->508898285] +}, Open ]], +Cell[88443, 1794, 136, 1, 70, "ExampleText",ExpressionUUID->"46a17e9c-3b31-4597-8523-22e23ea5aca5", + CellID->1125515293], +Cell[CellGroupData[{ +Cell[88604, 1799, 255, 6, 70, "Input",ExpressionUUID->"d2caf04f-8dc6-43c7-a1ce-9da8711427df", + CellID->2107496239], +Cell[88862, 1807, 1374, 48, 52, "Output",ExpressionUUID->"aadb734d-3f23-4dea-9845-723d87aad609", + CellID->485968485] +}, Open ]], +Cell[CellGroupData[{ +Cell[90273, 1860, 274, 7, 70, "Input",ExpressionUUID->"250a7edf-4349-46a5-926a-de8e0983284e", + CellID->1713910240], +Cell[90550, 1869, 439, 9, 37, "Output",ExpressionUUID->"1acf5988-c45e-4a63-8ec5-335f517ca1a9", + CellID->478517761] +}, Open ]], +Cell[91004, 1881, 171, 3, 70, "ExampleText",ExpressionUUID->"3bc3e228-59b5-49ff-81c1-b319320379a2", + CellID->986330755], +Cell[CellGroupData[{ +Cell[91200, 1888, 239, 6, 70, "Input",ExpressionUUID->"1419140b-445d-4209-8b99-2e0f88235358", + CellID->97760346], +Cell[91442, 1896, 43776, 882, 70, "Output",ExpressionUUID->"5291850e-1081-4ece-b920-7608be1ae157", + CellID->118276806] +}, Open ]], +Cell[135233, 2781, 168, 3, 70, "ExampleText",ExpressionUUID->"8447f624-4961-41fb-86a9-34c623284540", + CellID->436466161], +Cell[CellGroupData[{ +Cell[135426, 2788, 673, 19, 70, "Input",ExpressionUUID->"1e67112c-2603-42e6-b02a-657bb86f9b3c", + CellID->1462330341], +Cell[136102, 2809, 72432, 1194, 410, "Output",ExpressionUUID->"51e289aa-c6db-4993-af22-8c5f442d5352", + CellTags->"RasterizedOutput", + CellID->844242510] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], +Cell[208776, 4012, 1786, 48, 70, "SeeAlsoSection",ExpressionUUID->"22b1ca4b-5ae1-4b6d-a74b-da4ec2802e30"], +Cell[210565, 4062, 1489, 38, 70, "TechNotesSection",ExpressionUUID->"424533e9-517d-40d2-9a05-c39e29bde265"], +Cell[212057, 4102, 1793, 46, 70, "MoreAboutSection",ExpressionUUID->"857faa18-0827-4aa3-80e4-824d5f0bf245"], +Cell[213853, 4150, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"f246607b-87d5-448f-9332-b2123db4c594"], +Cell[215022, 4186, 78, 0, 70, "FooterCell",ExpressionUUID->"c035a0fd-6f0b-4157-938f-18541b8af503"] +} +] +*) + +(* End of internal cache information *) + diff --git a/Q3/Documentation/English/ReferencePages/Symbols/CliffordMatrixQ.nb b/Q3/Documentation/English/ReferencePages/Symbols/CliffordMatrixQ.nb new file mode 100644 index 000000000..8fd923b41 --- /dev/null +++ b/Q3/Documentation/English/ReferencePages/Symbols/CliffordMatrixQ.nb @@ -0,0 +1,1430 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 14.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 51565, 1420] +NotebookOptionsPosition[ 45645, 1299] +NotebookOutlinePosition[ 47952, 1356] +CellTagsIndexPosition[ 47866, 1351] +WindowTitle->CliffordMatrixQ +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[GridBox[{ + {GridBox[{ + { + ItemBox[Cell[BoxData[ + RowBox[{ + TemplateBox[{12}, + "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", + TextAlignment->Center,ExpressionUUID-> + "f8433cca-ed05-4081-901b-45e5faaf0083"], + TemplateBox[{8}, + "Spacer1"]}]], + TextAlignment->Center,ExpressionUUID-> + "0b67f142-87a9-4cc3-a9dd-53e447bae025"], + Background->RGBColor[0.490196, 0.576471, 0.690196], + ItemSize->Full], ""} + }, + GridBoxAlignment->{"Rows" -> {{Center}}}, + GridBoxItemSize->{"Columns" -> {Full, + Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "See Also", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "bf5e488d-3d11-4e8e-8a28-c5c6696f7dec"] + }],ExpressionUUID->"848a2569-7959-42df-abee-e2f29967ba62"], + StripOnInput->False],{ + "\"CliffordQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordQ"], "\"PauliQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/PauliQ"], "\"PauliMatrixQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/PauliMatrixQ"], + "\"CliffordGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordGroup"], + "\"FullCliffordGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/FullCliffordGroup"], + "\"PauliGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/PauliGroup"], + "\"FullPauliGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/FullPauliGroup"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"SeeAlso"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "4845e7e3-419c-4223-b49a-eea0d4073a45"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "2d96ac10-05be-4f91-b1f2-18043bd58832"] + }],ExpressionUUID->"ead2d6c5-1326-44a1-b1a3-5f08df5808b8"], + StripOnInput->False],{ + "\"Quantum Information Systems\"" :> + Documentation`HelpLookup[ + "paclet:Q3/guide/QuantumInformationSystems"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "a8bcc2ec-c66d-4cda-a1b2-3b34f0d50eb9"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "285dc871-e01e-4fa1-ae82-ee2fd593387c"] + }],ExpressionUUID->"c3ef12cc-777c-4c88-add8-c2e8951f5732"], + StripOnInput->False],{ + "\"The Pauli and Clifford Groups\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/PauliAndCliffordGroups"], + "\"Stabilizer Formalism\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/StabilizerFormalism"], + "\"Stabilizer Codes\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/StabilizerCodes"], + "\"Quantum Error-Correction Codes\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumErrorCorrectionCodes"], + "\"Quantum Information Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumInformationSystems"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "079a880d-2ebd-493c-a19d-d0c74574c8cd"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "URL", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "75ac9b9a-e337-4fb6-abaf-799ee692bcb1"] + }],ExpressionUUID->"cf7cfbb7-3430-43ec-8235-947ca87ceed4"], + StripOnInput->False],{ + "\"Q3/ref/CliffordMatrixQ\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/CliffordMatrixQ"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/\ +CliffordMatrixQ.html"], StandardForm]], "Input", TextClipboardType -> + "PlainText"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/CliffordMatrixQ" <> ".html"], None}]}]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"URLMenu"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "5edbcd3d-8d14-45af-aedd-34aa1b7eb8f3"] + }], "AnchorBar", + CacheGraphics->False,ExpressionUUID-> + "8a1919b0-f426-47e0-9cee-f0781dbc0e81"]} + }]], "AnchorBarGrid", + CellID->1,ExpressionUUID->"f3ac7882-8e80-41de-80da-748e220304bc"], + +Cell["Q3`", "ContextNameCell",ExpressionUUID->"633b9edb-1201-4d28-8591-242ca405b265"], + +Cell[CellGroupData[{ + +Cell[BoxData[GridBox[{ + {Cell[TextData[{ + Cell[ + "CliffordMatrixQ", "ObjectName",ExpressionUUID-> + "d69133f3-1a8f-4b0f-abca-191c25ace4a4"], + Cell[BoxData[ + TemplateBox[{8}, + "Spacer1"]],ExpressionUUID->"886e5b91-6352-4041-9258-742adfb7ed6f"], + Cell[BoxData[ + ""], "ObjectNameTranslation",ExpressionUUID-> + "25b6c21d-442d-4bac-a082-874782af0269"] + }],ExpressionUUID->"c783618c-1597-4abb-a588-9d3889d03ebf"], Cell[BoxData[ + TooltipBox[ + StyleBox[ + TagBox[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"NEW IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->18, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False], + Deploy, + DefaultBaseStyle->"Deploy"], "NewInGraphic", + StripOnInput->False], + "New in 14", + TooltipDelay->0.3]], + Magnification->1,ExpressionUUID-> + "e180234a-ca60-420f-b1c2-b97c7504c8cc"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"c63c951e-9928-48d6-bad6-8e61ddda9d0a"], + +Cell[BoxData[GridBox[{ + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["CliffordMatrixQ"]], "paclet:Q3/ref/CliffordMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["mat", "TI"], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "7fe31c62-0744-4917-99d6-4e9a5d2c071f"], + "\[LineSeparator]returns ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["True"]], "paclet:ref/True"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f51b72b7-ba92-421d-bbde-9712c14c158f"], + " if matrix mat represents a Clifford operator, and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["False"]], "paclet:ref/False"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "01b1cdb9-72c2-4f5f-b7d5-80aaeac0c8ec"], + " otherwise." + }],ExpressionUUID->"ad739a2f-3004-4282-a6ef-11c9a7f8a7fb"]} + }]], "Usage", + CellID->100309082,ExpressionUUID->"b5c8bf94-5c09-41a7-9884-bf97a7b8c9b3"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"90a58eab-fe0d-4926-adb1-069a9eb252b9"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"e0ef3729-7191-47b5-a1bf-5265aa6558b1"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"825238f3-1340-4a11-a9e5-628482929079"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"1ae46a7f-de10-4b4a-a55a-7df72e9a4085"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->706543680,ExpressionUUID->"9cc51688-48f4-4ed1-aa22-62ee7e0184f2"], + +Cell[TextData[{ + "A Clifford operator ", + Cell[BoxData[ + FormBox["U", TraditionalForm]],ExpressionUUID-> + "e935aef1-c3c7-4a2d-9153-62b4691be21a"], + " is completely specified (up to a global phase factor ", + Cell[BoxData[ + FormBox[ + SuperscriptBox["e", + RowBox[{"\[ImaginaryI]", " ", "m", " ", + RowBox[{"\[Pi]", " ", "/", "4"}]}]], TraditionalForm]],ExpressionUUID-> + "9e34d417-fa6c-4de8-9459-56b56fb9867f"], + ") by the transformation of Pauli operators under conjugation by ", + Cell[BoxData[ + FormBox["U", TraditionalForm]],ExpressionUUID-> + "98d000aa-9606-4e73-945a-ad2de187086b"], + ":\n\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{"U", " ", + SubscriptBox["X", "j"], " ", + SuperscriptBox["U", "\[Dagger]"]}], "=", + RowBox[{ + SuperscriptBox[ + RowBox[{"(", + RowBox[{"-", "1"}], ")"}], + SubscriptBox["p", "j"]], + UnderoverscriptBox["\[CapitalPi]", + RowBox[{" ", + RowBox[{"i", "=", "1"}]}], + RowBox[{" ", "n"}]], + RowBox[{ + SubsuperscriptBox["X", "i", + SubscriptBox["a", + StyleBox["ij", + FontSlant->"Italic"]]], + SubsuperscriptBox["Z", "i", + SubscriptBox["b", + StyleBox["ij", + FontSlant->"Italic"]]]}]}]}], TraditionalForm]],ExpressionUUID-> + "4205affe-8d4c-42a5-bcf1-cb6eba5109f6"], + "\nand\n\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{"U", " ", + SubscriptBox["Z", "j"], " ", + SuperscriptBox["U", "\[Dagger]"]}], "=", + RowBox[{ + SuperscriptBox[ + RowBox[{"(", + RowBox[{"-", "1"}], ")"}], + SubscriptBox["q", "j"]], + UnderoverscriptBox["\[CapitalPi]", + RowBox[{" ", + RowBox[{"i", "=", "1"}]}], + RowBox[{" ", "n"}]], + RowBox[{ + SubsuperscriptBox["X", "i", + SubscriptBox["c", + StyleBox["ij", + FontSlant->"Italic"]]], + SubsuperscriptBox["Z", "i", + SubscriptBox["d", + StyleBox["ij", + FontSlant->"Italic"]]]}]}]}], TraditionalForm]],ExpressionUUID-> + "0aaecaa7-580f-4ad7-a4d0-f8d5af6c53b1"], + "." +}], "Notes", + CellID->1417856937,ExpressionUUID->"f9a0fd19-cfd7-4d3c-81c5-9802701a05a7"], + +Cell[TextData[{ + "The Gottesman matrix of ", + Cell[BoxData[ + FormBox["U", TraditionalForm]],ExpressionUUID-> + "4a0810ee-7da9-4e2f-abdb-bb945b5e3452"], + " is defined by\n\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{"S", "(", "U", ")"}], ":=", + RowBox[{"(", GridBox[{ + { + SubscriptBox["a", "11"], + SubscriptBox["c", "11"], + SubscriptBox["a", "12"], + SubscriptBox["c", "12"], "\[Ellipsis]", "\[Ellipsis]"}, + { + SubscriptBox["b", "11"], + SubscriptBox["d", "11"], + SubscriptBox["b", "12"], + SubscriptBox["d", "12"], "\[Ellipsis]", "\[Ellipsis]"}, + { + SubscriptBox["a", "21"], + SubscriptBox["c", "21"], + SubscriptBox["a", "22"], + SubscriptBox["c", "22"], "\[Ellipsis]", "\[Ellipsis]"}, + { + SubscriptBox["b", "12"], + SubscriptBox["d", "21"], + SubscriptBox["b", "22"], + SubscriptBox["d", "22"], "\[Ellipsis]", "\[Ellipsis]"}, + {"\[VerticalEllipsis]", "\[VerticalEllipsis]", "\[VerticalEllipsis]", + "\[VerticalEllipsis]", "\[DescendingEllipsis]", + "\[DescendingEllipsis]"}, + {"\[VerticalEllipsis]", "\[VerticalEllipsis]", "\[VerticalEllipsis]", + "\[VerticalEllipsis]", "\[DescendingEllipsis]", + "\[DescendingEllipsis]"} + }], ")"}]}], TraditionalForm]],ExpressionUUID-> + "d0dfbf64-277f-49e3-91d8-8717c0572026"] +}], "Notes", + CellID->2083430531,ExpressionUUID->"d7b78722-cd53-48f6-95b1-90bf455241cb"], + +Cell[TextData[{ + "Recall that a Pauli operator\[LineSeparator]\t", + Cell[BoxData[ + FormBox[ + RowBox[{"P", "=", + RowBox[{ + RowBox[{ + UnderoverscriptBox["\[CapitalPi]", + RowBox[{" ", + RowBox[{"j", "=", "1"}]}], + RowBox[{" ", "n"}]], + RowBox[{ + SubsuperscriptBox["X", "j", + SubscriptBox["x", "j"]], + SubsuperscriptBox["Z", "j", + SubscriptBox["z", "j"]]}]}], "\[Element]", + RowBox[{"\[ScriptCapitalP]", "(", "n", ")"}]}]}], TraditionalForm]], + ExpressionUUID->"c66d8c39-c6ce-47ab-8c97-4aff3702fc0d"], + "\[LineSeparator]is completely specified by the corresponding Gottesman \ +vector,\[LineSeparator]\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{"v", "(", "P", ")"}], ":=", + SuperscriptBox[ + RowBox[{"(", + RowBox[{ + SubscriptBox["x", "1"], ",", + SubscriptBox["z", "1"], ",", + SubscriptBox["x", "2"], ",", + SubscriptBox["z", "2"], ",", "\[Ellipsis]", ",", + SubscriptBox["x", "n"], ",", + SubscriptBox["z", "n"]}], ")"}], "T"]}], TraditionalForm]], + ExpressionUUID->"26307f87-4dfc-44d4-80d1-56b8c1bc6839"], + "." +}], "Notes", + CellID->1441760612,ExpressionUUID->"a97e9e0e-8cc9-4978-8e96-ddd760c75774"], + +Cell[TextData[{ + StyleBox["NOTE", + FontWeight->"Bold"], + ": Since Q3 v3.4.4, ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordQ"]], "paclet:Q3/ref/CliffordQ", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "a3a2d63c-37b2-4f24-876e-2989f17dbaaa"], + " and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordMatrixQ"]], "paclet:Q3/ref/CliffordMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "6871e875-d8aa-455a-9897-6cf2eea199a4"], + " have been separated." +}], "Notes", + CellID->518872311,ExpressionUUID->"dad8e15f-1d25-4f83-b700-ab35e27d973d"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], + Alternatives[True, Open]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "de8342da-16f6-4c5d-b301-171945734767"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"8f9300e9-ad8c-41d6-a33b-cf4b5cf19c74"], + "Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "cad82a5e-25e0-4e9e-a5a2-562a45bc9587"] +}], "PrimaryExamplesSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellTags->"PrimaryExamplesSection", + CellID->1442545497,ExpressionUUID->"82f8cdf1-1cfa-4d74-aeba-12b6982c393e"], + +Cell[BoxData[ + RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", + CellLabel->"In[1]:=", + CellID->726065653,ExpressionUUID->"d8ead0c8-d6b5-404a-b925-367cfb5f0374"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "b6d41f02-c6d2-4918-bce6-49bd7bb76769"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"d9d4082d-2d05-4fce-9297-b30d88882f54"], + "Basic Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "4988466a-e6cb-4dbf-844e-80304c5c557e"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->1919277096,ExpressionUUID->"77e9da7d-b2be-4ea6-9a5a-7dfb73e9e87c"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"grp", "=", + RowBox[{"FullCliffordGroup", "[", "2", "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->724928028,ExpressionUUID->"5620b9ac-971d-46fc-a643-064c727b87fd"], + +Cell[BoxData[ + RowBox[{"FullCliffordGroup", "[", "2", "]"}]], "Output", + CellLabel->"Out[1]=", + CellID->1291632055,ExpressionUUID->"033c6ad4-ab14-47d8-8542-b410624107a5"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"elm", "=", + RowBox[{"Matrix", "@", + RowBox[{"GroupElements", "[", + RowBox[{"grp", ",", + RowBox[{"Range", "[", + RowBox[{"25", ",", "50"}], "]"}]}], "]"}]}]}], ";"}], "]"}]], "Input",\ + + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->955622528,ExpressionUUID->"5b7e3a1a-2f14-4e31-bf77-0ec71c3f51d2"], + +Cell[BoxData["3.448963`"], "EchoTiming", + CellID->1710109903,ExpressionUUID->"def1c80b-c277-4f29-881f-b4755974da49"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"MatrixForm", "/@", + RowBox[{"elm", "[", + RowBox[{"[", + RowBox[{";;", + RowBox[{"UpTo", "[", "5", "]"}]}], "]"}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1175433907,ExpressionUUID->"2d4ce5f9-89f1-498e-a2d2-4eb603c09019"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}]}, + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}, + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}, + { + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 4, 8, 12, 16}, {{1}, {2}, {3}, {4}, {2}, {1}, {4}, {3}, {3}, { + 4}, {1}, {2}, {4}, {3}, {2}, {1}}}, { + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[1, 2]] 2^Rational[-1, 2]}}]]]], + ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + FractionBox["1", + SqrtBox["2"]], "0", "0", + RowBox[{"-", + FractionBox["1", + SqrtBox["2"]]}]}, + {"0", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], "0"}, + { + FractionBox["1", + SqrtBox["2"]], "0", "0", + FractionBox["1", + SqrtBox["2"]]}, + {"0", + RowBox[{"-", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]]}], + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 4, 8, 12, 16}, {{1}, {2}, {3}, {4}, {2}, {1}, {4}, {3}, {3}, { + 4}, {1}, {2}, {4}, {3}, {2}, {1}}}, { + 2^Rational[-1, 2], 0, 0, -2^Rational[-1, 2], Complex[0, 1] + 2^Rational[-1, 2], 0, 0, Complex[0, 1] 2^Rational[-1, 2], 0, 2^ + Rational[-1, 2], 2^Rational[-1, 2], 0, 0, Complex[0, 1] + 2^Rational[-1, 2], Complex[0, -1] 2^Rational[-1, 2], 0}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + FractionBox["1", + SqrtBox["2"]], + FractionBox["1", + SqrtBox["2"]], "0", "0"}, + {"0", "0", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], + RowBox[{"-", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]]}]}, + {"0", "0", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], + FractionBox["\[ImaginaryI]", + SqrtBox["2"]]}, + { + RowBox[{"-", + FractionBox["1", + SqrtBox["2"]]}], + FractionBox["1", + SqrtBox["2"]], "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 4, 8, 12, 16}, {{1}, {2}, {3}, {4}, {2}, {1}, {4}, {3}, {3}, { + 4}, {1}, {2}, {4}, {3}, {2}, {1}}}, { + 2^Rational[-1, 2], 2^Rational[-1, 2], 0, 0, 0, 0, Complex[0, -1] + 2^Rational[-1, 2], Complex[0, 1] 2^Rational[-1, 2], Complex[0, 1] + 2^Rational[-1, 2], Complex[0, 1] 2^Rational[-1, 2], 0, 0, 0, 0, 2^ + Rational[-1, 2], -2^Rational[-1, 2]}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + FractionBox["1", + SqrtBox["2"]], + FractionBox["1", + SqrtBox["2"]], "0", "0"}, + {"0", "0", + RowBox[{"-", + FractionBox["1", + SqrtBox["2"]]}], + FractionBox["1", + SqrtBox["2"]]}, + {"0", "0", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], + FractionBox["\[ImaginaryI]", + SqrtBox["2"]]}, + { + FractionBox["\[ImaginaryI]", + SqrtBox["2"]], + RowBox[{"-", + FractionBox["\[ImaginaryI]", + SqrtBox["2"]]}], "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 4, 8, 12, 16}, {{1}, {2}, {3}, {4}, {2}, {1}, {4}, {3}, {3}, { + 4}, {1}, {2}, {4}, {3}, {2}, {1}}}, { + 2^Rational[-1, 2], 2^Rational[-1, 2], 0, 0, 0, 0, 2^ + Rational[-1, 2], -2^Rational[-1, 2], Complex[0, 1] 2^Rational[-1, 2], + Complex[0, 1] 2^Rational[-1, 2], 0, 0, 0, 0, Complex[0, -1] + 2^Rational[-1, 2], Complex[0, 1] 2^Rational[-1, 2]}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}]}, + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}, + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "-", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}]}, + { + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + RowBox[{"-", + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]}], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]], + FractionBox[ + RowBox[{ + FractionBox["1", "2"], "+", + FractionBox["\[ImaginaryI]", "2"]}], + SqrtBox["2"]]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 4, 8, 12, 16}, {{1}, {2}, {3}, {4}, {2}, {1}, {4}, {3}, {3}, { + 4}, {1}, {2}, {4}, {3}, {2}, {1}}}, { + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2], + Complex[Rational[-1, 2], Rational[-1, 2]] 2^Rational[-1, 2], + Complex[Rational[1, 2], Rational[1, 2]] 2^Rational[-1, 2]}}]]]]}], + "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->689632573,ExpressionUUID->"606b61c8-d9a5-489a-ab79-9fa80154e511"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"CliffordMatrixQ", "/@", "elm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->609671956,ExpressionUUID->"e5256e34-8719-445c-93cd-9858a5d8c210"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True"}], "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->512818079,ExpressionUUID->"77dd0969-e58b-4e8f-b79a-9ff9418527dc"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"AllTrue", "[", + RowBox[{"elm", ",", "CliffordMatrixQ"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->1785605786,ExpressionUUID->"ef317f1b-7ef7-4e05-9fea-e33668e35d0b"], + +Cell[BoxData["True"], "Output", + CellLabel->"Out[5]=", + CellID->572846205,ExpressionUUID->"e6870eea-7c63-4b70-ad10-e938e0c0c3ef"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordQ"]], "paclet:Q3/ref/CliffordQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "492ec85f-66f7-4c37-9990-d67bcb868d11"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliQ"]], "paclet:Q3/ref/PauliQ", "Q3 Package Symbol"}, + + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "76a8b808-fdd8-4ef7-93c1-9ed25c94f0f2"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliMatrixQ"]], "paclet:Q3/ref/PauliMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "231f5b7b-0411-4399-aae0-bf90061e7aa5"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordGroup"]], "paclet:Q3/ref/CliffordGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "69479a6c-a4c7-4afe-886b-7674543c3649"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["FullCliffordGroup"]], "paclet:Q3/ref/FullCliffordGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ae784e45-4880-4b25-a267-bf00b80a72ee"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliGroup"]], "paclet:Q3/ref/PauliGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ac877f36-3663-48ce-b683-f11393f6985a"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["FullPauliGroup"]], "paclet:Q3/ref/FullPauliGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "2430b605-ee94-44fb-9575-34d0c01b8d1f"] + }], "SeeAlso",ExpressionUUID->"beacc7c4-06ed-4a30-b6ef-111402441f60"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"44849b23-776a-4945-946a-\ +5dadf4084a79"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["The Pauli and Clifford Groups"]], + "paclet:Q3/tutorial/PauliAndCliffordGroups"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "57f45400-c579-4219-b7d8-827fd7169dc1"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Stabilizer Formalism"]], + "paclet:Q3/tutorial/StabilizerFormalism"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "55df6f2b-b4fd-4964-9653-7b35908b288c"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Stabilizer Codes"]], + "paclet:Q3/tutorial/StabilizerCodes"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "cc47a24f-52c8-4c9f-ac5e-4ae7f05c836d"]}]}, + { + RowBox[{ + "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox[ + "Quantum Error-Correction Codes", + BaseStyle->"Link", + ButtonData->"paclet:Q3/tutorial/QuantumErrorCorrectionCodes"]], + "TechNotes",ExpressionUUID-> + "18435068-b429-4c41-baf8-56bd0eaaf73f"]}]}, + { + RowBox[{ + "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox[ + "Quantum Information Systems with Q3", + BaseStyle->"Link", + ButtonData->"paclet:Q3/tutorial/QuantumInformationSystems"]], + "TechNotes",ExpressionUUID->"0ccb59b3-5dd9-4c56-b017-8fca8c31dd87"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"e949de67-65bd-4c03-9ee7-\ +fcdda4fbbcab"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems"]], + "paclet:Q3/guide/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "f41561fb-5685-4690-b394-3e46ffc364e5"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"8f76d7c2-5ea3-486f-bdb4-\ +899753bac981"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "36ffec61-a2ea-4863-8cd6-3e9047db67c9"]}]],ExpressionUUID-> + "90c63fc3-05ac-4d23-8b3d-9bce20bc3313"], + ", A Quantum Computation Workbook (Springer)." + }], "RelatedLinks",ExpressionUUID-> + "569e495b-5676-43cd-91fc-4040e801a327"]} + }]} + }]], "RelatedLinksSection",ExpressionUUID->"8dbe0173-d6e9-4928-82a7-\ +e598a06955f1"], + +Cell[" ", "FooterCell",ExpressionUUID->"401e2342-56aa-4b76-a420-7f7e796a7b15"] +}, +Saveable->False, +ScreenStyleEnvironment->"Working", +WindowSize->{900, 830}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +WindowTitle->"CliffordMatrixQ", +TaggingRules->{ + "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", + "ExampleCounter" -> 1, + "Openers" -> { + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 24, 11, 28, 16.667438}", + "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", + "keywords" -> { + "Clifford group", "Clifford operator", "Clifford circuit", + "stabilizer formalism", "stabilizer circuit"}, "specialkeywords" -> {}, + "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", + "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> + "CliffordMatrixQ[mat] returns True if matrix mat represents a Clifford \ +operator, and False otherwise.", "synonyms" -> {}, "tabletags" -> {}, "title" -> + "CliffordMatrixQ", "titlemodifier" -> "", "metadescription" -> "", + "windowtitle" -> "CliffordMatrixQ", "type" -> "Symbol", "uri" -> + "Q3/ref/CliffordMatrixQ"}}, +CellContext->"Global`", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", +StyleDefinitions->Notebook[{ + Cell[ + StyleData[ + StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], + Cell[ + StyleData["Input"], CellContext -> "Global`"], + Cell[ + StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", + StyleDefinitions -> "Default.nb"], +ExpressionUUID->"ef657dee-cdf4-4bf3-8c06-d7b128c6133d" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{ + "PrimaryExamplesSection"->{ + Cell[18765, 524, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"82f8cdf1-1cfa-4d74-aeba-12b6982c393e", + CellTags->"PrimaryExamplesSection", + CellID->1442545497]} + } +*) +(*CellTagsIndex +CellTagsIndex->{ + {"PrimaryExamplesSection", 47665, 1344} + } +*) +(*NotebookFileOutline +Notebook[{ +Cell[587, 21, 7662, 187, 57, "AnchorBarGrid",ExpressionUUID->"f3ac7882-8e80-41de-80da-748e220304bc", + CellID->1], +Cell[8252, 210, 85, 0, 23, "ContextNameCell",ExpressionUUID->"633b9edb-1201-4d28-8591-242ca405b265"], +Cell[CellGroupData[{ +Cell[8362, 214, 1389, 38, 60, "ObjectNameGrid",ExpressionUUID->"c63c951e-9928-48d6-bad6-8e61ddda9d0a"], +Cell[9754, 254, 1261, 34, 116, "Usage",ExpressionUUID->"b5c8bf94-5c09-41a7-9884-bf97a7b8c9b3", + CellID->100309082] +}, Open ]], +Cell[CellGroupData[{ +Cell[11052, 293, 1898, 47, 37, "NotesSection",ExpressionUUID->"9cc51688-48f4-4ed1-aa22-62ee7e0184f2", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->706543680], +Cell[12953, 342, 2159, 70, 70, "Notes",ExpressionUUID->"f9a0fd19-cfd7-4d3c-81c5-9802701a05a7", + CellID->1417856937], +Cell[15115, 414, 1503, 40, 70, "Notes",ExpressionUUID->"d7b78722-cd53-48f6-95b1-90bf455241cb", + CellID->2083430531], +Cell[16621, 456, 1236, 36, 70, "Notes",ExpressionUUID->"a97e9e0e-8cc9-4978-8e96-ddd760c75774", + CellID->1441760612], +Cell[17860, 494, 778, 24, 70, "Notes",ExpressionUUID->"dad8e15f-1d25-4f83-b700-ab35e27d973d", + CellID->518872311] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[18765, 524, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"82f8cdf1-1cfa-4d74-aeba-12b6982c393e", + CellTags->"PrimaryExamplesSection", + CellID->1442545497], +Cell[20158, 563, 191, 3, 31, "Input",ExpressionUUID->"d8ead0c8-d6b5-404a-b925-367cfb5f0374", + CellID->726065653], +Cell[CellGroupData[{ +Cell[20374, 570, 1368, 36, 31, "ExampleSection",ExpressionUUID->"77e9da7d-b2be-4ea6-9a5a-7dfb73e9e87c", + CellID->1919277096], +Cell[CellGroupData[{ +Cell[21767, 610, 220, 5, 29, "Input",ExpressionUUID->"5620b9ac-971d-46fc-a643-064c727b87fd", + CellID->724928028], +Cell[21990, 617, 170, 3, 37, "Output",ExpressionUUID->"033c6ad4-ab14-47d8-8542-b410624107a5", + CellID->1291632055] +}, Open ]], +Cell[CellGroupData[{ +Cell[22197, 625, 404, 12, 29, "Input",ExpressionUUID->"5b7e3a1a-2f14-4e31-bf77-0ec71c3f51d2", + CellID->955622528], +Cell[22604, 639, 116, 1, 24, "EchoTiming",ExpressionUUID->"def1c80b-c277-4f29-881f-b4755974da49", + CellID->1710109903] +}, Open ]], +Cell[CellGroupData[{ +Cell[22757, 645, 294, 8, 29, "Input",ExpressionUUID->"2d4ce5f9-89f1-498e-a2d2-4eb603c09019", + CellID->1175433907], +Cell[23054, 655, 13253, 379, 322, "Output",ExpressionUUID->"606b61c8-d9a5-489a-ab79-9fa80154e511", + CellID->689632573] +}, Open ]], +Cell[CellGroupData[{ +Cell[36344, 1039, 191, 4, 29, "Input",ExpressionUUID->"e5256e34-8719-445c-93cd-9858a5d8c210", + CellID->609671956], +Cell[36538, 1045, 508, 9, 55, "Output",ExpressionUUID->"77dd0969-e58b-4e8f-b79a-9ff9418527dc", + CellID->512818079] +}, Open ]], +Cell[CellGroupData[{ +Cell[37083, 1059, 225, 5, 70, "Input",ExpressionUUID->"ef317f1b-7ef7-4e05-9fea-e33668e35d0b", + CellID->1785605786], +Cell[37311, 1066, 129, 2, 37, "Output",ExpressionUUID->"e6870eea-7c63-4b70-ad10-e938e0c0c3ef", + CellID->572846205] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], +Cell[37682, 1077, 3881, 106, 70, "SeeAlsoSection",ExpressionUUID->"44849b23-776a-4945-946a-5dadf4084a79"], +Cell[41566, 1185, 2080, 53, 70, "TechNotesSection",ExpressionUUID->"e949de67-65bd-4c03-9ee7-fcdda4fbbcab"], +Cell[43649, 1240, 742, 19, 70, "MoreAboutSection",ExpressionUUID->"8f76d7c2-5ea3-486f-bdb4-899753bac981"], +Cell[44394, 1261, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"8dbe0173-d6e9-4928-82a7-e598a06955f1"], +Cell[45563, 1297, 78, 0, 70, "FooterCell",ExpressionUUID->"401e2342-56aa-4b76-a420-7f7e796a7b15"] +} +] +*) + +(* End of internal cache information *) + diff --git a/Q3/Documentation/English/ReferencePages/Symbols/CliffordQ.nb b/Q3/Documentation/English/ReferencePages/Symbols/CliffordQ.nb index 8eee5d55a..d736640ae 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/CliffordQ.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/CliffordQ.nb @@ -3,17 +3,17 @@ (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) -(* CreatedBy='Mathematica 13.3' *) +(* CreatedBy='Mathematica 14.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 54022, 1509] -NotebookOptionsPosition[ 45373, 1336] -NotebookOutlinePosition[ 47574, 1391] -CellTagsIndexPosition[ 47488, 1386] +NotebookDataLength[ 67406, 1821] +NotebookOptionsPosition[ 57696, 1629] +NotebookOutlinePosition[ 60081, 1687] +CellTagsIndexPosition[ 59995, 1682] WindowTitle->CliffordQ WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "a8dacfdd-5a78-4f0b-8c4f-88d2e0cf5754"], + "1b3a15d6-1e00-41c2-8074-d62193f6af30"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "f7d2e51e-7e9d-45f6-86ca-dff7d1436591"], + "07067da2-6045-44f5-a6c5-fcfb1ebb0b8d"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,10 +54,15 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "83e1271a-b552-48dd-8c79-a70f2bf1499d"] - }],ExpressionUUID->"861df681-41a5-4099-ac42-d929056fb0e4"], + "fbf626be-8919-4102-9da5-584b88e699a9"] + }],ExpressionUUID->"431f002d-a69d-4230-ba8a-e0d1f5e12546"], StripOnInput->False],{ - "\"StabilizerStateQ\"" :> + "\"CliffordMatrixQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordMatrixQ"], + "\"PauliQ\"" :> Documentation`HelpLookup["paclet:Q3/ref/PauliQ"], + "\"PauliMatrixQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/PauliMatrixQ"], + "\"StabilizerStateQ\"" :> Documentation`HelpLookup["paclet:Q3/ref/StabilizerStateQ"], "\"Stabilizer\"" :> Documentation`HelpLookup["paclet:Q3/ref/Stabilizer"], @@ -70,7 +75,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "34b8c915-5f16-43b7-a7d0-ec4f7f060a7b"], + "779d213c-47ef-4826-aaff-fde761e3fd0c"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -89,8 +94,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "c2e6fb45-dc98-49f2-935b-ed5b759a2053"] - }],ExpressionUUID->"d7b6d7f2-d945-4e20-b04f-db1064fe94ff"], + "721bbff3-a805-4157-9df1-777c472535b8"] + }],ExpressionUUID->"6ef07c38-9018-43df-98b6-9ea84e5043d7"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -100,7 +105,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "0b26bf17-49b5-451e-b276-bb7d546cd586"], + "7570df7a-7caf-48e6-a5cb-35a0544cf93d"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -119,8 +124,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "ce971f2d-cc11-43c0-b54a-22c1ec4c4bc5"] - }],ExpressionUUID->"04be2f79-3bd0-4c62-bca9-0f88dfaa6363"], + "550abdc3-e18d-460f-85fb-d2d59ee0c0c3"] + }],ExpressionUUID->"5def2156-5807-4bfd-9da4-cb6b6d6abb2a"], StripOnInput->False],{ "\"The Pauli and Clifford Groups\"" :> Documentation`HelpLookup[ @@ -140,7 +145,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "992c460c-61a9-4c16-963d-6bbcfc0d0179"], + "a44b0afb-76e7-4dfd-b86a-42df501a1aa7"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -159,8 +164,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "d3e2dc51-02e6-4597-a03f-2d045f6e8791"] - }],ExpressionUUID->"1fe2ac34-fbb0-42de-a272-530adf918751"], + "a01eed8f-5ed3-4981-8684-364a7f010254"] + }],ExpressionUUID->"0514f076-4cd1-4b4c-8efc-b129764307fc"], StripOnInput->False],{ "\"Q3/ref/CliffordQ\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -188,7 +193,7 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> "\"Go to web URL\"" :> FrontEndExecute[{ NotebookLocate[{ - URL[If[TrueQ[DocumentationBuild`Make`Private`wsmlinkQ$25806], + URL[If[TrueQ[False], "http://reference.wolfram.com/system-modeler/", "http://reference.wolfram.com/language/"] <> "Q3/ref/CliffordQ" <> ".html"], None}]}]}, @@ -197,14 +202,14 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "03133bf6-3b9b-46d9-8f7f-73d5834c0fc8"] + "2fb6cb07-8e90-4cc6-a9e3-c3879573a21d"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "cfeb8382-ecab-4303-b1a1-ef6a0b9aa5c5"]} + "faaa738c-316f-4844-8181-49aeee170d54"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"9889907c-5f6a-432f-a126-5d0f0371569c"], + CellID->1,ExpressionUUID->"05d18e70-334b-4a2f-bd33-2ba47dfa6bba"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"48dc6e85-dd48-4753-89cd-08ed1491a749"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"a3d28c0b-3a59-417a-8cff-a38bb5e259be"], Cell[CellGroupData[{ @@ -212,41 +217,34 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "CliffordQ", "ObjectName",ExpressionUUID-> - "8e798da1-d01c-4cb7-8c38-aac9b8d0fefc"], + "c76797a8-70cd-4964-b348-41e8e835a64a"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"dec9c33d-3043-4da0-b34e-cc985b687cdb"], + "Spacer1"]],ExpressionUUID->"d4d318b0-9bdc-49db-9c44-a8fa01aab439"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "768a71e0-0d23-44c6-8946-d23ed5a9ad6d"] - }],ExpressionUUID->"983012d3-024f-4ebb-b642-50f000faf999"], Cell[BoxData[ - TooltipBox[ - StyleBox[ - TagBox[ - StyleBox[ - GraphicsBox[InsetBox[ - StyleBox["\<\"NEW IN 13.1\"\>", - StripOnInput->False, - FontFamily->"Source Sans Pro", - FontSize->18, - FontWeight->"Bold", - FontSlant->"Italic", - FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { - Right, Center}], - AxesStyle->Large, - FrameStyle->Large, - ImageSize->{125, 24}, - PlotRangePadding->Scaled[0.025]], "NewInGraphic", - StripOnInput->False], - Deploy, - DefaultBaseStyle->"Deploy"], "NewInGraphic", - StripOnInput->False], - "New in 13.2", - TooltipDelay->0.3]], + "ff1bb325-92ac-400a-be6a-6565e31c1f3b"] + }],ExpressionUUID->"2dcc7317-d03b-451e-a502-6ef140e6357a"], Cell[BoxData[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"UPDATED IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->17, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False]], + Deployed->True, Magnification->1,ExpressionUUID-> - "20a7e976-ba69-4956-af64-c0d742de411c"]} + "1ab44c82-aad1-4ca4-837e-97c82f3f9472"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"d0edf0a7-8cb8-4e5a-9f3a-17c246dd1297"], + CacheGraphics->False,ExpressionUUID->"f82a7c60-cdb4-46ba-9514-04d390cfb0f3"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -285,7 +283,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "da9f738d-fdcb-487b-be25-b6237b54ffe5"], " otherwise. " - }],ExpressionUUID->"c37e54a9-3548-4b3c-8d80-ab4b18f36689"]}, + }],ExpressionUUID->"3bb9a82e-9186-4546-a7cb-8a4f240bb5ad"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -304,7 +302,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "f3797a25-20b0-43e6-a38a-bff6a64eed34"], " expressed in terms of the labelled or unlabelled Pauli operators." - }],ExpressionUUID->"450c4b1a-e3e6-4dc0-94ee-62de47609020"]} + }],ExpressionUUID->"c5a9beee-ddb6-4ea0-af53-9bcf1e4e3bdc"]} }]], "Usage", CellID->55329782,ExpressionUUID->"fda817b7-e623-4641-985a-dd1c61f542c5"] }, Open ]], @@ -337,12 +335,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"bf3ef5ce-1c27-49e9-8d66-58a117dd395e"], + ExpressionUUID->"04e15cd1-25c7-4348-b3ca-6ee8d2005914"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"d645745a-7cc1-4dc5-a5eb-48950189a70e"], + "Spacer1"]],ExpressionUUID->"8c25406e-0430-4c8b-adf3-d8c946866b87"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"e12d73ed-5136-4157-9a41-bfdb21a2298a"], + }], "NotesFrameText",ExpressionUUID->"ab92c3cd-41ef-4be2-8a53-40fed9a8009e"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -353,12 +351,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"a5f25885-711c-4e24-b509-676e6c822532"]], \ + "Preemptive"]],ExpressionUUID->"e9824547-1cac-41b3-8103-7793486caa26"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1699716375,ExpressionUUID->"1a7094e7-6af3-4e1e-9d18-e7ba658207d8"], + CellID->1021189876,ExpressionUUID->"565565e3-df86-429f-ae43-35ca03d91d11"], Cell[TextData[{ "A Clifford operator ", @@ -510,7 +508,33 @@ vector,\[LineSeparator]\t", ExpressionUUID->"2d670fcb-175f-4957-b2ff-28fa9772f512"], "." }], "Notes", - CellID->1441760612,ExpressionUUID->"eba28647-9f6b-441f-b349-5cd2f3d63bde"] + CellID->1441760612,ExpressionUUID->"eba28647-9f6b-441f-b349-5cd2f3d63bde"], + +Cell[TextData[{ + StyleBox["NOTE", + FontWeight->"Bold"], + ": Since Q3 v3.4.4, ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordQ"]], "paclet:Q3/ref/CliffordQ", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "78df7722-7b65-4533-842c-7a62980a7b28"], + " and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordMatrixQ"]], "paclet:Q3/ref/CliffordMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "6b352906-9eac-4e5b-a127-bfa445ffba22"], + " have been separated." +}], "Notes", + CellID->518872311,ExpressionUUID->"5a940d32-9e11-4ac4-baff-83e19aeecf27"] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], @@ -541,19 +565,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "6c8f7c6d-0493-4ff8-a95e-9b567b9e7e56"], + "7b6cc06b-edde-4425-98e9-bf27eb8f6ced"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"45fb0936-9d6f-4147-9730-92db72715d75"], + "Spacer1"]],ExpressionUUID->"e02fe422-994a-47df-8063-9bc0d3b3e942"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "23019020-8fa9-416f-9700-c56d07d08a78"] + "6a29566d-c62b-485f-aa27-9224845b5f52"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1305642231,ExpressionUUID->"a27fb72f-df78-4a1e-847e-ce78ffb3d359"], + CellID->448939108,ExpressionUUID->"84aaf15e-af92-48d0-8cdd-dc857d9e1921"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -587,18 +611,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "1ccb173a-7396-4849-b5e3-3f3d80110a28"], + "21c2c7eb-72f0-46ba-974d-0ad54201cc6d"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"5eb817cd-8f10-4054-9800-a117bfec1fe8"], + "Spacer1"]],ExpressionUUID->"53e042b3-c822-48d5-9199-cb718a3a19d2"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "380ae370-1f44-47ad-836f-a6f4d1544e96"] + "383aab32-2671-4e26-94d1-c04a173209a7"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->941071371,ExpressionUUID->"5897ddad-606e-42c7-a7fc-c544440a7864"], + CellID->1209536245,ExpressionUUID->"7f617284-a264-4281-b7a1-2dbf3c3394e6"], Cell[BoxData[ RowBox[{"Let", "[", @@ -624,25 +648,32 @@ Cell[BoxData[{ Cell["Let us start with simple examples.", "ExampleText", CellID->521738969,ExpressionUUID->"35dbd149-33ee-4cb0-a65e-b3c8f1e522c5"], +Cell[CellGroupData[{ + Cell[BoxData[{ RowBox[{ RowBox[{"grp", "=", RowBox[{"CliffordGroup", "[", "ss", "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"elm", "=", - RowBox[{"GroupElements", "[", - RowBox[{"grp", ",", - RowBox[{"Range", "[", - RowBox[{"25", ",", "50"}], "]"}]}], "]"}]}], ";"}]}], "Input", + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"elm", "=", + RowBox[{"GroupElements", "[", + RowBox[{"grp", ",", + RowBox[{"Range", "[", + RowBox[{"25", ",", "50"}], "]"}]}], "]"}]}], ";"}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[3]:=", CellID->1659896310,ExpressionUUID->"27a50d81-8fd2-4b72-977c-67ff18f0208b"], +Cell[BoxData["2.987929`"], "EchoTiming", + CellID->653453403,ExpressionUUID->"b4a72331-7b45-454b-9712-2891aa93962a"] +}, Open ]], + Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"CliffordQ", "/@", "elm"}]], "Input", + RowBox[{"CliffordQ", "@", "elm"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[4]:=", CellID->2116041427,ExpressionUUID->"dd0422a0-16f5-4b94-9d79-e94cef76044a"], @@ -656,7 +687,7 @@ Cell[BoxData[ ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True"}], "}"}]], "Output", CellLabel->"Out[4]=", - CellID->1904468125,ExpressionUUID->"d9d74443-1d79-445f-8a78-cbf9745dd540"] + CellID->631125882,ExpressionUUID->"475f17f9-f1c1-4536-8138-ed7442dd8840"] }, Open ]], Cell["Here is the total number of Clifford operators in this case.", \ @@ -674,12 +705,19 @@ Cell[BoxData[ Cell[BoxData["11520"], "Output", CellLabel->"Out[5]=", - CellID->736354631,ExpressionUUID->"05c38ec6-7fe5-4231-816f-6854574e0325"] + CellID->1225435947,ExpressionUUID->"a08231a3-942c-4dcc-a850-52f018dda037"] }, Open ]], Cell["Let us choose one randomly.", "ExampleText", CellID->1007929263,ExpressionUUID->"bec6322d-60f2-49a7-b3e2-35bebce793c5"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->919447464,ExpressionUUID->"51ee306f-5a2d-4bbe-90ba-49b584b761ef"], + Cell[CellGroupData[{ Cell[BoxData[ @@ -688,12 +726,12 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "odr"}], "}"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->916115705,ExpressionUUID->"a40b5265-1d4c-4608-bf13-ba27774c0ac9"], -Cell[BoxData["2340"], "Output", - CellLabel->"Out[6]=", - CellID->1437855883,ExpressionUUID->"1403df0e-7bad-4fd2-bb01-0ef2f170cd31"] +Cell[BoxData["7645"], "Output", + CellLabel->"Out[7]=", + CellID->1798280089,ExpressionUUID->"2cc07efe-3723-463b-9e64-b4d5a9da8469"] }, Open ]], Cell[CellGroupData[{ @@ -705,111 +743,331 @@ Cell[BoxData[ RowBox[{"grp", ",", RowBox[{"{", "ptr", "}"}]}], "]"}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", + CellLabel->"In[8]:=", CellID->1114366594,ExpressionUUID->"7d2c76f0-3b18-4ade-9d95-124df99de2b0"], Cell[BoxData[ RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "-", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], "+", - RowBox[{ - RowBox[{"(", + RowBox[{"-", + FractionBox[ RowBox[{ FractionBox["1", "4"], "+", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TagBox[ - RowBox[{ + FractionBox["\[ImaginaryI]", "4"]}], + SqrtBox["2"]]}], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "-", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 1]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 1], + $CellContext`S[2, 1]]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "-", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], "+", - RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "+", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TagBox[ - RowBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 1]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 1], + $CellContext`S[2, 2]]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 1]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 1], + $CellContext`S[2, 3]]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], "-", - RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "+", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TagBox[ - RowBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 2]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 2], + $CellContext`S[2, 1]]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 2]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 2], + $CellContext`S[2, 2]]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "-", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], "+", - RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "+", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"]}], "+", - RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "+", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], "+", - RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "+", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"]}], "-", - RowBox[{ - RowBox[{"(", - RowBox[{ - FractionBox["1", "4"], "-", - FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}]}]], "Output", - CellLabel->"Out[7]=", - CellID->1251435808,ExpressionUUID->"0f9f93ca-aa7d-4453-ac7a-701b2cc8f5d6"] + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 2]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 2], + $CellContext`S[2, 3]]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 3]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 1]]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 3]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 2]]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "-", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 3]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 3], + $CellContext`S[2, 3]]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "-", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 1]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 2]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 3]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 1]]}], + SqrtBox["2"]], "-", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "+", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 2]]}], + SqrtBox["2"]], "+", + FractionBox[ + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["1", "4"], "-", + FractionBox["\[ImaginaryI]", "4"]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 3]]}], + SqrtBox["2"]]}]], "Output", + CellLabel->"Out[8]=", + CellID->235879165,ExpressionUUID->"c8c9fef6-1eb6-4f3d-be69-880abab07828"] }, Open ]], Cell["\<\ @@ -822,12 +1080,12 @@ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"CliffordQ", "[", "opc", "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", + CellLabel->"In[9]:=", CellID->650154499,ExpressionUUID->"eeecf20a-e73a-4235-8cc5-a9d7956b37ea"], Cell[BoxData["True"], "Output", - CellLabel->"Out[8]=", - CellID->1094436422,ExpressionUUID->"dd57b411-2faa-4f82-83e2-43cee574adee"] + CellLabel->"Out[9]=", + CellID->2139411699,ExpressionUUID->"a2a082b1-d165-479e-9db5-636283dbece7"] }, Open ]], Cell[TextData[{ @@ -851,40 +1109,44 @@ Cell[BoxData[{ RowBox[{"S", "[", RowBox[{"kk", ",", "3"}], "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", + CellLabel->"In[10]:=", CellID->1489162674,ExpressionUUID->"90569133-08d1-41f3-9d16-98f389dcb8c3"], Cell[BoxData[ RowBox[{"{", RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], ",", - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"]}], "}"}]], "Output", - CellLabel->"Out[9]=", - CellID->1892538137,ExpressionUUID->"48fab375-3130-4d98-b902-cf177df65745"], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 1]], ",", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 1]]}], "}"}]], "Output", + CellLabel->"Out[10]=", + CellID->1579474158,ExpressionUUID->"2dc04326-e6ed-456d-8a30-fcb50d8a76de"], Cell[BoxData[ RowBox[{"{", RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"], ",", - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"]}], "}"}]], "Output", - CellLabel->"Out[9]=", - CellID->1508172842,ExpressionUUID->"a4e3c8de-4650-4ad1-8feb-46ed69043040"] + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 3]], ",", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 3]]}], "}"}]], "Output", + CellLabel->"Out[10]=", + CellID->1176812939,ExpressionUUID->"06194ef9-4bb6-4a55-988e-fc5261655c27"] }, Open ]], Cell[TextData[{ @@ -900,85 +1162,85 @@ certain Pauli operators, confirming again that the operator ", Cell[CellGroupData[{ Cell[BoxData[{ - RowBox[{"Timing", "[", + RowBox[{"EchoTiming", "[", RowBox[{"opc", "**", "opx", "**", RowBox[{"Dagger", "[", "opc", "]"}]}], "]"}], "\[IndentingNewLine]", - RowBox[{"Timing", "[", + RowBox[{"EchoTiming", "[", RowBox[{"opc", "**", "opz", "**", RowBox[{"Dagger", "[", "opc", "]"}]}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", + CellLabel->"In[11]:=", CellID->1901761060,ExpressionUUID->"e3444144-3b79-44dd-94be-ed4d9f9de151"], +Cell[BoxData["0.238348`"], "EchoTiming", + CellID->1983087878,ExpressionUUID->"44e30d35-7753-48a3-9a48-370dd8845774"], + Cell[BoxData[ RowBox[{"{", - RowBox[{"0.041398`", ",", - RowBox[{"{", - RowBox[{ - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm], ",", - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], "}"}]}], "}"}]], "Output", - CellLabel->"Out[10]=", - CellID->259385034,ExpressionUUID->"252c0b93-3b76-4f76-8967-bc2293804d0e"], + RowBox[{ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 1]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 1], + $CellContext`S[2, 1]]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 2]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 2], + $CellContext`S[2, 2]]]}], "}"}]], "Output", + CellLabel->"Out[11]=", + CellID->811764106,ExpressionUUID->"e95a76cd-7e19-44a4-bc4e-b428878ed703"], + +Cell[BoxData["0.216819`"], "EchoTiming", + CellID->355720151,ExpressionUUID->"0edb9f31-3c5d-4a35-a649-1bc8f04f0323"], Cell[BoxData[ RowBox[{"{", - RowBox[{"0.035157`", ",", - RowBox[{"{", - RowBox[{ - RowBox[{"-", - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], ",", - RowBox[{"-", - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}]}], "}"}]}], "}"}]], "Output", - CellLabel->"Out[10]=", - CellID->92463028,ExpressionUUID->"c5b57f20-70b0-435f-ad1a-59ad67001ab2"] + RowBox[{ + RowBox[{"-", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 2]]}], ",", + RowBox[{"-", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 1]]}]}], "}"}]], "Output", + CellLabel->"Out[11]=", + CellID->2141588256,ExpressionUUID->"6664b386-d9b9-4a8a-ab73-0388734ae91a"] }, Open ]], Cell[TextData[{ @@ -998,7 +1260,7 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"1", ",", "8"}], "]"}]}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[12]:=", CellID->119998713,ExpressionUUID->"3d2fac2d-645f-48cb-916a-5d7a95f94cfb"], Cell["Note that this is not a Clifford operator.", "ExampleText", @@ -1009,12 +1271,12 @@ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"CliffordQ", "[", "opd", "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[12]:=", + CellLabel->"In[13]:=", CellID->43170869,ExpressionUUID->"8d582ef2-6035-44c6-b57e-d4b1edc7c8b5"], Cell[BoxData["False"], "Output", - CellLabel->"Out[12]=", - CellID->1910760336,ExpressionUUID->"d7354bb2-1f13-4b81-8756-c023b71d3a80"] + CellLabel->"Out[13]=", + CellID->2026269395,ExpressionUUID->"9520bdc2-8b3e-4b49-9f54-2d88b5aee784"] }, Open ]], Cell["\<\ @@ -1026,101 +1288,115 @@ operators to non-Pauli operators.\ Cell[CellGroupData[{ Cell[BoxData[{ - RowBox[{"Timing", "[", + RowBox[{"EchoTiming", "[", RowBox[{"out", "=", RowBox[{ RowBox[{"opd", "**", "opx", "**", RowBox[{"Dagger", "[", "opd", "]"}]}], "//", "Elaborate"}]}], "]"}], "\[IndentingNewLine]", - RowBox[{"Timing", "[", + RowBox[{"EchoTiming", "[", RowBox[{"out", "=", RowBox[{ RowBox[{"opd", "**", "opz", "**", RowBox[{"Dagger", "[", "opd", "]"}]}], "//", "Elaborate"}]}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[13]:=", + CellLabel->"In[14]:=", CellID->331224858,ExpressionUUID->"c8c18cf0-7d56-4d78-9ea9-fb6de148f04a"], +Cell[BoxData["0.935496`"], "EchoTiming", + CellID->272359365,ExpressionUUID->"6f26b173-b202-429f-bf3e-a51d35b3f9ff"], + Cell[BoxData[ RowBox[{"{", - RowBox[{"0.190158`", ",", - RowBox[{"{", - RowBox[{ - RowBox[{ - FractionBox[ - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm], - SqrtBox["2"]], "+", - FractionBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], - SqrtBox["2"]]}], ",", - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], "}"}]}], "}"}]], "Output", - CellLabel->"Out[13]=", - CellID->1417247812,ExpressionUUID->"2dc3e004-df41-45db-938c-91e55d17d89c"], + RowBox[{ + RowBox[{ + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 1]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 1], + $CellContext`S[2, 1]]], + SqrtBox["2"]], "+", + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 1]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 1], + $CellContext`S[2, 3]]], + SqrtBox["2"]]}], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[1, 2]], + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`S[1, 2], + $CellContext`S[2, 2]]]}], "}"}]], "Output", + CellLabel->"Out[14]=", + CellID->1256195798,ExpressionUUID->"868af780-abda-4f0b-927e-da2aa07a04ba"], + +Cell[BoxData["0.825557`"], "EchoTiming", + CellID->971043329,ExpressionUUID->"2998b321-47b2-4f57-bf09-0a73d87fcff0"], Cell[BoxData[ RowBox[{"{", - RowBox[{"0.109735`", ",", - RowBox[{"{", - RowBox[{ - RowBox[{"-", - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"y\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}], ",", - RowBox[{"-", - TagBox[ - RowBox[{ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"], - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, - "Subsuperscript"]}], - DisplayForm]}]}], "}"}]}], "}"}]], "Output", - CellLabel->"Out[13]=", - CellID->1942847407,ExpressionUUID->"e1a7ee6d-3bfe-4301-9015-86fae3ef8f3a"] + RowBox[{ + RowBox[{"-", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Y\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[2, 2]]}], ",", + RowBox[{"-", + InterpretationBox[ + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript"], + $CellContext`S[1, 1]]}]}], "}"}]], "Output", + CellLabel->"Out[14]=", + CellID->1596996950,ExpressionUUID->"e2bbab83-b7a3-4e53-9c95-1fdff77efc78"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -1139,6 +1415,48 @@ Cell[BoxData[GridBox[{ StyleBox[ RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordMatrixQ"]], "paclet:Q3/ref/CliffordMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "aa8788cc-cfec-41d5-badc-94c3cfc720f2"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliQ"]], "paclet:Q3/ref/PauliQ", "Q3 Package Symbol"}, + + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "e07cf09a-530d-4a1d-8fc4-ea6ffa362f1f"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliMatrixQ"]], "paclet:Q3/ref/PauliMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c0df01ee-7e74-4a51-87d8-59b4c678a2bb"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", Cell[BoxData[ TemplateBox[{ Cell[ @@ -1147,7 +1465,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "e682608e-bbcf-4116-b470-e62b8effce55"], + "e6038087-a29b-49a5-8822-06e3ca70ea61"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -1161,7 +1479,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "78d3514e-2d62-47e7-988f-4a4998b09fe8"], + "9a2557c5-9fc3-45b8-9d0e-114ae20aa753"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -1175,7 +1493,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "bb7e5a56-03b8-482d-9a34-e18840e666ea"], + "b37810bf-df41-49ad-9c47-165f10f9b8b8"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -1189,11 +1507,11 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "5eb2401f-da7e-4a02-a1ee-f4cf353e8bda"] - }], "SeeAlso",ExpressionUUID->"ebea8884-f5bf-46bf-92c0-24ce6afee34e"]} + "0d49a8a9-8eb9-40a0-85bd-3643307837f0"] + }], "SeeAlso",ExpressionUUID->"0a314493-6d01-4729-87aa-f47b5b23a468"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"4a700b39-9df5-4f73-ba46-\ -a4948f786d14"], + }]], "SeeAlsoSection",ExpressionUUID->"9a559c99-28f8-48ef-9091-\ +34317554d465"], Cell[BoxData[GridBox[{ { @@ -1247,8 +1565,8 @@ Cell[BoxData[GridBox[{ ButtonData->"paclet:Q3/tutorial/QuantumInformationSystems"]], "TechNotes",ExpressionUUID->"fd2e464d-03ba-4ccb-8db1-79b8faf4f41c"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"476f393f-b53c-418f-9943-\ -ad8dd29eee88"], + }]], "TechNotesSection",ExpressionUUID->"1fef66b6-9a26-4919-8bde-\ +2c7f223cae5f"], Cell[BoxData[GridBox[{ { @@ -1266,10 +1584,10 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "33d43804-96bf-418e-8520-641a3ecfae12"]}]} + "df7e7b4f-b289-443b-af96-6e2eb06cc352"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"18e31012-a646-461b-9987-\ -28f49b77107e"], + }]], "MoreAboutSection",ExpressionUUID->"0a8e6bcb-622a-4085-a3f5-\ +adef89c35e88"], Cell[BoxData[GridBox[{ { @@ -1281,31 +1599,6 @@ Cell[BoxData[GridBox[{ "Spacer1"], StyleBox[ RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], - "M. Nielsen and I. L. Chuang (2022)"}]]]], - "https://doi.org/10.1017/CBO9780511976667"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "62340602-f237-4eb1-a86d-0199ee8bd444"]}]],ExpressionUUID-> - "95630654-2afd-440e-b9b4-6c0ab54ff94d"], - StyleBox[ - ", Quantum Computation and Quantum Information (Cambridge University \ -Press).", - FontSlant->"Plain"] - }], "RelatedLinks",ExpressionUUID-> - "ff061c3c-5ce7-409b-9bbd-c69a5cb64d42"]}, {Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -1323,16 +1616,16 @@ Press).", "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "0423bf78-d469-4fde-8122-2ec5fca26bd5"]}]],ExpressionUUID-> - "aef89541-e569-4e5a-a87c-7ae93b8e3654"], + "6ca73ff1-ca0b-4a3a-8775-610c2d50ad89"]}]],ExpressionUUID-> + "a2b29077-2afe-4ef8-951d-1963617fe37c"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "76fb8f40-c142-48be-a245-33eec8981ccd"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"3c36aac3-632e-4493-8fa2-\ -e1f765bffc16"], + }]], "RelatedLinksSection",ExpressionUUID->"747c113d-884b-4baf-9e76-\ +ad25d203e6aa"], -Cell[" ", "FooterCell",ExpressionUUID->"08c805f3-f862-4d10-b902-4afc929426ac"] +Cell[" ", "FooterCell",ExpressionUUID->"c1025bbb-2082-43e3-8690-690e1d158ae8"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -1341,17 +1634,20 @@ WindowMargins->{{0, Automatic}, {Automatic, 0}}, WindowTitle->"CliffordQ", TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", - "HasOptions" -> True, "ExampleCounter" -> 1, + "ExampleCounter" -> 1, "Openers" -> { "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, - "NotesSection" -> Closed}, "NewStyles" -> True, - "CitationPopupData" -> $Failed, "ShowCitation" -> False, "RootCaptions" -> - "", "Metadata" -> { - "built" -> "{2023, 11, 24, 0, 22, 46.908822}", - "history" -> {"13.1", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, - "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, - "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> - "None", "summary" -> + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 24, 11, 26, 53.132348}", + "history" -> {"13.1", "14.0", "", ""}, "context" -> "Q3`", + "keywords" -> { + "Clifford group", "Clifford operator", "Clifford circuit", + "stabilizer formalism", "stabilizer circuit"}, "specialkeywords" -> {}, + "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", + "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> "CliffordQ[mat] returns True if matrix mat represents a Clifford \ operator; and False otherwise. CliffordQ[op] applies to operator op expressed \ in terms of the labelled or unlabelled Pauli operators.", "synonyms" -> {}, @@ -1359,7 +1655,7 @@ in terms of the labelled or unlabelled Pauli operators.", "synonyms" -> {}, "metadescription" -> "", "windowtitle" -> "CliffordQ", "type" -> "Symbol", "uri" -> "Q3/ref/CliffordQ"}}, CellContext->"Global`", -FrontEndVersion->"13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions->Notebook[{ Cell[ StyleData[ @@ -1368,9 +1664,9 @@ StyleDefinitions->Notebook[{ StyleData["Input"], CellContext -> "Global`"], Cell[ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, - FrontEndVersion -> "13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"da73e656-caff-42cf-a715-3ee97706793d" +ExpressionUUID->"14da78c5-0589-4609-b194-fadb630c8c9f" ] (* End of Notebook Content *) @@ -1378,139 +1674,155 @@ ExpressionUUID->"da73e656-caff-42cf-a715-3ee97706793d" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[18662, 518, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"a27fb72f-df78-4a1e-847e-ce78ffb3d359", + Cell[19467, 542, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"84aaf15e-af92-48d0-8cdd-dc857d9e1921", CellTags->"PrimaryExamplesSection", - CellID->1305642231]} + CellID->448939108]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 47287, 1379} + {"PrimaryExamplesSection", 59795, 1675} } *) (*NotebookFileOutline Notebook[{ -Cell[581, 21, 7433, 183, 57, "AnchorBarGrid",ExpressionUUID->"9889907c-5f6a-432f-a126-5d0f0371569c", +Cell[581, 21, 7670, 188, 57, "AnchorBarGrid",ExpressionUUID->"05d18e70-334b-4a2f-bd33-2ba47dfa6bba", CellID->1], -Cell[8017, 206, 85, 0, 23, "ContextNameCell",ExpressionUUID->"48dc6e85-dd48-4753-89cd-08ed1491a749"], +Cell[8254, 211, 85, 0, 23, "ContextNameCell",ExpressionUUID->"a3d28c0b-3a59-417a-8cff-a38bb5e259be"], Cell[CellGroupData[{ -Cell[8127, 210, 1385, 38, 60, "ObjectNameGrid",ExpressionUUID->"d0edf0a7-8cb8-4e5a-9f3a-17c246dd1297"], -Cell[9515, 250, 2177, 58, 194, "Usage",ExpressionUUID->"fda817b7-e623-4641-985a-dd1c61f542c5", +Cell[8364, 215, 1172, 31, 60, "ObjectNameGrid",ExpressionUUID->"f82a7c60-cdb4-46ba-9514-04d390cfb0f3"], +Cell[9539, 248, 2177, 58, 194, "Usage",ExpressionUUID->"fda817b7-e623-4641-985a-dd1c61f542c5", CellID->55329782] }, Open ]], Cell[CellGroupData[{ -Cell[11729, 313, 1899, 47, 37, "NotesSection",ExpressionUUID->"1a7094e7-6af3-4e1e-9d18-e7ba658207d8", +Cell[11753, 311, 1899, 47, 37, "NotesSection",ExpressionUUID->"565565e3-df86-429f-ae43-35ca03d91d11", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1699716375], -Cell[13631, 362, 2159, 70, 70, "Notes",ExpressionUUID->"09007311-70ac-43ae-be77-79d9e443054a", + CellID->1021189876], +Cell[13655, 360, 2159, 70, 70, "Notes",ExpressionUUID->"09007311-70ac-43ae-be77-79d9e443054a", CellID->1417856937], -Cell[15793, 434, 1503, 40, 70, "Notes",ExpressionUUID->"2c5d1c14-15f3-4a8e-a942-234b04673ff5", +Cell[15817, 432, 1503, 40, 70, "Notes",ExpressionUUID->"2c5d1c14-15f3-4a8e-a942-234b04673ff5", CellID->2083430531], -Cell[17299, 476, 1236, 36, 70, "Notes",ExpressionUUID->"eba28647-9f6b-441f-b349-5cd2f3d63bde", - CellID->1441760612] +Cell[17323, 474, 1236, 36, 70, "Notes",ExpressionUUID->"eba28647-9f6b-441f-b349-5cd2f3d63bde", + CellID->1441760612], +Cell[18562, 512, 778, 24, 70, "Notes",ExpressionUUID->"5a940d32-9e11-4ac4-baff-83e19aeecf27", + CellID->518872311] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[18662, 518, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"a27fb72f-df78-4a1e-847e-ce78ffb3d359", +Cell[19467, 542, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"84aaf15e-af92-48d0-8cdd-dc857d9e1921", CellTags->"PrimaryExamplesSection", - CellID->1305642231], -Cell[20055, 557, 191, 3, 31, "Input",ExpressionUUID->"0a464c15-12a9-4178-b3c6-732e106e2cfe", + CellID->448939108], +Cell[20859, 581, 191, 3, 31, "Input",ExpressionUUID->"0a464c15-12a9-4178-b3c6-732e106e2cfe", CellID->738865438], Cell[CellGroupData[{ -Cell[20271, 564, 1367, 36, 31, "ExampleSection",ExpressionUUID->"5897ddad-606e-42c7-a7fc-c544440a7864", - CellID->941071371], -Cell[21641, 602, 209, 5, 29, "Input",ExpressionUUID->"f2b7d4fc-722b-4678-be9d-0fc48dc6beda", +Cell[21075, 588, 1368, 36, 31, "ExampleSection",ExpressionUUID->"7f617284-a264-4281-b7a1-2dbf3c3394e6", + CellID->1209536245], +Cell[22446, 626, 209, 5, 29, "Input",ExpressionUUID->"f2b7d4fc-722b-4678-be9d-0fc48dc6beda", CellID->1136585307], -Cell[21853, 609, 425, 12, 66, "Input",ExpressionUUID->"c0bf6c7d-75ce-4358-83bb-4b1df87e1f4a", +Cell[22658, 633, 425, 12, 66, "Input",ExpressionUUID->"c0bf6c7d-75ce-4358-83bb-4b1df87e1f4a", CellID->691121282], -Cell[22281, 623, 132, 1, 38, "ExampleText",ExpressionUUID->"35dbd149-33ee-4cb0-a65e-b3c8f1e522c5", +Cell[23086, 647, 132, 1, 38, "ExampleText",ExpressionUUID->"35dbd149-33ee-4cb0-a65e-b3c8f1e522c5", CellID->521738969], -Cell[22416, 626, 444, 13, 48, "Input",ExpressionUUID->"27a50d81-8fd2-4b72-977c-67ff18f0208b", +Cell[CellGroupData[{ +Cell[23243, 652, 486, 14, 48, "Input",ExpressionUUID->"27a50d81-8fd2-4b72-977c-67ff18f0208b", CellID->1659896310], +Cell[23732, 668, 115, 1, 24, "EchoTiming",ExpressionUUID->"b4a72331-7b45-454b-9712-2891aa93962a", + CellID->653453403] +}, Open ]], Cell[CellGroupData[{ -Cell[22885, 643, 186, 4, 29, "Input",ExpressionUUID->"dd0422a0-16f5-4b94-9d79-e94cef76044a", +Cell[23884, 674, 185, 4, 29, "Input",ExpressionUUID->"dd0422a0-16f5-4b94-9d79-e94cef76044a", CellID->2116041427], -Cell[23074, 649, 509, 9, 55, "Output",ExpressionUUID->"d9d74443-1d79-445f-8a78-cbf9745dd540", - CellID->1904468125] +Cell[24072, 680, 508, 9, 55, "Output",ExpressionUUID->"475f17f9-f1c1-4536-8138-ed7442dd8840", + CellID->631125882] }, Open ]], -Cell[23598, 661, 160, 2, 38, "ExampleText",ExpressionUUID->"03144716-cdc3-49f8-8f3f-e6df32b2e2df", +Cell[24595, 692, 160, 2, 38, "ExampleText",ExpressionUUID->"03144716-cdc3-49f8-8f3f-e6df32b2e2df", CellID->353053607], Cell[CellGroupData[{ -Cell[23783, 667, 215, 5, 29, "Input",ExpressionUUID->"7bfbfbfe-e0f9-4f58-95a5-f70f89d9ab76", +Cell[24780, 698, 215, 5, 29, "Input",ExpressionUUID->"7bfbfbfe-e0f9-4f58-95a5-f70f89d9ab76", CellID->274656188], -Cell[24001, 674, 130, 2, 37, "Output",ExpressionUUID->"05c38ec6-7fe5-4231-816f-6854574e0325", - CellID->736354631] +Cell[24998, 705, 131, 2, 37, "Output",ExpressionUUID->"a08231a3-942c-4dcc-a850-52f018dda037", + CellID->1225435947] }, Open ]], -Cell[24146, 679, 126, 1, 38, "ExampleText",ExpressionUUID->"bec6322d-60f2-49a7-b3e2-35bebce793c5", +Cell[25144, 710, 126, 1, 38, "ExampleText",ExpressionUUID->"bec6322d-60f2-49a7-b3e2-35bebce793c5", CellID->1007929263], +Cell[25273, 713, 208, 5, 70, "Input",ExpressionUUID->"51ee306f-5a2d-4bbe-90ba-49b584b761ef", + CellID->919447464], Cell[CellGroupData[{ -Cell[24297, 684, 267, 7, 70, "Input",ExpressionUUID->"a40b5265-1d4c-4608-bf13-ba27774c0ac9", +Cell[25506, 722, 267, 7, 70, "Input",ExpressionUUID->"a40b5265-1d4c-4608-bf13-ba27774c0ac9", CellID->916115705], -Cell[24567, 693, 130, 2, 37, "Output",ExpressionUUID->"1403df0e-7bad-4fd2-bb01-0ef2f170cd31", - CellID->1437855883] +Cell[25776, 731, 130, 2, 37, "Output",ExpressionUUID->"2cc07efe-3723-463b-9e64-b4d5a9da8469", + CellID->1798280089] }, Open ]], Cell[CellGroupData[{ -Cell[24734, 700, 300, 8, 70, "Input",ExpressionUUID->"7d2c76f0-3b18-4ade-9d95-124df99de2b0", +Cell[25943, 738, 300, 8, 70, "Input",ExpressionUUID->"7d2c76f0-3b18-4ade-9d95-124df99de2b0", CellID->1114366594], -Cell[25037, 710, 3045, 101, 52, "Output",ExpressionUUID->"0f9f93ca-aa7d-4453-ac7a-701b2cc8f5d6", - CellID->1251435808] +Cell[26246, 748, 11692, 321, 157, "Output",ExpressionUUID->"c8c9fef6-1eb6-4f3d-be69-880abab07828", + CellID->235879165] }, Open ]], -Cell[28097, 814, 177, 3, 70, "ExampleText",ExpressionUUID->"5e8e360e-c54d-49c5-abf1-6dd6bc234fe5", +Cell[37953, 1072, 177, 3, 70, "ExampleText",ExpressionUUID->"5e8e360e-c54d-49c5-abf1-6dd6bc234fe5", CellID->2051692454], Cell[CellGroupData[{ -Cell[28299, 821, 189, 4, 70, "Input",ExpressionUUID->"eeecf20a-e73a-4235-8cc5-a9d7956b37ea", +Cell[38155, 1079, 189, 4, 70, "Input",ExpressionUUID->"eeecf20a-e73a-4235-8cc5-a9d7956b37ea", CellID->650154499], -Cell[28491, 827, 130, 2, 37, "Output",ExpressionUUID->"dd57b411-2faa-4f82-83e2-43cee574adee", - CellID->1094436422] +Cell[38347, 1085, 130, 2, 37, "Output",ExpressionUUID->"a2a082b1-d165-479e-9db5-636283dbece7", + CellID->2139411699] }, Open ]], -Cell[28636, 832, 251, 9, 70, "ExampleText",ExpressionUUID->"15700af1-6b55-4e4f-9cc4-f7c7f5d142e0", +Cell[38492, 1090, 251, 9, 70, "ExampleText",ExpressionUUID->"15700af1-6b55-4e4f-9cc4-f7c7f5d142e0", CellID->1610158303], Cell[CellGroupData[{ -Cell[28912, 845, 337, 9, 70, "Input",ExpressionUUID->"90569133-08d1-41f3-9d16-98f389dcb8c3", +Cell[38768, 1103, 338, 9, 70, "Input",ExpressionUUID->"90569133-08d1-41f3-9d16-98f389dcb8c3", CellID->1489162674], -Cell[29252, 856, 492, 14, 40, "Output",ExpressionUUID->"48fab375-3130-4d98-b902-cf177df65745", - CellID->1892538137], -Cell[29747, 872, 492, 14, 40, "Output",ExpressionUUID->"a4e3c8de-4650-4ad1-8feb-46ed69043040", - CellID->1508172842] +Cell[39109, 1114, 613, 16, 40, "Output",ExpressionUUID->"2dc04326-e6ed-456d-8a30-fcb50d8a76de", + CellID->1579474158], +Cell[39725, 1132, 613, 16, 40, "Output",ExpressionUUID->"06194ef9-4bb6-4a55-988e-fc5261655c27", + CellID->1176812939] }, Open ]], -Cell[30254, 889, 372, 8, 70, "ExampleText",ExpressionUUID->"5aa18375-3c1f-43e2-b1ab-abb17fbef06b", +Cell[40353, 1151, 372, 8, 70, "ExampleText",ExpressionUUID->"5aa18375-3c1f-43e2-b1ab-abb17fbef06b", CellID->190239628], Cell[CellGroupData[{ -Cell[30651, 901, 398, 9, 70, "Input",ExpressionUUID->"e3444144-3b79-44dd-94be-ed4d9f9de151", +Cell[40750, 1163, 406, 9, 70, "Input",ExpressionUUID->"e3444144-3b79-44dd-94be-ed4d9f9de151", CellID->1901761060], -Cell[31052, 912, 1059, 32, 40, "Output",ExpressionUUID->"252c0b93-3b76-4f76-8967-bc2293804d0e", - CellID->259385034], -Cell[32114, 946, 1126, 34, 40, "Output",ExpressionUUID->"c5b57f20-70b0-435f-ad1a-59ad67001ab2", - CellID->92463028] +Cell[41159, 1174, 116, 1, 70, "EchoTiming",ExpressionUUID->"44e30d35-7753-48a3-9a48-370dd8845774", + CellID->1983087878], +Cell[41278, 1177, 1766, 42, 40, "Output",ExpressionUUID->"e95a76cd-7e19-44a4-bc4e-b428878ed703", + CellID->811764106], +Cell[43047, 1221, 115, 1, 70, "EchoTiming",ExpressionUUID->"0edb9f31-3c5d-4a35-a649-1bc8f04f0323", + CellID->355720151], +Cell[43165, 1224, 663, 18, 40, "Output",ExpressionUUID->"6664b386-d9b9-4a8a-ab73-0388734ae91a", + CellID->2141588256] }, Open ]], -Cell[33255, 983, 420, 8, 70, "ExampleText",ExpressionUUID->"02d133b1-20e5-46a6-9482-481b1aca1702", +Cell[43843, 1245, 420, 8, 70, "ExampleText",ExpressionUUID->"02d133b1-20e5-46a6-9482-481b1aca1702", CellID->1029220014], -Cell[33678, 993, 278, 8, 70, "Input",ExpressionUUID->"3d2fac2d-645f-48cb-916a-5d7a95f94cfb", +Cell[44266, 1255, 278, 8, 70, "Input",ExpressionUUID->"3d2fac2d-645f-48cb-916a-5d7a95f94cfb", CellID->119998713], -Cell[33959, 1003, 140, 1, 70, "ExampleText",ExpressionUUID->"fed0b7e6-b0a3-4661-83a7-09960e328a32", +Cell[44547, 1265, 140, 1, 70, "ExampleText",ExpressionUUID->"fed0b7e6-b0a3-4661-83a7-09960e328a32", CellID->362239502], Cell[CellGroupData[{ -Cell[34124, 1008, 189, 4, 70, "Input",ExpressionUUID->"8d582ef2-6035-44c6-b57e-d4b1edc7c8b5", +Cell[44712, 1270, 189, 4, 70, "Input",ExpressionUUID->"8d582ef2-6035-44c6-b57e-d4b1edc7c8b5", CellID->43170869], -Cell[34316, 1014, 132, 2, 37, "Output",ExpressionUUID->"d7354bb2-1f13-4b81-8756-c023b71d3a80", - CellID->1910760336] +Cell[44904, 1276, 132, 2, 37, "Output",ExpressionUUID->"9520bdc2-8b3e-4b49-9f54-2d88b5aee784", + CellID->2026269395] }, Open ]], -Cell[34463, 1019, 211, 4, 70, "ExampleText",ExpressionUUID->"509646d5-c9b4-4742-8eaf-21fe08965db2", +Cell[45051, 1281, 211, 4, 70, "ExampleText",ExpressionUUID->"509646d5-c9b4-4742-8eaf-21fe08965db2", CellID->1706164592], Cell[CellGroupData[{ -Cell[34699, 1027, 527, 15, 70, "Input",ExpressionUUID->"c8c18cf0-7d56-4d78-9ea9-fb6de148f04a", +Cell[45287, 1289, 535, 15, 70, "Input",ExpressionUUID->"c8c18cf0-7d56-4d78-9ea9-fb6de148f04a", CellID->331224858], -Cell[35229, 1044, 1376, 42, 59, "Output",ExpressionUUID->"2dc3e004-df41-45db-938c-91e55d17d89c", - CellID->1417247812], -Cell[36608, 1088, 1128, 34, 40, "Output",ExpressionUUID->"e1a7ee6d-3bfe-4301-9015-86fae3ef8f3a", - CellID->1942847407] +Cell[45825, 1306, 115, 1, 70, "EchoTiming",ExpressionUUID->"6f26b173-b202-429f-bf3e-a51d35b3f9ff", + CellID->272359365], +Cell[45943, 1309, 2740, 66, 60, "Output",ExpressionUUID->"868af780-abda-4f0b-927e-da2aa07a04ba", + CellID->1256195798], +Cell[48686, 1377, 115, 1, 70, "EchoTiming",ExpressionUUID->"2998b321-47b2-4f57-bf09-0a73d87fcff0", + CellID->971043329], +Cell[48804, 1380, 663, 18, 40, "Output",ExpressionUUID->"e2bbab83-b7a3-4e53-9c95-1fdff77efc78", + CellID->1596996950] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[37978, 1131, 2385, 64, 70, "SeeAlsoSection",ExpressionUUID->"4a700b39-9df5-4f73-ba46-a4948f786d14"], -Cell[40366, 1197, 2080, 53, 70, "TechNotesSection",ExpressionUUID->"476f393f-b53c-418f-9943-ad8dd29eee88"], -Cell[42449, 1252, 742, 19, 70, "MoreAboutSection",ExpressionUUID->"18e31012-a646-461b-9987-28f49b77107e"], -Cell[43194, 1273, 2094, 59, 70, "RelatedLinksSection",ExpressionUUID->"3c36aac3-632e-4493-8fa2-e1f765bffc16"], -Cell[45291, 1334, 78, 0, 70, "FooterCell",ExpressionUUID->"08c805f3-f862-4d10-b902-4afc929426ac"] +Cell[49709, 1407, 3905, 106, 70, "SeeAlsoSection",ExpressionUUID->"9a559c99-28f8-48ef-9091-34317554d465"], +Cell[53617, 1515, 2080, 53, 70, "TechNotesSection",ExpressionUUID->"1fef66b6-9a26-4919-8bde-2c7f223cae5f"], +Cell[55700, 1570, 742, 19, 70, "MoreAboutSection",ExpressionUUID->"0a8e6bcb-622a-4085-a3f5-adef89c35e88"], +Cell[56445, 1591, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"747c113d-884b-4baf-9e76-ad25d203e6aa"], +Cell[57614, 1627, 78, 0, 70, "FooterCell",ExpressionUUID->"c1025bbb-2082-43e3-8690-690e1d158ae8"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/DickeBasis.nb b/Q3/Documentation/English/ReferencePages/Symbols/DickeBasis.nb index 10cd958dc..951621c76 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/DickeBasis.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/DickeBasis.nb @@ -3,17 +3,17 @@ (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) -(* CreatedBy='Mathematica 13.3' *) +(* CreatedBy='Mathematica 14.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 61105, 1741] -NotebookOptionsPosition[ 53613, 1590] -NotebookOutlinePosition[ 55970, 1648] -CellTagsIndexPosition[ 55884, 1643] +NotebookDataLength[ 116099, 2897] +NotebookOptionsPosition[ 105251, 2679] +NotebookOutlinePosition[ 108277, 2748] +CellTagsIndexPosition[ 108153, 2742] WindowTitle->DickeBasis WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "b6a9af59-1df6-4145-8e3d-1766dd80b8c4"], + "e11ff6a5-26e9-44b1-a68b-e84e5d0eb10c"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "290ca33b-e496-4d12-9b0f-a04ccd56c051"], + "f3832192-8701-42c3-8cbf-b432cb3bf73f"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "1a49ec88-2e82-49ce-93e2-297fef83adc2"] - }],ExpressionUUID->"0a3fa1c6-7d45-4e2a-b54b-48011af6595b"], + "1c2532af-e388-4598-86be-a5aed687c3b9"] + }],ExpressionUUID->"55efd5b8-fdbf-468e-b09b-26cd327602f4"], StripOnInput->False],{ "\"Basis\"" :> Documentation`HelpLookup["paclet:Q3/ref/Basis"], "\"BosonBasis\"" :> @@ -67,7 +67,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "1150900a-23c9-4871-85e8-6b8a4b7201b3"], + "4f0c901b-d0d0-48bd-9e47-2d14d2e58644"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -86,22 +86,23 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "863253d5-9231-415b-9d87-5860b9b90e0a"] - }],ExpressionUUID->"61041da8-a668-4bf2-aafb-d13f17b20eab"], + "396c02ea-f51a-400e-9282-42a3ecc1d29c"] + }],ExpressionUUID->"36f968b9-8ef4-4449-8c2a-918198ae841c"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ "paclet:Q3/guide/QuantumInformationSystems"], "\"Quantum Many-Body Systems\"" :> Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], - "\"Q3: Symbolic Quantum Simulation\"" :> - Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, + "\"Quantum Spin Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumSpinSystems"], + "\"Q3\"" :> Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "a1444c17-fb06-4397-af18-6f1e98e27462"], + "50073495-c08c-468e-8401-89ba76d8114b"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -120,22 +121,25 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "55aa4067-e605-4dcc-a4bc-52b64e9194b3"] - }],ExpressionUUID->"d077992d-450f-4b60-bf84-56554a8cb5bd"], + "beeead45-4780-4780-b92b-c86eb84706f1"] + }],ExpressionUUID->"5845eb66-08f9-44c9-88c0-0d6590d59ce4"], StripOnInput->False],{ "\"Quantum Information Systems with Q3\"" :> Documentation`HelpLookup[ "paclet:Q3/tutorial/QuantumInformationSystems"], "\"Quantum Many-Body Systems with Q3\"" :> Documentation`HelpLookup[ - "paclet:Q3/tutorial/QuantumManyBodySystems"], "\"Q3: Quick Start\"" :> + "paclet:Q3/tutorial/QuantumManyBodySystems"], + "\"Quantum Spin Systems with Q3\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/QuantumSpinSystems"], + "\"Q3: Quick Start\"" :> Documentation`HelpLookup["paclet:Q3/tutorial/Q3QuickStart"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "85c88c00-4aaf-40b5-881c-177a84c209b2"], + "cabcd3a4-876b-45f7-8997-9552c42ecdc6"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -154,8 +158,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "a9a0c1b9-3156-4e81-b0a6-e22134697e20"] - }],ExpressionUUID->"3b20e5b4-a37f-4b64-b28c-bc4bc2e8de73"], + "94a49020-1845-499c-a94b-8c2eb8e5d1ce"] + }],ExpressionUUID->"66c4ee95-533c-4095-a24a-93fb2f7bf192"], StripOnInput->False],{ "\"Q3/ref/DickeBasis\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -183,7 +187,7 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> "\"Go to web URL\"" :> FrontEndExecute[{ NotebookLocate[{ - URL[If[TrueQ[DocumentationBuild`Make`Private`wsmlinkQ$53606], + URL[If[TrueQ[False], "http://reference.wolfram.com/system-modeler/", "http://reference.wolfram.com/language/"] <> "Q3/ref/DickeBasis" <> ".html"], None}]}]}, @@ -192,14 +196,14 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "6fe28791-5918-41d0-94d9-ec6fb3d9aa0a"] + "38b448f2-28f6-4df8-b859-062d1035ed97"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "bbe260e7-f668-4f06-8d0a-30ee19444f87"]} + "cabf6a6b-7673-40e8-b0c1-9958661201b5"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"a66199ca-8288-4c45-bb35-56d556c61570"], + CellID->1,ExpressionUUID->"fd003ae3-2e59-4388-98fd-36a9afcf6c66"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"4384bdad-adeb-4bf4-a47e-3dabd93cea1a"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"f8a7b70f-36a1-4f69-b5a7-581703dd6d0a"], Cell[CellGroupData[{ @@ -207,138 +211,179 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "DickeBasis", "ObjectName",ExpressionUUID-> - "36ea08fe-51b4-4b69-bea2-1191183c9a71"], + "b5d161c9-ada1-40e0-8d4b-3ca80b22d053"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"4415865e-dbf3-4bd7-9cd2-69ac43b0d8bd"], + "Spacer1"]],ExpressionUUID->"c4eb9dad-73a5-41d1-b8cb-6b623588d7c0"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "3e782e7c-2e96-4513-b8ed-954039ac38c6"] - }],ExpressionUUID->"a3e19115-3f62-41e7-8260-de12613086af"], - "\[SpanFromLeft]"} - }]], "ObjectNameGrid",ExpressionUUID->"2f5abcf0-4ec2-48e9-acde-\ -2256782867ea"], + "24f536c8-9dd8-413d-82f9-d565e0e6f9d8"] + }],ExpressionUUID->"90c2f493-2df1-4e85-b432-4a78c6cf5556"], Cell[BoxData[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"UPDATED IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->17, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False]], + Deployed->True, + Magnification->1,ExpressionUUID-> + "414c7fbb-f04a-4402-9f4c-62fd5799e3af"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"8ff6847b-a910-449b-926e-4edf707e94bf"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ Cell[BoxData[ - RowBox[{"DickeBasis", "[", - RowBox[{ - RowBox[{"{", - RowBox[{ - SubscriptBox[ - StyleBox["q", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["q", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - StyleBox["m", "TI"], ",", - StyleBox["n", "TI"]}], "}"}]}], "]"}]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "979ce32f-b815-4c64-b39b-1a05ec8e9363"], - "\[LineSeparator]constructs a basis for qubits or qudits ", - Cell[BoxData[ - RowBox[{"{", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["DickeBasis"]], "paclet:Q3/ref/DickeBasis", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", RowBox[{ SubscriptBox[ - StyleBox["q", "TI"], + StyleBox["s", "TI"], StyleBox["1", "TR"]], ",", SubscriptBox[ - StyleBox["q", "TI"], + StyleBox["s", "TI"], StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}]], "InlineFormula", + StyleBox["\[Ellipsis]", "TR"], ",", + RowBox[{"{", + RowBox[{ + StyleBox["m", "TI"], ",", + StyleBox["n", "TI"]}], "}"}]}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "bcaad5da-0f72-465e-a29a-2d43ecbc300e"], - " and Bosonic modes ", + "47bf9006-5f68-4970-a185-332d2d8b0c19"], + "\[LineSeparator]returns the computational basis for a system ", Cell[BoxData[ - RowBox[{"{", - RowBox[{ - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}]], "InlineFormula", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Flatten"]], "paclet:ref/Flatten"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["s", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["s", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"]}], "}"}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "66e78ee9-b62f-4572-b569-7f2fe82667c6"], - ", where the number of particles in each Bosonic mode is limited in the \ -range ", + "6bf11103-51db-4ced-8bcb-343bbf6ed5cc"], + " of qubits and/or qudits and bosons, where the number of particles in \ +each bosonic mode is limited in ", Cell[BoxData[ - RowBox[{"[", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Range"]], "paclet:ref/Range"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", RowBox[{ - StyleBox["m", "TI"], ",", + StyleBox["m", "TI"], ",", " ", StyleBox["n", "TI"]}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "93db9119-4ab5-4447-9d65-ed6ada68479f"], + "266ab4e3-d222-48d9-a958-e378a978ed51"], "." - }],ExpressionUUID->"b891a0ee-9ad9-4fdd-adc2-050c904469cc"]}, + }],ExpressionUUID->"ec6a5626-577d-4d29-ac5e-1e728cdbf9e4"]}, {"", Cell[TextData[{ Cell[BoxData[ - RowBox[{"DickeBasis", "[", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["DickeBasis"]], "paclet:Q3/ref/DickeBasis", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", RowBox[{ - RowBox[{"{", - RowBox[{ - SubscriptBox[ - StyleBox["q", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["q", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", + StyleBox["spec", "TI"], ",", StyleBox["n", "TI"]}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "35bc45dc-19f6-4237-9a2c-7ec8b1c43766"], + "371c1fe7-07c7-4a13-88fe-444599c8986d"], "\[LineSeparator]is equivalent to ", Cell[BoxData[ - RowBox[{"DickeBasis", "[", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["DickeBasis"]], "paclet:Q3/ref/DickeBasis", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", RowBox[{ + StyleBox["spec", "TI"], ",", RowBox[{"{", RowBox[{ - SubscriptBox[ - StyleBox["q", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["q", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", + StyleBox["m", "TI"], ",", + StyleBox["n", "TI"]}], "}"}]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "91b4bab5-8e93-4e89-847a-8642168d9b40"], + ", where ", + Cell[BoxData[ + StyleBox["m", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "d922247d-0f3e-43f3-9a18-6a90d72b4587"], + " is the maximum of the Bottom values of the bosonic modes." + }],ExpressionUUID->"dd38f219-8a02-43cd-892c-4fd3f0e85f8f"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["DickeBasis"]], "paclet:Q3/ref/DickeBasis", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["spec", "TI"], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "1de7f85e-b7c3-487b-8f40-1cf55ebdc2fb"], + "\[LineSeparator]is equivalent to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["DickeBasis"]], "paclet:Q3/ref/DickeBasis", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["spec", "TI"], ",", RowBox[{"{", RowBox[{ - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["1", "TR"]], ",", - SubscriptBox[ - StyleBox["b", "TI"], - StyleBox["2", "TR"]], ",", - StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", - RowBox[{"{", - RowBox[{"0", ",", + StyleBox["m", "TI"], ",", StyleBox["n", "TI"]}], "}"}]}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "cf6c69bf-919a-489c-b84b-852af34929be"], - "." - }],ExpressionUUID->"4d5239ca-e8c7-4135-b9f7-b6115293cd2e"]} + "2fb7e46a-e7bd-471e-a171-ccafac85e8bd"], + ", where ", + Cell[BoxData[ + StyleBox["m", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "713788ab-5ac3-4dc9-aaa6-f010cb30d7bf"], + " is the ", + StyleBox["maximum", + FontSlant->"Italic"], + " of the Bottom values of the bosonic modes and ", + Cell[BoxData[ + StyleBox["n", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "fc47e3f4-7ca9-4bf0-87d6-7dfd0af909db"], + " is the ", + StyleBox["minimum", + FontSlant->"Italic"], + " of the Top values of bosonic modes." + }],ExpressionUUID->"b625af1a-d678-4e42-a6d4-8f2b8e93cd6b"]} }]], "Usage",ExpressionUUID->"47725d0e-2979-497e-ac87-c85d70c2261b"] }, Open ]], @@ -370,12 +415,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"3313c415-41f8-4c83-8890-0056f746bfe9"], + ExpressionUUID->"9d70bfc1-27ba-4724-ab73-f07f5d0ace14"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"81f9bc4d-fc85-4c04-b906-409429986cb2"], + "Spacer1"]],ExpressionUUID->"2f090399-c7ae-4912-8908-76222e49de32"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"d6ffd399-fb9f-443a-96ed-bcf713485129"], + }], "NotesFrameText",ExpressionUUID->"c12fc0a2-d655-4212-8ebf-0a4ba4a10aeb"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -386,12 +431,24 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"b0ee80df-5daa-4dc3-b972-65835966e503"]], \ + "Preemptive"]],ExpressionUUID->"a0b8490f-694c-4fa6-a07e-c4e96873f8e8"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1181828934,ExpressionUUID->"50f6eb60-5afc-4720-988c-cd89a1512d8c"], + CellID->1408661348,ExpressionUUID->"20bf84d5-358d-4d5d-81f5-0b6bfd20fce1"], + +Cell[TextData[{ + "Each specification ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["s", "TI"], + StyleBox["k", "TI"]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "95ce7b1a-fc53-4215-af78-d49c1e382784"], + " may be a qubit, qudit, boson or a list of such species." +}], "Notes", + CellID->1005612528,ExpressionUUID->"d1fa3e7c-ab37-4f29-97d3-bed8e61f1aeb"], Cell[TextData[{ "Notice the difference between ", @@ -440,19 +497,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "3106665a-0601-4052-a3f8-ed376dd1c5a9"], + "0ed49bc0-c596-4506-b73d-c4b135efdb23"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"bff9acd9-5ae3-4aa9-9239-1d9e8a7d21e4"], + "Spacer1"]],ExpressionUUID->"5709b277-a95d-418f-96ab-681563de695d"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(2)", "ExampleCount",ExpressionUUID-> - "56670752-c109-4c23-8b87-b2801aace51d"] + Cell["(4)", "ExampleCount",ExpressionUUID-> + "429bd25d-ec06-4751-9b82-8033e3243408"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->922642635,ExpressionUUID->"54a0c700-ffc3-4e04-9cba-415b45e00bfb"], + CellID->1511551308,ExpressionUUID->"144d047a-951a-4be0-92ab-95fa630e9d16"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -486,18 +543,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "aef5bbf6-d377-42ab-a8f5-fc95dd7e1cb7"], + "879a38b9-287b-4248-b070-b006aa14a661"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"68fa5f40-39e1-4178-b7bd-84a2c3d26d69"], + "Spacer1"]],ExpressionUUID->"0cfd8b35-ab4d-431c-a5a5-fe72a14f4d8f"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "b103b507-ef3f-4eb3-a0b1-1ac1aaa3854d"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "e6411368-67dc-4cb1-ab49-1b251854f157"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->2022835105,ExpressionUUID->"6ac692c7-a599-4206-86ef-0d45c4c1da5e"], + CellID->2058773193,ExpressionUUID->"e6d3bcea-8a23-49f8-95b6-c014669240fc"], Cell[BoxData[{ RowBox[{"Let", "[", @@ -508,16 +565,195 @@ Cell[BoxData[{ CellLabel->"In[1]:=", CellID->1411135677,ExpressionUUID->"00e6f5a3-7ddd-4393-a500-d14c2a0633c2"], +Cell["Note that Top and Bottom values of the bosonic mode b:", "ExampleText", + CellID->1751036724,ExpressionUUID->"41a7d180-26a5-4867-86b6-7f59ad8fca12"], + Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"bs", "=", - RowBox[{"DickeBasis", "[", - RowBox[{ - RowBox[{"{", "S", "}"}], ",", - RowBox[{"{", "b", "}"}], ",", "3"}], "]"}]}]], "Input", + RowBox[{"{", + RowBox[{ + RowBox[{"Bottom", "[", "b", "]"}], ",", + RowBox[{"Top", "[", "b", "]"}]}], "}"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[2]:=", + CellID->1503860227,ExpressionUUID->"d7f8b77b-89d8-4b12-8d6a-9332f0a6b6e7"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"0", ",", "5"}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1790201865,ExpressionUUID->"2724c863-f688-4d01-ae86-ed1ce6f4c30b"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"DickeBasis", "[", + RowBox[{"S", ",", "b"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->122904502,ExpressionUUID->"5e4f340d-3ad6-4c28-a616-c2b03580d087"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 0, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["4", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 4, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["5", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 5, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 0, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["4", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 4, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["5", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 5, $CellContext`S[Q3`$] -> 1|>]]}], + "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->56184856,ExpressionUUID->"06dfb6b5-9a78-4030-af14-c5f9ced17c72"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"DickeBasis", "[", + RowBox[{"S", ",", "b", ",", "3"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", CellID->147925871,ExpressionUUID->"601edfcf-a538-452a-a0a2-b3bdc465cd30"], Cell[BoxData[ @@ -525,79 +761,320 @@ Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 0, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["2", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["3", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 0, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["2", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["3", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 1|>]]}], "}"}]], "Output", - CellLabel->"Out[2]=", - CellID->259125948,ExpressionUUID->"6d80a42c-0f05-43fb-86a0-7b7a8afac890"] + CellLabel->"Out[4]=", + CellID->1107071930,ExpressionUUID->"0dd4a8d0-98fb-4ca1-aaee-ac629d62ccae"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"DickeBasis", "[", + RowBox[{"S", ",", "b", ",", + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->1352362979,ExpressionUUID->"9c4e8c30-110c-4a55-b0aa-32696a48aee8"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 1|>]]}], + "}"}]], "Output", + CellLabel->"Out[5]=", + CellID->1637796409,ExpressionUUID->"1f3bde68-3030-41bc-b55a-d178fbb3bc8b"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "6ab7f4a8-64d4-4eaa-b327-94c46a1369cb"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->455977880,ExpressionUUID->"4b3979ba-676d-45e8-8678-5bcfc13352db"], + +Cell["Consider a Dicke basis.", "ExampleText", + CellID->303543827,ExpressionUUID->"8f4375fd-b15c-4316-b111-5faa25301cf2"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"bs", "=", + RowBox[{"DickeBasis", "[", + RowBox[{"S", ",", "b", ",", "3"}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->2103189880,ExpressionUUID->"7050b40a-0cfb-4319-9782-7828b3a9242f"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 0, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 0, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 1, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 2, $CellContext`S[Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`b -> 3, $CellContext`S[Q3`$] -> 1|>]]}], + "}"}]], "Output", + CellLabel->"Out[1]=", + CellID->2014538993,ExpressionUUID->"c0bb652d-c7d4-4e94-a94f-7c808f75610b"] }, Open ]], Cell["Let us now consider a Rabi Hamiltonian.", "ExampleText", @@ -618,63 +1095,67 @@ Cell[BoxData[ RowBox[{"Dagger", "[", "b", "]"}]}], ")"}], "**", RowBox[{"S", "[", "1", "]"}]}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[2]:=", CellID->1890840752,ExpressionUUID->"27fe504d-be6a-4099-8a79-e34c8e7a47e4"], Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{"b", + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", "b", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, "Superscript", SyntaxForm -> + TemplateBox[{"S", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"X\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> SuperscriptBox], - $CellContext`S[1]]}, "RowDefault"]}, + $CellContext`S[1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[$CellContext`b, $CellContext`S[1]]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], - Q3`Dagger[$CellContext`b]], "b"}, "RowDefault"]}, + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], + Q3`Dagger[$CellContext`b]], "b"}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], $CellContext`b]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], Q3`Dagger[$CellContext`b]], InterpretationBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, "Superscript", SyntaxForm -> + TemplateBox[{"S", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"X\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> SuperscriptBox], - $CellContext`S[1]]}, "RowDefault"]}, + $CellContext`S[1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], $CellContext`S[1]]], "+", FractionBox[ InterpretationBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, + TemplateBox[{"S", + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"Z\""}, + "RowWithSeparators"]}, "Superscript"], $CellContext`S[3]], "2"]}]], "Output", - CellLabel->"Out[3]=", - CellID->290779729,ExpressionUUID->"35075013-9cd5-4146-b6f6-ef360cd376d4"] + CellLabel->"Out[2]=", + CellID->778694780,ExpressionUUID->"01ddb3bd-73dd-451d-a4a5-b04ea4b7fce8"] }, Open ]], Cell["\<\ @@ -687,13 +1168,11 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"mat", "=", - RowBox[{"Outer", "[", - RowBox[{"Multiply", ",", - RowBox[{"Dagger", "[", "bs", "]"}], ",", - RowBox[{"Rabi", "**", "bs"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"MatrixIn", "[", + RowBox[{"Rabi", ",", "bs"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[3]:=", CellID->534811778,ExpressionUUID->"c77ba8d7-3ad3-4c64-b633-21a4e72aba4e"], Cell[BoxData[ @@ -734,9 +1213,18 @@ Cell[BoxData[ Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->1717652139,ExpressionUUID->"c8f90ba2-9b3b-485f-8721-f67d796101c5"] + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 2, 5, 8, 10, 12, 15, 18, 20}, {{1}, {6}, {2}, {5}, {7}, {3}, { + 6}, {8}, {4}, {7}, {2}, {5}, {1}, {3}, {6}, {2}, {4}, {7}, {3}, { + 8}}}, {Rational[1, 2], 1, Rational[3, 2], 1, 2^Rational[1, 2], + Rational[5, 2], 2^Rational[1, 2], 3^Rational[1, 2], Rational[7, 2], 3^ + Rational[1, 2], 1, Rational[-1, 2], 1, 2^Rational[1, 2], Rational[ + 1, 2], 2^Rational[1, 2], 3^Rational[1, 2], Rational[3, 2], 3^ + Rational[1, 2], Rational[5, 2]}}]]]]], "Output", + CellLabel->"Out[3]//MatrixForm=", + CellID->639373385,ExpressionUUID->"56e35338-e2e4-427e-be67-1f16daa129d5"] }, Open ]], Cell["This is another representation in a different basis.", "ExampleText", @@ -744,23 +1232,14 @@ Cell["This is another representation in a different basis.", "ExampleText", Cell[CellGroupData[{ -Cell[BoxData[{ - RowBox[{"bs2", "=", +Cell[BoxData[ + RowBox[{"bs", "=", RowBox[{"DickeBasis", "[", - RowBox[{ - RowBox[{"{", "S", "}"}], ",", - RowBox[{"{", "b", "}"}], ",", + RowBox[{"S", ",", "b", ",", RowBox[{"{", - RowBox[{"5", ",", "10"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"mat2", "=", - RowBox[{"Outer", "[", - RowBox[{"Multiply", ",", - RowBox[{"Dagger", "[", "bs2", "]"}], ",", - RowBox[{"Rabi", "**", "bs2"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{"mat2", "//", "MatrixForm"}]}], "Input", + RowBox[{"5", ",", "10"}], "}"}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[4]:=", CellID->753839896,ExpressionUUID->"1ca74376-a42d-41fd-990a-4b8d41fb5813"], Cell[BoxData[ @@ -768,115 +1247,164 @@ Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["5", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["5", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 5, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["6", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["6", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 6, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["7", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["7", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 7, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["8", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["8", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 8, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["9", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["9", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 9, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["10", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["10", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 10, $CellContext`S[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["5", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["5", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 5, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["6", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["6", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 6, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["7", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["7", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 7, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["8", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["8", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 8, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["9", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["9", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 9, $CellContext`S[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["10", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["10", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["S", - $CellContext`S[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["S", + $CellContext`S[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 10, $CellContext`S[Q3`$] -> 1|>]]}], "}"}]], "Output", - CellLabel->"Out[5]=", - CellID->1527721699,ExpressionUUID->"7c8355d9-f41d-4527-ac61-afe3aa7bb692"], + CellLabel->"Out[4]=", + CellID->1830203761,ExpressionUUID->"a52534be-e332-4220-b012-a79537ca3bd4"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"MatrixIn", "[", + RowBox[{"Rabi", ",", "bs"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"mat", "//", "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->127540517,ExpressionUUID->"0c0f0099-e8d9-4071-adbd-27115aba5003"], Cell[BoxData[ TagBox[ @@ -935,9 +1463,24 @@ Cell[BoxData[ Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", + MatrixForm[ + SparseArray[ + Automatic, {12, 12}, 0, { + 1, {{0, 2, 5, 8, 11, 14, 16, 18, 21, 24, 27, 30, 32}, {{1}, {8}, {2}, { + 7}, {9}, {3}, {8}, {10}, {4}, {9}, {11}, {5}, {10}, {12}, {6}, {11}, { + 2}, {7}, {1}, {3}, {8}, {2}, {4}, {9}, {3}, {5}, {10}, {4}, {6}, { + 11}, {5}, {12}}}, { + Rational[11, 2], 6^Rational[1, 2], Rational[13, 2], 6^Rational[1, 2], 7^ + Rational[1, 2], Rational[15, 2], 7^Rational[1, 2], 2 2^Rational[1, 2], + Rational[17, 2], 2 2^Rational[1, 2], 3, Rational[19, 2], 3, 10^ + Rational[1, 2], Rational[21, 2], 10^Rational[1, 2], 6^Rational[1, 2], + Rational[9, 2], 6^Rational[1, 2], 7^Rational[1, 2], Rational[11, 2], 7^ + Rational[1, 2], 2 2^Rational[1, 2], Rational[13, 2], 2 + 2^Rational[1, 2], 3, Rational[15, 2], 3, 10^Rational[1, 2], Rational[ + 17, 2], 10^Rational[1, 2], Rational[19, 2]}}]]]]], "Output", CellLabel->"Out[5]//MatrixForm=", - CellID->1104111561,ExpressionUUID->"fab453cd-5403-4ea5-b38a-7dba52078bf6"] + CellID->1394429883,ExpressionUUID->"92c969d0-e80a-46ac-b3e8-9046e6d4935b"] +}, Open ]] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -969,22 +1512,498 @@ Cell[TextData[{ Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "619a8570-7d42-432a-b427-8be8533618d2"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"fbfb4e8b-84aa-4c81-96ee-9feeba5a1eed"], + "Scope", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "5bba93c5-5a2c-4e9f-8426-0ff8ff5939b0"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->1293636265,ExpressionUUID->"bed2227a-7c4a-42f7-b069-c60bd10446c6"], + +Cell[BoxData[{ + RowBox[{"Let", "[", + RowBox[{"Qubit", ",", "S"}], "]"}], "\[IndentingNewLine]", + RowBox[{"Let", "[", + RowBox[{"Boson", ",", "a"}], "]"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->495103881,ExpressionUUID->"d7023b6d-6685-4504-9d5a-bcf7fc59386d"], + +Cell["\<\ +Notice the difference between the following two constructions; in particular, \ +the arrangement of elements.\ +\>", "ExampleText", + CellID->1466293333,ExpressionUUID->"c482a886-1c5c-48cb-955a-df6da370c047"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{"bs1", "=", + RowBox[{"DickeBasis", "[", + RowBox[{ + RowBox[{"S", "@", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}]}], ",", "a", ",", "3"}], + "]"}]}], "\[IndentingNewLine]", + RowBox[{"bs2", "=", + RowBox[{"DickeBasis", "[", + RowBox[{ + RowBox[{"S", "@", + RowBox[{"{", + RowBox[{"2", ",", "1"}], "}"}]}], ",", "a", ",", "3"}], + "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1396981457,ExpressionUUID->"cb40d92b-e8c4-49ff-8d19-5f33151bc6d4"], + +Cell[BoxData[ + GraphicsBox[ + TagBox[RasterBox[CompressedData[" +1:eJztnQtsVNW6x4e+aCgUajnAQZp6KchLQ6EGLQLVhgq3YoUSKVRAQPDSgKcI +xGs9AhFEkMjDY2tFAmItEgM0lBzUIFE4gFST0mKV8CgoIFjoEfBAKbXQfb87 +O0zGPTN71t6z18zaq/9founsWV3/vdZvZj7WdD/+a0Z+9gthDodjQTT9L3v6 +/z4+f/70gvGd6MEzf1uQ9z9/mzXzv/+2cNb/zJr/yIxw2jiW/quLcDj+/2cF +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADQaigvL58yZcqoUaP0m/3lL38J +zv60TvLz89etWxfkUDjlCpzKB5zKB5zKB5zKB5zKB5zKRxCcTp06NTo6evbs +2Vu3btVvCddcWbt27cCBA4McCqdcgVP5gFP5gFP5gFP5gFP5gFP54O10z549 +tGitrKxkaQzXXDlz5ozD4aD/BzMUTrkCp/IBp/IBp/IBp/IBp/IBp/LB2+ny +5ctHjhzJ2BiueTNw4MA1a9YEMxFOeQOn8gGn8gGn8gGn8gGn8gGn8sHV6d// +/vdJkyYxNoZr3ixZsmTEiBHBTIRT3sCpfMCpfMCpfMCpfMCpfMCpfHB1au26 +taam5uWXX6a9HTBgwLRp0z7++OOAd5BLn8LmVldXh4eH19fXByFLheX929jY +WFJSkpeXZ9Wp1nDKFX2n58+fLyoqmjx5ct++fVNTU6dPn15RURF4KJxyRd/p +r7/+unbtWnJKk5CcnJydnb158+Y//vgjwFA45UqrqqcKhzriFwGdKhLVUwVO +paunCpxKV08V6ZxauG797LPP2rdv7/gz9C4ORDePPkXOJe67776NGzfyTnGh +73TTpk0ZGRmxsbHqDAwePDjwRDjljY7TXbt2xcXFaSahTZs2r776aiCJcMob +X05bWlo++OCDTp06OTx44IEHrly5YjoRTnnTeuopjzrCiFBOZaqncKpIV0/h +VL56KqVTq9atp06dosU1TctTTz1VVVV14cKFwsLCiIgI2lJQUGBu33j0KXKu +yrx58yiXd4oL/TqbmZnp/i4L/DUPp0HAl9OysjIqqTTkCRMmUMG9dOlSdXX1 +xIkTVbl79uwxFwenQcCX08uXL9NTNOSxY8eWl5efO3fuq6++WrBgQWRkJG0k +uebi4DQItJJ6qnCoI+yI41SRqJ4qcCpdPVXgVLp6qkjq1Kp169y5c2lOhg8f +7v7tAa30aWNcXNyNGzdM7BuPPkXOVdm3b190dDTvFBf6dfbatWuXnLz22muW +vObhNAj4ckpjz83Nff/99zXb09LSaB5mzJhhLg5Og4DO+7SiomL79u2ajYsX +L6Z56Ny5s7k4OA0CraSeKhzqCDviOFUkqqcKnEpXTxU4dSJTPVUkdWrJurWh +oSEmJobmZMeOHe7bm5ubu3XrRts3bNhgdMd49Clyrovbt2/Tu0OTzg/G89PX +rFkT+GseTrmmuDB6zQFV7pAhQ0xkwSnXFBdGnZaWltIkREREmDgMCU65prho +DfVUgyV1xBCCONVg63qqAU412LGeaoBTDXaspxpkcmrJuvXHH3+kCWnXrp2n +0zlz5tBT+fn5RneMR58i57ozffr0yZMn805RCWadhVPeKSpGP5Pnz59Pk/D0 +00+byIJT3ikqhpw2NTWlp6fTJDzyyCMmsuCUd4pKa6inGoL/bydFDKcabF1P +NcCpBjvWUw1w6o5N66kGmZxasm7ds2cPTUivXr0U5xJ70aJFubm5P/zwAz1c +tWoVPTV+/HijO8ajT5Fz3SkvL4+Li2tubuYdpAS3zsKpUE5VWlpa+vXrR5Pw +9ttvm8iCU3GcXrt27fjx45s2bUpJSVEPajpy5IiJLDgNrVOZ6qmGkPzbSQSn +GmxdTzXAqTs2raca4FSxfz3VIJPTmTNnsh+H78u1epz2sGHD6Ofdu3c7nKhf +N5WUlJj7msJEn1evXq2qqgrkkl8hzHXn5s2bMTExe/futapDHYJZZ+FUKKcq +q1evphno2LHjhQsXTGTBqSBOv/zyS4cbc+bMobJrLgtOQ+tUpnqqgaWOSOlU +g63rqQY4dcem9VQDnEpQTzVI4/TOnTtdu3bdvHkzY3tfrouLi2lC0tPTFefV +nlUvY8aMoYeffvop/ZycnGx03wz1eerUqYyMDNdrrFevXtTGaGJoczVkZ2fP +nTvXkq70CWadhVOhnBL0GRUVFUXDXL9+vbksOBXEaUVFRc+ePTt06KCOsV27 +dvn5+Q0NDSay4DS0TmWqpxr064jETjXYup5qgFMX9q2nGuBUgnqqQQ6n//rX +v3JyckhfXV0d46/4cl1eXk4jffDBB5W7fwd/7rnn1L+Dv/vuu/TUk08+aXT3 +2Pu8detW796927Rp8+yzz9LHxdKlS++//35qcPjwYaOhIczVUFJS0qNHj8D7 +8Usw6yycCuX05MmT3bt3dzi/+mtpaTGXBadCOSUuXry4evXq+Ph4GuNjjz12 +584do1lwGlqnMtVTDTp1RG6nGmxdT9nH0qqc2rqeaoBTF/atpxokcHr58mXa +q5iYmLNnz7L/li/XlZWV1JvXZ9VrL7/wwgueT+m/tdn7/OabbzSlvKGhYevW +rTqdC5ir4aeffqLOz5w5Y0lvOlhbZ+FUB6Gc1tbW3nvvvbQ/I0aMaGxs1GkJ +pzoI5dSd6upq9fZwXq/mB6c6hNypTPVUg04dkdupBlvXUw1wqti/nmqAUw12 +rKcaJHDa3NxMK31aU/fr1+/69euMv+XLdX19vXr/ZZKreWrIkCG0/c0333Rt +qaqqIk09e/YMDw/v2rVrTk6O1xMB2PtU//Ju1V+iQ5WrgV4z3bp1M/2tHTuW +1Fk4ZUEcpydOnEhISKCRDho0yNdZG3DKgjhOPUlOTqaBv/LKK64tcMpCyJ3K +VE816NQRuZ1qsHU91QCnEtRTDXDqie3qqQZpnDY1NcXGxpaVlTG213E9evRo +z4F///33tDEsLMy11q6traWHNIoZM2asXLnymWeeUd/sXv/4ztjnlStX4uPj +6YUxb968c+fOed29q1evbtmyhV5XxcXFfodpVW5lZeWLL76YkpLSv39/ivZ8 +0epA7b1+qe7i+PHjaWlptAMTJkwgj+w9awi8zsIpI4I4/e677zp37kwDT01N +pTn02gZOGQm5UzKybds2Ty+URb9CU7Fu3Tp1C5wyEnKnilz11B2dOiK9U3fs +Xk8Zx9IanEpTT91ptU4lq6fuyOR00qRJeXl5jDug8/79/PPPaU7Cw8NLS0vV +LRcvXuzTpw9tHDdunHtLWtq7H0dBI3L4OI6avc9Dhw4lJiaqjcePH3/w4EH3 +Z1esWKF+3UHMmjXL7zAtyV2/fn1UVNQ999xDLtTLaEdGRjJeRlv9PoEmSqfN +lClTHHcJ5Gpdlnw/DKd+EcTpF198od4COyMj48aNGzqdwKlfRHC6dOlSh/Pg +tJqaGtfG3377TS2jxNGjR13b4dQvIjhV5Kqn7ujXEbmdumP3eso+FrmdylRP +3Wm1TiWrp+7I5NSS+7cqzgO8p06dSrk0qzS0zMxM2lt6mJCQcOLECc/29Kr4 +8MMPCwoKHn30UWq2ZcuWAPuk+fnoo48eeughdfi0xnet3CsqKoqLi9U7JbG4 +tiR38eLF9OJ3XVC6rKyMnqUXv990xflh2KFDh1u3bum0Ue9trUJZLN16Rcdp +dnZ2l7u0b99ezXJtGTVqlKY9nOoggtP9+/fTB47af1xcHBVcehjhxsSJEzW/ +Aqc6iOB0165d6vfARHx8PL0rH3/8cde7ddmyZZ6/Aqc6iOBUkaueGqojEjuV +qZ7CqSJdPYVTRbp6KqtTq9atilPNokWLaFWu7gC9bdPS0n755RdNM5qZ3r17 +U4MBAwbQrKrXXvZ1Lx7GPt05cODAoEGDHH8+CUi5eykqxu8oLMm9ffu269k7 +d+7Q64SGzJI+e/Zsv6+Kn3/+edy4ceruPf/88yzdekXHqXrsvS/cr90Np34R +wSl9uuoI1XwWwalfRHBKXLp0iaarb9++YWFhLpU0BM/rKsCpXwRxqkhUT9nr +iH6u3Z3KVE/hVJGunsKpikz1VFanFq5bVcjOsWPHDh8+7PVWRzt27HA4/zJO +u6pu2blzp45rlj49oRcD9fnEE0+4bzT0bycLc1WamppiYmIyMzNZQrt37+71 +SxtPsrKyKHH58uUsjb1i4vx0DXDKEgqnnsApOyxOr1+/fuTIEZoHmkPPZ+GU +JVQ0pzLVU6PI6lQfOPXbCZx6BU7ZaW311CiCO7V83apPXl4e7Zv7lwy0ovfr +Wp99+/YtXLjw5s2bri3qH7KnTJni3sxy14y5KoWFhQ62u1F/++23kZGRvk7w +d+f3339v27Ytdbt//35De+4OnJrIVYFTQ8ApnJoOMperAqeGgFM4NR1kLlcF +Tg0Bp3BqOshcrooIToO8bn3rrbdo33Jzc2n3SktLac2u/nU4ENc5OTnUQ1JS +0oIFC4qKisgm7WdERMSBAwfcm1numjFXcd77KTo6eujQoSz3LC4oKBg5cqTf +ZqdPn3744YdpB9LT000OwAmcmshV4NQ4cGpyAE7g1ESuAqfGgVOTA3ACpyZy +FTg1DpyaHIATODWRqwjjNMjr1sbGRteRzLS+zsrKOnjwIP1cUlJius+Wlpb3 +3nuvT58+rsPR6efdu3drmlnumjG3pqamS5cuCQkJZ8+eZem2f//+hYWF+m0O +HTqkntY9bNgwX5fLZgROTeTCqQng1OQAnMCpiVw4NQGcmhyAEzg1kQunJoBT +kwNwAqcmcsVxGuR1q0pdXd3Ro0cDufuSV65fv15VVVVfX+/1WX7HhOvkVldX +06R17drV60UgPTl58iTt5Pnz5/Wb1dbWdurUqaioKPCb+cKp0Vw4DRA4NQGc +Gs2F0wCBUxPAqdFcOA0QODUBnBrNFcppSNatISEI5zJr2Lt3b2xsbGJiIqNo +YtWqVSkpKSwt9W8Wxg6cGgJOeQOnXoFTQ8Apb+DUK3BqCDjlDZx6BU4NIZrT +119/fcyYMYyN7eiaVv3vOKGRkuvU1FT14ddff80195NPPomKiqLEl1566Y03 +3lh2F/3zjocOHer1FlH8gFN24JQfcKoPnLIDp/yAU33glB045Qec6gOn7Ajo +tKysrGPHjoyHK9vR9bZt2xzemDlzJtdc9URjT5YsWeLrV+rq6sLCwmpqarju +mAY4ZQdO+QGn+sApO3DKDzjVB07ZgVN+wKk+cMqOgE6bm5uHDx/eo0ePf/zj +H1VVVfqN7ejaRmzYsCEpKSnIoXDKFTiVDziVDziVDziVDziVDziVjyA4vXnz +5ooVKwYPHpyYmKjfEq65kpOTs3DhwiCHwilX4FQ+4FQ+4FQ+4FQ+4FQ+4FQ+ +QuLUF3AtH3AqH3AqH3AqH3AqH3AqH3AqH3DaeoBr+YBT+YBT+YBT+YBT+YBT ++YBT+YDT1gNcywecygecygecygecygecygecygecAgAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIgGriDN +lfz8/HXr1gU5FE65AqfyAafyAafyAafyAafyAafywei0sLAwKytr5cqV//nP +f/jtDFxzZe3atQMHDgxyKJxyBU7lA07lA07lA07lA07lA07lg9FpTU0NLVqT +kpL++te/nj9/ntPOwDVXzpw543A46P/BDIVTrsCpfMCpfMCpfMCpfMCpfMCp +fBhy2tTUlJaWNnHiRE47A9e8GThw4Jo1a4KZCKe8gVP5gFP5gFP5gFP5gFP5 +gFP5MOR0+/btiYmJnPYErnmzZMmSESNGBDMRTnkDp/IBp/IBp/IBp/IBp/IB +p/JhyOm+ffs6d+7MaU/8uq6pqXn55ZdpbwcMGDBt2rSPP/7YktzGxsaSkpK8 +vLxgnr7NaSz6VFdXh4eH19fXByFLheX9y2P+4ZQf+k7Pnz9fVFQ0efLkvn37 +pqamTp8+vaKiwpJcOOWHvtNff/117dq15JQmITk5OTs7e/PmzX/88UfguXDK +j1ZVT0OSK6BTRaJ6GpJc0ZxKVk9DkiuaU8nqaUhyDTkN4br1s88+a9++vePP +0Ls4EN2bNm3KyMiIjY1Vexs8eLDprgzBYyyM3HfffRs3buSd4kLfKY/5h1Pe +6DjdtWtXXFycZhLatGnz6quvBpIIp7zx5bSlpeWDDz7o1KmTw4MHHnjgypUr +phPhlDetp56GKlcRzKlM9RROFenqKZzKV09t4TRU69ZTp07R4pqm5amnnqqq +qrpw4UJhYWFERARtKSgoMJ2YmZnp/soJzpxzGgsj8+bNo1zeKS706yyP+YdT +3vhyWlZWRiWVhjxhwgQquJcuXaqurp44caIqYs+ePaYT4ZQ3vpxevnyZnqIh +jx07try8/Ny5c1999dWCBQsiIyNpYyDXOoBT3rSSehrCXEUkp4pE9TSEuYow +TiWrpyHMVYRxKlk9DWGuYsRpqNatc+fOpTkZPny4+7fBtNKnjXFxcTdu3DCX +eO3atUtOXnvttaDNOaexMEIGo6Ojeae40K+zPOYfTnnjyymNPTc39/3339ds +T0tLo3mYMWOG6UQ45Y3O+7SiomL79u2ajYsXL6Z5CKQWwClvWkk9DWGuIpJT +RaJ6GsJcRRinktXTEOYqwjhV5KqnIcxVjDgNybq1oaEhJiaG5mTHjh3u25ub +m7t160bbN2zYEGD0mjVrgjPnQRiLPrdv3yaDmnR+MJ6fzmP+4ZQTRq85oIoY +MmRI4NFwygmjTktLS2kSIiIiAj+8Fk450RrqachzBXGqwdb1NOS5Yjp1Ycd6 +GvJcwZ3asZ6GPJfdaUjWrT/++CNNSLt27Tydzpkzh57Kz88PMDpocx6Esfhl ++vTpkydP5p2i0hrqLJzqM3/+fJqEp59+OvBoOOWEIadNTU3p6ek0CY888kjg +0XDKidZQT0XIFcGpBlvXUxFyBXTqwo71VIRcYZ3atJ6KkMvoNCTr1j179tCE +9OrVS3EusRctWpSbm/vDDz/Qw1WrVtFT48ePDzA6aHMehLH4pby8PC4urrm5 +mXeQ0jrqLJzq0NLS0q9fP5qEt99+O/BoOOUEi9Nr164dP35806ZNKSkp6kFN +R44cCTwaTjnRGuqpCLkiONVg63oqQq6ATlVsWk9FyBXNqd3rqQi5jE5Dsm5V +z7sZNmwY/bx79271/F/166aSkhJLvqZgmfOrV69WVVUFcskvxdRYLMl15+bN +mzExMXv37rWqQx0Er7NwagJDdXb16tU0Ax07drxw4ULg0XDKCb9Ov/zyS4cb +c+bMobJrSTSccqI11FMRckVwqsHW9VSEXAGdqti0noqQK5RTCeqpCLmMTisq +Ktq2bUuNrcp1x5fr4uJimpD09HTFefV+VfSYMWPo4aeffko/JycnBxitP+en +Tp3KyMhwvcZ69epFueaCDI3FwlwN2dnZc+fOtaQrfYSts3BqGvY6S59RUVFR +NMz169dbEg2nnPDrlD75e/bs2aFDB3WM7dq1y8/Pb2hoCDwaTjnRGuqpILkh +d6rB1vVUkFzRnCp2rqeC5IrjVIJ6Kkgui9Ompiaa4Z07d1qSqMGX6/Lychrp +gw8+qNw9rum5555Tj2t699136aknn3wywGidOb9161bv3r3btGnz7LPP0sfF +0qVL77//fmp8+PBhE0HsY7E2V0NJSUmPHj0C78cvYtZZOA0ERqcnT57s3r27 +w/mnnJaWFkui4ZQT7P92unjx4urVq+Pj42mMjz322J07dwKMhlNOtIZ6Kkhu +yJ1qsHU9FSRXNKe2rqeC5IrmVLFzPRUkl9FpXl5enz599u7d29jYGHioO75c +V1ZW0hi9Pqtee/mFF17wfMrQW1tnzr/55htNKW9oaNi6dSt75+6wj8XaXA0/ +/fQTdX7mzBlLetPB2joLpzoI5bS2tvbee++l/RkxYoT+BwWc6iCUU3eqq6vV +2316vZofnOoQcqcy1VNBckPuVIOt66kguUI5tXs9FSRXKKfu2LGeCpLL7nTa +tGnUctmyZZbkuvDlur6+Xr3/MsnVPDVkyBDa/uabb7q2VFVVUdnt2bNneHh4 +165dc3JyWE4E0Jlz9Ugqq44uYB+Ltbka6DXTrVs3q76108GSOgunLIjj9MSJ +EwkJCTTSQYMG+TprA05ZEMepJ8nJyTTwV155xbUFTlkIuVOZ6qkguSF3qsHW +9VSQXHGcSlBPBckVx6kntqunguQyOn3nnXc6duw4e/bs06dPW7sDOq5Hjx7t +OfDvv/+eNoaFhbnW2rW1tfSQRjFjxoyVK1c+88wz6pvd7x/fdeb8ypUr8fHx +VOjnzZt37tw5r79+9erVLVu20OuquLjYzyCZx+I3t7Ky8sUXX0xJSenfvz9F +e/4jRAdq7/VLdRfHjx9PS0ujHZgwYUJTUxN7zxoCr7NwyoggTr/77rvOnTvT +wFNTU2kOvbaBU0ZC7pSMbNu2zdMLZdGv0FSsW7dO3QKnjITcqSJXPbUq1+5O +3bF7PbUqVwKn0tRTq3Jt7VSyempVLlenivN0mA4dOmzcuJG9W3Z03r+ff/45 +zUl4eHhpaam65eLFi3369KGN48aNc29JS3v34yhoRA6G46j1v588dOhQYmKi +ugPjx48/ePCg+7MrVqxQv74mZs2apR9kaCw6uevXr4+Kirrnnnvo/aVeRjsy +MpLxMtr0HomNjaWJ0mkzZcoUx10CuQKbJd8Pw6lfBHH6xRdfxMTEUP8ZGRk3 +btzQ6QRO/SKC06VLlzqcB6fV1NS4Nv72229qGSWOHj3q2g6nfhHBqSJXPbUk +VwKn7ti9nlqSK4FTmeqpJbl2dypZPbUkl7dTxbkujoiI+Pe//80+HHZ03r8t +LS1Tp06lEdGs0tAyMzNpb+lhQkLCiRMnPNvTq+LDDz8sKCh49NFHqdmWLVs8 +22RnZ3e5S/v27VVZri2jRo1yb0zz89FHHz300ENqM1rju76NqaioKC4uVu98 +x+La0Fh85S5evJhe/K4LSpeVldGz9OL3m644Pww7dOhw69YtnTbqva1VKIul +W6/oODU0/wqc6iKC0/3799MHjtp/XFwcFVx6GOHGxIkTNb8CpzqI4HTXrl3q +98BEfHw8zfbjjz/usuD1VBE41UEEp4pc9dSSXAmcylRP4VSRrp7CqSJdPbWF +UyVE929VoVK7aNEiWpWro6a3bVpa2i+//KJpRjPTu3dvajBgwACaVfXay5s3 +b/bsUD2Xxxe+7gVw4MCBQYMGOf58EhBx+fJlRtfsY9HPvX37tuvZO3fu0OuE +hsySPnv2bL+vip9//nncuHHq7j3//PMs3XpFxyn7/MOpX0RwSp+uOpPv+PNn +EZz6RQSnxKVLl2i6+vbtGxYW5pp2GoLndRXg1C+COFUkqqdW5drdqUz1FE4V +6eopnKrIVE9t4VQJ6bpVhartsWPHDh8+7PVWRzt27HA4j3Sil5+6ZefOnb5c +m4aKO/X5xBNPuG809G8nFf2xMOaqNDU1xcTEZGZmsoR2797d65c2nmRlZVHi +8uXLWRp7xcT56RrglCUUTj2BU3ZYnF6/fv3IkSM0DzSHns/CKUuoaE5lqqeW +5KrY2qk+cOq3Ezj1Cpyy09rqqSW5Kjychnzdqk9eXh7NhvuXxrSiD9A1DXnh +woU3b950bVH/kD1lyhT3Zpa7ZsxVKSwsdLDdjfrbb7+NjIz0dYK/O7///nvb +tm2p2/379xvac3fg1ESuCpwaAk7h1HSQuVwVODUEnMKp6SBzuSpwagg4hVPT +QeZyVXg4FXzd+tZbb9GQc3Nz6SVXWlpKa3b1D9aBuM7JyaEekpKSFixYUFRU +RDZpPyMiIg4cOODezHLXjLmK895P0dHRQ4cOZblncUFBwciRI/02O3369MMP +P0w7kJ6ebnIATuDURK4Cp8aBU5MDcAKnJnIVODUOnJocgBM4NZGrwKlx4NTk +AJzAqYlchY9TRfh1a2Njo+vo9LZt22ZlZR08eJB+LikpMd1nS0vLe++916dP +H9fh6PTz7t27Nc0sd82YW1NT06VLl4SEhLNnz7J0279//8LCQv02hw4dUi/T +MWzYMF+Xy2YETk3kwqkJ4NTkAJzAqYlcODUBnJocgBM4NZELpyaAU5MDcAKn +JnJ5OFURfN2qUldXd/To0UDuvuSV69evV1VV1dfXe32W3zHhOrnV1dU0aV27 +dvV6EUhPTp48STt5/vx5/Wa1tbWdOnUqKioK/AbNcGo0F04DBE5NAKdGc+E0 +QODUBHBqNBdOAwROTQCnRnM5OVWxxbo1JAThXGYNe/fujY2NTUxMZBRNrFq1 +KiUlhaWl/s3C2IFTQ8Apb+DUK3BqCDjlDZx6BU4NAae8gVOvwKkhuDpVsG71 +gFb97zh5/fXXyXVqaqr68Ouvv+aa+8knn0RFRVHiSy+99MYbbyy7i/655EOH +DvV6iyh+wCk7cMoPONUHTtmBU37AqT5wyg6c8gNO9YFTdoLg9J///Gf37t2t +2Fkv2NH1tm3bHN6YOXMm11z15HFPlixZ4utX6urqwsLCampquO6YBjhlB075 +Aaf6wCk7cMoPONUHTtmBU37AqT5wyk4QnObm5rLcWMccdnRtIzZs2JCUlBTk +UDjlCpzKB5zKB5zKB5zKB5zKB5zKB6NTWt5u37599OjRbdu2rays5LQzcM2V +nJychQsXBjkUTrkCp/IBp/IBp/IBp/IBp/IBp/LB6HTRokU9e/acNGnSsWPH ++O0MXMsHnMoHnMoHnMoHnMoHnMoHnMoHnLYe4Fo+4FQ+4FQ+4FQ+4FQ+4FQ+ +4FQ+4LT1ANfyAafyAafyAafyAafyAafyAafyAacAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAQEv4PPAyrAQ== + "], {{0, 40.}, {628., 0}}, {0, 255}, + ColorFunction->RGBColor, + ImageResolution->{144., 144.}, + RasterInterpolation->"High"], + BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], + Selectable->False], + DefaultBaseStyle->"ImageGraphics", + ImageSize->Automatic, + ImageSizeRaw->{628., 40.}, + PlotRange->{{0, 628.}, {0, 40.}}]], "Output", + CellTags->"RasterizedOutput", + CellLabel->"Out[2]=", + CellID->1544534287,ExpressionUUID->"666d909a-e7c7-49e5-aae1-f96e8af00bb1"], + +Cell[BoxData[ + GraphicsBox[ + TagBox[RasterBox[CompressedData[" +1:eJztnQtsVNW6x4e+aCgUajnAQZp6echLQ6EGLQLVhgq3IkqJFCogIHhpwFME +4rUegYgiSOThsbUiAbEWiQEaSg5qkCgcQKpJabFKeBQUECz0CHiglFro3O/O +DpNxz8zu2mvvtWZ38f8lms7eq+tb6/vN7I813Y//mp6b+XyYy+WaH03/y5z2 +v4/Omzctb1wHevH03+bn/M/fZs74778tmPk/M+c9ND2cNj5F/9VEuFz//7Mb +AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABwx1BaWjp58uSRI0caN/vLX/4i +Zzx3Jrm5uWvWrJEcFE6FAqfqAafqAafqAafqAafqAafqIcHplClToqOjZ82a +tXnzZuOWcC2U1atXDxgwQHJQOBUKnKoHnKoHnKoHnKoHnKoHnKqHaKe7du2i +RWt5eTlLY7gWyqlTp1wuF/1fZlA4FQqcqgecqgecqgecqgecqgecqodop0uX +Lh0xYgRjY7gWzYABA1atWiUzIpyKBk7VA07VA07VA07VA07VA07VQ6jTv//9 +7xMnTmRsDNeiWbx48fDhw2VGhFPRwKl6wKl6wKl6wKl6wKl6wKl6CHVq77q1 +qqrqpZdeotH2799/6tSpH3/8seUBCunTsXErKyvDw8Nra2slxNJg+fzW19cX +FRXl5OTYdak1nArF2OnZs2cLCgomTZrUp0+flJSUadOmlZWVWQ8Kp0Ixdvrr +r7+uXr2anFISkpKSMjMzN27c+Mcff1gMCqdCCUk9dQs4nrMAp15E5B9OxRGS +euqGU5GEpJ664dQmbFy3fvbZZ23btnX9GfoUW9Etok8nxyXuueee9evXi47i +xdjphg0b0tPTY2NjtQwMGjTIekQ4FY2B0x07dsTFxemS0KpVq1deecVKRDgV +TTCnTU1NH3zwQYcOHVx+3HfffZcuXeKOCKeikV9PRRzPWYBTDRH5h1PRyK+n +cCoa+fUUTm3ErnXriRMnaHFNCXniiScqKirOnTuXn58fERFBW/Ly8vjGJqJP +J8fVmDt3LsUVHcWLcZ3NyMjwfbdb/6zBqQSCOS0pKaGSSlMeP348FdwLFy5U +VlZOmDBBk7tr1y6+cHAqgWBOL168SLtoyk899VRpaemZM2e++uqr+fPnR0ZG +0kaSyxcOTiUguZ66BRzPWYBTLyLyD6eikVxP3XAqHsn11A2ntmLXunXOnDmU +imHDhvmu4jds2EAb4+Lirl27xjE2EX06Oa7Gnj17oqOjRUfxYlxnr1y5csHD +q6++astnDU4lEMwpzT07O/v999/XbU9NTaU8TJ8+nS8cnErA4HNaVla2detW +3cZFixZRHjp27MgXDk4lILmeugUcz1mAUy8i8g+nopFcT91wKh7J9dQNp7Zi +y7q1rq4uJiaGUrFt2zbf7Y2NjV26dKHt69atMzswEX06Oa6Xmzdv0qdDF10c +jNenr1q1yvpnDU6FRvFi9p4DmtzBgwdzxIJToVG8mHVaXFxMSYiIiOA4HQhO +hUbxIrOe6rDleM4CnAZERP7hVBAy62nAruDUdmTWUx1wah1b1q0//vgjJaFN +mzb+TmfPnk27cnNzzQ5MRJ9OjuvLtGnTJk2aJDqKhsw6C6eio2iYPSbPmzeP +kvDkk09yxIJT0VE0TDltaGhIS0ujJDz00EMcseBUdBQNmfVUh7R/O8FpQFr0 +uhVOjbFST3XAqSBk1lMdcGodW9atu3btoiT07NnT7VliL1y4MDs7+4cffqCX +K1asoF3jxo0zOzARfTo5ri+lpaVxcXGNjY2iA7nl1lk4dZRTjaampr59+1IS +3n77bY5YcOocp1euXDl69OiGDRuSk5O1k5oOHTrEEQtOQ+tUQh6k/dsJTgPS +otetcGqAxXqqA04FIbOe6oBT68yYMYP9PPxgrrXzpYcOHUo/79y50+VB+7qp +qKiI72sKjj4vX75cUVFh5ZZfIYzry/Xr12NiYnbv3m1XhwbIrLNw6iinGitX +rqQMtG/f/ty5cxyx4NQhTr/88kuXD7Nnz6ayyxcLTkPrVEQ91cFyPIdTDhy+ +boVTDmTWUx1wKgiZ9VQHnFrk1q1bnTt33rhxI2P7YK4LCwspCWlpaW7PXZe1 +/IwePZpefvrpp/RzUlKS2bGZ6vPEiRPp6ene91jPnj2pjdmIoY2rIzMzc86c +ObZ0ZYzMOgunjnJK0DEqKiqKprl27Vq+WHDqEKdlZWXdu3dv166dNsc2bdrk +5ubW1dVxxILT0DoVUU91GB/P4ZQbx65b4ZQbmfVUB5wKQmY91QGnVvjXv/6V +lZVF+mpqahh/JZjr0tJSmun999/vvv336GeffVb7e/S7775Lux5//HGzw2Pv +88aNG7169WrVqtUzzzxDh4slS5bce++91ODgwYNmg4Ywro6ioqJu3bpZ76dZ +ZNZZOHWU0+PHj3ft2tXl+QquqamJLxacOsopcf78+ZUrV8bHx9McH3nkkVu3 +bpmNBaehdSqinuowOJ7DqRWcuW6FUyvIrKc64FQQMuupDjjl5uLFizSqmJiY +06dPs/9WMNfl5eXUW8C92j2fn3/+ef9dxh9t9j6/+eYbXSmvq6vbvHmzQecO +jKvjp59+os5PnTplS28G2Ftn4dQARzmtrq6+++67aTzDhw+vr683aAmnBjjK +qS+VlZXaY9oC3s0PTg0IuVMR9VSHwfEcTq0gs56y9wmnVpBZT3XAqSBk1lMd +cMpNY2MjrbhpTd23b9+rV68y/lYw17W1tdrzl0mubtfgwYNp+5tvvundUlFR +Qenq3r17eHh4586ds7KyAl4IwN6n9hdwu/4SHaq4Oug906VLF7u+tTPAljoL +pyw4x+mxY8cSEhJopgMHDgx21QacsuAcp/4kJSXRxF9++WXvFjhlIeRORdRT +HQbHczi1gsx6yt4nnFpBZj3VAaeCkFlPdcCpRRoaGmJjY0tKShjbG7geNWqU +/8S///572hgWFuZda1dXV9NLmsX06dOXL1/+9NNPax/2gH98Z+zz0qVL8fHx +JGju3LlnzpwJOLzLly9v2rSJ3leFhYXNTtOuuOXl5S+88EJycnK/fv0otP+b +xwBqH/BLdS9Hjx5NTU2lAYwfP548svesw3qdhVNGHOL0u+++69ixI008JSWF +chiwDZwyEnKnZGTLli3+XigW/QqlYs2aNdoWOGUk5E7dYuqpLwbHczhtQfWU +sU84bUH11Bc41dFC66kvcKqDw+nEiRNzcnIYB2Dw+f38888pFeHh4cXFxdqW +8+fP9+7dmzaOHTvWtyUt7X3Po6AZuYKcR83e54EDBxITE7XG48aN279/v+/e +ZcuWaV87EDNnzmx2mrbEXbt2bVRU1F133UUutNtoR0ZGMt5GW/s+gRJl0Gby +5Mmu21i5W5ct3w/DabM4xOkXX3yhPYo6PT392rVrBp3AabM4wemSJUtcnpPT +qqqqvBt/++03rYwShw8f9m6H02ZxglO3mHrqi/HxHE5Zug2I5HrK3iecsnQb +EMn11Bc41dFC66kvcKqDw6ktz291e07wnjJlCsWlrNLUMjIyaLT0MiEh4dix +Y/7t6V3x4Ycf5uXlPfzww9Rs06ZNFvuk/Hz00UcPPPCANn1a43tX7mVlZYWF +hdoTi1hc2xJ30aJF9Ob33lC6pKSE9tKbv9nobs/BsF27djdu3DBooz3bWoNi +sXQbEAOnmZmZnW7Ttm1bLZZ3y8iRI3Xt4dQAJzjdu3cvHXC0/uPi4qjg0ssI +HyZMmKD7FTg1wAlOd+zYoX0PTMTHx9On8tFHH/V+Wl9//XX/X4FTA5zg1C2m +npo6nsMpH5LrKZwatGmh9RRODdq00HoKpwZtOJzatW51e1K0cOFCWpVrA6CP +bWpq6i+//KJrRpnp1asXNejfvz/Z1O69HOxZPIx9+rJv376BAwe6/nwRkPv2 +rahYXNsV9+bNm969t27dovcnTZkl+qxZs5p9V/z8889jx47Vhvfcc8+xdBsQ +A6faOfDB8L2HNpw2ixOc0tHVQKjuWASnzeIEp8SFCxcoXX369AkLC/OqpCn4 +31cBTpvFIU7dAuop+/HcFzg1heR6CqcGtNB6CqcGtNB6CqcGcDi1cd2qQVk6 +cuTIwYMHAz7qaNu2bS7PX6hpqNqW7du3B3PN2Kc/JIX6fOyxx3w3mnJtY1yN +hoaGmJiYjIwMlqBdu3YN+KWNP2PGjKGIS5cuZWkcEI7r03XAKUtQOPUHTtlh +cXr16tVDhw5RHiiH/nvhlCWo05yKqKdmgVN2QnXsNQucsgOnHHE1WrRTEfXU +LHAaENvXrcbk5OTQ2HwX+7Sit+h6z549CxYsuH79uneL9ofsyZMn+zbjcG1L +XI38/HwX29Oov/3228jIyGAX+Pvy+++/t27dmrrdu3evqZH7AqcccTXg1BRw +CqfcgfjiasCpKeAUTrkD8cXVgFNTwCmccgfii6vhBKeS161vvfUWjS07O5uG +V1xcTGt27a/DVlxnZWVRDz169Jg/f35BQQHZpHFGRETs27fPt5ntrhnjuj3P +foqOjh4yZAjLM4vz8vJGjBjRbLOTJ08++OCDNIC0tDTOCXiAU464bjg1D5xy +TsADnHLEdcOpeeCUcwIe4JQjrhtOzQOnnBPwAKcccd2OcSp53VpfX+89k5nW +12PGjNm/fz/9XFRUxN1nU1PTe++917t3b+/p6PTzzp07dc1sd80Yt6qqqlOn +TgkJCadPn2bptl+/fvn5+cZtDhw4oF1ePXTo0GC3y2YETjniwikHcMo5AQ9w +yhEXTjmAU84JeIBTjrhwygGcck7AA5xyxHWOU8nrVo2amprDhw9befpSQK5e +vVpRUVFbWxtwr+2uWeJWVlZS0jp37hzwJpD+HD9+nAZ59uxZ42bV1dUdOnQo +KCiw/jBfODUbF04tAqccwKnZuHBqETjlAE7NxoVTi8ApB3BqNq6jnIZk3RoS +xLkOxu7du2NjYxMTExlFEytWrEhOTmZpafywMHbg1BRwKho4DQicmgJORQOn +AYFTU8CpaOA0IHBqCqc5fe2110aPHs3YuCW6plX/Ox5opuQ6JSVFe/n1118L +jfvJJ59ERUVRxBdffPGNN954/TbG1x0PGTIk4COixAGn7MCpOODUGDhlB07F +AafGwCk7cCoOODUGTtlxoNOSkpL27dsznq7cEl1v2bLFFYgZM2YIjatdaOzP +4sWLg/1KTU1NWFhYVVWV0IHpgFN24FQccGoMnLIDp+KAU2PglB04FQecGgOn +7DjQaWNj47Bhw7p16/aPf/yjoqLCuHFLdN2CWLduXY8ePSQHhVOhwKl6wKl6 +wKl6wKl6wKl6wKl6SHB6/fr1ZcuWDRo0KDEx0bglXAslKytrwYIFkoPCqVDg +VD3gVD3gVD3gVD3gVD3gVD1C4jQYcK0ecKoecKoecKoecKoecKoecKoecHrn +ANfqAafqAafqAafqAafqAafqAafqAad3DnCtHnCqHnCqHnCqHnCqHnCqHnCq +HnAKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAAAAAAAAAAAA4DRwB2mh5ObmrlmzRnJQOBUKnKoHnKoHnKoHnKoHnKoH +nKoHo9P8/PwxY8YsX778P//5j7jBwLVQVq9ePWDAAMlB4VQocKoecKoecKoe +cKoecKoecKoejE6rqqpo0dqjR4+//vWvZ8+eFTQYuBbKqVOnXC4X/V9mUDgV +CpyqB5yqB5yqB5yqB5yqB5yqhymnDQ0NqampEyZMEDQYuBbNgAEDVq1aJTMi +nIoGTtUDTtUDTtUDTtUDTtUDTtXDlNOtW7cmJiYKGglci2bx4sXDhw+XGRFO +RQOn6gGn6gGn6gGn6gGn6gGn6mHK6Z49ezp27ChoJM26rqqqeumll2i0/fv3 +nzp16scff2w9qIg+Gamvry8qKsrJyZF22XhlZWV4eHhtba2ccG62z6/teYBT +oRg7PXv2bEFBwaRJk/r06ZOSkjJt2rSysjLrQeFUKMZOf/3119WrV5NTSn5S +UlJmZubGjRv/+OMPi0HhVCghqafuUOQ2VHEd6NQtJg9wKo6Q1FM3nIokJPXU +DadBCOG69bPPPmvbtq3rz9Cn2IpuEX2ysGHDhvT09NjYWC3ioEGDhIbz5Z57 +7lm/fr20cMZOReQBTkVj4HTHjh1xcXG65Ldq1eqVV16xEhFORRPMaVNT0wcf +fNChQweXH/fdd9+lS5e4I8KpaOTX01DlFk41ROQBTkUjv57CqWjk11M4NSBU +69YTJ07Q4prS8sQTT1RUVJw7dy4/Pz8iIoK25OXl8YUT0ScjGRkZvu9Yma7n +zp1L85UWzrjO2p4HOJVAMKclJSVUUmnu48ePp4J74cKFysrKCRMmaAnZtWsX +Xzg4lUAwpxcvXqRdNPennnqqtLT0zJkzX3311fz58yMjI2kj970O4FQCkuup +O3S5hVMNEXmAU9FIrqduOBWP5HrqhlNDQrVunTNnDuVk2LBhvt8G00qfNsbF +xV27do0jnIg+Gbly5coFD6+++qpk12QwOjpa6Ox8Ma6ztucBTiUQzCnlPDs7 ++/3339dtT01NpYRMnz6dLxycSsDgc1pWVrZ161bdxkWLFlFCuGsBnEpAcj11 +hy63cKohIg9wKhrJ9dQNp+KRXE/dcNpcS/nr1rq6upiYGMrJtm3bfLc3NjZ2 +6dKFtq9bt85sLBF9crBq1SrJrm/evEkGdbMWB+P16bbkAU7lhDN7zwEtIYMH +D+aIBadywpl1WlxcTAmJiIjgOK0UTuWEk1lPdcjPbajiOsSpDhF5gFNByKyn +AbuCU9uRWU91wKk/IVm3/vjjj5SQNm3a+DudPXs27crNzTUbS0SfHITkPTZt +2rRJkybJiSWzzsKpnFhmj8nz5s2jhDz55JMcseBUTixTThsaGtLS0ighDz30 +EEcsOJUTS2Y91XHn/NvJ7QynOrButYgDnXqxUk91wKkgZNZTHXDqT0jWrbt2 +7aKE9OzZ0+1ZYi9cuDA7O/uHH36glytWrKBd48aNMxtLRJ8chMR1aWlpXFxc +Y2OjhFgy6yycOsqpRlNTU9++fSkhb7/9NkcsOHWO0ytXrhw9enTDhg3Jycna +SU2HDh3iiAWnoXUqIf931L+dnOBUB9atFnGgUw2L9VQHnApCZj3VAaf+hGTd +ql13M3ToUPp5586d2vW/2tdNRUVFfF9TcPR5+fLliooKK7f88ofFte1xr1+/ +HhMTs3v3brs6NEBmnYVTRznVWLlyJWWjffv2586d44gFpw5x+uWXX7p8mD17 +NpVdvlhwGlqnIuqpjpDkNlRxneBUR6jWrXDKgcx6qgNOBSGznuqAU3/Kyspa +t25Nje2K60sw14WFhZSQtLQ0t+fu/Zro0aNH08tPP/2Ufk5KSjIby1SfJ06c +SE9P977HevbsSW345qjD2LW4uJmZmXPmzLGlK2Nk1lk4dZRTgo5RUVFRNM21 +a9fyxYJThzilI3/37t3btWunzbFNmza5ubl1dXUcseA0tE5F1FMdocrtHetU +h/x1K5xyI7Oe6oBTQcispzrg1J+GhgbK8Pbt222JqCOY69LSUprp/fff7759 +XtOzzz6rndf07rvv0q7HH3/cbCz2Pm/cuNGrV69WrVo988wzdLhYsmTJvffe +Sw0OHjzIPVMvBq6Fxi0qKurWrZv1fppFZp2FU0c5PX78eNeuXV2eP+U0NTXx +xYJTRzklzp8/v3Llyvj4eJrjI488cuvWLbOx4DS0TkXUUx2hyu0d61SH5HUr +nFpBZj3VAaeCkFlPdcBpQHJycnr37r179+76+nrrQX0J5rq8vJzmGHCvdu/l +559/3n+X8Uebvc9vvvlGV8rr6uo2b95s0Dk7Bq6Fxv3pp5+o81OnTtnSmwH2 +1lk4NcBRTqurq++++24az/Dhw40PFHBqgKOc+lJZWak97jPg3fzg1ICQOxVR +T3WEKrd3rFMdttRT9j7h1Aoy66kOOBWEzHqqA06DMXXqVGr5+uuv2xLXSzDX +tbW12vOXSa5u1+DBg2n7m2++6d1SUVFBZbd79+7h4eGdO3fOysoKeCEAe5/a +mVSCzi4wcC00Lr1nunTpYte3dgbYUmfhlAXnOD127FhCQgLNdODAgcGu2oBT +Fpzj1J+kpCSa+Msvv+zdAqcshNypiHqqI1S5vWOd6rClnrL3CadWkFlPdcCp +IGTWUx1wGpB33nmnffv2s2bNOnnypL0DMHA9atQo/4l///33tDEsLMy71q6u +rqaXNIvp06cvX7786aef1j7sAf/4ztjnpUuX4uPjqdDPnTv3zJkzAYd3+fLl +TZs20fuqsLDQ1JQNXDcbt7y8/IUXXkhOTu7Xrx+F9v9HiAHUPuCX6l6OHj2a +mppKAxg/fnxDQwN7zzqs11k4ZcQhTr/77ruOHTtSBlJSUiiHAdvAKSMhd0pG +tmzZ4u+FYtGvUE7WrFmjbYFTRkLu1C2mnvpiJbduOA2O5HrK2CectqB66guc +6mih9dQXOPXn5s2b7dq1W79+PXu37Bh8fj///HPKSXh4eHFxsbbl/PnzvXv3 +po1jx471bUlLe9/zKGhGriDnUbP3eeDAgcTERK3xuHHj9u/f77t32bJl2tfX +xMyZM01N2fh7UYO4a9eujYqKuuuuu+jzpd1GOzIykvE22vQZiY2NpUQZtJk8 +ebLrNlbuwGbL98Nw2iwOcfrFF1/ExMRQ/+np6deuXTPoBE6bxQlOlyxZ4vKc +nFZVVeXd+Ntvv2lllDh8+LB3O5w2ixOcusXUU1+4c+uGU0Mk11P2PuHU1KR8 +kVxPfYFTHS20nvoCp/7QujgiIuLf//43+3TYMfj8NjU1TZkyhWZEWaWpZWRk +0GjpZUJCwrFjx/zb07viww8/zMvLe/jhh6nZpk2bLPZJ+fnoo48eeOABzSmt +8b3fxpSVlRUWFmpPvmNxnZmZ2ek2bdu21Tr0bhk5ciRL3EWLFtGb33tD6ZKS +EtpLb/5mo7s9B8N27drduHHDoI32bGsNisXSbUAMnJrKgxtODXGC071799IB +R+s/Li6OCi69jPBhwoQJul+BUwOc4HTHjh3a98BEfHw8zfrRRx/1ZiPgpSJw +aoATnLrF1FNbcuuGU0Mk11M4NWjTQuspnBq0aaH1FE6Nm4Xk+a0aVGoXLlxI +q3Jt1vSxTU1N/eWXX3TNKDO9evWiBv3796esavde3rhxo5U+fdm3b9/AgQNd +f74IiLh48SKja+0aomAEewaBf9ybN2969966dYveJzTlZqMTs2bNavZd8fPP +P48dO1Yb0nPPPcfSbUAMnLLnAU6bxQlO6ehqkATXn49FcNosTnBKXLhwgdLV +p0+fsLAw7/RpCv73VYDTZnGIU7eAempXbjXgNCCS6ymcGtBC6ymcGtBC6ymc +GhPCdasGVdsjR44cPHgw4KOOtm3b5vKc6URvP23L9u3bg7lm7NMfKu7U52OP +Pea7kd01NwHjajQ0NMTExGRkZDTbCU22a9euAb+08WfMmDEUcenSpabHehuO +69N1wGmzncBpQOCUHRanV69ePXToEOWfcui/F06b7cSBTkXUU7PAKTuhOvaa +BU7ZgVOOuBot2qmIemqWO8RpyNetxuTk5FA2fL80phW9Rdc05QULFly/ft27 +RftD9uTJk32b2e6aMa5Gfn6+i+1p1N9++21kZGSwC/x9+f3331u3bk3d7t27 +19TIfYFTjrgacGoKOIVT7kB8cTXg1BRwCqfcgfjiasCpKeAUTrkD8cXVEOHU +4evWt956i6acnZ1Nb7ni4mJas2t/sLbiOisri3ro0aPH/PnzCwoKyCaNMyIi +Yt++fb7NbHfNGNftefZTdHT0kCFDWJ5ZnJeXN2LEiGabnTx58sEHH6QBpKWl +cU7AA5xyxHXDqXnglHMCHuCUI64bTs0Dp5wT8ACnHHHdcGoeOOWcgAc45Yjr +FuPU7fh1a319vffs9NatW48ZM2b//v30c1FREXefTU1N7733Xu/evb2no9PP +O3fu1DWz3TVj3Kqqqk6dOiUkJJw+fZql2379+uXn5xu3OXDggHabjqFDhwa7 +XTYjcMoRF045gFPOCXiAU464cMoBnHJOwAOccsSFUw7glHMCHuCUI64IpxoO +X7dq1NTUHD582MrTlwJy9erVioqK2tragHvFnRNuELeyspKS1rlz54A3gfTn ++PHjNMizZ88aN6uuru7QoUNBQYH1BzTDqdm4cGoROOUATs3GhVOLwCkHcGo2 +LpxaBE45gFOzcQU51WgR69aQIOFaZh27d++OjY1NTExkFE2sWLEiOTmZpaXx +w8LYgVNTwKlo4DQgcGoKOBUNnAYETk0Bp6KB04DAqSmEOnVj3eoHrfrf8fDa +a6+R65SUFO3l119/LTTuJ598EhUVRRFffPHFN9544/XbGF9LPmTIkICPiBIH +nLIDp+KAU2PglB04FQecGgOn7MCpOODUGDhlR4LTf/7zn127drVjsAFoia63 +bNniCsSMGTOExtUuHvdn8eLFwX6lpqYmLCysqqpK6MB0wCk7cCoOODUGTtmB +U3HAqTFwyg6cigNOjYFTdiQ4zc7OZnmwDh8t0XULYt26dT169JAcFE6FAqfq +AafqAafqAafqAafqAafqweiUlrdbt24dNWpU69aty8vLBQ0GroWSlZW1YMEC +yUHhVChwqh5wqh5wqh5wqh5wqh5wqh6MThcuXNi9e/eJEyceOXJE3GDgWj3g +VD3gVD3gVD3gVD3gVD3gVD3g9M4BrtUDTtUDTtUDTtUDTtUDTtUDTtUDTu8c +4Fo94FQ94FQ94FQ94FQ94FQ94FQ94BQAAAAAAAAAAAAAAAAAAAAAAAAAAAAA +AAAAAABCwv8BPAyrAQ== + "], {{0, 40.}, {628., 0}}, {0, 255}, + ColorFunction->RGBColor, + ImageResolution->{144., 144.}, + RasterInterpolation->"High"], + BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], + Selectable->False], + DefaultBaseStyle->"ImageGraphics", + ImageSize->Automatic, + ImageSizeRaw->{628., 40.}, + PlotRange->{{0, 628.}, {0, 40.}}]], "Output", + CellTags->"RasterizedOutput", + CellLabel->"Out[2]=", + CellID->205436673,ExpressionUUID->"801d4e42-3170-4822-80b7-5c08a64751e9"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"2de9aa71-106a-4697-8f8f-e0d68fb59eb6"], + ExpressionUUID->"964b592d-2013-4f68-af1b-67b60bad2234"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"8872b31e-08ee-4224-b957-e619c008ead1"], + "Spacer1"]],ExpressionUUID->"de35d603-93f9-4398-8537-03ee3602b19c"], "Generalizations & Extensions", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "fca535a0-5f85-4514-9ee6-d2a9229790d4"] + "ae6224fc-ec30-4f7d-9503-c6fb1146c129"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, CellID->1020263627,ExpressionUUID->"6f75a5d2-42c4-473c-997f-0324a5d83f4e"], Cell["\<\ -Now let us consider a system of qudits coupled to Bosonic modes.\ +Now, let us consider a system of qudits coupled to Bosonic modes.\ \>", "ExampleText", CellID->987386614,ExpressionUUID->"27122ac6-6509-4cb7-9d74-ea31c41d09e1"], @@ -1014,115 +2033,151 @@ Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 0, $CellContext`A[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 1, $CellContext`A[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["2", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 2, $CellContext`A[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["3", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 3, $CellContext`A[Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 0, $CellContext`A[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 1, $CellContext`A[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["2", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 2, $CellContext`A[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["3", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 3, $CellContext`A[Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["2", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 0, $CellContext`A[Q3`$] -> 2|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["2", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 1, $CellContext`A[Q3`$] -> 2|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["2", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["2", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["2", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 2, $CellContext`A[Q3`$] -> 2|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["3", "b"], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["3", + TemplateBox[{",", "\",\"", "b"}, "RowWithSeparators"]], SubscriptBox["2", - InterpretationBox["A", - $CellContext`A[Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox["A", + $CellContext`A[Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`b -> 3, $CellContext`A[Q3`$] -> 2|>]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->742893198,ExpressionUUID->"264b0e62-81ad-41dd-acf7-0fd1d4b4895c"] + CellID->219493093,ExpressionUUID->"7a327d74-d478-44a7-875b-04933bed144a"] }, Open ]], Cell[CellGroupData[{ @@ -1164,109 +2219,112 @@ Cell[BoxData[ Cell[BoxData[ RowBox[{ InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"1"}, "Ket"], - TemplateBox[{"1"}, "Bra"], "\")\""}, + TemplateBox[{"1"}, "Bra"]}, "RowDefault"], $CellContext`A[1 -> 1]], "+", FractionBox[ RowBox[{"3", " ", InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"2"}, "Ket"], - TemplateBox[{"2"}, "Bra"], "\")\""}, + TemplateBox[{"2"}, "Bra"]}, "RowDefault"], $CellContext`A[2 -> 2]]}], "2"], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{"b", + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", "b", InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"1"}, "Ket"], - TemplateBox[{"0"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[0 -> 1]]}, "RowDefault"]}, + TemplateBox[{"0"}, "Bra"]}, "RowDefault"], + $CellContext`A[0 -> 1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[$CellContext`b, $CellContext`A[0 -> 1]]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{"b", + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", "b", InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"0"}, "Ket"], - TemplateBox[{"1"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[1 -> 0]]}, "RowDefault"]}, + TemplateBox[{"1"}, "Bra"]}, "RowDefault"], + $CellContext`A[1 -> 0]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[$CellContext`b, $CellContext`A[1 -> 0]]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{"b", + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", "b", InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"2"}, "Ket"], - TemplateBox[{"1"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[1 -> 2]]}, "RowDefault"]}, + TemplateBox[{"1"}, "Bra"]}, "RowDefault"], + $CellContext`A[1 -> 2]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[$CellContext`b, $CellContext`A[1 -> 2]]], "2"], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{"b", + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", "b", InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"1"}, "Ket"], - TemplateBox[{"2"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[2 -> 1]]}, "RowDefault"]}, + TemplateBox[{"2"}, "Bra"]}, "RowDefault"], + $CellContext`A[2 -> 1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[$CellContext`b, $CellContext`A[2 -> 1]]], "2"], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], - Q3`Dagger[$CellContext`b]], "b"}, "RowDefault"]}, + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], + Q3`Dagger[$CellContext`b]], "b"}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], $CellContext`b]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], Q3`Dagger[$CellContext`b]], InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"1"}, "Ket"], - TemplateBox[{"0"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[0 -> 1]]}, "RowDefault"]}, + TemplateBox[{"0"}, "Bra"]}, "RowDefault"], + $CellContext`A[0 -> 1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], $CellContext`A[0 -> 1]]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], Q3`Dagger[$CellContext`b]], InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"0"}, "Ket"], - TemplateBox[{"1"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[1 -> 0]]}, "RowDefault"]}, + TemplateBox[{"1"}, "Bra"]}, "RowDefault"], + $CellContext`A[1 -> 0]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], @@ -1275,18 +2333,19 @@ Cell[BoxData[ FractionBox["1", "2"], " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], Q3`Dagger[$CellContext`b]], InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"2"}, "Ket"], - TemplateBox[{"1"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[1 -> 2]]}, "RowDefault"]}, + TemplateBox[{"1"}, "Bra"]}, "RowDefault"], + $CellContext`A[1 -> 2]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], @@ -1295,24 +2354,25 @@ Cell[BoxData[ FractionBox["1", "2"], " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"b"}, "RowDefault"], - TemplateBox[{"\"\[Dagger]\""}, "RowDefault"]}, "Superscript", - SyntaxForm -> SuperscriptBox], + TemplateBox[{"b", + + TemplateBox[{"\[ThinSpace]", "\"\[ThinSpace]\"", "\"\[Dagger]\""}, + "RowWithSeparators"]}, "Superscript", SyntaxForm -> + SuperscriptBox], Q3`Dagger[$CellContext`b]], InterpretationBox[ - TemplateBox[{"\"(\"", + TemplateBox[{ TemplateBox[{"1"}, "Ket"], - TemplateBox[{"2"}, "Bra"], "\")\""}, "RowDefault"], - $CellContext`A[2 -> 1]]}, "RowDefault"]}, + TemplateBox[{"2"}, "Bra"]}, "RowDefault"], + $CellContext`A[2 -> 1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ Q3`Dagger[$CellContext`b], $CellContext`A[2 -> 1]]]}]}]], "Output", CellLabel->"Out[3]=", - CellID->1698126208,ExpressionUUID->"c1af43e5-df79-40db-a2a1-c5c32f881cfc"] + CellID->1693639474,ExpressionUUID->"31900d9e-1bec-4e9d-be14-9faf5216a2e7"] }, Open ]], Cell[CellGroupData[{ @@ -1320,10 +2380,8 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"mat", "=", - RowBox[{"Outer", "[", - RowBox[{"Multiply", ",", - RowBox[{"Dagger", "[", "bs", "]"}], ",", - RowBox[{"opH", "**", "bs"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"MatrixIn", "[", + RowBox[{"opH", ",", "bs"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[4]:=", @@ -1386,9 +2444,23 @@ Cell[BoxData[ Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", + MatrixForm[ + SparseArray[ + Automatic, {12, 12}, 0, { + 1, {{0, 1, 4, 7, 9, 12, 17, 22, 25, 27, 30, 33, 35}, {{6}, {2}, {5}, { + 7}, {3}, {6}, {8}, {4}, {7}, {2}, {5}, {10}, {1}, {3}, {6}, {9}, { + 11}, {2}, {4}, {7}, {10}, {12}, {3}, {8}, {11}, {6}, {9}, {5}, {7}, { + 10}, {6}, {8}, {11}, {7}, {12}}}, { + 1, 1, 1, 2^Rational[1, 2], 2, 2^Rational[1, 2], 3^Rational[1, 2], 3, 3^ + Rational[1, 2], 1, 1, Rational[1, 2], 1, 2^Rational[1, 2], 2, Rational[ + 1, 2], 2^Rational[-1, 2], 2^Rational[1, 2], 3^Rational[1, 2], 3, 2^ + Rational[-1, 2], Rational[1, 2] 3^Rational[1, 2], 3^Rational[1, 2], 4, + Rational[1, 2] 3^Rational[1, 2], Rational[1, 2], Rational[3, 2], + Rational[1, 2], 2^Rational[-1, 2], Rational[5, 2], 2^Rational[-1, 2], + Rational[1, 2] 3^Rational[1, 2], Rational[7, 2], Rational[1, 2] + 3^Rational[1, 2], Rational[9, 2]}}]]]]], "Output", CellLabel->"Out[4]//MatrixForm=", - CellID->1317186264,ExpressionUUID->"c461f52d-50b1-4a4d-b6d5-bb7c2156f045"] + CellID->1557412395,ExpressionUUID->"c468966c-4dbd-4b7c-9bbf-41f5cae49235"] }, Open ]], Cell[CellGroupData[{ @@ -1413,10 +2485,10 @@ Cell[BoxData[ RowBox[{"-", "0.5821136441739633`"}], ",", "0.4326845015562024`"}], "}"}]], "Output", CellLabel->"Out[5]=", - CellID->61281031,ExpressionUUID->"a1656e2a-828d-4f3f-911a-ec7cc8c689c9"] + CellID->420090897,ExpressionUUID->"ae5042cc-dd14-4245-83bd-cfb758e8d5a4"] }, Open ]] }, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, Closed]]]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, @@ -1439,7 +2511,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "34e8699b-8b18-4ca1-8076-6ea76ef5f97f"], + "398b5cc8-6acf-4e5a-8d1a-7c780d29eb30"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -1453,7 +2525,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "8ac3c373-851e-4943-a4d1-b40f454800c3"], + "bb2efb23-5045-44e8-957f-2d2512dacaf7"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -1467,11 +2539,11 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "f4b8cfe5-2bc0-4462-bfda-285186e56916"] + "eb49de5a-2d66-4c5f-9830-9d1b030876d0"] }], "SeeAlso",ExpressionUUID->"eb221c6a-81bb-4b91-97bb-04b9acc45a66"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"89d3061d-6267-4566-8dd1-\ -183be8196677"], + }]], "SeeAlsoSection",ExpressionUUID->"1c1b766c-912f-4a65-9996-\ +8a9f9b4c76d2"], Cell[BoxData[GridBox[{ { @@ -1489,7 +2561,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/tutorial/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "a990ca0a-5afb-45f6-ba8d-9cf4cedb2d48"]}]}, + "98253dd7-0416-4ba5-a278-ebcf1048b838"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -1498,7 +2570,16 @@ Cell[BoxData[GridBox[{ "paclet:Q3/tutorial/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "838a0d4c-184a-4a4f-b5d4-dc9cbad38b87"]}]}, + "a750dad3-273b-4ec6-9174-3b9bc6e9b359"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Spin Systems with Q3"]], + "paclet:Q3/tutorial/QuantumSpinSystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "78bd0b8c-450a-4c9f-a21e-55867eef42e8"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -1506,10 +2587,10 @@ Cell[BoxData[GridBox[{ TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, "RefLinkPlain", BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "64de57b6-2d53-43b8-abe1-c2cdd54f7521"]}]} + "e51878fd-4a43-43bb-9932-10c8cf46eb9b"]}]} }]} - }]], "TutorialsSection",ExpressionUUID->"d0473c9d-a281-447f-9110-\ -d08baea5eb13"], + }]], "TutorialsSection",ExpressionUUID->"ce391946-8e8e-48ec-b618-\ +ea320efff7f7"], Cell[BoxData[GridBox[{ { @@ -1527,7 +2608,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "09d94d25-1c11-4dfa-98b1-de3adba2790b"]}]}, + "05a7e756-4ddf-4669-863e-92f6591fc7a1"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -1536,19 +2617,27 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "9a98f3f0-4d77-4aff-a9c7-8ac4982bf1f6"]}]}, + "21c396a6-72d8-4c22-8782-2b587c3a4581"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ Cell[ - TextData["Q3: Symbolic Quantum Simulation"]], - "paclet:Q3/guide/Q3"}, + TextData["Quantum Spin Systems"]], + "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "0261794a-acbc-4234-b405-c931c2a48dcd"]}]} + "9c3c3c23-f8c8-4ecb-9232-e623484762cc"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3"]], "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "c435cab4-0223-4b0f-a0fc-559481bcfabc"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"e6e3af44-a7c5-4fdf-8ece-\ -9b4f5262022e"], + }]], "MoreAboutSection",ExpressionUUID->"12c38f79-b154-45bc-9882-\ +5478599dbebd"], Cell[BoxData[GridBox[{ { @@ -1577,16 +2666,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "299134d5-373c-4077-9ffb-22e341f964de"]}]],ExpressionUUID-> - "a42c4f66-dbc1-46af-8255-11ac7b143567"], + "f61521a8-3a57-4799-b246-be19c92f4322"]}]],ExpressionUUID-> + "579905cb-fbed-4a5a-bfd0-c6f4b7a12d3f"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "6fa34a41-fff8-42e5-9ea3-c299b9ddc603"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"d1d77718-657f-4526-abe9-\ -feffc665c31b"], + }]], "RelatedLinksSection",ExpressionUUID->"668877bb-429f-446d-a65a-\ +25c8242e2ff6"], -Cell[" ", "FooterCell",ExpressionUUID->"3a9549ab-0d0b-4582-8732-7e470455477f"] +Cell[" ", "FooterCell",ExpressionUUID->"64c06d14-40b6-48ac-8115-9540a25c233e"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -1595,28 +2684,31 @@ WindowMargins->{{0, Automatic}, {Automatic, 0}}, WindowTitle->"DickeBasis", TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", - "HasOptions" -> True, "ExampleCounter" -> 1, + "ExampleCounter" -> 1, "Openers" -> { "PrimaryExamplesSection" -> Open, - "ExampleSection" -> {"0" -> Open, "1" -> Closed}, "NotesSection" -> - Closed}, "NewStyles" -> True, "CitationPopupData" -> $Failed, - "ShowCitation" -> False, "RootCaptions" -> "", + "ExampleSection" -> {"0" -> Open, "1" -> Open, "2" -> Closed}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2023, 10, 3, 15, 2, 44.261472}", - "history" -> {"12", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, - "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, - "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> - "None", "summary" -> - "DickeBasis[{q1, q2, ...}, {b1, b2, ...}, {m, n}] constructs a basis for \ -qubits or qudits {q1, q2, ...} and Bosonic modes {b1, b2, ...}, where the \ -number of particles in each Bosonic mode is limited in the range [m, n]. \ -DickeBasis[{q1, q2, ...}, {b1, b2, ...}, n] is equivalent to DickeBasis[{q1, \ -q2, ...}, {b1, b2, ...}, {0, n}].", "synonyms" -> {}, "tabletags" -> {}, - "title" -> "DickeBasis", "titlemodifier" -> "", "metadescription" -> "", - "windowtitle" -> "DickeBasis", "type" -> "Symbol", "uri" -> - "Q3/ref/DickeBasis"}}, + "built" -> "{2024, 6, 24, 9, 46, 59.923878}", + "history" -> {"12", "14.0", "", ""}, "context" -> "Q3`", + "keywords" -> {"Dicke model"}, "specialkeywords" -> {}, + "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", + "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> + "DickeBasis[s1, s2, ..., {m, n}] returns the computational basis for a \ +system Flatten[{s1, s2, ...}] of qubits and/or qudits and bosons, where the \ +number of particles in each bosonic mode is limited in Range[m, n]. \ +DickeBasis[spec, n] is equivalent to DickeBasis[spec, {m, n}], where m is the \ +maximum of the Bottom values of the bosonic modes. DickeBasis[spec] is \ +equivalent to DickeBasis[spec, {m, n}], where m is the maximum of the Bottom \ +values of the bosonic modes and n is the minimum of the Top values of bosonic \ +modes.", "synonyms" -> {}, "tabletags" -> {}, "title" -> "DickeBasis", + "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> + "DickeBasis", "type" -> "Symbol", "uri" -> "Q3/ref/DickeBasis"}}, CellContext->"Global`", -FrontEndVersion->"13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions->Notebook[{ Cell[ StyleData[ @@ -1625,9 +2717,9 @@ StyleDefinitions->Notebook[{ StyleData["Input"], CellContext -> "Global`"], Cell[ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, - FrontEndVersion -> "13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"bd97e502-7af1-469e-849c-2a2142373051" +ExpressionUUID->"3214cf41-d775-4686-8632-e59ffa2b1f7c" ] (* End of Notebook Content *) @@ -1635,114 +2727,178 @@ ExpressionUUID->"bd97e502-7af1-469e-849c-2a2142373051" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[15235, 417, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"54a0c700-ffc3-4e04-9cba-415b45e00bfb", + Cell[17348, 474, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"144d047a-951a-4be0-92ab-95fa630e9d16", CellTags->"PrimaryExamplesSection", - CellID->922642635]} + CellID->1511551308]}, + "RasterizedOutput"->{ + Cell[56476, 1564, 11576, 196, 61, "Output",ExpressionUUID->"666d909a-e7c7-49e5-aae1-f96e8af00bb1", + CellTags->"RasterizedOutput", + CellID->1544534287], + Cell[68055, 1762, 11567, 196, 61, "Output",ExpressionUUID->"801d4e42-3170-4822-80b7-5c08a64751e9", + CellTags->"RasterizedOutput", + CellID->205436673]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 55684, 1636} + {"PrimaryExamplesSection", 107613, 2728}, + {"RasterizedOutput", 107814, 2732} } *) (*NotebookFileOutline Notebook[{ -Cell[582, 21, 7244, 178, 57, "AnchorBarGrid",ExpressionUUID->"a66199ca-8288-4c45-bb35-56d556c61570", +Cell[582, 21, 7413, 182, 57, "AnchorBarGrid",ExpressionUUID->"fd003ae3-2e59-4388-98fd-36a9afcf6c66", CellID->1], -Cell[7829, 201, 85, 0, 23, "ContextNameCell",ExpressionUUID->"4384bdad-adeb-4bf4-a47e-3dabd93cea1a"], +Cell[7998, 205, 85, 0, 23, "ContextNameCell",ExpressionUUID->"f8a7b70f-36a1-4f69-b5a7-581703dd6d0a"], Cell[CellGroupData[{ -Cell[7939, 205, 553, 14, 60, "ObjectNameGrid",ExpressionUUID->"2f5abcf0-4ec2-48e9-acde-2256782867ea"], -Cell[8495, 221, 4111, 120, 208, "Usage",ExpressionUUID->"47725d0e-2979-497e-ac87-c85d70c2261b"] +Cell[8108, 209, 1173, 31, 60, "ObjectNameGrid",ExpressionUUID->"8ff6847b-a910-449b-926e-4edf707e94bf"], +Cell[9284, 242, 5053, 144, 322, "Usage",ExpressionUUID->"47725d0e-2979-497e-ac87-c85d70c2261b"] }, Open ]], Cell[CellGroupData[{ -Cell[12643, 346, 1899, 47, 37, "NotesSection",ExpressionUUID->"50f6eb60-5afc-4720-988c-cd89a1512d8c", +Cell[14374, 391, 1899, 47, 37, "NotesSection",ExpressionUUID->"20bf84d5-358d-4d5d-81f5-0b6bfd20fce1", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1181828934], -Cell[14545, 395, 563, 16, 70, "Notes",ExpressionUUID->"4c1be363-d206-43e7-8eda-01d2a4c365c7", + CellID->1408661348], +Cell[16276, 440, 379, 10, 70, "Notes",ExpressionUUID->"d1fa3e7c-ab37-4f29-97d3-bed8e61f1aeb", + CellID->1005612528], +Cell[16658, 452, 563, 16, 70, "Notes",ExpressionUUID->"4c1be363-d206-43e7-8eda-01d2a4c365c7", CellID->1067943069] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[15235, 417, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"54a0c700-ffc3-4e04-9cba-415b45e00bfb", +Cell[17348, 474, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"144d047a-951a-4be0-92ab-95fa630e9d16", CellTags->"PrimaryExamplesSection", - CellID->922642635], -Cell[16627, 456, 192, 3, 31, "Input",ExpressionUUID->"97e87fa6-b754-491f-95b7-739c9853f0b3", + CellID->1511551308], +Cell[18741, 513, 192, 3, 31, "Input",ExpressionUUID->"97e87fa6-b754-491f-95b7-739c9853f0b3", CellID->1927565408], Cell[CellGroupData[{ -Cell[16844, 463, 1368, 36, 31, "ExampleSection",ExpressionUUID->"6ac692c7-a599-4206-86ef-0d45c4c1da5e", - CellID->2022835105], -Cell[18215, 501, 295, 7, 48, "Input",ExpressionUUID->"00e6f5a3-7ddd-4393-a500-d14c2a0633c2", +Cell[18958, 520, 1368, 36, 31, "ExampleSection",ExpressionUUID->"e6d3bcea-8a23-49f8-95b6-c014669240fc", + CellID->2058773193], +Cell[20329, 558, 295, 7, 48, "Input",ExpressionUUID->"00e6f5a3-7ddd-4393-a500-d14c2a0633c2", CellID->1411135677], +Cell[20627, 567, 153, 1, 38, "ExampleText",ExpressionUUID->"41a7d180-26a5-4867-86b6-7f59ad8fca12", + CellID->1751036724], +Cell[CellGroupData[{ +Cell[20805, 572, 263, 7, 29, "Input",ExpressionUUID->"d7f8b77b-89d8-4b12-8d6a-9332f0a6b6e7", + CellID->1503860227], +Cell[21071, 581, 172, 4, 37, "Output",ExpressionUUID->"2724c863-f688-4d01-ae86-ed1ce6f4c30b", + CellID->1790201865] +}, Open ]], Cell[CellGroupData[{ -Cell[18535, 512, 296, 8, 29, "Input",ExpressionUUID->"601edfcf-a538-452a-a0a2-b3bdc465cd30", +Cell[21280, 590, 211, 5, 29, "Input",ExpressionUUID->"5e4f340d-3ad6-4c28-a616-c2b03580d087", + CellID->122904502], +Cell[21494, 597, 5769, 149, 41, "Output",ExpressionUUID->"06dfb6b5-9a78-4030-af14-c5f9ced17c72", + CellID->56184856] +}, Open ]], +Cell[CellGroupData[{ +Cell[27300, 751, 221, 5, 29, "Input",ExpressionUUID->"601edfcf-a538-452a-a0a2-b3bdc465cd30", CellID->147925871], -Cell[18834, 522, 2434, 77, 41, "Output",ExpressionUUID->"6d80a42c-0f05-43fb-86a0-7b7a8afac890", - CellID->259125948] +Cell[27524, 758, 3899, 101, 41, "Output",ExpressionUUID->"0dd4a8d0-98fb-4ca1-aaee-ac629d62ccae", + CellID->1107071930] +}, Open ]], +Cell[CellGroupData[{ +Cell[31460, 864, 271, 7, 70, "Input",ExpressionUUID->"9c4e8c30-110c-4a55-b0aa-32696a48aee8", + CellID->1352362979], +Cell[31734, 873, 2963, 77, 41, "Output",ExpressionUUID->"1f3bde68-3030-41bc-b55a-d178fbb3bc8b", + CellID->1637796409] +}, Open ]], +Cell[CellGroupData[{ +Cell[34734, 955, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"4b3979ba-676d-45e8-8678-5bcfc13352db", + CellID->455977880], +Cell[34979, 962, 121, 1, 70, "ExampleText",ExpressionUUID->"8f4375fd-b15c-4316-b111-5faa25301cf2", + CellID->303543827], +Cell[CellGroupData[{ +Cell[35125, 967, 247, 6, 70, "Input",ExpressionUUID->"7050b40a-0cfb-4319-9782-7828b3a9242f", + CellID->2103189880], +Cell[35375, 975, 3899, 101, 41, "Output",ExpressionUUID->"c0bb652d-c7d4-4e94-a94f-7c808f75610b", + CellID->2014538993] }, Open ]], -Cell[21283, 602, 137, 1, 38, "ExampleText",ExpressionUUID->"ec7c3f61-0249-43e9-a333-c795d09b37b6", +Cell[39289, 1079, 137, 1, 70, "ExampleText",ExpressionUUID->"ec7c3f61-0249-43e9-a333-c795d09b37b6", CellID->722536057], Cell[CellGroupData[{ -Cell[21445, 607, 488, 14, 29, "Input",ExpressionUUID->"27fe504d-be6a-4099-8a79-e34c8e7a47e4", +Cell[39451, 1084, 488, 14, 70, "Input",ExpressionUUID->"27fe504d-be6a-4099-8a79-e34c8e7a47e4", CellID->1890840752], -Cell[21936, 623, 1769, 53, 54, "Output",ExpressionUUID->"35075013-9cd5-4146-b6f6-ef360cd376d4", - CellID->290779729] +Cell[39942, 1100, 2041, 57, 55, "Output",ExpressionUUID->"01ddb3bd-73dd-451d-a4a5-b04ea4b7fce8", + CellID->778694780] }, Open ]], -Cell[23720, 679, 180, 3, 38, "ExampleText",ExpressionUUID->"9aa443c9-7a04-46e9-97d9-9d27358aac87", +Cell[41998, 1160, 180, 3, 70, "ExampleText",ExpressionUUID->"9aa443c9-7a04-46e9-97d9-9d27358aac87", CellID->1967538928], Cell[CellGroupData[{ -Cell[23925, 686, 401, 10, 48, "Input",ExpressionUUID->"c77ba8d7-3ad3-4c64-b633-21a4e72aba4e", +Cell[42203, 1167, 323, 8, 70, "Input",ExpressionUUID->"c77ba8d7-3ad3-4c64-b633-21a4e72aba4e", CellID->534811778], -Cell[24329, 698, 1286, 40, 232, "Output",ExpressionUUID->"c8f90ba2-9b3b-485f-8721-f67d796101c5", - CellID->1717652139] +Cell[42529, 1177, 1801, 49, 232, "Output",ExpressionUUID->"56e35338-e2e4-427e-be67-1f16daa129d5", + CellID->639373385] }, Open ]], -Cell[25630, 741, 150, 1, 70, "ExampleText",ExpressionUUID->"5425ffc8-3a1a-4d19-9ebf-e49279e2b686", +Cell[44345, 1229, 150, 1, 70, "ExampleText",ExpressionUUID->"5425ffc8-3a1a-4d19-9ebf-e49279e2b686", CellID->348224870], Cell[CellGroupData[{ -Cell[25805, 746, 630, 17, 70, "Input",ExpressionUUID->"1ca74376-a42d-41fd-990a-4b8d41fb5813", +Cell[44520, 1234, 298, 8, 70, "Input",ExpressionUUID->"1ca74376-a42d-41fd-990a-4b8d41fb5813", CellID->753839896], -Cell[26438, 765, 3579, 113, 41, "Output",ExpressionUUID->"7c8355d9-f41d-4527-ac61-afe3aa7bb692", - CellID->1527721699], -Cell[30020, 880, 2046, 59, 332, "Output",ExpressionUUID->"fab453cd-5403-4ea5-b38a-7dba52078bf6", - CellID->1104111561] +Cell[44821, 1244, 5775, 149, 41, "Output",ExpressionUUID->"a52534be-e332-4220-b012-a79537ca3bd4", + CellID->1830203761] +}, Open ]], +Cell[CellGroupData[{ +Cell[50633, 1398, 323, 8, 70, "Input",ExpressionUUID->"0c0f0099-e8d9-4071-adbd-27115aba5003", + CellID->127540517], +Cell[50959, 1408, 2917, 73, 332, "Output",ExpressionUUID->"92c969d0-e80a-46ac-b3e8-9046e6d4935b", + CellID->1394429883] +}, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], Cell[CellGroupData[{ -Cell[32215, 947, 1417, 36, 70, "ExampleSection",ExpressionUUID->"6f75a5d2-42c4-473c-997f-0324a5d83f4e", +Cell[54037, 1490, 1359, 36, 70, "ExampleSection",ExpressionUUID->"bed2227a-7c4a-42f7-b069-c60bd10446c6", + CellID->1293636265], +Cell[55399, 1528, 294, 7, 70, "Input",ExpressionUUID->"d7023b6d-6685-4504-9d5a-bcf7fc59386d", + CellID->495103881], +Cell[55696, 1537, 215, 4, 70, "ExampleText",ExpressionUUID->"c482a886-1c5c-48cb-955a-df6da370c047", + CellID->1466293333], +Cell[CellGroupData[{ +Cell[55936, 1545, 537, 17, 70, "Input",ExpressionUUID->"cb40d92b-e8c4-49ff-8d19-5f33151bc6d4", + CellID->1396981457], +Cell[56476, 1564, 11576, 196, 61, "Output",ExpressionUUID->"666d909a-e7c7-49e5-aae1-f96e8af00bb1", + CellTags->"RasterizedOutput", + CellID->1544534287], +Cell[68055, 1762, 11567, 196, 61, "Output",ExpressionUUID->"801d4e42-3170-4822-80b7-5c08a64751e9", + CellTags->"RasterizedOutput", + CellID->205436673] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]], +Cell[CellGroupData[{ +Cell[79771, 1966, 1417, 36, 70, "ExampleSection",ExpressionUUID->"6f75a5d2-42c4-473c-997f-0324a5d83f4e", CellID->1020263627], -Cell[33635, 985, 170, 3, 70, "ExampleText",ExpressionUUID->"27122ac6-6509-4cb7-9d74-ea31c41d09e1", +Cell[81191, 2004, 171, 3, 70, "ExampleText",ExpressionUUID->"27122ac6-6509-4cb7-9d74-ea31c41d09e1", CellID->987386614], -Cell[33808, 990, 294, 7, 70, "Input",ExpressionUUID->"202b34fb-cc2e-4417-99b2-ffeed15315f5", +Cell[81365, 2009, 294, 7, 70, "Input",ExpressionUUID->"202b34fb-cc2e-4417-99b2-ffeed15315f5", CellID->908202251], Cell[CellGroupData[{ -Cell[34127, 1001, 297, 8, 70, "Input",ExpressionUUID->"a159aed5-4e21-43ee-8877-76e04ae58e73", +Cell[81684, 2020, 297, 8, 70, "Input",ExpressionUUID->"a159aed5-4e21-43ee-8877-76e04ae58e73", CellID->1988953328], -Cell[34427, 1011, 3574, 113, 41, "Output",ExpressionUUID->"264b0e62-81ad-41dd-acf7-0fd1d4b4895c", - CellID->742893198] +Cell[81984, 2030, 5770, 149, 41, "Output",ExpressionUUID->"7a327d74-d478-44a7-875b-04933bed144a", + CellID->219493093] }, Open ]], Cell[CellGroupData[{ -Cell[38038, 1129, 1029, 32, 70, "Input",ExpressionUUID->"57e3a130-2bc0-4c97-92e0-e33575ee48d4", +Cell[87791, 2184, 1029, 32, 70, "Input",ExpressionUUID->"57e3a130-2bc0-4c97-92e0-e33575ee48d4", CellID->1041764585], -Cell[39070, 1163, 5014, 151, 96, "Output",ExpressionUUID->"c1af43e5-df79-40db-a2a1-c5c32f881cfc", - CellID->1698126208] +Cell[88823, 2218, 5425, 156, 96, "Output",ExpressionUUID->"31900d9e-1bec-4e9d-be14-9faf5216a2e7", + CellID->1693639474] }, Open ]], Cell[CellGroupData[{ -Cell[44121, 1319, 400, 10, 70, "Input",ExpressionUUID->"1b5f4995-01e4-46c7-adbe-4a9016669e39", +Cell[94285, 2379, 322, 8, 70, "Input",ExpressionUUID->"1b5f4995-01e4-46c7-adbe-4a9016669e39", CellID->594388042], -Cell[44524, 1331, 2027, 59, 324, "Output",ExpressionUUID->"c461f52d-50b1-4a4d-b6d5-bb7c2156f045", - CellID->1317186264] +Cell[94610, 2389, 2910, 73, 324, "Output",ExpressionUUID->"c468966c-4dbd-4b7c-9bbf-41f5cae49235", + CellID->1557412395] }, Open ]], Cell[CellGroupData[{ -Cell[46588, 1395, 289, 7, 70, "Input",ExpressionUUID->"5c435062-5747-4c6e-9970-aea2ebb6531b", +Cell[97557, 2467, 289, 7, 70, "Input",ExpressionUUID->"5c435062-5747-4c6e-9970-aea2ebb6531b", CellID->737504722], -Cell[46880, 1404, 535, 11, 55, "Output",ExpressionUUID->"a1656e2a-828d-4f3f-911a-ec7cc8c689c9", - CellID->61281031] +Cell[97849, 2476, 536, 11, 55, "Output",ExpressionUUID->"ae5042cc-dd14-4245-83bd-cfb758e8d5a4", + CellID->420090897] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[47657, 1424, 1822, 49, 70, "SeeAlsoSection",ExpressionUUID->"89d3061d-6267-4566-8dd1-183be8196677"], -Cell[49482, 1475, 1430, 36, 70, "TutorialsSection",ExpressionUUID->"d0473c9d-a281-447f-9110-d08baea5eb13"], -Cell[50915, 1513, 1444, 37, 70, "MoreAboutSection",ExpressionUUID->"e6e3af44-a7c5-4fdf-8ece-9b4f5262022e"], -Cell[52362, 1552, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"d1d77718-657f-4526-abe9-feffc665c31b"], -Cell[53531, 1588, 78, 0, 70, "FooterCell",ExpressionUUID->"3a9549ab-0d0b-4582-8732-7e470455477f"] +Cell[98627, 2496, 1822, 49, 70, "SeeAlsoSection",ExpressionUUID->"1c1b766c-912f-4a65-9996-8a9f9b4c76d2"], +Cell[100452, 2547, 1790, 45, 70, "TutorialsSection",ExpressionUUID->"ce391946-8e8e-48ec-b618-ea320efff7f7"], +Cell[102245, 2594, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"12c38f79-b154-45bc-9882-5478599dbebd"], +Cell[104000, 2641, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"668877bb-429f-446d-a65a-25c8242e2ff6"], +Cell[105169, 2677, 78, 0, 70, "FooterCell",ExpressionUUID->"64c06d14-40b6-48ac-8115-9540a25c233e"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/GivensRotation.nb b/Q3/Documentation/English/ReferencePages/Symbols/GivensRotation.nb index e823625bb..e6b313fdc 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/GivensRotation.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/GivensRotation.nb @@ -3,17 +3,17 @@ (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) -(* CreatedBy='Mathematica 13.3' *) +(* CreatedBy='Mathematica 14.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 44421, 1155] -NotebookOptionsPosition[ 39146, 1045] -NotebookOutlinePosition[ 41454, 1102] -CellTagsIndexPosition[ 41368, 1097] +NotebookDataLength[ 44431, 1156] +NotebookOptionsPosition[ 39090, 1045] +NotebookOutlinePosition[ 41463, 1103] +CellTagsIndexPosition[ 41377, 1098] WindowTitle->GivensRotation WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "070a8371-ce8f-4f5a-80f3-a1b831ac7717"], + "dcce123f-3ddc-43e6-88fe-8cee14af74c4"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "bcba44cf-0adc-48f1-b891-fb250480d1c7"], + "5f40a67f-0e2c-444c-8f98-c5f58372fc9b"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "d157deab-44c2-41b3-9d7b-b2316a56e402"] - }],ExpressionUUID->"fe2b7deb-c3bc-4719-9fc1-6711204b4ddd"], + "71d9c80f-0590-4798-9798-a7a1e953040b"] + }],ExpressionUUID->"3f7fd1ec-fe43-4583-bca2-06833f07b073"], StripOnInput->False],{ "\"ControlledGate\"" :> Documentation`HelpLookup["paclet:Q3/ref/ControlledGate"], "\"CNOT\"" :> @@ -68,7 +68,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "35cefde9-324e-41ad-b580-5a08bf73e79d"], + "9bba5649-1789-4bb3-842c-77335a8df1e2"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -87,8 +87,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "c869de6c-26b3-48f7-afe1-8df808820a4b"] - }],ExpressionUUID->"045bf395-197c-44bb-beb8-fbdaf4e5a1f9"], + "751e60a3-ab33-4e02-9638-26d9ee7072bd"] + }],ExpressionUUID->"f06aff31-6957-43b2-8a8b-8c654791c9a5"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -99,7 +99,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "7f2d20bc-60d5-4e57-9ff6-89a6a224be3b"], + "0f012e5c-c77f-4d06-94f1-a451c2a81a86"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -118,8 +118,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "043e2540-c3f8-425f-a380-a2979219509c"] - }],ExpressionUUID->"6bab4784-fcf1-4541-80c6-3e00a2a80d3d"], + "bbbb0578-a5cc-4da5-b498-8cbfe3cc23bd"] + }],ExpressionUUID->"e2dd44ff-d2a1-4aa3-bac2-f3389ed5f123"], StripOnInput->False],{ "\"Two-Qubit Gates\"" :> Documentation`HelpLookup["paclet:Q3/tutorial/TwoQubitGates"], @@ -139,7 +139,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "e8916a74-5595-4632-aa37-5c768808b853"], + "a8bbb9bf-b5c5-4ef0-8183-6b0b952ec0b5"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -158,8 +158,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "b4c31cd8-e17e-40a7-9b89-24a8e71b870c"] - }],ExpressionUUID->"05086fcc-40e9-417f-a279-0fdb78bc9caa"], + "f2e24d05-6967-461d-84a4-127712732188"] + }],ExpressionUUID->"07e21582-c780-45fc-ac6d-d56ddae20443"], StripOnInput->False],{ "\"Q3/ref/GivensRotation\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -187,7 +187,7 @@ GivensRotation.html"], StandardForm]], "Input", TextClipboardType -> "\"Go to web URL\"" :> FrontEndExecute[{ NotebookLocate[{ - URL[If[TrueQ[DocumentationBuild`Make`Private`wsmlinkQ$26016], + URL[If[TrueQ[False], "http://reference.wolfram.com/system-modeler/", "http://reference.wolfram.com/language/"] <> "Q3/ref/GivensRotation" <> ".html"], None}]}]}, @@ -196,14 +196,14 @@ GivensRotation.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "3e936ec7-1b40-4e66-9b20-30d2cd49c196"] + "a97296fc-93ef-4af2-b741-05cfa13759e0"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "303efa60-0649-4360-a67e-7d8c617b52a3"]} + "5c35157b-d923-43b2-999e-1ed1fd0e8451"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"eda3076e-7355-4137-8a23-537f013fcb11"], + CellID->1,ExpressionUUID->"6ba4eadf-1798-42d6-8f7f-08a420b2e4c1"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"ce6497ab-d577-4029-8a51-aa47bea42fb9"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"77858948-6a02-463c-97c3-c0655420984d"], Cell[CellGroupData[{ @@ -211,20 +211,20 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "GivensRotation", "ObjectName",ExpressionUUID-> - "250db96a-cbc0-41b0-b814-569f99e8cc55"], + "82390b79-2ac1-4954-b29f-60c103dc2d3a"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"41aa623d-15a3-4d06-8588-0f94a90e52fd"], + "Spacer1"]],ExpressionUUID->"125c21bd-b40e-4478-8504-d616aca90191"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "205b5b19-f0ee-4a98-bb1f-bc58069bc4d0"] - }],ExpressionUUID->"46d06f55-4e0d-4974-b214-c44f3d25108f"], Cell[BoxData[ + "29ccb7c0-0554-4382-8c88-3a1cef2a1b04"] + }],ExpressionUUID->"608e8158-ebc5-42a3-a79d-b206570e22fe"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ StyleBox[ GraphicsBox[InsetBox[ - StyleBox["\<\"NEW IN 13.3\"\>", + StyleBox["\<\"NEW\"\>", StripOnInput->False, FontFamily->"Source Sans Pro", FontSize->18, @@ -240,12 +240,12 @@ Cell[BoxData[GridBox[{ Deploy, DefaultBaseStyle->"Deploy"], "NewInGraphic", StripOnInput->False], - "New in 13.2", + "NEW", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "217379b7-eaca-4f5f-b5ff-a9013e98bce1"]} + "c65ba68f-923d-4c44-89d4-8340de36352a"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"0f0573af-b441-4e86-8646-7206a364f429"], + CacheGraphics->False,ExpressionUUID->"b9c7cb2c-8f01-4e80-8ed0-470253b7417d"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -266,9 +266,9 @@ Cell[BoxData[GridBox[{ StyleBox["n", "TI"]}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "874e3bd7-4efc-4d47-800a-3dfb7937e42b"], - "\[LineSeparator]represents the Givens foration in the plane spanned by \ + "\[LineSeparator]represents the Givens rotation in the plane spanned by \ the two coordinate axes i and j in an n-dimensional space. " - }],ExpressionUUID->"2fdcd564-22f3-4820-8099-1bd50692e6b5"]}, + }],ExpressionUUID->"6e6f6e0f-a9f3-490d-adfa-6c0d01804288"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -302,7 +302,7 @@ qubits s1, ", FontFamily->"Source Sans Pro",ExpressionUUID-> "5be1fa91-0b23-43d0-94ae-96012eeb7449"], ", \[Ellipsis]." - }],ExpressionUUID->"f6e22ebc-8267-4538-bdd4-99a0dc8198d9"]} + }],ExpressionUUID->"7df5604c-f5f4-43f0-a1bc-1fb2487f4d78"]} }]], "Usage", CellID->23318663,ExpressionUUID->"ba81962b-bed1-4860-8748-22ac3b980c22"] }, Open ]], @@ -334,19 +334,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "cf7423a7-1c25-4062-ace3-b210ef44a5c2"], + "f39c21a2-5086-4a57-b6fa-d095e3b1dbd0"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"c5b0d3f1-d35c-46a8-a309-7face906b0ec"], + "Spacer1"]],ExpressionUUID->"1e68fdb8-07c0-442d-852f-9df3675f4a52"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "c246d96a-df46-4955-bc56-6d0e3e770c19"] + "b053d432-49e3-46f9-8864-7fcf4e2d7923"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1597936598,ExpressionUUID->"3348bba4-b73d-40fc-9369-3c77075cf4c4"], + CellID->613810204,ExpressionUUID->"c8bd67f5-768f-4cfa-b13f-7cbeab9d6b52"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -380,18 +380,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "d04b7daf-f455-4c6d-86f7-884f5eca02a7"], + "720fc45e-c826-4893-b286-214ba78ac91c"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"8d58bf5e-1858-4fff-b58a-80eba6ae3565"], + "Spacer1"]],ExpressionUUID->"a4751cc4-7453-4b92-85a2-f1c1316576cc"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "33721465-5a9e-4ed1-8995-0d1d701f5495"] + "08d11c4e-21d8-4796-93e6-343613738b33"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->89913204,ExpressionUUID->"23bb751b-7c56-4119-9af5-890c89b32ff5"], + CellID->1944142087,ExpressionUUID->"d693d597-4c0e-448c-bde1-d9205d98a3f4"], Cell[BoxData[ RowBox[{"Let", "[", @@ -858,8 +858,8 @@ Cell[BoxData[GridBox[{ "5fead0c4-23d3-40b6-a6cd-638874a434f3"] }], "SeeAlso",ExpressionUUID->"e6873cf9-a52a-45ad-97bf-c007b1429c8d"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"5e8345cc-9fa2-4c24-a2ef-\ -8327be96b275"], + }]], "SeeAlsoSection",ExpressionUUID->"1df369da-5e02-4ba0-a4ac-\ +b3dafbc3e01e"], Cell[BoxData[GridBox[{ { @@ -915,8 +915,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "f947c9cf-6a58-4f52-a8e9-b0ca8a389db7"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"0f01b5dd-0a1a-4b8c-ac77-\ -3c8c4f46f1a0"], + }]], "TechNotesSection",ExpressionUUID->"ea35d2b3-a65d-4dd8-91e6-\ +ada712727dee"], Cell[BoxData[GridBox[{ { @@ -934,7 +934,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "d001509e-a3c7-49e6-93e9-e1b29b384889"]}]}, + "a76d217d-9bbc-4332-a816-4501705fd304"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -942,10 +942,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "29c60bee-8af7-4ab1-9973-1ada716390dc"]}]} + "37d302fb-4230-4ff1-8e7f-94bd17fcd717"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"83e18b60-9717-44e6-bf32-\ -45f6750c47f3"], + }]], "MoreAboutSection",ExpressionUUID->"6b9bf400-5cef-4d35-9824-\ +83671b3e5885"], Cell[BoxData[GridBox[{ { @@ -975,8 +975,8 @@ M. M. Salomaa, Physical Review Letters "}]]]], "https://doi.org/10.1103/PhysRevLett.92.177902"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "1ffb77f7-a32f-4a0f-a4f1-b3b8c137c533"]}]],ExpressionUUID-> - "41348b9c-b152-4d4f-b73c-a23d69fd2690"], + "0cca7473-f822-48b9-ae2a-c3fe898d2788"]}]],ExpressionUUID-> + "f12350a3-50d5-41ac-8911-cc74fa35ed51"], Cell[BoxData[ TemplateBox[{ Cell[ @@ -986,7 +986,7 @@ M. M. Salomaa, Physical Review Letters "}]]]], "https://doi.org/10.1103/PhysRevLett.92.177902"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "3ce7d5b0-2dc8-4fbd-980e-6bc31681e137"], + "f8eff1b0-46ee-49d4-8dc3-ea2463a5637d"], ", \"Ef\[FiLigature]cient Decomposition of Quantum Gates.\"" }], "RelatedLinks",ExpressionUUID-> "623c8e8b-b917-42eb-b127-16e386fad2a0"]}, @@ -1007,8 +1007,8 @@ M. M. Salomaa, Physical Review Letters "}]]]], "https://doi.org/10.1017/CBO9780511976667"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "03c0a59c-3e75-4200-b730-408c5d8a39c1"]}]],ExpressionUUID-> - "4fd58721-c51f-4313-afc7-19e66c2e0c13"], + "fd548652-8f86-4781-8eef-9a1dfca816e3"]}]],ExpressionUUID-> + "739b2332-3ca1-41fe-a9d1-91b7a13a56b1"], StyleBox[ ", Quantum Computation and Quantum Information (Cambridge University \ Press).", @@ -1032,16 +1032,16 @@ Press).", "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "4ca12f13-701f-433b-afa2-f065051e3329"]}]],ExpressionUUID-> - "49ab3301-4771-4307-be61-8f69d8da6c61"], + "edea15ee-186f-4e48-b6cf-3682246297df"]}]],ExpressionUUID-> + "5cb05611-8f84-4d88-9a15-4d9c9795268f"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "e441c8fe-0781-4d5e-8e47-3020cb3d35ad"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"7a9f9b8a-6534-43d8-82f5-\ -b070be98a67b"], + }]], "RelatedLinksSection",ExpressionUUID->"845dceaf-2c36-40c2-a7a2-\ +fbf49fdeea6d"], -Cell[" ", "FooterCell",ExpressionUUID->"ed58ba0b-7775-4973-800a-8141ffcc0f93"] +Cell[" ", "FooterCell",ExpressionUUID->"9ca6aeca-508e-4be4-8ca7-f9998ff2d50e"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -1050,19 +1050,20 @@ WindowMargins->{{0, Automatic}, {Automatic, 0}}, WindowTitle->"GivensRotation", TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", - "HasOptions" -> True, "ExampleCounter" -> 1, + "ExampleCounter" -> 1, "Openers" -> { - "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}}, - "NewStyles" -> True, "CitationPopupData" -> $Failed, "ShowCitation" -> - False, "RootCaptions" -> "", + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2023, 12, 20, 14, 35, 43.748277}", + "built" -> "{2024, 6, 22, 12, 53, 51.721920}", "history" -> {"13.3", "", "", ""}, "context" -> "Q3`", "keywords" -> {"Givens rotation", "two-level unitary matrix"}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> - "GivensRotation[mat, {i, j}, n] represents the Givens foration in the \ + "GivensRotation[mat, {i, j}, n] represents the Givens rotation in the \ plane spanned by the two coordinate axes i and j in an n-dimensional space. \ GivensRotation[mat, {i, j}, {s1, s2, ...}] represents the Givens rotatation \ operator acting on qubits s1, s2, ....", "synonyms" -> {}, "tabletags" -> {}, @@ -1070,7 +1071,7 @@ operator acting on qubits s1, s2, ....", "synonyms" -> {}, "tabletags" -> {}, "", "windowtitle" -> "GivensRotation", "type" -> "Symbol", "uri" -> "Q3/ref/GivensRotation"}}, CellContext->"Global`", -FrontEndVersion->"13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions->Notebook[{ Cell[ StyleData[ @@ -1079,9 +1080,9 @@ StyleDefinitions->Notebook[{ StyleData["Input"], CellContext -> "Global`"], Cell[ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, - FrontEndVersion -> "13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"5a6a359b-b255-4ca8-9d18-5df62f41cdcb" +ExpressionUUID->"f003c389-3d2d-4c63-a3b6-2fd6c2cb6f65" ] (* End of Notebook Content *) @@ -1089,74 +1090,74 @@ ExpressionUUID->"5a6a359b-b255-4ca8-9d18-5df62f41cdcb" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[11703, 311, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"3348bba4-b73d-40fc-9369-3c77075cf4c4", + Cell[11646, 311, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"c8bd67f5-768f-4cfa-b13f-7cbeab9d6b52", CellTags->"PrimaryExamplesSection", - CellID->1597936598]} + CellID->613810204]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 41167, 1090} + {"PrimaryExamplesSection", 41177, 1091} } *) (*NotebookFileOutline Notebook[{ -Cell[586, 21, 7493, 182, 57, "AnchorBarGrid",ExpressionUUID->"eda3076e-7355-4137-8a23-537f013fcb11", +Cell[586, 21, 7452, 182, 57, "AnchorBarGrid",ExpressionUUID->"6ba4eadf-1798-42d6-8f7f-08a420b2e4c1", CellID->1], -Cell[8082, 205, 85, 0, 23, "ContextNameCell",ExpressionUUID->"ce6497ab-d577-4029-8a51-aa47bea42fb9"], +Cell[8041, 205, 85, 0, 23, "ContextNameCell",ExpressionUUID->"77858948-6a02-463c-97c3-c0655420984d"], Cell[CellGroupData[{ -Cell[8192, 209, 1390, 38, 60, "ObjectNameGrid",ExpressionUUID->"0f0573af-b441-4e86-8646-7206a364f429"], -Cell[9585, 249, 2081, 57, 192, "Usage",ExpressionUUID->"ba81962b-bed1-4860-8748-22ac3b980c22", +Cell[8151, 209, 1374, 38, 60, "ObjectNameGrid",ExpressionUUID->"b9c7cb2c-8f01-4e80-8ed0-470253b7417d"], +Cell[9528, 249, 2081, 57, 192, "Usage",ExpressionUUID->"ba81962b-bed1-4860-8748-22ac3b980c22", CellID->23318663] }, Open ]], Cell[CellGroupData[{ -Cell[11703, 311, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"3348bba4-b73d-40fc-9369-3c77075cf4c4", +Cell[11646, 311, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"c8bd67f5-768f-4cfa-b13f-7cbeab9d6b52", CellTags->"PrimaryExamplesSection", - CellID->1597936598], -Cell[13096, 350, 192, 3, 31, "Input",ExpressionUUID->"93646369-76b7-431c-810c-01ebe88cebd2", + CellID->613810204], +Cell[13038, 350, 192, 3, 31, "Input",ExpressionUUID->"93646369-76b7-431c-810c-01ebe88cebd2", CellID->1513516235], Cell[CellGroupData[{ -Cell[13313, 357, 1366, 36, 31, "ExampleSection",ExpressionUUID->"23bb751b-7c56-4119-9af5-890c89b32ff5", - CellID->89913204], -Cell[14682, 395, 208, 5, 29, "Input",ExpressionUUID->"bce183d0-1d2c-43a5-b78c-b9fe763a1dcf", +Cell[13255, 357, 1368, 36, 31, "ExampleSection",ExpressionUUID->"d693d597-4c0e-448c-bde1-d9205d98a3f4", + CellID->1944142087], +Cell[14626, 395, 208, 5, 29, "Input",ExpressionUUID->"bce183d0-1d2c-43a5-b78c-b9fe763a1dcf", CellID->699770198], Cell[CellGroupData[{ -Cell[14915, 404, 288, 8, 29, "Input",ExpressionUUID->"dc754f77-cd33-4220-9d0e-2ee44ca7b7c2", +Cell[14859, 404, 288, 8, 29, "Input",ExpressionUUID->"dc754f77-cd33-4220-9d0e-2ee44ca7b7c2", CellID->669349410], -Cell[15206, 414, 596, 19, 37, "Output",ExpressionUUID->"8b2dcf86-f8f4-490d-9c31-4591958d86e5", +Cell[15150, 414, 596, 19, 37, "Output",ExpressionUUID->"8b2dcf86-f8f4-490d-9c31-4591958d86e5", CellID->1309793609] }, Open ]], Cell[CellGroupData[{ -Cell[15839, 438, 451, 12, 66, "Input",ExpressionUUID->"438fddcd-459d-45c4-a2d1-18a5bea95024", +Cell[15783, 438, 451, 12, 66, "Input",ExpressionUUID->"438fddcd-459d-45c4-a2d1-18a5bea95024", CellID->146350832], -Cell[16293, 452, 1213, 37, 70, "Output",ExpressionUUID->"4fc2cea4-c6ab-4356-b45e-a73f2120f69d", +Cell[16237, 452, 1213, 37, 70, "Output",ExpressionUUID->"4fc2cea4-c6ab-4356-b45e-a73f2120f69d", CellID->1137562153] }, Open ]], Cell[CellGroupData[{ -Cell[17543, 494, 302, 8, 29, "Input",ExpressionUUID->"042d6284-b37b-4e70-b65f-38f1974d4c41", +Cell[17487, 494, 302, 8, 29, "Input",ExpressionUUID->"042d6284-b37b-4e70-b65f-38f1974d4c41", CellID->258792978], -Cell[17848, 504, 7051, 159, 65, "Output",ExpressionUUID->"11dea95f-bed1-473a-8a17-1f667f00a819", +Cell[17792, 504, 7051, 159, 65, "Output",ExpressionUUID->"11dea95f-bed1-473a-8a17-1f667f00a819", CellID->2043386138] }, Open ]], Cell[CellGroupData[{ -Cell[24936, 668, 320, 8, 48, "Input",ExpressionUUID->"1a37cf6b-ff82-42a5-940e-05f56bd66d11", +Cell[24880, 668, 320, 8, 48, "Input",ExpressionUUID->"1a37cf6b-ff82-42a5-940e-05f56bd66d11", CellID->1521667351], -Cell[25259, 678, 1812, 49, 172, "Output",ExpressionUUID->"8e3d19ae-edcc-49f3-b271-e4c95058b2ae", +Cell[25203, 678, 1812, 49, 172, "Output",ExpressionUUID->"8e3d19ae-edcc-49f3-b271-e4c95058b2ae", CellID->832875355] }, Open ]], Cell[CellGroupData[{ -Cell[27108, 732, 186, 4, 70, "Input",ExpressionUUID->"e4f8ab49-b8be-4dc9-9b88-af9554e0e418", +Cell[27052, 732, 186, 4, 70, "Input",ExpressionUUID->"e4f8ab49-b8be-4dc9-9b88-af9554e0e418", CellID->2138151488], -Cell[27297, 738, 2526, 51, 131, "Output",ExpressionUUID->"91f4354b-2919-48a3-ba76-dfaf0f13c3ae", +Cell[27241, 738, 2526, 51, 131, "Output",ExpressionUUID->"91f4354b-2919-48a3-ba76-dfaf0f13c3ae", CellID->1218894873] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[30065, 798, 2345, 63, 70, "SeeAlsoSection",ExpressionUUID->"5e8345cc-9fa2-4c24-a2ef-8327be96b275"], -Cell[32413, 863, 2197, 55, 70, "TechNotesSection",ExpressionUUID->"0f01b5dd-0a1a-4b8c-ac77-3c8c4f46f1a0"], -Cell[34613, 920, 1045, 27, 70, "MoreAboutSection",ExpressionUUID->"83e18b60-9717-44e6-bf32-45f6750c47f3"], -Cell[35661, 949, 3400, 92, 70, "RelatedLinksSection",ExpressionUUID->"7a9f9b8a-6534-43d8-82f5-b070be98a67b"], -Cell[39064, 1043, 78, 0, 70, "FooterCell",ExpressionUUID->"ed58ba0b-7775-4973-800a-8141ffcc0f93"] +Cell[30009, 798, 2345, 63, 70, "SeeAlsoSection",ExpressionUUID->"1df369da-5e02-4ba0-a4ac-b3dafbc3e01e"], +Cell[32357, 863, 2197, 55, 70, "TechNotesSection",ExpressionUUID->"ea35d2b3-a65d-4dd8-91e6-ada712727dee"], +Cell[34557, 920, 1045, 27, 70, "MoreAboutSection",ExpressionUUID->"6b9bf400-5cef-4d35-9824-83671b3e5885"], +Cell[35605, 949, 3400, 92, 70, "RelatedLinksSection",ExpressionUUID->"845dceaf-2c36-40c2-a7a2-fbf49fdeea6d"], +Cell[39008, 1043, 78, 0, 70, "FooterCell",ExpressionUUID->"9ca6aeca-508e-4be4-8ca7-f9998ff2d50e"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/IntegerParity.nb b/Q3/Documentation/English/ReferencePages/Symbols/IntegerParity.nb index 10a358eff..7614df234 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/IntegerParity.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/IntegerParity.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 28318, 772] -NotebookOptionsPosition[ 23887, 679] -NotebookOutlinePosition[ 25997, 733] -CellTagsIndexPosition[ 25912, 728] +NotebookDataLength[ 29328, 792] +NotebookOptionsPosition[ 24884, 699] +NotebookOutlinePosition[ 27005, 753] +CellTagsIndexPosition[ 26920, 748] WindowTitle->IntegerParity WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "94d8df32-9dfc-4ace-ba05-2d2874119140"], + "76310d6e-d1f6-42f6-84e6-8021ce53b34a"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "b08842f5-259b-403a-8d4b-65fc64f3f089"], + "3fd19179-26eb-46d5-b9c3-ca2265e659cd"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,22 +54,29 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "868b28ad-aedb-4870-9ad1-10c3d45de758"] - }],ExpressionUUID->"ddf7db26-231c-4d25-88e7-da9f174326db"], + "e2bf8bc3-b6a8-40fa-9b88-270f71f47133"] + }],ExpressionUUID->"30136856-59a9-429d-baf0-016b8b39865e"], StripOnInput->False],{ - "\"Parity\"" :> Documentation`HelpLookup["paclet:Q3/ref/Parity"], - "\"ParityValue\"" :> + "\"Boole\"" :> Documentation`HelpLookup["paclet:ref/Boole"], + Delimiter, + StyleBox[ + "\"Functions\"", "SeeAlsoSection", FontSize -> 14, FontSlant -> + "Italic", StripOnInput -> False] :> + NotebookFind[EvaluationNotebook[], "SeeAlsoSection", All, CellStyle], + StyleBox["\"Parity\"", "SeeAlsoRelated", StripOnInput -> False] :> + Documentation`HelpLookup["paclet:Q3/ref/Parity"], + StyleBox["\"ParityValue\"", "SeeAlsoRelated", StripOnInput -> False] :> Documentation`HelpLookup["paclet:Q3/ref/ParityValue"], - "\"ParityEvenQ\"" :> + StyleBox["\"ParityEvenQ\"", "SeeAlsoRelated", StripOnInput -> False] :> Documentation`HelpLookup["paclet:Q3/ref/ParityEvenQ"], - "\"ParityOddQ\"" :> + StyleBox["\"ParityOddQ\"", "SeeAlsoRelated", StripOnInput -> False] :> Documentation`HelpLookup["paclet:Q3/ref/ParityOddQ"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "b177f62a-6b12-4c62-ac2e-5a74c8743b20"], + "12e06342-b626-4cef-9a18-2a278c31fbb9"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -88,8 +95,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "361f6667-b0c8-45a6-a50f-4f196f3dd50c"] - }],ExpressionUUID->"b70c9389-88a2-4715-b80a-4c19215a1b37"], + "572a29c1-d193-4160-ad3b-5790b91ff0c7"] + }],ExpressionUUID->"d8d67d51-eb38-4744-8b50-84f5a4413c04"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -104,7 +111,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "a12534da-a356-4032-b54b-3cc4aa591ebd"], + "985aaa40-c67a-45e6-8793-a828291c0050"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -123,8 +130,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "bef461f3-f860-4fab-94ed-57a09cf43488"] - }],ExpressionUUID->"75c78b73-9657-4e34-8587-69e1abdf2eb1"], + "617c0a7d-de29-423b-b054-c0629598ead7"] + }],ExpressionUUID->"b43f8eca-f512-435c-b3f7-6fc15bb99410"], StripOnInput->False],{ "\"Quantum Information Systems with Q3\"" :> Documentation`HelpLookup[ @@ -141,7 +148,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "6618f7a5-771f-49d4-95c9-3a75f4664a91"], + "7700ab8d-316c-4beb-820d-54a26769d319"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -160,8 +167,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "de8c2a9b-cb98-4593-9399-9348355b3123"] - }],ExpressionUUID->"b36b3c65-4a8d-4b1f-be28-0d85f4f975ab"], + "ac05c3d5-c485-42db-96c4-fb41a2ca2770"] + }],ExpressionUUID->"53ec829e-8966-45b6-8707-030617df3507"], StripOnInput->False],{ "\"Q3/ref/IntegerParity\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -198,14 +205,14 @@ IntegerParity.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "8695a1ba-51ce-4af2-afec-13b7c9fd12f6"] + "56e00c14-ef2d-4ce0-88b9-a4c44a2922c1"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "023ddb15-1b7b-478e-b5c4-fa376c79fd36"]} + "606ef1ba-d4d5-4025-9c47-f5b56c487006"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"983ff97b-71a1-4909-b336-129b7a8039b8"], + CellID->1,ExpressionUUID->"6db740da-2375-4623-8071-ebce02c96810"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"16ee642d-dd52-43ac-80e7-0fea4574c2ab"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"dfbf0bbd-bd5c-4972-8ffc-e36f8a79df7f"], Cell[CellGroupData[{ @@ -213,14 +220,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "IntegerParity", "ObjectName",ExpressionUUID-> - "0f08d140-2d74-4307-b0d2-2d56f3c635be"], + "6ccb72ee-c239-4612-b61f-b982246344b1"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"a1281693-af96-41b4-bd9a-87c3a4b9ea8b"], + "Spacer1"]],ExpressionUUID->"df4493fe-29d3-468d-adfb-4415969e4ce9"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "960c361a-d7bc-405d-ba39-5585395d31e7"] - }],ExpressionUUID->"60e6ac3e-9216-4ac8-82d5-298bce8dd48c"], Cell[BoxData[ + "67ce97d2-40f1-478d-83e3-fa92429f6f2b"] + }],ExpressionUUID->"01ec7a68-6acb-41d9-a2b8-4d4dcd826de7"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -245,9 +252,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "d0853fd2-809a-4edf-ba98-0ea7c4669eab"]} + "9dcaf942-a895-4583-af96-3f88b461f3f5"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"ac55a64d-f668-41d4-8092-7b3b0417d579"], + CacheGraphics->False,ExpressionUUID->"45f8ba71-0868-452d-8740-daa6f53c7177"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -267,13 +274,13 @@ Cell[BoxData[GridBox[{ StyleBox["n", "TI"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "567b23a4-eebf-4c1c-b7c1-2fc06ebe1125"], - " is even and -1 if ", + " is an even integer and -1 if ", Cell[BoxData[ StyleBox["n", "TI"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "56dafafe-0b0c-4dd4-a8bd-e751f5cbef49"], " is odd." - }],ExpressionUUID->"f55e4bb2-14d8-40bd-ba92-c0ef95209ca5"]} + }],ExpressionUUID->"083bcfeb-b5e0-4683-a594-54ca05c7db95"]} }]], "Usage", CellID->514905736,ExpressionUUID->"360c815f-c764-4539-921a-aa84387cb5ab"] }, Open ]], @@ -305,19 +312,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "c7dcfa99-c02a-4f48-81ad-21c297f4aca6"], + "ac61b6ae-a311-492d-b0b2-dc5695631bed"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"c0e235c3-824e-4b26-8d5e-6dee05ab8af7"], + "Spacer1"]],ExpressionUUID->"af41d644-1d48-4efb-af23-01ac9008a609"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "cce9c062-52a8-41ef-bd34-bd43e7192f54"] + "e92707af-2fdd-44aa-9a83-3f1dc53246b6"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->194189405,ExpressionUUID->"7c0442ba-581c-4bd8-aff4-2bfb68f6a30a"], + CellID->1925501392,ExpressionUUID->"0db65687-f43c-441b-aeb3-30cdc1776a6d"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -351,18 +358,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "d66b6486-69a0-4229-9724-5947c8c64225"], + "d61d059d-6dbb-47fe-84e3-0310b7989819"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"33662bc2-8dc7-4271-ad8c-84e38121674f"], + "Spacer1"]],ExpressionUUID->"c0651993-c07b-4d30-878e-8bbfd5c3b6ec"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "f30195f3-478d-4d30-94d4-e91b15bbc449"] + "7e039a6b-3b30-456c-b945-caf7323e49de"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->1713670042,ExpressionUUID->"23eed283-4a66-4029-885c-30b5461f9804"], + CellID->1470818701,ExpressionUUID->"ad693aa3-d0e1-44d2-98cc-ff277eab88f2"], Cell[CellGroupData[{ @@ -496,7 +503,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "d35b93bf-953f-4477-b361-4c6884c5a21c"], + "8e298a1a-8b78-4912-a5cc-2ae0717199cb"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -510,7 +517,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "99eda10d-adca-4077-917c-5ac170e37f8f"], + "7c123e1c-c301-4f87-b8b2-49dfdba53846"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -524,7 +531,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "6ce053f9-e44e-409a-87b4-878c90b53baa"], + "9a6eb7c4-b7d6-42e6-ac06-0e7b59d69c3e"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -538,11 +545,24 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "63182483-5aaa-4c1a-9a47-6bb12b05cef6"] - }], "SeeAlso",ExpressionUUID->"49f66c60-bea9-4fc0-b2a5-6d2274a7a850"]} + "9be0bf30-4a2a-4d4a-99cd-e15a0860ea64"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Boole"]], "paclet:ref/Boole"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "2fd8a722-af5d-4c61-af9f-a6b4c78fe355"] + }], "SeeAlso",ExpressionUUID->"2284eca2-e8b1-4f8e-ab82-746eddf5687b"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"b0b0484d-b3f1-44fe-bb88-\ -c8b1ba8b11e5"], + }]], "SeeAlsoSection",ExpressionUUID->"5914f561-5023-4aed-9125-\ +86a5a14aae6f"], Cell[BoxData[GridBox[{ { @@ -589,8 +609,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "975d2c55-b75a-4e97-add8-839ae01f1d66"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"f6b9722c-79af-426f-8823-\ -1782b069e6c6"], + }]], "TechNotesSection",ExpressionUUID->"43e584ca-5cd0-4874-b1e6-\ +1acc8189dd5e"], Cell[BoxData[GridBox[{ { @@ -608,7 +628,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "594fe4f2-1c3b-40e4-848b-016ac3163b3b"]}]}, + "61bda485-6802-4d41-a6ce-687ab2f3567b"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -617,7 +637,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "ba5d9852-eebc-46f7-a40c-14666a7d63bd"]}]}, + "6c909248-c29d-47d7-a1e9-2a8ba4807d6a"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -626,7 +646,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "fa2d3502-6b38-43a1-bcfe-53bdadb28e18"]}]}, + "beebd636-bf04-4006-aa05-99e70a45c7c7"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -634,10 +654,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "837168c1-a361-4714-baf9-7f2076f867d7"]}]} + "91a0f6a0-94a1-4fde-b3a8-3b441e9d88cf"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"ef715a9e-f28d-4fba-807e-\ -51935d2d9fec"], + }]], "MoreAboutSection",ExpressionUUID->"55407a74-59d9-43a1-8da2-\ +c0aa165e0036"], Cell[BoxData[GridBox[{ { @@ -666,16 +686,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "3b46f98c-8fd5-4cbb-85bf-7d9894fcb9c9"]}]],ExpressionUUID-> - "d018fd10-23ee-411d-98c2-f872537ce9dd"], + "4a0a364f-a3ca-4e5a-b400-6c3b57b4c89f"]}]],ExpressionUUID-> + "6b17ef7c-fde8-4341-8b90-4020ad31ccbb"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "4d59c6cd-a089-42a8-a6d5-ab7e67d57664"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"3164f88f-8078-406d-ac9e-\ -92fb4324c330"], + }]], "RelatedLinksSection",ExpressionUUID->"418eca57-b231-44d5-8cb9-\ +b0e618c527df"], -Cell[" ", "FooterCell",ExpressionUUID->"1140eaff-5c24-428b-b482-877c2613946d"] +Cell[" ", "FooterCell",ExpressionUUID->"e0cc07ad-1b58-4b06-a3aa-08fb23bfad6e"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -691,12 +711,12 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 2, 23, 11, 15, 38.888656}", + "built" -> "{2024, 7, 2, 18, 31, 56.478986}", "history" -> {"14", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> - "IntegerParity[n] returns 1 if n is even and -1 if n is odd.", + "IntegerParity[n] returns 1 if n is an even integer and -1 if n is odd.", "synonyms" -> {}, "tabletags" -> {}, "title" -> "IntegerParity", "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> "IntegerParity", "type" -> "Symbol", "uri" -> "Q3/ref/IntegerParity"}}, @@ -712,7 +732,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"f9e5d845-6d39-4713-ab08-09b4bb54d75b" +ExpressionUUID->"aa3b1485-7517-4d95-b7f7-06c12432c2c3" ] (* End of Notebook Content *) @@ -720,60 +740,60 @@ ExpressionUUID->"f9e5d845-6d39-4713-ab08-09b4bb54d75b" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[10647, 282, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"7c0442ba-581c-4bd8-aff4-2bfb68f6a30a", + Cell[11186, 289, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"0db65687-f43c-441b-aeb3-30cdc1776a6d", CellTags->"PrimaryExamplesSection", - CellID->194189405]} + CellID->1925501392]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 25712, 721} + {"PrimaryExamplesSection", 26719, 741} } *) (*NotebookFileOutline Notebook[{ -Cell[585, 21, 7523, 184, 57, "AnchorBarGrid",ExpressionUUID->"983ff97b-71a1-4909-b336-129b7a8039b8", +Cell[585, 21, 8051, 191, 57, "AnchorBarGrid",ExpressionUUID->"6db740da-2375-4623-8071-ebce02c96810", CellID->1], -Cell[8111, 207, 85, 0, 23, "ContextNameCell",ExpressionUUID->"16ee642d-dd52-43ac-80e7-0fea4574c2ab"], +Cell[8639, 214, 85, 0, 23, "ContextNameCell",ExpressionUUID->"dfbf0bbd-bd5c-4972-8ffc-e36f8a79df7f"], Cell[CellGroupData[{ -Cell[8221, 211, 1385, 38, 60, "ObjectNameGrid",ExpressionUUID->"ac55a64d-f668-41d4-8092-7b3b0417d579"], -Cell[9609, 251, 1001, 26, 114, "Usage",ExpressionUUID->"360c815f-c764-4539-921a-aa84387cb5ab", +Cell[8749, 218, 1385, 38, 60, "ObjectNameGrid",ExpressionUUID->"45f8ba71-0868-452d-8740-daa6f53c7177"], +Cell[10137, 258, 1012, 26, 114, "Usage",ExpressionUUID->"360c815f-c764-4539-921a-aa84387cb5ab", CellID->514905736] }, Open ]], Cell[CellGroupData[{ -Cell[10647, 282, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"7c0442ba-581c-4bd8-aff4-2bfb68f6a30a", +Cell[11186, 289, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"0db65687-f43c-441b-aeb3-30cdc1776a6d", CellTags->"PrimaryExamplesSection", - CellID->194189405], -Cell[12039, 321, 192, 3, 31, "Input",ExpressionUUID->"f87341bd-7d45-4b2e-854c-47266b52ce94", + CellID->1925501392], +Cell[12579, 328, 192, 3, 31, "Input",ExpressionUUID->"f87341bd-7d45-4b2e-854c-47266b52ce94", CellID->1003830747], Cell[CellGroupData[{ -Cell[12256, 328, 1368, 36, 31, "ExampleSection",ExpressionUUID->"23eed283-4a66-4029-885c-30b5461f9804", - CellID->1713670042], +Cell[12796, 335, 1368, 36, 31, "ExampleSection",ExpressionUUID->"ad693aa3-d0e1-44d2-98cc-ff277eab88f2", + CellID->1470818701], Cell[CellGroupData[{ -Cell[13649, 368, 257, 7, 29, "Input",ExpressionUUID->"d640a5ab-2964-47b9-aac8-24a01dd78521", +Cell[14189, 375, 257, 7, 29, "Input",ExpressionUUID->"d640a5ab-2964-47b9-aac8-24a01dd78521", CellID->1460428352], -Cell[13909, 377, 360, 10, 37, "Output",ExpressionUUID->"4506d443-cbde-48e6-81e2-32ceaeb73b1c", +Cell[14449, 384, 360, 10, 37, "Output",ExpressionUUID->"4506d443-cbde-48e6-81e2-32ceaeb73b1c", CellID->362998964] }, Open ]], Cell[CellGroupData[{ -Cell[14306, 392, 218, 5, 29, "Input",ExpressionUUID->"753959f7-76be-4382-a446-8396cdb73bd8", +Cell[14846, 399, 218, 5, 29, "Input",ExpressionUUID->"753959f7-76be-4382-a446-8396cdb73bd8", CellID->1317276861], -Cell[14527, 399, 375, 10, 37, "Output",ExpressionUUID->"001b6fc9-6a35-406f-8ba2-be0f15e6b1f9", +Cell[15067, 406, 375, 10, 37, "Output",ExpressionUUID->"001b6fc9-6a35-406f-8ba2-be0f15e6b1f9", CellID->501994635] }, Open ]], Cell[CellGroupData[{ -Cell[14939, 414, 244, 6, 29, "Input",ExpressionUUID->"6bd2acdf-a0f0-4532-b47b-a96fcd2188cd", +Cell[15479, 421, 244, 6, 29, "Input",ExpressionUUID->"6bd2acdf-a0f0-4532-b47b-a96fcd2188cd", CellID->351434443], -Cell[15186, 422, 1289, 49, 218, "Output",ExpressionUUID->"b2a92c67-c24d-4773-b0d1-685951d14277", +Cell[15726, 429, 1289, 49, 218, "Output",ExpressionUUID->"b2a92c67-c24d-4773-b0d1-685951d14277", CellID->1899836332] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[16717, 480, 2340, 64, 114, "SeeAlsoSection",ExpressionUUID->"b0b0484d-b3f1-44fe-bb88-c8b1ba8b11e5"], -Cell[19060, 546, 1818, 46, 170, "TechNotesSection",ExpressionUUID->"f6b9722c-79af-426f-8823-1782b069e6c6"], -Cell[20881, 594, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"ef715a9e-f28d-4fba-807e-51935d2d9fec"], -Cell[22636, 641, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"3164f88f-8078-406d-ac9e-92fb4324c330"], -Cell[23805, 677, 78, 0, 70, "FooterCell",ExpressionUUID->"1140eaff-5c24-428b-b482-877c2613946d"] +Cell[17257, 487, 2797, 77, 114, "SeeAlsoSection",ExpressionUUID->"5914f561-5023-4aed-9125-86a5a14aae6f"], +Cell[20057, 566, 1818, 46, 170, "TechNotesSection",ExpressionUUID->"43e584ca-5cd0-4874-b1e6-1acc8189dd5e"], +Cell[21878, 614, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"55407a74-59d9-43a1-8da2-c0aa165e0036"], +Cell[23633, 661, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"418eca57-b231-44d5-8cb9-b0e618c527df"], +Cell[24802, 697, 78, 0, 70, "FooterCell",ExpressionUUID->"e0cc07ad-1b58-4b06-a3aa-08fb23bfad6e"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/LogicalForm.nb b/Q3/Documentation/English/ReferencePages/Symbols/LogicalForm.nb deleted file mode 100644 index c812b9466..000000000 --- a/Q3/Documentation/English/ReferencePages/Symbols/LogicalForm.nb +++ /dev/null @@ -1,628 +0,0 @@ -(* Content-type: application/vnd.wolfram.mathematica *) - -(*** Wolfram Notebook File ***) -(* http://www.wolfram.com/nb *) - -(* CreatedBy='Mathematica 13.3' *) - -(*CacheID: 234*) -(* Internal cache information: -NotebookFileLineBreakTest -NotebookFileLineBreakTest -NotebookDataPosition[ 158, 7] -NotebookDataLength[ 23830, 618] -NotebookOptionsPosition[ 20133, 543] -NotebookOutlinePosition[ 22201, 596] -CellTagsIndexPosition[ 22116, 591] -WindowTitle->LogicalForm -WindowFrame->Normal*) - -(* Beginning of Notebook Content *) -Notebook[{ -Cell[BoxData[GridBox[{ - {GridBox[{ - { - ItemBox[Cell[BoxData[ - RowBox[{ - TemplateBox[{12}, - "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", - TextAlignment->Center,ExpressionUUID-> - "27ed9c70-6156-458d-8134-4070e051748d"], - TemplateBox[{8}, - "Spacer1"]}]], - TextAlignment->Center,ExpressionUUID-> - "14211a19-85fe-4561-b1cc-dece79626392"], - Background->RGBColor[0.490196, 0.576471, 0.690196], - ItemSize->Full], ""} - }, - GridBoxAlignment->{"Rows" -> {{Center}}}, - GridBoxItemSize->{"Columns" -> {Full, - Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ - Cell[BoxData[ - TagBox[ - ActionMenuBox[ - FrameBox[Cell[TextData[{ - "See Also", - " ", - Cell[BoxData[ - GraphicsBox[ - {GrayLevel[0.66667], Thickness[0.13], - LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, - AspectRatio->1, - AxesStyle->Large, - FrameStyle->Large, - ImageSize->20, - PlotRange->{{-3, 4}, {-1, 1}}, - PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "18ce8f6e-07bb-4fc7-a517-3ab54bd31c5a"] - }],ExpressionUUID->"d03c2004-954a-4604-bbf8-dc98c0690d49"], - StripOnInput->False],{ - "\"KetRegulate\"" :> - Documentation`HelpLookup["paclet:Q3/ref/KetRegulate"]}, - Appearance->None, - MenuAppearance->Automatic, - MenuStyle->"SeeAlso"], - MouseAppearanceTag["LinkHand"]]], - LineSpacing->{1.4, 0},ExpressionUUID-> - "c6c981ad-da94-471c-b751-70093d507ac8"], - "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ -\[ThickSpace]", - Cell[BoxData[ - TagBox[ - ActionMenuBox[ - FrameBox[Cell[TextData[{ - "Related Guides", - " ", - Cell[BoxData[ - GraphicsBox[ - {GrayLevel[0.66667], Thickness[0.13], - LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, - AspectRatio->1, - AxesStyle->Large, - FrameStyle->Large, - ImageSize->20, - PlotRange->{{-3, 4}, {-1, 1}}, - PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "b0bb8b55-db71-4760-8d61-41ceb95969da"] - }],ExpressionUUID->"f4727132-7a9f-47be-9833-37fb6c455f17"], - StripOnInput->False],{ - "\"Quantum Information Systems\"" :> - Documentation`HelpLookup[ - "paclet:Q3/guide/QuantumInformationSystems"], - "\"Quantum Many-Body Systems\"" :> - Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], - "\"Quantum Spin Systems\"" :> - Documentation`HelpLookup["paclet:Q3/guide/QuantumSpinSystems"], - "\"Q3\"" :> Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, - Appearance->None, - MenuAppearance->Automatic, - MenuStyle->"MoreAbout"], - MouseAppearanceTag["LinkHand"]]], - LineSpacing->{1.4, 0},ExpressionUUID-> - "423879b9-1628-4f18-8175-28ccabb6b363"], - "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ -\[ThickSpace]", - Cell[BoxData[ - TagBox[ - ActionMenuBox[ - FrameBox[Cell[TextData[{ - "Tech Notes", - " ", - Cell[BoxData[ - GraphicsBox[ - {GrayLevel[0.66667], Thickness[0.13], - LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, - AspectRatio->1, - AxesStyle->Large, - FrameStyle->Large, - ImageSize->20, - PlotRange->{{-3, 4}, {-1, 1}}, - PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "a68fcf25-238a-4c61-9d6f-94480503823c"] - }],ExpressionUUID->"fb377106-a4a8-4b27-8c76-294a48ab2b47"], - StripOnInput->False],{ - "\"Quantum States\"" :> - Documentation`HelpLookup["paclet:Q3/tutorial/QuantumStates"], - "\"Quantum Information Systems with Q3\"" :> - Documentation`HelpLookup[ - "paclet:Q3/tutorial/QuantumInformationSystems"], - "\"Quick Quantum Computing with Q3\"" :> - Documentation`HelpLookup[ - "paclet:Q3/tutorial/QuickQuantumComputingWithQ3"], - "\"Quantum Many-Body Systems with Q3\"" :> - Documentation`HelpLookup[ - "paclet:Q3/tutorial/QuantumManyBodySystems"], - "\"Quantum Spin Systems with Q3\"" :> - Documentation`HelpLookup["paclet:Q3/tutorial/QuantumSpinSystems"], - "\"Q3: Quick Start\"" :> - Documentation`HelpLookup["paclet:Q3/tutorial/Q3QuickStart"]}, - Appearance->None, - MenuAppearance->Automatic, - MenuStyle->"Tutorials"], - MouseAppearanceTag["LinkHand"]]], - LineSpacing->{1.4, 0},ExpressionUUID-> - "1a6fb9cc-5b02-4397-bb75-c55332f07021"], - "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ -\[ThickSpace]", - Cell[BoxData[ - TagBox[ - ActionMenuBox[ - FrameBox[Cell[TextData[{ - "URL", - " ", - Cell[BoxData[ - GraphicsBox[ - {GrayLevel[0.66667], Thickness[0.13], - LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, - AspectRatio->1, - AxesStyle->Large, - FrameStyle->Large, - ImageSize->20, - PlotRange->{{-3, 4}, {-1, 1}}, - PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "e1305fb7-93ca-4ca6-ba2b-fd60d0b6757c"] - }],ExpressionUUID->"f059385c-d0ef-4eff-b422-f4a1882105ff"], - StripOnInput->False],{ - "\"Q3/ref/LogicalForm\"" :> None, - "\"Copy Wolfram Documentation Center URL\"" :> - Module[{DocumentationSearch`Private`nb$}, - DocumentationSearch`Private`nb$ = - NotebookPut[ - Notebook[{Cell["Q3/ref/LogicalForm"]}, Visible -> False]]; - SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; - FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; - NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, - "\"Copy web URL\"" :> - Module[{DocumentationSearch`Private`nb$}, - DocumentationSearch`Private`nb$ = - NotebookPut[ - Notebook[{ - Cell[BoxData[ - MakeBoxes[ - Hyperlink[ - "http://reference.wolfram.com/language/Q3/ref/LogicalForm.\ -html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> - False]]; - SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; - FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; - NotebookClose[DocumentationSearch`Private`nb$]; Null], - "\"Go to web URL\"" :> - FrontEndExecute[{ - NotebookLocate[{ - URL[If[TrueQ[DocumentationBuild`Make`Private`wsmlinkQ$107348], - "http://reference.wolfram.com/system-modeler/", - "http://reference.wolfram.com/language/"] <> - "Q3/ref/LogicalForm" <> ".html"], None}]}]}, - Appearance->None, - MenuAppearance->Automatic, - MenuStyle->"URLMenu"], - MouseAppearanceTag["LinkHand"]]], - LineSpacing->{1.4, 0},ExpressionUUID-> - "fc95959f-1092-486e-9ff0-4e057656878f"] - }], "AnchorBar", - CacheGraphics->False,ExpressionUUID-> - "a484f067-2dd7-4d1f-9e24-14db24d31ee4"]} - }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"541155e1-4c27-4c05-8b39-93ab9f3a0397"], - -Cell["Q3`", "ContextNameCell",ExpressionUUID->"a41043a3-8027-4a2f-989c-11f807f88fa7"], - -Cell[CellGroupData[{ - -Cell[BoxData[GridBox[{ - {Cell[TextData[{ - Cell[ - "LogicalForm", "ObjectName",ExpressionUUID-> - "5656cb3e-f66a-4c72-9109-2072195e0f51"], - Cell[BoxData[ - TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"454195d8-ee18-4b42-90fa-ff5d603ffe90"], - Cell[BoxData[ - ""], "ObjectNameTranslation",ExpressionUUID-> - "d4a06ea3-4548-4d8e-a79c-b9d151d15c0a"] - }],ExpressionUUID->"564984b4-5d07-4d80-84c0-948fedcfdad5"], Cell[BoxData[ - StyleBox[ - GraphicsBox[InsetBox[ - StyleBox["\<\"UPDATED IN 13.1\"\>", - StripOnInput->False, - FontFamily->"Source Sans Pro", - FontSize->17, - FontWeight->"Bold", - FontSlant->"Italic", - FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { - Right, Center}], - AxesStyle->Large, - FrameStyle->Large, - ImageSize->{125, 24}, - PlotRangePadding->Scaled[0.025]], "NewInGraphic", - StripOnInput->False]], - Deployed->True, - Magnification->1,ExpressionUUID-> - "2916ed6e-c841-404d-9caf-3bd6b69295da"]} - }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"f162224c-1414-4a55-b4e7-f6c3bc63e44a"], - -Cell[BoxData[GridBox[{ - {"", Cell[TextData[{ - Cell[BoxData["LogicalForm"], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "8254f25b-7bae-4c1f-a054-1a88d47cb8c0"], - "\[LineSeparator]has been renamed ", - Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["KetRegulate"]], "paclet:Q3/ref/KetRegulate", - "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "864cc26d-822e-4dcb-b0a8-23e1699cc6d2"], - " since Q3 v2.10.3." - }],ExpressionUUID->"0f082735-9932-43e2-a6dd-2317ae881a94"]} - }]], "Usage",ExpressionUUID->"03f86e2a-6c07-45f7-b4b6-b7be2866a0e8"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[TextData[{ - Cell[BoxData[ - DynamicBox[ToBoxes[ - If[ - MatchQ[ - CurrentValue[ - EvaluationNotebook[], { - TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], - Alternatives[True, Open]], - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], - Rotate[ - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], - ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "a23722c3-af0d-43ba-9293-f9b8b4348c2f"], - Cell[BoxData[ - TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"c41c1944-2ad1-4e0c-8f53-ae146bfb96b2"], - "Examples", - "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "2f53262b-1657-44c4-bd2d-96051fe38c4e"] -}], "PrimaryExamplesSection", - WholeCellGroupOpener->True, - CacheGraphics->False, - CellTags->"PrimaryExamplesSection", - CellID->1322147261,ExpressionUUID->"2bec69a6-2187-45bf-85b3-59f0cdfcaae2"], - -Cell[BoxData[ - RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", - CellLabel->"In[1]:=", - CellID->1927565408,ExpressionUUID->"3e8047e2-d7a7-430a-a421-0d0063b0d0b4"], - -Cell[CellGroupData[{ - -Cell[TextData[{ - Cell[BoxData[ - DynamicBox[ToBoxes[ - If[ - MatchQ[ - CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, - Closed], - Alternatives[Open, True]], - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], - Rotate[ - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], - ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "42cdd010-0942-433b-82cd-894168570a2d"], - Cell[BoxData[ - TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"86fcd0cd-1cab-4929-bf4f-0cf69bf162f6"], - "Basic Examples", - "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "5e936df4-0805-4253-aee7-39cd19dcce3e"] -}], "ExampleSection", "ExampleSection", - WholeCellGroupOpener->True, - CacheGraphics->False, - CellID->1315720118,ExpressionUUID->"c5992152-25d2-4b2d-b8b5-891ff8144202"], - -Cell[TextData[{ - "See the examples of ", - Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["KetRegulate"]], "paclet:Q3/ref/KetRegulate", - "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "8d112d37-1589-4729-9b85-3acf5a3dc943"], - "." -}], "ExampleText", - CellID->1748477237,ExpressionUUID->"1b6d191a-6218-49d1-b1d3-4b847e5909f8"] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, - Closed]]]] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, - Closed]]]], - -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, - "RelatedFunction.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, - {Cell[TextData[Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["KetRegulate"]], "paclet:Q3/ref/KetRegulate", - "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "72ecfd40-8f8b-472b-895f-1c7c357688bb"]], "SeeAlso",ExpressionUUID-> - "f87962b8-4a34-4c4c-9f4f-7e916ffad4f2"]} - }]} - }]], "SeeAlsoSection",ExpressionUUID->"6b100b54-e957-4bf7-91ef-\ -4b8e12a91751"], - -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, - "RelatedTutorial.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox["Tutorials", "TutorialsSection"]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum States"]], "paclet:Q3/tutorial/QuantumStates"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "fa32b3be-f014-4c50-9414-912ec90b36f8"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Information Systems with Q3"]], - "paclet:Q3/tutorial/QuantumInformationSystems"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "0b1ee070-f4ee-454d-ac32-42e7ab9f267e"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quick Quantum Computing with Q3"]], - "paclet:Q3/tutorial/QuickQuantumComputingWithQ3"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "8fc82047-9293-4b29-a34d-d4d7f5bf4989"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Many-Body Systems with Q3"]], - "paclet:Q3/tutorial/QuantumManyBodySystems"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "825c7a15-d894-419e-b338-64eb71cd2c6a"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Spin Systems with Q3"]], - "paclet:Q3/tutorial/QuantumSpinSystems"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "f26d0f8d-d1bf-47f6-9b40-b3e9b0fc5f31"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "712afd47-786d-4f37-8483-488c2a13783f"]}]} - }]} - }]], "TutorialsSection",ExpressionUUID->"8c216a28-99e4-4599-98fc-\ -0fab6ff4f8e3"], - -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Information Systems"]], - "paclet:Q3/guide/QuantumInformationSystems"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "4b8bfe6a-240a-43f0-acda-d905b1d757d3"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Many-Body Systems"]], - "paclet:Q3/guide/QuantumManyBodySystems"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "909f403c-44fd-48e4-8d42-382236317262"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Spin Systems"]], - "paclet:Q3/guide/QuantumSpinSystems"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "bf1ada9c-5570-4bb3-a113-254f474b076a"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Q3"]], "paclet:Q3/guide/Q3"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "52c4e6c2-a2cb-492a-ad78-bd108c06d527"]}]} - }]} - }]], "MoreAboutSection",ExpressionUUID->"46bb44dd-430f-4a35-b23c-\ -5ac11ad10d61"], - -Cell[BoxData[GridBox[{ - { - TemplateBox[{29}, - "Spacer1"], GridBox[{ - { - RowBox[{ - TemplateBox[{17}, - "Spacer1"], - StyleBox[ - RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, - {Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{16}, - "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData[ - Cell[ - TextData[{ - Cell[ - BoxData[ - TemplateBox[{2}, "Spacer1"]]], - "Mahn-Soo Choi (2022)"}]]]], - "https://doi.org/10.1007/978-3-030-91214-7"}, - "WebLink", - BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "259ff74b-0aac-40a4-a214-b1e5236369fc"]}]],ExpressionUUID-> - "d88ba445-017a-4928-b723-7ba9073477e0"], - ", A Quantum Computation Workbook (Springer)." - }], "RelatedLinks",ExpressionUUID-> - "b625eb0f-7139-42c9-af73-879dc2a99f6f"]} - }]} - }]], "RelatedLinksSection",ExpressionUUID->"9e9d211c-0938-477b-adc4-\ -dee3b07dcf1a"], - -Cell[" ", "FooterCell",ExpressionUUID->"d21d3aeb-42ee-4b14-9051-e47266b72ee8"] -}, -Saveable->False, -ScreenStyleEnvironment->"Working", -WindowSize->{900, 830}, -WindowMargins->{{0, Automatic}, {Automatic, 0}}, -WindowTitle->"LogicalForm", -TaggingRules->{ - "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", - "HasOptions" -> True, "ExampleCounter" -> 1, - "Openers" -> { - "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}}, - "NewStyles" -> True, "CitationPopupData" -> $Failed, "ShowCitation" -> - False, "RootCaptions" -> "", - "Metadata" -> { - "built" -> "{2023, 10, 3, 15, 3, 51.692240}", - "history" -> {"12", "13.1", "13.2", ""}, "context" -> "Q3`", - "keywords" -> {"basis", "linear algebra"}, "specialkeywords" -> {}, - "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", - "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> - "LogicalForm has been renamed KetRegulate since Q3 v2 .10.3.", - "synonyms" -> {}, "tabletags" -> {}, "title" -> "LogicalForm", - "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> - "LogicalForm", "type" -> "Symbol", "uri" -> "Q3/ref/LogicalForm"}}, -CellContext->"Global`", -FrontEndVersion->"13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", -StyleDefinitions->Notebook[{ - Cell[ - StyleData[ - StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], - Cell[ - StyleData["Input"], CellContext -> "Global`"], - Cell[ - StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, - FrontEndVersion -> "13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", - StyleDefinitions -> "Default.nb"], -ExpressionUUID->"593c79ba-d63a-40de-a927-cf1fe46b051c" -] -(* End of Notebook Content *) - -(* Internal cache information *) -(*CellTagsOutline -CellTagsIndex->{ - "PrimaryExamplesSection"->{ - Cell[10177, 266, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2bec69a6-2187-45bf-85b3-59f0cdfcaae2", - CellTags->"PrimaryExamplesSection", - CellID->1322147261]} - } -*) -(*CellTagsIndex -CellTagsIndex->{ - {"PrimaryExamplesSection", 21915, 584} - } -*) -(*NotebookFileOutline -Notebook[{ -Cell[583, 21, 7543, 184, 57, "AnchorBarGrid",ExpressionUUID->"541155e1-4c27-4c05-8b39-93ab9f3a0397", - CellID->1], -Cell[8129, 207, 85, 0, 23, "ContextNameCell",ExpressionUUID->"a41043a3-8027-4a2f-989c-11f807f88fa7"], -Cell[CellGroupData[{ -Cell[8239, 211, 1174, 31, 60, "ObjectNameGrid",ExpressionUUID->"f162224c-1414-4a55-b4e7-f6c3bc63e44a"], -Cell[9416, 244, 724, 17, 114, "Usage",ExpressionUUID->"03f86e2a-6c07-45f7-b4b6-b7be2866a0e8"] -}, Open ]], -Cell[CellGroupData[{ -Cell[10177, 266, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2bec69a6-2187-45bf-85b3-59f0cdfcaae2", - CellTags->"PrimaryExamplesSection", - CellID->1322147261], -Cell[11570, 305, 192, 3, 31, "Input",ExpressionUUID->"3e8047e2-d7a7-430a-a421-0d0063b0d0b4", - CellID->1927565408], -Cell[CellGroupData[{ -Cell[11787, 312, 1368, 36, 31, "ExampleSection",ExpressionUUID->"c5992152-25d2-4b2d-b8b5-891ff8144202", - CellID->1315720118], -Cell[13158, 350, 428, 13, 40, "ExampleText",ExpressionUUID->"1b6d191a-6218-49d1-b1d3-4b847e5909f8", - CellID->1748477237] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[13816, 371, 814, 21, 114, "SeeAlsoSection",ExpressionUUID->"6b100b54-e957-4bf7-91ef-4b8e12a91751"], -Cell[14633, 394, 2491, 62, 216, "TutorialsSection",ExpressionUUID->"8c216a28-99e4-4599-98fc-0fab6ff4f8e3"], -Cell[17127, 458, 1752, 45, 170, "MoreAboutSection",ExpressionUUID->"46bb44dd-430f-4a35-b23c-5ac11ad10d61"], -Cell[18882, 505, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"9e9d211c-0938-477b-adc4-dee3b07dcf1a"], -Cell[20051, 541, 78, 0, 70, "FooterCell",ExpressionUUID->"d21d3aeb-42ee-4b14-9051-e47266b72ee8"] -} -] -*) - -(* End of internal cache information *) - diff --git a/Q3/Documentation/English/ReferencePages/Symbols/Measurement.nb b/Q3/Documentation/English/ReferencePages/Symbols/Measurement.nb index d3c4b7b5b..f65c92078 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/Measurement.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/Measurement.nb @@ -3,17 +3,17 @@ (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) -(* CreatedBy='Mathematica 13.3' *) +(* CreatedBy='Mathematica 14.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 159765, 4393] -NotebookOptionsPosition[ 142092, 4035] -NotebookOutlinePosition[ 144694, 4096] -CellTagsIndexPosition[ 144607, 4091] +NotebookDataLength[ 171155, 4462] +NotebookOptionsPosition[ 152833, 4093] +NotebookOutlinePosition[ 155502, 4155] +CellTagsIndexPosition[ 155415, 4150] WindowTitle->Measurement WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "2f024249-13aa-464f-9492-1b28ec8eef0d"], + "930e59d1-82e0-4169-89a0-dd793a0b6154"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "0472a6db-6acc-4749-a1b2-6c2eaa91a8fc"], + "93e54796-faa4-48ef-9b7e-d5e861ec33d3"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "9070ccfb-296b-4a1e-9be2-4556a8fc041a"] - }],ExpressionUUID->"bea42982-82cd-402e-bbcb-8504e62f5bf7"], + "7a9715d1-3a39-4010-80a2-e18ea9a0f518"] + }],ExpressionUUID->"9fc4d61b-cc15-487f-bd1e-09bcd2ee3305"], StripOnInput->False],{ "\"Readout\"" :> Documentation`HelpLookup["paclet:Q3/ref/Readout"], "\"MeasurementOdds\"" :> @@ -65,7 +65,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "61f79a0b-e938-4993-a5c2-202d96688e8d"], + "7b5ad677-56e3-494d-b188-f09cfc8bfc9d"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -84,8 +84,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "08f154d4-9c18-4d0d-a8b6-cf383b90d55e"] - }],ExpressionUUID->"db93faf5-e272-4350-9932-3f65c180cd5e"], + "20b99cc5-b308-48a5-989e-f3b08da502aa"] + }],ExpressionUUID->"78575a48-71f9-4def-b73d-efe3ce38375e"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -96,7 +96,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "fe605b77-dff2-4674-8866-18c37d38b670"], + "96f2a223-47e5-4fe0-aa81-fac2733efd4d"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -115,8 +115,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "9313ca95-1c9a-435d-8cda-bf0226e47c94"] - }],ExpressionUUID->"0e52d1ad-ac3d-4f4c-aaab-7d7f03286c5f"], + "0a28004f-7545-42a6-abae-acdd4a9b6f16"] + }],ExpressionUUID->"333e2126-5707-489e-a121-9210d15eaf09"], StripOnInput->False],{ "\"Measurements on Quantum States\"" :> Documentation`HelpLookup[ @@ -134,7 +134,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "9a782053-f93b-4bc7-a32b-f3eb16dd70d4"], + "f73adeba-e349-45bb-9d13-e49273bce277"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -153,8 +153,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "0c2dc479-543d-44b1-b3ab-fde28ed15cfa"] - }],ExpressionUUID->"dd1556d9-ed1b-4b32-ba25-71d2ad896274"], + "f8850cef-4f4a-49a9-8782-c642859e70e8"] + }],ExpressionUUID->"58044f9e-5937-4761-9281-f68ca0ae9899"], StripOnInput->False],{ "\"Q3/ref/Measurement\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -182,7 +182,7 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> "\"Go to web URL\"" :> FrontEndExecute[{ NotebookLocate[{ - URL[If[TrueQ[DocumentationBuild`Make`Private`wsmlinkQ$113323], + URL[If[TrueQ[False], "http://reference.wolfram.com/system-modeler/", "http://reference.wolfram.com/language/"] <> "Q3/ref/Measurement" <> ".html"], None}]}]}, @@ -191,14 +191,14 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "7d7bf80f-da65-4606-b412-27216af30bcf"] + "1c5179e7-b04a-4493-bdfa-91fb616b5445"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "c3efb823-d037-4831-b565-40b87e15111a"]} + "c68e38b2-3d4c-483f-ba80-b77d4e5200a2"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"983071b2-84e6-423d-bed9-bc0f8781c162"], + CellID->1,ExpressionUUID->"95835f1d-2aab-4aa8-8fd1-1b0b917c5c2e"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"d5d71fe9-76ab-43c2-9a78-71113823d7c6"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"0f7421be-9b0f-42c4-b459-9a0d29ab146f"], Cell[CellGroupData[{ @@ -206,34 +206,17 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "Measurement", "ObjectName",ExpressionUUID-> - "86172986-0537-4ee5-86a0-5f5fe7962a83"], + "2fac70d8-dcda-4bdb-ba4e-f7b694488f0e"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"2a503b4e-2c70-4f7c-9774-58d478bb3cfb"], + "Spacer1"]],ExpressionUUID->"9f027230-ce1d-4520-8fb7-af9936ddb528"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "851a5ff2-9954-4104-8c03-84677bf3f984"] - }],ExpressionUUID->"d3b62756-e164-46fc-9e60-be7e442e3765"], Cell[BoxData[ - StyleBox[ - GraphicsBox[InsetBox[ - StyleBox["\<\"UPDATED IN 13\"\>", - StripOnInput->False, - FontFamily->"Source Sans Pro", - FontSize->17, - FontWeight->"Bold", - FontSlant->"Italic", - FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { - Right, Center}], - AxesStyle->Large, - FrameStyle->Large, - ImageSize->{125, 24}, - PlotRangePadding->Scaled[0.025]], "NewInGraphic", - StripOnInput->False]], - Deployed->True, - Magnification->1,ExpressionUUID-> - "4794c751-6261-43da-980e-43bee3b4a245"]} - }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"33d2a36c-ea98-49dd-b470-6ac4f5f4afc6"], + "0f432848-438f-4b2e-a3c8-91740aa2be84"] + }],ExpressionUUID->"b6c5e2ae-1d01-4716-a8e6-9f6fead61d3e"], + "\[SpanFromLeft]"} + }]], "ObjectNameGrid",ExpressionUUID->"85b76464-e644-44ae-9dea-\ +2773146e76c5"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -255,7 +238,7 @@ Cell[BoxData[GridBox[{ "08af6065-f08b-46dc-b575-4f5d1e928677"], ", that is, any single-qubit Pauli operator (X, Y, or Z) or any tensor \ product of the single-qubit Pauli operators expressed in qubit species." - }],ExpressionUUID->"83f844ba-dca0-45c7-bab1-b75330322798"]}, + }],ExpressionUUID->"03e826d4-6b7b-42a3-95d6-75db6a700f0c"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -303,7 +286,7 @@ state ", FontFamily->"Source Sans Pro",ExpressionUUID-> "5387a892-b192-479e-a058-f5ebfacc5f04"], "." - }],ExpressionUUID->"5683a1d8-191f-4659-91fe-bae088b1caa1"]}, + }],ExpressionUUID->"ff5b990c-b33f-4bbb-aaed-b72545a2e006"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -369,7 +352,7 @@ state ", FontFamily->"Source Sans Pro",ExpressionUUID-> "91a0871e-d009-4ab5-a202-8e4fe75dc592"], "." - }],ExpressionUUID->"89402317-7b55-4e8d-b290-12b2f9bfd179"]} + }],ExpressionUUID->"f95cddba-09a4-4536-b9d1-19189a58e9bd"]} }]], "Usage",ExpressionUUID->"53771a5e-ffbe-467e-b34e-6618fe50bdec"] }, Open ]], @@ -401,12 +384,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"9988ffde-2144-44e8-a193-d59f40f0089c"], + ExpressionUUID->"882c644f-5c76-485c-b0f5-54165995c474"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"8ab670ee-45d6-4991-9c4d-46fb33d3776a"], + "Spacer1"]],ExpressionUUID->"ddc760f2-7c7c-4b74-8164-e196eb1a26a3"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"08da3785-8cdd-4371-8532-e0180a8d94aa"], + }], "NotesFrameText",ExpressionUUID->"df640b03-b61b-4374-9c5d-50a84f9ef71d"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -417,12 +400,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"7dd16c8e-da2a-483e-849e-d276aad63671"]], \ + "Preemptive"]],ExpressionUUID->"e8b200ad-d134-40fe-b30c-1768527419d6"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->908968023,ExpressionUUID->"8de8b6ba-ab12-4550-a835-336546538ad1"], + CellID->2091787359,ExpressionUUID->"1684539a-5538-4307-ab38-8be224adc45b"], Cell["\<\ Note that Pauli operators include tensor products of the single-qubit Pauli \ @@ -546,19 +529,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "e8814357-5c0e-49c6-9cdc-f3c407b8ba20"], + "0b4fd728-781b-4e48-b6d6-f7c5bce92349"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"a02421eb-132e-4091-b957-5952e6f212aa"], + "Spacer1"]],ExpressionUUID->"fec59c2e-1197-4f8f-9ddd-5884b07ede11"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(7)", "ExampleCount",ExpressionUUID-> - "c44b0c15-53e8-4288-943a-865f7f60490b"] + "b816cb98-4a18-46b7-b222-c357b8915738"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1974381450,ExpressionUUID->"94f41f5d-d3aa-42a1-a1e2-3d64366b257b"], + CellID->215357676,ExpressionUUID->"2b4af00c-730b-4d0a-be38-9fbc42b1b5f9"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -592,24 +575,31 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "90a2fd12-ea29-44f5-af30-67bae568844f"], + "13a1a5d4-8f87-4137-9fa8-8042208eb0df"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"7bb9b9ce-2b6a-4a62-8d94-9277b17dc8cd"], + "Spacer1"]],ExpressionUUID->"69cf5f76-64a2-404c-b14d-450253918fa3"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(4)", "ExampleCount",ExpressionUUID-> - "199222dd-207d-4724-ba61-eb1fb7a4eb15"] + "3ce4d1a2-6e70-4abe-b2c0-74f1e38d0a2b"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->511716706,ExpressionUUID->"b8570bd2-65df-4d41-a751-8b8529822837"], + CellID->1006515337,ExpressionUUID->"cab23ba5-7638-433b-bf12-ab7a315368a0"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->992855647,ExpressionUUID->"6993e3b6-8ea3-41ff-9bb8-5595297bbeb3"], Cell[BoxData[ RowBox[{"Let", "[", RowBox[{"Qubit", ",", "S"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->1647238969,ExpressionUUID->"b3d9a6f4-a7d5-4940-8d7c-c0abfac3b838"], Cell["\<\ @@ -634,68 +624,71 @@ Cell[BoxData[ RowBox[{"S", "[", "1", "]"}], "\[Rule]", "1"}], "]"}]}]}], "//", "KetRegulate"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->1872175932,ExpressionUUID->"1afc4f7b-8779-48da-914c-f3dff675bf76"], Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1|>]], "+", RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0|>]]}]}]], "Output", - CellLabel->"Out[2]=", - CellID->878226072,ExpressionUUID->"db98790a-e5e8-4c5a-9857-2aae9cb277a3"] + CellLabel->"Out[3]=", + CellID->115057390,ExpressionUUID->"680a9d79-ec35-476e-8fed-b3ae0497afba"] }, Open ]], Cell["\<\ @@ -715,7 +708,7 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "[", "v", "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1715519142,ExpressionUUID->"d3a29c0e-c53a-4827-9f3a-75e26ebaa988"], Cell[BoxData[ @@ -729,38 +722,40 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]}], "}"}]}], ",", @@ -771,24 +766,25 @@ Cell[BoxData[ RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0|>]]}]}], "}"}]}]}], "\[RightAssociation]"}]], "Output", - CellLabel->"Out[3]=", - CellID->1605997617,ExpressionUUID->"c1c57e44-d6a6-4c4b-97ab-cad927a8aa1c"] + CellLabel->"Out[4]=", + CellID->415227998,ExpressionUUID->"51b5a117-92d1-4657-80b5-62a3b382d868"] }, Open ]], Cell["\<\ @@ -810,7 +806,7 @@ Cell[BoxData[{ RowBox[{"S", "[", RowBox[{"1", ",", "3"}], "]"}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->517958407,ExpressionUUID->"21f17170-26af-4407-9c0e-a691e3f2c615"], Cell[BoxData[ @@ -818,47 +814,49 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]], "Output", - CellLabel->"Out[4]=", - CellID->1970206396,ExpressionUUID->"2cd25f29-0827-4cf6-b805-6690bef8b6e1"], + CellLabel->"Out[5]=", + CellID->871218227,ExpressionUUID->"d45493c4-086d-4116-9fd3-97cb6f6b695a"], Cell[BoxData["0"], "Output", - CellLabel->"Out[4]=", - CellID->1208544479,ExpressionUUID->"02d7f2fb-8be7-43b7-99fa-0d4589e23ec2"] + CellLabel->"Out[5]=", + CellID->1021235943,ExpressionUUID->"cd41f7bc-78f4-41fc-968c-027b387f69ba"] }, Open ]], Cell["This is also allowed .", "ExampleText", @@ -872,12 +870,12 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->895357597,ExpressionUUID->"2e1b23bb-30cb-46aa-9e65-0437761bdf49"], Cell[BoxData["0"], "Output", - CellLabel->"Out[5]=", - CellID->1886308877,ExpressionUUID->"10e799c1-06e8-47cf-a00f-c051242fd01a"] + CellLabel->"Out[6]=", + CellID->1269298854,ExpressionUUID->"6c24c3ab-3b70-4299-8847-f69cff3ec374"] }, Open ]], Cell["Here are the results of 10 measurements on the same state.", \ @@ -912,7 +910,7 @@ Cell[BoxData[{ "\"\\"", ",", " ", "\"\\""}], "}"}]}], "}"}]}]}], "]"}], "//", "Panel"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1641841712,ExpressionUUID->"62759c1a-bd05-4817-854e-2760f264b45e"], Cell[BoxData[ @@ -925,63 +923,116 @@ Cell[BoxData[ TagBox["\<\"Outcome\"\>", HoldForm]}, { - RowBox[{"\[ImaginaryI]", " ", - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> - 0|>]]}], "1"}, + RowBox[{ + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0|>]], + SqrtBox["2"]], "+", + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1|>]], + SqrtBox["2"]]}], "0"}, { - RowBox[{"\[ImaginaryI]", " ", - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> - 0|>]]}], "1"}, + RowBox[{ + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0|>]], + SqrtBox["2"]], "+", + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1|>]], + SqrtBox["2"]]}], "0"}, { RowBox[{ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -990,61 +1041,89 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}], "0"}, { - RowBox[{"\[ImaginaryI]", " ", - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> - 0|>]]}], "1"}, + RowBox[{ + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 0|>]], + SqrtBox["2"]], "+", + FractionBox[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1|>]], + SqrtBox["2"]]}], "0"}, { RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0|>]]}], "1"}, @@ -1053,19 +1132,20 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -1074,19 +1154,20 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -1097,19 +1178,20 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -1118,19 +1200,20 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -1140,19 +1223,20 @@ Cell[BoxData[ RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0|>]]}], "1"}, @@ -1161,19 +1245,20 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -1182,19 +1267,20 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> @@ -1204,19 +1290,20 @@ Cell[BoxData[ RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0|>]]}], "1"} @@ -1237,8 +1324,8 @@ Cell[BoxData[ BoxForm`e$, TableHeadings -> { None, {"Post-measurement staet", "Outcome"}}]]]]], "Output", - CellLabel->"Out[6]=", - CellID->1339375864,ExpressionUUID->"b25ab02f-b4fc-45c3-93be-192bdbcd32df"] + CellLabel->"Out[7]=", + CellID->976526839,ExpressionUUID->"66870758-bcc6-4c1f-8e23-1fe46a6eebd9"] }, Open ]], Cell[CellGroupData[{ @@ -1286,79 +1373,82 @@ Cell[BoxData[ RowBox[{"x", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 0|>]]}], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 0|>]], "+", RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 1|>]]}]}]], "Output", CellLabel->"Out[1]=", - CellID->1349937487,ExpressionUUID->"7c1b8760-d298-4f78-b072-69ec047558f9"] + CellID->1026071606,ExpressionUUID->"36400cfb-c28a-41f8-94c8-b14698c9e9b3"] }, Open ]], Cell[CellGroupData[{ @@ -1375,67 +1465,68 @@ Cell[BoxData[ Cell[BoxData[ TemplateBox[{ - "Measurement", "nonum", + "Measurement", "num", "\"Probability half is assumed for a state without explicitly numeric \ -coefficients.\"", 2, 220, 9, 33934087073501331783, "Local", "Q3`Measurement"}, - +coefficients.\"", 2, 181, 22, 18667410973663271371, "Local", "Q3`Measurement"}, "MessageTemplate2"]], "Message", "MSG", CellLabel->"During evaluation of In[2]:=", - CellID->1348869055,ExpressionUUID->"b08a29ed-2192-4597-b42d-180610d8662f"], + CellID->1966424482,ExpressionUUID->"39cbaaca-b355-4332-aceb-89e25cf5b997"], Cell[BoxData[ RowBox[{ RowBox[{"x", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 0|>]]}], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 0|>]]}]], "Output", CellLabel->"Out[2]=", - CellID->1604829653,ExpressionUUID->"3bbf7b5a-6ad4-46a0-97a4-ed499537d200"] + CellID->2070425291,ExpressionUUID->"0d6306e5-c19f-45af-81a3-93c585214491"] }, Open ]], Cell["This is equivalent to the above.", "ExampleText", @@ -1455,66 +1546,42 @@ Cell[BoxData[ Cell[BoxData[ TemplateBox[{ - "Measurement", "nonum", + "Measurement", "num", "\"Probability half is assumed for a state without explicitly numeric \ -coefficients.\"", 2, 221, 10, 33934087073501331783, "Local", "Q3`Measurement"}, +coefficients.\"", 2, 182, 23, 18667410973663271371, "Local", "Q3`Measurement"}, "MessageTemplate2"]], "Message", "MSG", CellLabel->"During evaluation of In[3]:=", - CellID->121402560,ExpressionUUID->"df8e2656-78fa-446b-a004-6bbb89e739ae"], + CellID->1150213976,ExpressionUUID->"6af16ba0-8050-4dae-80a8-c433b6a07ed9"], Cell[BoxData[ - RowBox[{ - RowBox[{"x", " ", - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> - 0, $CellContext`S[3, Q3`$] -> 0|>]]}], "+", + RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> - 1, $CellContext`S[3, Q3`$] -> 0|>]]}]], "Output", + Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1|>]]}]], "Output", CellLabel->"Out[3]=", - CellID->303361270,ExpressionUUID->"ba663faa-ab96-4ba8-a831-8fe5985db2c6"] + CellID->2145987985,ExpressionUUID->"086fc705-1fb1-4d65-b465-dcf3fe41dc0a"] }, Open ]] }, Open ]], @@ -1527,9 +1594,16 @@ Cell[BoxData[ $Line = 0; Null]], "ExampleDelimiter", CellID->59992257,ExpressionUUID->"d0506e5c-edad-4f62-a6ce-ff4e7e000924"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1905960784,ExpressionUUID->"cd03e45d-cfd6-4a59-bbec-8c1ee401ed9c"], + Cell["\<\ -\[LineSeparator]Typically, the measurement is in the computational basis, and \ -thus such measurement is not labelled.\ +Typically, the measurement is in the computational basis, and thus such \ +measurement is not labelled.\ \>", "ExampleText", CellID->1910380294,ExpressionUUID->"0b12690d-01b4-4682-9714-5773fb96397c"], @@ -1546,7 +1620,7 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"1", ",", "3"}], "]"}]}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->1699725537,ExpressionUUID->"b86ae8f7-701d-4872-856e-4464dfab1c9f"], Cell[BoxData[ @@ -1554,38 +1628,34 @@ Cell[BoxData[ GraphicsBox[{ {Dashing[{Small, Small}], LineBox[{{{3, -1}, {4, -1}}}]}, LineBox[{{{0, -1}, {3, -1}}}], {}, { - {GrayLevel[1], EdgeForm[None], RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, - LineBox[{{0.6, -1.4}, {1.4, -1.4}, {1.4, -0.6}, {0.6, -0.6}, { - 0.6, -1.4}}], InsetBox[ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, FontSize->Scaled[0.1], FontWeight->"Light", - FontSlant->Italic], {1, -1}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, {{ - {GrayLevel[1], EdgeForm[None], RectangleBox[{2.6, -1.4}, {3.4, -0.6}]}, - LineBox[{{2.6, -1.4}, {3.4, -1.4}, {3.4, -0.6}, {2.6, -0.6}, { - 2.6, -1.4}}]}, + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -1.4}, {3.4, -0.6}]}, CircleBox[{3, -1.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, 2.6179938779914944`}]], LineBox[{{3, -1.2}, {3.24, -0.76}}]}}, AxesStyle->Large, FrameStyle->Large, - ImagePadding->{{23.400000000000002`, 23.400000000000002`}, {1, 1}}, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, ImageSize->190.79999999999998`, - PlotRange->NCache[{Full, { - Rational[-3, 2], - Rational[-1, 2]}}, {Full, {-1.5, -0.5}}], + PlotRange->{{0, 4}, {-1.5, -0.5}}, PlotRangePadding->Scaled[0.025]], Q3`QuantumCircuit[ - Q3`QuantumCircuitIn[ + Q3`PortIn[ Ket[<||>]], $CellContext`S[1, 6], 1, Q3`Measurement[ $CellContext`S[1, 3]]]]], "Output", - CellLabel->"Out[1]=", - CellID->846177453,ExpressionUUID->"5af816f2-77f3-482d-9fbc-e563cdb6c723"] + CellLabel->"Out[2]=", + CellID->2047951998,ExpressionUUID->"08e15fc8-9a2e-43dd-a3e0-3dfb8e44daba"] }, Open ]], Cell[CellGroupData[{ @@ -1596,7 +1666,7 @@ Cell[BoxData[ RowBox[{"out", "=", RowBox[{"Elaborate", "[", "qc", "]"}]}], ",", "10"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->918271975,ExpressionUUID->"59c73622-125a-496c-8963-8db050239c25"], Cell[BoxData[ @@ -1604,116 +1674,126 @@ Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], ",", - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], ",", - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], ",", + Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 0|>]]}], "}"}]], "Output", - CellLabel->"Out[2]=", - CellID->224680296,ExpressionUUID->"6d91c18f-1796-402d-aa06-7721941b4ace"] + Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], ",", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`S[1, Q3`$] -> 1|>]]}], "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->702640124,ExpressionUUID->"aebafea1-ffa2-4cce-aa1c-6d6d6cc5b182"] }, Open ]], Cell["\<\ @@ -1737,7 +1817,7 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"1", ",", "1"}], "]"}]}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->681285871,ExpressionUUID->"0173a4b0-d300-4955-8d8a-32dbf56ea3db"], Cell[BoxData[ @@ -1745,26 +1825,21 @@ Cell[BoxData[ GraphicsBox[{ {Dashing[{Small, Small}], LineBox[{{{3, -1}, {4, -1}}}]}, LineBox[{{{0, -1}, {3, -1}}}], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.08000000000000002], - FontWeight->"Light"], {-0.1, -1}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], { - {GrayLevel[1], EdgeForm[None], RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, - LineBox[{{0.6, -1.4}, {1.4, -1.4}, {1.4, -0.6}, {0.6, -0.6}, { - 0.6, -1.4}}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -1.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, FontSize->Scaled[0.1], FontWeight->"Light", - FontSlant->Italic], {1, -1}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, {{ - {GrayLevel[1], EdgeForm[None], RectangleBox[{2.6, -1.4}, {3.4, -0.6}]}, - LineBox[{{2.6, -1.4}, {3.4, -1.4}, {3.4, -0.6}, {2.6, -0.6}, { - 2.6, -1.4}}]}, InsetBox[ + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -1.4}, {3.4, -0.6}]}, InsetBox[ StyleBox["\<\"X\"\>", StripOnInput->False, FontSize->Scaled[0.1], @@ -1775,20 +1850,18 @@ Cell[BoxData[ 2.6179938779914944`}]], LineBox[{{3, -1.2}, {3.24, -0.76}}]}}, AxesStyle->Large, FrameStyle->Large, - ImagePadding->{{23.400000000000002`, 23.400000000000002`}, {1, 1}}, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, ImageSize->190.79999999999998`, - PlotRange->NCache[{Full, { - Rational[-3, 2], - Rational[-1, 2]}}, {Full, {-1.5, -0.5}}], + PlotRange->{{0, 4}, {-1.5, -0.5}}, PlotRangePadding->Scaled[0.025]], Q3`QuantumCircuit[ - Q3`QuantumCircuitIn[ + Q3`PortIn[ Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], $CellContext`S[1, 6], 1, Q3`Measurement[ $CellContext`S[1, 1]]]]], "Output", - CellLabel->"Out[3]=", - CellID->794255930,ExpressionUUID->"abe563dd-7093-4213-ab41-b050c52dd1d0"] + CellLabel->"Out[4]=", + CellID->1781963682,ExpressionUUID->"2ddc06b0-eeb1-419c-985a-ae971cb1df46"] }, Open ]], Cell[CellGroupData[{ @@ -1802,7 +1875,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"TableForm", "[", "out", "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->1716065348,ExpressionUUID->"9c2580ee-8e65-41c8-a31d-5e1b2f3baeb9"], Cell[BoxData[ @@ -1813,26 +1886,28 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -1841,26 +1916,28 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -1869,26 +1946,28 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -1897,26 +1976,28 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -1925,26 +2006,28 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1|>]], SqrtBox["2"]]}]} @@ -1960,8 +2043,8 @@ Cell[BoxData[ Column], Function[BoxForm`e$, TableForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//TableForm=", - CellID->1340745461,ExpressionUUID->"55e7dcc7-11b0-42d2-8691-c413054a9075"] + CellLabel->"Out[5]//TableForm=", + CellID->60037664,ExpressionUUID->"49ea5ac1-ef52-43c6-b345-c0110834e0c8"] }, Open ]], Cell["\<\ @@ -1993,7 +2076,7 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"2", ",", "1"}], "]"}]}], "]"}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1095625102,ExpressionUUID->"e5df10a5-2ba0-402f-a11a-fd5a22eecbcb"], Cell[BoxData[ @@ -2001,39 +2084,30 @@ Cell[BoxData[ GraphicsBox[{ {Dashing[{Small, Small}], LineBox[{}]}, LineBox[{{{0, -1}, {5, -1}}, {{0, -2}, {5, -2}}}], {InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.06400000000000002], - FontWeight->"Light"], {-0.1, -1}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.06400000000000002], - FontWeight->"Light"], {-0.1, -2}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]]}, { - {GrayLevel[1], EdgeForm[None], RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, - LineBox[{{0.6, -1.4}, {1.4, -1.4}, {1.4, -0.6}, {0.6, -0.6}, { - 0.6, -1.4}}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -1.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -2.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, FontSize->Scaled[0.08000000000000002], FontWeight->"Light", - FontSlant->Italic], {1, -1}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, {LineBox[{{2, -1}, {2, -2}}], + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -1}, {2, -2}}], DiskBox[{2, -1}, 0.09], {CircleBox[{2, -2}, 0.26666666666666666], LineBox[{{{1.7333333333333334`, -2}, {2.2666666666666666`, -2}}, {{ 2, -2.2666666666666666`}, {2, -1.7333333333333334`}}}]}}, {{ LineBox[{{3.955, -1}, {3.955, -2}}], - LineBox[{{4.045, -1}, {4.045, -2}}]}, {{{ - {GrayLevel[1], EdgeForm[None], - RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, - LineBox[{{3.6, -1.4}, {4.4, -1.4}, {4.4, -0.6}, {3.6, -0.6}, { - 3.6, -1.4}}]}, InsetBox[ + LineBox[{{4.045, -1}, {4.045, -2}}]}, {{ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, InsetBox[ StyleBox["\<\"X\"\>", StripOnInput->False, FontSize->Scaled[0.08000000000000002], @@ -2041,11 +2115,9 @@ Cell[BoxData[ FontSlant->Italic], {4.52, -1}, ImageScaled[{0, 0}]], CircleBox[{4, -1.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{4, -1.2}, {4.24, -0.76}}]}, {{ - {GrayLevel[1], EdgeForm[None], - RectangleBox[{3.6, -2.4}, {4.4, -1.6}]}, - LineBox[{{3.6, -2.4}, {4.4, -2.4}, {4.4, -1.6}, {3.6, -1.6}, { - 3.6, -2.4}}]}, InsetBox[ + 2.6179938779914944`}]], LineBox[{{4, -1.2}, {4.24, -0.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -2.4}, {4.4, -1.6}]}, InsetBox[ StyleBox["\<\"X\"\>", StripOnInput->False, FontSize->Scaled[0.08000000000000002], @@ -2056,25 +2128,22 @@ Cell[BoxData[ 2.6179938779914944`}]], LineBox[{{4, -2.2}, {4.24, -1.76}}]}}}}, AxesStyle->Large, FrameStyle->Large, - ImagePadding->{{23.400000000000002`, 23.400000000000002`}, {1, 1}}, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, ImageSize->226.79999999999998`, - PlotRange->NCache[{Full, { - Rational[-5, 2], - Rational[-1, 2]}}, {Full, {-2.5, -0.5}}], + PlotRange->{{0, 5}, {-2.5, -0.5}}, PlotRangePadding->Scaled[0.025]], Q3`QuantumCircuit[ - Q3`QuantumCircuitIn[ + Q3`PortIn[ Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], $CellContext`S[1, 6], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[2, Q3`$]}], 1, Q3`Measurement[ Q3`Multiply[ $CellContext`S[1, 1], $CellContext`S[2, 1]]]]]], "Output", - CellLabel->"Out[5]=", - CellID->1715950419,ExpressionUUID->"d6183de7-58ac-4d45-b7bb-2b839ec71dd7"] + CellLabel->"Out[6]=", + CellID->1871828664,ExpressionUUID->"dab83129-2cc4-4da2-98e2-991efb33baaa"] }, Open ]], Cell[CellGroupData[{ @@ -2088,7 +2157,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"TableForm", "[", "out", "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->673273224,ExpressionUUID->"a3149bf7-376e-4c21-b3c5-6229fc4d75b5"], Cell[BoxData[ @@ -2099,38 +2168,40 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -2139,38 +2210,40 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -2179,38 +2252,40 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -2219,38 +2294,40 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]}, @@ -2259,38 +2336,40 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], SqrtBox["2"]], "+", FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1|>]], SqrtBox["2"]]}]} @@ -2306,8 +2385,8 @@ Cell[BoxData[ Column], Function[BoxForm`e$, TableForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[6]//TableForm=", - CellID->573129562,ExpressionUUID->"e0f7c177-9fd7-49f3-9925-69619eb6e42d"] + CellLabel->"Out[7]//TableForm=", + CellID->490037578,ExpressionUUID->"10e30fa3-7c9e-4614-93ec-8bc8c4ec6789"] }, Open ]], Cell["\<\ @@ -2322,34 +2401,32 @@ Cell[BoxData[ RowBox[{"mm", "=", RowBox[{"Measurements", "[", "qc", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", + CellLabel->"In[8]:=", CellID->1305283679,ExpressionUUID->"e0684c73-5d7d-4331-b831-461bc5f17408"], Cell[BoxData[ RowBox[{"{", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, "Subsuperscript", SyntaxForm -> - SubsuperscriptBox], + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], $CellContext`S[1, 1]], InterpretationBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"], - TemplateBox[{"\"x\""}, "RowDefault"]}, "Subsuperscript", SyntaxForm -> - SubsuperscriptBox], - $CellContext`S[2, 1]]}, "RowDefault"]}, + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"X\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + $CellContext`S[2, 1]]}, "RowWithSeparators"]}, "RowDefault"], Q3`Multiply[ $CellContext`S[1, 1], $CellContext`S[2, 1]]], "}"}]], "Output", - CellLabel->"Out[7]=", - CellID->1171048129,ExpressionUUID->"e9b86038-f39b-44d4-80d6-68011a6f6972"] + CellLabel->"Out[8]=", + CellID->988440539,ExpressionUUID->"efe33073-53b5-4782-b862-2601b2c4e7f8"] }, Open ]] }, Open ]], @@ -2362,6 +2439,13 @@ Cell[BoxData[ $Line = 0; Null]], "ExampleDelimiter", CellID->585197025,ExpressionUUID->"4f438ce4-2f1e-462f-a8dd-6a3a42df61d7"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1810676622,ExpressionUUID->"a3444aca-3e98-49ca-9790-07a062d0ff15"], + Cell["\<\ Here is another example with a vector with numeric coefficients.\ \>", "ExampleText", @@ -2371,7 +2455,7 @@ Cell[BoxData[ RowBox[{"Let", "[", RowBox[{"Qubit", ",", "S"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->2028436802,ExpressionUUID->"68fa8f35-c7c5-4f7e-9a04-5978309bd579"], Cell[CellGroupData[{ @@ -2396,7 +2480,7 @@ Cell[BoxData[ RowBox[{"2", ",", "3", ",", "5"}], "}"}], "]"}], "\[Rule]", "1"}], "]"}]}]}], ")"}], "/", "3"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->572766723,ExpressionUUID->"e7a65c46-6d4a-45ac-9172-c12c3585136f"], Cell[BoxData[ @@ -2406,19 +2490,20 @@ Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 1|>]], "+", @@ -2426,30 +2511,31 @@ Cell[BoxData[ SqrtBox["2"], " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"5"}, "RowDefault"]], - $CellContext`S[5, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "5"}, "RowWithSeparators"]], + $CellContext`S[5, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> 1|>]]}]}], ")"}]}]], "Output", - CellLabel->"Out[2]=", - CellID->707364873,ExpressionUUID->"f88c9ea7-9196-4a6f-ab83-6ec8879b3697"] + CellLabel->"Out[3]=", + CellID->466234982,ExpressionUUID->"94d18512-d433-4e52-8efb-690b31924c3a"] }, Open ]], Cell[CellGroupData[{ @@ -2460,7 +2546,7 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"5", ",", "3"}], "]"}], "]"}], "[", "vec", "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->281557231,ExpressionUUID->"1b206d0a-1c0d-48cf-bca0-cbdb78099765"], Cell[BoxData[ @@ -2472,31 +2558,32 @@ Cell[BoxData[ FractionBox["1", "3"], ",", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"5"}, "RowDefault"]], - $CellContext`S[5, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "5"}, "RowWithSeparators"]], + $CellContext`S[5, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> 0|>]]}], @@ -2508,37 +2595,38 @@ Cell[BoxData[ RowBox[{"\[ImaginaryI]", " ", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"5"}, "RowDefault"]], - $CellContext`S[5, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "5"}, "RowWithSeparators"]], + $CellContext`S[5, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> 1|>]]}]}], "}"}]}]}], "\[RightAssociation]"}]], "Output", - CellLabel->"Out[3]=", - CellID->1378297158,ExpressionUUID->"62738a93-1f28-414b-af7d-bc821fe3d886"] + CellLabel->"Out[4]=", + CellID->740994479,ExpressionUUID->"4dea50ee-945b-4116-960b-34bfb0378dbc"] }, Open ]], Cell[CellGroupData[{ @@ -2554,47 +2642,49 @@ Cell[BoxData[{ RowBox[{"S", "[", RowBox[{"5", ",", "3"}], "]"}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->1858495878,ExpressionUUID->"9d0a97ee-d09f-4016-b57d-7e68a21bfc0f"], Cell[BoxData[ - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"5"}, "RowDefault"]], - $CellContext`S[5, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> - 0, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> - 0|>]]], "Output", - CellLabel->"Out[4]=", - CellID->431008797,ExpressionUUID->"b435e5d2-083e-43ba-ab1b-cff07d2852a3"], + RowBox[{"\[ImaginaryI]", " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "5"}, "RowWithSeparators"]], + $CellContext`S[5, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> + 1|>]]}]], "Output", + CellLabel->"Out[5]=", + CellID->1104879563,ExpressionUUID->"afbf4b57-2cac-40c6-bd38-6e2f6459ba0d"], -Cell[BoxData["0"], "Output", - CellLabel->"Out[4]=", - CellID->502509848,ExpressionUUID->"a02790b2-e40a-4c5f-bf79-c587fed0368c"] +Cell[BoxData["1"], "Output", + CellLabel->"Out[5]=", + CellID->419719732,ExpressionUUID->"3cf29915-dfcb-40ad-b3dd-c15bbf8bd42e"] }, Open ]], Cell[CellGroupData[{ @@ -2610,43 +2700,45 @@ Cell[BoxData[ RowBox[{"2", ",", "3"}], "]"}]}], "}"}], "]"}], "[", "vec", "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1124322003,ExpressionUUID->"148cb7d7-7bcf-42ea-984d-2de8a9630997"], Cell[BoxData[ - InterpretationBox[ - TemplateBox[{ - TemplateBox[{ - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], - SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"5"}, "RowDefault"]], - $CellContext`S[5, Q3`$]]]}, "RowDefault"]}, - "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> - 0, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> - 0|>]]], "Output", - CellLabel->"Out[5]=", - CellID->1999797931,ExpressionUUID->"27fdfe33-462b-4f54-818b-f951c2d57817"] + RowBox[{"\[ImaginaryI]", " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "5"}, "RowWithSeparators"]], + $CellContext`S[5, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[5, Q3`$] -> + 1|>]]}]], "Output", + CellLabel->"Out[6]=", + CellID->225520226,ExpressionUUID->"ffd54694-95b6-4a53-9be3-55b693766bab"] }, Open ]], Cell[CellGroupData[{ @@ -2671,11 +2763,11 @@ Cell[BoxData[{ "]"}], "\[IndentingNewLine]", RowBox[{"Histogram", "[", "data", "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1491064822,ExpressionUUID->"a73c73df-d70c-40f1-8693-5d491308d6c5"], -Cell[BoxData["7.810951`"], "EchoTiming", - CellID->1992421051,ExpressionUUID->"b22cdf6d-3bbb-4247-9199-0ffbd13e393d"], +Cell[BoxData["4.991182`"], "EchoTiming", + CellID->1689184991,ExpressionUUID->"7c7d36fd-7f35-4d38-9ce0-9989d5ff4181"], Cell[BoxData[ GraphicsBox[{ @@ -2694,16 +2786,16 @@ Cell[BoxData[ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], - RectangleBox[{-0.5, 0}, {0.5, 662.}, "RoundingRadius" -> 0]}, + RectangleBox[{-0.5, 0}, {0.5, 674.}, "RoundingRadius" -> 0]}, - ImageSizeCache->{{68.63461538461537, - 313.94230769230774`}, {-11.881065845201988`, 142.2752095864843}}], + ImageSizeCache->{{68.6346153846154, + 313.94230769230774`}, {-16.08213692917039, 142.27520958648435`}}], "DelayedMouseEffectStyle"], - StatusArea[#, 662]& , - TagBoxNote->"662"], - StyleBox["662", {}, StripOnInput -> False]], + StatusArea[#, 674]& , + TagBoxNote->"674"], + StyleBox["674", {}, StripOnInput -> False]], Annotation[#, - Style[662, {}], "Tooltip"]& ], + Style[674, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ @@ -2715,16 +2807,16 @@ Cell[BoxData[ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], - RectangleBox[{0.5, 0}, {1.5, 1338.}, "RoundingRadius" -> 0]}, + RectangleBox[{0.5, 0}, {1.5, 1326.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{313.44230769230774`, - 558.75}, {-168.78686976033785`, 142.2752095864843}}], + 558.7500000000001}, {-168.7868697603379, 142.27520958648435`}}], "DelayedMouseEffectStyle"], - StatusArea[#, 1338]& , - TagBoxNote->"1338"], - StyleBox["1338", {}, StripOnInput -> False]], + StatusArea[#, 1326]& , + TagBoxNote->"1326"], + StyleBox["1326", {}, StripOnInput -> False]], Annotation[#, - Style[1338, {}], "Tooltip"]& ]}, {}, {}}, {{}, {}}}, + Style[1326, {}], "Tooltip"]& ]}, {}, {}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{False, False}, AxesLabel->{None, None}, @@ -2744,8 +2836,8 @@ Cell[BoxData[ Scaled[0.025]}, {None, Scaled[0.025]}}, Ticks->{Automatic, Automatic}]], "Output", - CellLabel->"Out[6]=", - CellID->908096486,ExpressionUUID->"72361bda-6fa3-4c21-90b4-6281a0da415c"] + CellLabel->"Out[7]=", + CellID->398330397,ExpressionUUID->"04a4b60f-f2dd-4557-8d16-fdfd78124051"] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[ @@ -2779,14 +2871,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"b0375fa4-1cbb-4c4c-a4a5-423c8ea6984d"], + ExpressionUUID->"cff35b84-6e69-49e7-8776-1c8441be9cf0"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"b2b91384-c0c3-41f8-b6b3-cfff067ca7bd"], + "Spacer1"]],ExpressionUUID->"61c665e2-9036-4027-9d20-bfa25c925b38"], "Scope", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "241d258b-8094-4e5b-8e8e-468243a789d0"] + "84e5466c-2d0d-44bb-be92-304fca9e6183"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -2819,24 +2911,31 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"faef506c-326c-4bef-be06-ea7d4e4b480e"], + ExpressionUUID->"d50a7288-e59f-4329-a2c5-4154e7b8eb75"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"c8f47a30-bcfa-4baa-a4d4-9d7f02d131e2"], + "Spacer1"]],ExpressionUUID->"9a69032b-46b8-4dca-a58f-35912d9337d4"], "Matrix", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "5e2e2989-1a0f-4eed-b211-a7cda9cd3fd5"] + "77a8b7ff-4f15-4108-aa3e-a6d21d865de0"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, CellID->1890283824,ExpressionUUID->"42b7f7e3-6327-4c6d-ab84-3e88da710b62"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1324707931,ExpressionUUID->"e9deb6fb-2648-4ed9-9fe0-5a250516d395"], + Cell[BoxData[ RowBox[{"Let", "[", RowBox[{"Qubit", ",", "S"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->265361606,ExpressionUUID->"ae09cb75-4a6f-4107-bfa3-76735859113b"], Cell[CellGroupData[{ @@ -2847,20 +2946,19 @@ Cell[BoxData[ RowBox[{"S", "[", RowBox[{"1", ",", "3"}], "]"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->842197332,ExpressionUUID->"70b10bc6-8cd9-4c7a-a9f5-e3b763b3b489"], Cell[BoxData[ RowBox[{"Measurement", "[", InterpretationBox[ - TemplateBox[{ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"], - TemplateBox[{"\"z\""}, "RowDefault"]}, + TemplateBox[{"S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"Z\""}, "RowWithSeparators"]}, "Subsuperscript"], $CellContext`S[1, 3]], "]"}]], "Output", - CellLabel->"Out[2]=", - CellID->502411051,ExpressionUUID->"8cdbb611-bf9e-49e9-818b-1fcdc9db15ae"] + CellLabel->"Out[3]=", + CellID->1263971973,ExpressionUUID->"19f0dffa-0eee-4fe7-b6c6-5ba42a913c8a"] }, Open ]], Cell[CellGroupData[{ @@ -2873,7 +2971,7 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "2"}], "}"}]}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->672372327,ExpressionUUID->"5de7fc4a-9e9c-4e10-b775-ff722e1c4149"], Cell[BoxData[ @@ -3087,8 +3185,8 @@ mDm4xAFZw8T0 Editable->False, SelectWithContents->True, Selectable->False], "]"}]], "Output", - CellLabel->"Out[3]=", - CellID->1908317433,ExpressionUUID->"d532fc5a-7358-4db6-b228-9b4ef5a36dc0"] + CellLabel->"Out[4]=", + CellID->475923058,ExpressionUUID->"9c9e8c17-21b6-4ff7-a94a-79d11d85e2c1"] }, Open ]], Cell[CellGroupData[{ @@ -3114,55 +3212,57 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"in", "//", "Normal"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->1661455683,ExpressionUUID->"eca0e317-829f-440f-9ff6-069d8443acf1"], Cell[BoxData[ RowBox[{ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0|>]], "+", InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1|>]]}]], "Output", - CellLabel->"Out[4]=", - CellID->1952907312,ExpressionUUID->"2a8b3bad-e87b-429e-8505-1fa74a03b653"], + CellLabel->"Out[5]=", + CellID->1785442776,ExpressionUUID->"9bd58ef2-0df2-4c6b-a3f6-155d6963522d"], Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "0", ",", "0", ",", "1"}], "}"}]], "Output", - CellLabel->"Out[4]=", - CellID->373132036,ExpressionUUID->"e04698f4-b05a-4233-901d-d851c3719e8b"] + CellLabel->"Out[5]=", + CellID->1147736701,ExpressionUUID->"bb3d5d6a-c6bc-43d6-ac67-dac2c31631ae"] }, Open ]], Cell[CellGroupData[{ @@ -3175,17 +3275,17 @@ Cell[BoxData[ RowBox[{"new", "[", "in", "]"}]}], ";", RowBox[{"Readout", "[", "new", "]"}]}], ",", "20"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1735838196,ExpressionUUID->"38bd6499-5d16-4262-8587-134f0c5f0d57"], Cell[BoxData[ RowBox[{"{", RowBox[{ - "1", ",", "0", ",", "0", ",", "1", ",", "1", ",", "0", ",", "0", ",", "1", - ",", "1", ",", "1", ",", "0", ",", "1", ",", "1", ",", "1", ",", "0", ",", - "1", ",", "0", ",", "0", ",", "1", ",", "1"}], "}"}]], "Output", - CellLabel->"Out[5]=", - CellID->1966692819,ExpressionUUID->"db9bed3a-bbf8-417a-9132-d7c09fe02caf"] + "1", ",", "1", ",", "1", ",", "0", ",", "0", ",", "1", ",", "0", ",", "0", + ",", "1", ",", "1", ",", "1", ",", "0", ",", "1", ",", "0", ",", "1", ",", + "1", ",", "1", ",", "1", ",", "1", ",", "1"}], "}"}]], "Output", + CellLabel->"Out[6]=", + CellID->1005724313,ExpressionUUID->"d2dc0599-472a-4b03-9593-587cd0bfee0a"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, @@ -3221,19 +3321,26 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"e54354af-8e1c-496e-aacc-f80803400ef2"], + ExpressionUUID->"6952a5d3-baf8-4d6c-9e38-1ece82fab03e"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"5690532b-1c4c-4da3-a41e-7a387b59faa7"], + "Spacer1"]],ExpressionUUID->"fe3f8fd4-e286-43c0-b5a1-56fcf28f65be"], "Generalizations & Extensions", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(2)", "ExampleCount",ExpressionUUID-> - "067981d1-604e-4896-8d94-10979c7e1bd8"] + "561acf61-bb31-4bd3-aa94-06e081db7d59"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, CellID->1020263627,ExpressionUUID->"15ff9aac-d43a-4c5d-ac7d-939fb594955d"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->82790486,ExpressionUUID->"d0fae59e-a49d-4539-8818-4b8d3a8d9d2f"], + Cell["Consider a quantum circuit containing measurements.", "ExampleText", CellID->122640262,ExpressionUUID->"6a49f562-8b08-41b0-b16d-e6053fabd934"], @@ -3264,7 +3371,7 @@ Cell[BoxData[ RowBox[{"1", ",", "2", ",", "3"}], "}"}], ",", "3"}], "]"}], "]"}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->1295575655,ExpressionUUID->"6da69d14-0741-4454-a992-108d730d49e0"], Cell[BoxData[ @@ -3274,87 +3381,70 @@ Cell[BoxData[ LineBox[{{{4, -1}, {5, -1}}, {{4, -2}, {5, -2}}, {{4, -3}, {5, -3}}}]}, LineBox[{{{0, -1}, {4, -1}}, {{0, -2}, {4, -2}}, {{0, -3}, {4, -3}}}], { InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.06400000000000002], - FontWeight->"Light"], {-0.1, -1}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.06400000000000002], - FontWeight->"Light"], {-0.1, -2}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.06400000000000002], - FontWeight->"Light"], {-0.1, -3}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]]}, { - {GrayLevel[1], EdgeForm[None], RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, - LineBox[{{0.6, -1.4}, {1.4, -1.4}, {1.4, -0.6}, {0.6, -0.6}, { - 0.6, -1.4}}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -1.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -2.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -3.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, FontSize->Scaled[0.08000000000000002], FontWeight->"Light", - FontSlant->Italic], {1, -1}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, {LineBox[{{2, -1}, {2, -2}}], + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -1}, {2, -2}}], DiskBox[{2, -1}, 0.09], {CircleBox[{2, -2}, 0.26666666666666666], LineBox[{{{1.7333333333333334`, -2}, {2.2666666666666666`, -2}}, {{ 2, -2.2666666666666666`}, {2, -1.7333333333333334`}}}]}}, { LineBox[{{3, -1}, {3, -3}}], DiskBox[{3, -1}, 0.09], {CircleBox[{3, -3}, 0.26666666666666666], LineBox[{{{2.7333333333333334`, -3}, {3.2666666666666666`, -3}}, {{ - 3, -3.2666666666666666`}, {3, -2.7333333333333334`}}}]}}, {{{ - {GrayLevel[1], EdgeForm[None], RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, - LineBox[{{3.6, -1.4}, {4.4, -1.4}, {4.4, -0.6}, {3.6, -0.6}, { - 3.6, -1.4}}]}, + 3, -3.2666666666666666`}, {3, -2.7333333333333334`}}}]}}, {{ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, CircleBox[{4, -1.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{4, -1.2}, {4.24, -0.76}}]}, {{ - {GrayLevel[1], EdgeForm[None], RectangleBox[{3.6, -2.4}, {4.4, -1.6}]}, - LineBox[{{3.6, -2.4}, {4.4, -2.4}, {4.4, -1.6}, {3.6, -1.6}, { - 3.6, -2.4}}]}, + 2.6179938779914944`}]], LineBox[{{4, -1.2}, {4.24, -0.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -2.4}, {4.4, -1.6}]}, CircleBox[{4, -2.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{4, -2.2}, {4.24, -1.76}}]}, {{ - {GrayLevel[1], EdgeForm[None], RectangleBox[{3.6, -3.4}, {4.4, -2.6}]}, - LineBox[{{3.6, -3.4}, {4.4, -3.4}, {4.4, -2.6}, {3.6, -2.6}, { - 3.6, -3.4}}]}, + 2.6179938779914944`}]], LineBox[{{4, -2.2}, {4.24, -1.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -3.4}, {4.4, -2.6}]}, CircleBox[{4, -3.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, 2.6179938779914944`}]], LineBox[{{4, -3.2}, {4.24, -2.76}}]}}}, AxesStyle->Large, FrameStyle->Large, - ImagePadding->{{23.400000000000002`, 23.400000000000002`}, {1, 1}}, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, ImageSize->226.79999999999998`, - PlotRange->NCache[{Full, { - Rational[-7, 2], - Rational[-1, 2]}}, {Full, {-3.5, -0.5}}], + PlotRange->{{0, 5}, {-3.5, -0.5}}, PlotRangePadding->Scaled[0.025]], Q3`QuantumCircuit[ - Q3`QuantumCircuitIn[ + Q3`PortIn[ Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 0|>]], $CellContext`S[1, 6], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[2, Q3`$]}], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[3, Q3`$]}], Q3`Measurement[{ $CellContext`S[1, 3], $CellContext`S[2, 3], $CellContext`S[3, 3]}]]]], "Output", - CellLabel->"Out[1]=", - CellID->2023447304,ExpressionUUID->"b386e7d7-1d41-4ae2-88ce-8eec440be77e"] + CellLabel->"Out[2]=", + CellID->219716664,ExpressionUUID->"4d03933e-598f-4c63-a354-e17e5eb3b09b"] }, Open ]], Cell["\<\ @@ -3374,42 +3464,43 @@ Cell[BoxData[{ RowBox[{"1", ",", "2", ",", "3"}], "}"}], ",", "3"}], "]"}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->258204153,ExpressionUUID->"8b6f8b32-fe39-44c6-a4a1-4f661d306718"], Cell[BoxData[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], - SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> - 0, $CellContext`S[3, Q3`$] -> 0|>]]], "Output", - CellLabel->"Out[2]=", - CellID->106824442,ExpressionUUID->"5ba872d5-4094-4d1b-a244-d8bfa26fa5dc"], + Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> + 1, $CellContext`S[3, Q3`$] -> 1|>]]], "Output", + CellLabel->"Out[3]=", + CellID->221494501,ExpressionUUID->"20a5a0f5-2673-44a9-b6ad-d876af743e15"], Cell[BoxData[ RowBox[{"{", - RowBox[{"0", ",", "0", ",", "0"}], "}"}]], "Output", - CellLabel->"Out[2]=", - CellID->102067802,ExpressionUUID->"a539e1b6-ad2a-4ae8-ad6b-741cab1b544a"] + RowBox[{"1", ",", "1", ",", "1"}], "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->1068918056,ExpressionUUID->"2a498b01-a916-4662-b931-9c27607fa6e0"] }, Open ]], Cell["\<\ @@ -3435,34 +3526,34 @@ Cell[BoxData[ RowBox[{"Readout", "[", "mm", "]"}]}], ",", "\[IndentingNewLine]", "10"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1188672150,ExpressionUUID->"dd64001d-7499-40f3-b678-55dcf88fced9"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", - RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", + RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", - RowBox[{"{", - RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", - RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", + RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", - RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", + RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", - RowBox[{"0", ",", "0", ",", "0"}], "}"}]}], "}"}]], "Output", - CellLabel->"Out[3]=", - CellID->1474788907,ExpressionUUID->"b7938938-78a7-4e2b-bc8e-8723b699946c"] + RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", + RowBox[{"{", + RowBox[{"1", ",", "1", ",", "1"}], "}"}]}], "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->794132838,ExpressionUUID->"330e4298-7d2c-45d6-bf7e-bfb4a8455a01"] }, Open ]], Cell[CellGroupData[{ @@ -3513,37 +3604,27 @@ Cell[BoxData[ {Dashing[{Small, Small}], LineBox[{}]}, LineBox[{{{0, -1}, {4, -1}}, {{0, -2}, {4, -2}}, {{0, -3}, {4, -3}}}], { InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.08000000000000002], - FontWeight->"Light"], {-0.1, -1}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.08000000000000002], - FontWeight->"Light"], {-0.1, -2}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.08000000000000002], - FontWeight->"Light"], {-0.1, -3}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]]}, { - {GrayLevel[1], EdgeForm[None], RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, - LineBox[{{0.6, -1.4}, {1.4, -1.4}, {1.4, -0.6}, {0.6, -0.6}, { - 0.6, -1.4}}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -1.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -2.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -3.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, FontSize->Scaled[0.1], FontWeight->"Light", - FontSlant->Italic], {1, -1}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, {LineBox[{{2, -1}, {2, -2}}], + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -1}, {2, -2}}], DiskBox[{2, -1}, 0.09], {CircleBox[{2, -2}, 0.26666666666666666], LineBox[{{{1.7333333333333334`, -2}, {2.2666666666666666`, -2}}, {{ 2, -2.2666666666666666`}, {2, -1.7333333333333334`}}}]}}, { @@ -3553,50 +3634,47 @@ Cell[BoxData[ 3, -3.2666666666666666`}, {3, -2.7333333333333334`}}}]}}}, AxesStyle->Large, FrameStyle->Large, - ImagePadding->{{23.400000000000002`, 23.400000000000002`}, {1, 1}}, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, ImageSize->190.79999999999998`, - PlotRange->NCache[{Full, { - Rational[-7, 2], - Rational[-1, 2]}}, {Full, {-3.5, -0.5}}], + PlotRange->{{0, 4}, {-3.5, -0.5}}, PlotRangePadding->Scaled[0.025]], Q3`QuantumCircuit[ - Q3`QuantumCircuitIn[ + Q3`PortIn[ Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 0|>]], $CellContext`S[1, 6], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[2, Q3`$]}], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[3, Q3`$]}]]]], "Output", CellLabel->"Out[1]=", - CellID->1272871599,ExpressionUUID->"53abbe4d-795d-420b-b880-365ffe664a30"], + CellID->1262430700,ExpressionUUID->"0a84e6e2-2896-4172-b6fa-32470b3d6bc2"], Cell[BoxData[ RowBox[{ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 0|>]], @@ -3604,31 +3682,32 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 1|>]], SqrtBox["2"]]}]], "Output", CellLabel->"Out[1]=", - CellID->2068356626,ExpressionUUID->"2fc8e201-cf9a-447d-9cf7-fb5018af99db"] + CellID->534342540,ExpressionUUID->"95e9e8b2-9eb1-4e9d-b45c-c62c197aacce"] }, Open ]], Cell[CellGroupData[{ @@ -3672,37 +3751,27 @@ Cell[BoxData[ {Dashing[{Small, Small}], LineBox[{}]}, LineBox[{{{0, -1}, {9, -1}}, {{0, -2}, {9, -2}}, {{0, -3}, {9, -3}}}], { InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.035555555555555556`], - FontWeight->"Light"], {-0.1, -1}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.035555555555555556`], - FontWeight->"Light"], {-0.1, -2}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]], InsetBox[ - StyleBox[ - TemplateBox[{"0"}, - "Ket"], - StripOnInput->False, - FontSize->Scaled[0.035555555555555556`], - FontWeight->"Light"], {-0.1, -3}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]]]}, { - {GrayLevel[1], EdgeForm[None], RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, - LineBox[{{0.6, -1.4}, {1.4, -1.4}, {1.4, -0.6}, {0.6, -0.6}, { - 0.6, -1.4}}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -1.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -2.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}], InsetBox[ + TemplateBox[{"0"}, + "Ket"], {-0.2, -3.}, NCache[ + ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, {1, + 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -1.4}, {1.4, -0.6}]}, InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, FontSize->Scaled[0.044444444444444446`], FontWeight->"Light", - FontSlant->Italic], {1, -1}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, {LineBox[{{2, -1}, {2, -2}}], + FontSlant->Italic], {1., -1.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {LineBox[{{2, -1}, {2, -2}}], DiskBox[{2, -1}, 0.09], {CircleBox[{2, -2}, 0.26666666666666666], LineBox[{{{1.7333333333333334`, -2}, {2.2666666666666666`, -2}}, {{ 2, -2.2666666666666666`}, {2, -1.7333333333333334`}}}]}}, { @@ -3713,68 +3782,55 @@ Cell[BoxData[ {Dashing[{0, Small}], LineBox[NCache[{{4, Rational[-7, 2]}, {4, Rational[-1, 2]}}, {{ 4, -3.5}, {4, -0.5}}]]}, { - {GrayLevel[1], EdgeForm[None], RectangleBox[{4.6, -2.4}, {5.4, -1.6}]}, - LineBox[{{4.6, -2.4}, {5.4, -2.4}, {5.4, -1.6}, {4.6, -1.6}, { - 4.6, -2.4}}], InsetBox[ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{4.6, -2.4}, {5.4, -1.6}]}, InsetBox[ StyleBox["\<\"X\"\>", StripOnInput->False, FontSize->Scaled[0.044444444444444446`], FontWeight->"Light", - FontSlant->Italic], {5, -2}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]]]}, + FontSlant->Italic], {5., -2.}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {Dashing[{0, Small}], LineBox[NCache[{{6, Rational[-7, 2]}, {6, Rational[-1, 2]}}, {{ 6, -3.5}, {6, -0.5}}]]}, {{LineBox[{{6.955, -1}, {6.955, -2}}], - LineBox[{{7.045, -1}, {7.045, -2}}]}, {{{ - {GrayLevel[1], EdgeForm[None], - RectangleBox[{6.6, -1.4}, {7.4, -0.6}]}, - LineBox[{{6.6, -1.4}, {7.4, -1.4}, {7.4, -0.6}, {6.6, -0.6}, { - 6.6, -1.4}}]}, + LineBox[{{7.045, -1}, {7.045, -2}}]}, {{ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{6.6, -1.4}, {7.4, -0.6}]}, CircleBox[{7, -1.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{7, -1.2}, {7.24, -0.76}}]}, {{ - {GrayLevel[1], EdgeForm[None], - RectangleBox[{6.6, -2.4}, {7.4, -1.6}]}, - LineBox[{{6.6, -2.4}, {7.4, -2.4}, {7.4, -1.6}, {6.6, -1.6}, { - 6.6, -2.4}}]}, + 2.6179938779914944`}]], LineBox[{{7, -1.2}, {7.24, -0.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{6.6, -2.4}, {7.4, -1.6}]}, CircleBox[{7, -2.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, 2.6179938779914944`}]], LineBox[{{7, -2.2}, {7.24, -1.76}}]}}}, {{ LineBox[{{7.955, -2}, {7.955, -3}}], - LineBox[{{8.045, -2}, {8.045, -3}}]}, {{{ - {GrayLevel[1], EdgeForm[None], - RectangleBox[{7.6, -2.4}, {8.4, -1.6}]}, - LineBox[{{7.6, -2.4}, {8.4, -2.4}, {8.4, -1.6}, {7.6, -1.6}, { - 7.6, -2.4}}]}, + LineBox[{{8.045, -2}, {8.045, -3}}]}, {{ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{7.6, -2.4}, {8.4, -1.6}]}, CircleBox[{8, -2.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{8, -2.2}, {8.24, -1.76}}]}, {{ - {GrayLevel[1], EdgeForm[None], - RectangleBox[{7.6, -3.4}, {8.4, -2.6}]}, - LineBox[{{7.6, -3.4}, {8.4, -3.4}, {8.4, -2.6}, {7.6, -2.6}, { - 7.6, -3.4}}]}, + 2.6179938779914944`}]], LineBox[{{8, -2.2}, {8.24, -1.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{7.6, -3.4}, {8.4, -2.6}]}, CircleBox[{8, -3.2}, 0.4, NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, 2.6179938779914944`}]], LineBox[{{8, -3.2}, {8.24, -2.76}}]}}}}, AxesStyle->Large, FrameStyle->Large, - ImagePadding->{{108, 0}, {1, 1}}, + ImagePadding->{{110.16, 2.16}, {7.2, 7.2}}, ImageSize->432, - PlotRange->NCache[{Full, { - Rational[-7, 2], - Rational[-1, 2]}}, {Full, {-3.5, -0.5}}], + PlotRange->{{0, 9}, {-3.5, -0.5}}, PlotRangePadding->Scaled[0.025]], Q3`QuantumCircuit[ - Q3`QuantumCircuitIn[ + Q3`PortIn[ Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 0|>]], $CellContext`S[1, 6], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[2, Q3`$]}], - Q3`CNOT[{ - $CellContext`S[1, Q3`$]} -> {1}, { + Q3`CNOT[{$CellContext`S[1, Q3`$] -> 1}, { $CellContext`S[3, Q3`$]}], "Separator", $CellContext`S[2, 1], "Separator", Q3`Measurement[ @@ -3786,7 +3842,7 @@ Cell[BoxData[ $CellContext`S[2, 3], $CellContext`S[3, 3]]], "PortSize" -> {3, 0}]]], "Output", CellLabel->"Out[2]=", - CellID->1325373865,ExpressionUUID->"ae9a72d6-ca8d-48f0-b485-e2d35ea700f2"] + CellID->1863160094,ExpressionUUID->"59e75b4b-665b-4218-952f-fb1971a0e4e0"] }, Open ]], Cell[CellGroupData[{ @@ -3815,25 +3871,26 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 0, $CellContext`S[2, Q3`$] -> 1, $CellContext`S[3, Q3`$] -> 0|>]], @@ -3841,37 +3898,38 @@ Cell[BoxData[ FractionBox[ InterpretationBox[ TemplateBox[{ - TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"1"}, "RowDefault"]], - $CellContext`S[1, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`S[1, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["0", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"2"}, "RowDefault"]], - $CellContext`S[2, Q3`$]]], + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`S[2, Q3`$]]}, "RowWithSeparators"]], SubscriptBox["1", - InterpretationBox[ - SubscriptBox[ - TemplateBox[{"S"}, "RowDefault"], - TemplateBox[{"3"}, "RowDefault"]], - $CellContext`S[3, Q3`$]]]}, "RowDefault"]}, + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["S", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`S[3, Q3`$]]}, "RowWithSeparators"]]}, + "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> 0, $CellContext`S[3, Q3`$] -> 1|>]], SqrtBox["2"]]}]], "Output", CellLabel->"Out[3]=", - CellID->1696949973,ExpressionUUID->"15f337a9-c9f5-41c6-a95a-5bbf0ef06ba2"], + CellID->294156988,ExpressionUUID->"ace0fdcc-54bc-4a7b-bbad-8534f94a25a9"], Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "1"}], "}"}]], "Output", CellLabel->"Out[3]=", - CellID->2055364051,ExpressionUUID->"24e2db51-79a3-41e3-830e-4a1818e0ffb8"] + CellID->389141922,ExpressionUUID->"36d84ed4-cd1e-4ddb-8a47-88b6b3104907"] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[ @@ -3899,7 +3957,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "232fba8f-97f7-4f80-8af8-861a9dccada3"], + "e61586e9-bbc8-48c1-ac91-a463f8c55077"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -3913,11 +3971,11 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "3e8a489b-84cb-46e2-aa26-b336b001da2f"] + "02e7f3f1-f69a-422f-949e-22061c06488a"] }], "SeeAlso",ExpressionUUID->"b0ccecf8-fc0a-49c5-b2f1-128d3036cb51"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"248cf515-a385-49f7-aa9c-\ -bfb1c04bd6b2"], + }]], "SeeAlsoSection",ExpressionUUID->"2241a5f7-3472-4997-9809-\ +3f825c861a99"], Cell[BoxData[GridBox[{ { @@ -3963,8 +4021,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "ea1cab7f-34f5-460d-bdf9-07c23bc02882"]}]} }]} - }]], "TutorialsSection",ExpressionUUID->"8649f3e2-47aa-44fd-b9f5-\ -659db118f3ad"], + }]], "TutorialsSection",ExpressionUUID->"a4aff765-4e57-4068-8909-\ +1ec68b0e197d"], Cell[BoxData[GridBox[{ { @@ -3982,7 +4040,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "2222eae3-134b-4e47-b289-d713e1b0bfff"]}]}, + "91488b02-fc27-48ac-87b9-7afc8d2c39fe"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -3990,10 +4048,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "f8279436-8f65-452d-b62d-bfecc27b8ffe"]}]} + "36e9b5f7-7cea-436d-b8d1-9d8586a45608"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"1673f89b-50fd-4cad-b2af-\ -b4d987f4b007"], + }]], "MoreAboutSection",ExpressionUUID->"a7c03355-93d4-487a-91b9-\ +1c09e748e4b0"], Cell[BoxData[GridBox[{ { @@ -4022,16 +4080,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "524ba602-8fdf-4b01-b7fc-bc32de137331"]}]],ExpressionUUID-> - "667023ce-34fd-4a07-ba14-1f1664f74c35"], + "9a31cf67-002b-473b-b507-cbeab90c8e2a"]}]],ExpressionUUID-> + "8d3e264e-b4b4-41ee-b264-6e69fae68868"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "49bd1b55-4755-4fc0-a278-cee3e0d27d4b"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"a05fa8fe-4bd1-4ec6-a3d8-\ -f7d5f30af4a0"], + }]], "RelatedLinksSection",ExpressionUUID->"c6d5d0f6-1771-4247-8075-\ +bff55a910801"], -Cell[" ", "FooterCell",ExpressionUUID->"5882f589-7341-4a95-8667-03689193cc1c"] +Cell[" ", "FooterCell",ExpressionUUID->"4297382d-c2f7-4ee5-834a-63652d4bc16f"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -4040,15 +4098,16 @@ WindowMargins->{{0, Automatic}, {Automatic, 0}}, WindowTitle->"Measurement", TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", - "HasOptions" -> True, "ExampleCounter" -> 1, + "ExampleCounter" -> 1, "Openers" -> { "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open, "1" -> Closed, "2" -> Closed}, - "NotesSection" -> Closed, "ExampleSubsection" -> {"0" -> Closed}}, - "NewStyles" -> True, "CitationPopupData" -> $Failed, "ShowCitation" -> - False, "RootCaptions" -> "", + "AllOptsTable" -> Closed, "NotesSection" -> Closed, + "ExampleSubsection" -> {"0" -> Closed}}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2023, 10, 3, 15, 4, 0.449139}", + "built" -> "{2024, 6, 27, 13, 3, 47.800304}", "history" -> {"12", "13", "", ""}, "context" -> "Q3`", "keywords" -> {"quantum theory of measurement"}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", @@ -4064,7 +4123,7 @@ Measurement[op1][Measurement[op2][... Measurement[opn][vec]]].", "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> "Measurement", "type" -> "Symbol", "uri" -> "Q3/ref/Measurement"}}, CellContext->"Global`", -FrontEndVersion->"13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions->Notebook[{ Cell[ StyleData[ @@ -4073,9 +4132,9 @@ StyleDefinitions->Notebook[{ StyleData["Input"], CellContext -> "Global`"], Cell[ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, - FrontEndVersion -> "13.3 for Mac OS X ARM (64-bit) (July 24, 2023)", + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"9e90b62e-7660-4506-91b0-656d1ce3c140" +ExpressionUUID->"1fad44f5-9095-4cd4-96d0-515154e85325" ] (* End of Notebook Content *) @@ -4083,318 +4142,328 @@ ExpressionUUID->"9e90b62e-7660-4506-91b0-656d1ce3c140" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[18825, 523, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"94f41f5d-d3aa-42a1-a1e2-3d64366b257b", + Cell[18166, 506, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2b4af00c-730b-4d0a-be38-9fbc42b1b5f9", CellTags->"PrimaryExamplesSection", - CellID->1974381450]} + CellID->215357676]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 144406, 4084} + {"PrimaryExamplesSection", 155215, 4143} } *) (*NotebookFileOutline Notebook[{ -Cell[583, 21, 7168, 177, 57, "AnchorBarGrid",ExpressionUUID->"983071b2-84e6-423d-bed9-bc0f8781c162", +Cell[583, 21, 7126, 177, 57, "AnchorBarGrid",ExpressionUUID->"95835f1d-2aab-4aa8-8fd1-1b0b917c5c2e", CellID->1], -Cell[7754, 200, 85, 0, 23, "ContextNameCell",ExpressionUUID->"d5d71fe9-76ab-43c2-9a78-71113823d7c6"], +Cell[7712, 200, 85, 0, 23, "ContextNameCell",ExpressionUUID->"0f7421be-9b0f-42c4-b459-9a0d29ab146f"], Cell[CellGroupData[{ -Cell[7864, 204, 1172, 31, 60, "ObjectNameGrid",ExpressionUUID->"33d2a36c-ea98-49dd-b470-6ac4f5f4afc6"], -Cell[9039, 237, 4850, 135, 296, "Usage",ExpressionUUID->"53771a5e-ffbe-467e-b34e-6618fe50bdec"] +Cell[7822, 204, 554, 14, 60, "ObjectNameGrid",ExpressionUUID->"85b76464-e644-44ae-9dea-2773146e76c5"], +Cell[8379, 220, 4850, 135, 296, "Usage",ExpressionUUID->"53771a5e-ffbe-467e-b34e-6618fe50bdec"] }, Open ]], Cell[CellGroupData[{ -Cell[13926, 377, 1898, 47, 37, "NotesSection",ExpressionUUID->"8de8b6ba-ab12-4550-a835-336546538ad1", +Cell[13266, 360, 1899, 47, 37, "NotesSection",ExpressionUUID->"1684539a-5538-4307-ab38-8be224adc45b", CellGroupingRules->{"SectionGrouping", 50}, - CellID->908968023], -Cell[15827, 426, 189, 4, 70, "Notes",ExpressionUUID->"8fed9088-2d60-4a50-8111-f8632c3fc994", + CellID->2091787359], +Cell[15168, 409, 189, 4, 70, "Notes",ExpressionUUID->"8fed9088-2d60-4a50-8111-f8632c3fc994", CellID->2092045182], -Cell[16019, 432, 811, 22, 70, "Notes",ExpressionUUID->"970febf6-c2f1-4de4-b86a-4dfed095ffc0", +Cell[15360, 415, 811, 22, 70, "Notes",ExpressionUUID->"970febf6-c2f1-4de4-b86a-4dfed095ffc0", CellID->330064636], -Cell[16833, 456, 236, 6, 70, "Notes",ExpressionUUID->"718613e3-4e15-44db-a8ea-5477bf15829b", +Cell[16174, 439, 236, 6, 70, "Notes",ExpressionUUID->"718613e3-4e15-44db-a8ea-5477bf15829b", CellID->833201793], -Cell[17072, 464, 1626, 53, 70, "Notes",ExpressionUUID->"36d9c080-1188-4b8b-a9e0-ede83471631a", +Cell[16413, 447, 1626, 53, 70, "Notes",ExpressionUUID->"36d9c080-1188-4b8b-a9e0-ede83471631a", CellID->1336201431] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[18825, 523, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"94f41f5d-d3aa-42a1-a1e2-3d64366b257b", +Cell[18166, 506, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2b4af00c-730b-4d0a-be38-9fbc42b1b5f9", CellTags->"PrimaryExamplesSection", - CellID->1974381450], -Cell[20218, 562, 192, 3, 31, "Input",ExpressionUUID->"f67eb9a4-8e40-43b0-9533-31116a1e462f", + CellID->215357676], +Cell[19558, 545, 192, 3, 31, "Input",ExpressionUUID->"f67eb9a4-8e40-43b0-9533-31116a1e462f", CellID->1927565408], Cell[CellGroupData[{ -Cell[20435, 569, 1367, 36, 31, "ExampleSection",ExpressionUUID->"b8570bd2-65df-4d41-a751-8b8529822837", - CellID->511716706], -Cell[21805, 607, 209, 5, 29, "Input",ExpressionUUID->"b3d9a6f4-a7d5-4940-8d7c-c0abfac3b838", +Cell[19775, 552, 1368, 36, 31, "ExampleSection",ExpressionUUID->"cab23ba5-7638-433b-bf12-ab7a315368a0", + CellID->1006515337], +Cell[21146, 590, 208, 5, 29, "Input",ExpressionUUID->"6993e3b6-8ea3-41ff-9bb8-5595297bbeb3", + CellID->992855647], +Cell[21357, 597, 209, 5, 29, "Input",ExpressionUUID->"b3d9a6f4-a7d5-4940-8d7c-c0abfac3b838", CellID->1647238969], -Cell[22017, 614, 194, 4, 38, "ExampleText",ExpressionUUID->"d12cdbe3-6d39-49ec-bc0a-afd572bf1344", +Cell[21569, 604, 194, 4, 38, "ExampleText",ExpressionUUID->"d12cdbe3-6d39-49ec-bc0a-afd572bf1344", CellID->947677212], Cell[CellGroupData[{ -Cell[22236, 622, 494, 15, 29, "Input",ExpressionUUID->"1afc4f7b-8779-48da-914c-f3dff675bf76", +Cell[21788, 612, 494, 15, 29, "Input",ExpressionUUID->"1afc4f7b-8779-48da-914c-f3dff675bf76", CellID->1872175932], -Cell[22733, 639, 1909, 58, 41, "Output",ExpressionUUID->"db98790a-e5e8-4c5a-9857-2aae9cb277a3", - CellID->878226072] +Cell[22285, 629, 2372, 61, 41, "Output",ExpressionUUID->"680a9d79-ec35-476e-8fed-b3ae0497afba", + CellID->115057390] }, Open ]], -Cell[24657, 700, 421, 7, 76, "ExampleText",ExpressionUUID->"a2c3170a-897e-4c72-a5b7-8a05612ce7ed", +Cell[24672, 693, 421, 7, 76, "ExampleText",ExpressionUUID->"a2c3170a-897e-4c72-a5b7-8a05612ce7ed", CellID->2143767083], Cell[CellGroupData[{ -Cell[25103, 711, 276, 7, 29, "Input",ExpressionUUID->"d3a29c0e-c53a-4827-9f3a-75e26ebaa988", +Cell[25118, 704, 276, 7, 29, "Input",ExpressionUUID->"d3a29c0e-c53a-4827-9f3a-75e26ebaa988", CellID->1715519142], -Cell[25382, 720, 2559, 70, 62, "Output",ExpressionUUID->"c1c57e44-d6a6-4c4b-97ab-cad927a8aa1c", - CellID->1605997617] +Cell[25397, 713, 3037, 73, 62, "Output",ExpressionUUID->"51b5a117-92d1-4657-80b5-62a3b382d868", + CellID->415227998] }, Open ]], -Cell[27956, 793, 239, 4, 70, "ExampleText",ExpressionUUID->"f33efb68-e03c-4a08-9933-b18308fa81f8", +Cell[28449, 789, 239, 4, 70, "ExampleText",ExpressionUUID->"f33efb68-e03c-4a08-9933-b18308fa81f8", CellID->916187255], Cell[CellGroupData[{ -Cell[28220, 801, 416, 12, 70, "Input",ExpressionUUID->"21f17170-26af-4407-9c0e-a691e3f2c615", +Cell[28713, 797, 416, 12, 70, "Input",ExpressionUUID->"21f17170-26af-4407-9c0e-a691e3f2c615", CellID->517958407], -Cell[28639, 815, 1375, 41, 62, "Output",ExpressionUUID->"2cd25f29-0827-4cf6-b805-6690bef8b6e1", - CellID->1970206396], -Cell[30017, 858, 127, 2, 37, "Output",ExpressionUUID->"02d7f2fb-8be7-43b7-99fa-0d4589e23ec2", - CellID->1208544479] +Cell[29132, 811, 1684, 43, 62, "Output",ExpressionUUID->"d45493c4-086d-4116-9fd3-97cb6f6b695a", + CellID->871218227], +Cell[30819, 856, 127, 2, 37, "Output",ExpressionUUID->"cd41f7bc-78f4-41fc-968c-027b387f69ba", + CellID->1021235943] }, Open ]], -Cell[30159, 863, 120, 1, 70, "ExampleText",ExpressionUUID->"51a53285-1ea1-4c1a-818b-90ec06cd400c", +Cell[30961, 861, 120, 1, 70, "ExampleText",ExpressionUUID->"51a53285-1ea1-4c1a-818b-90ec06cd400c", CellID->520873178], Cell[CellGroupData[{ -Cell[30304, 868, 277, 7, 70, "Input",ExpressionUUID->"2e1b23bb-30cb-46aa-9e65-0437761bdf49", +Cell[31106, 866, 277, 7, 70, "Input",ExpressionUUID->"2e1b23bb-30cb-46aa-9e65-0437761bdf49", CellID->895357597], -Cell[30584, 877, 127, 2, 37, "Output",ExpressionUUID->"10e799c1-06e8-47cf-a00f-c051242fd01a", - CellID->1886308877] +Cell[31386, 875, 127, 2, 37, "Output",ExpressionUUID->"6c24c3ab-3b70-4299-8847-f69cff3ec374", + CellID->1269298854] }, Open ]], -Cell[30726, 882, 159, 2, 70, "ExampleText",ExpressionUUID->"de449359-4271-4930-9596-150d3184bc78", +Cell[31528, 880, 159, 2, 70, "ExampleText",ExpressionUUID->"de449359-4271-4930-9596-150d3184bc78", CellID->1984187748], Cell[CellGroupData[{ -Cell[30910, 888, 890, 27, 70, "Input",ExpressionUUID->"62759c1a-bd05-4817-854e-2760f264b45e", +Cell[31712, 886, 890, 27, 70, "Input",ExpressionUUID->"62759c1a-bd05-4817-854e-2760f264b45e", CellID->1641841712], -Cell[31803, 917, 11491, 323, 331, "Output",ExpressionUUID->"b25ab02f-b4fc-45c3-93be-192bdbcd32df", - CellID->1339375864] +Cell[32605, 915, 16666, 412, 382, "Output",ExpressionUUID->"66870758-bcc6-4c1f-8e23-1fe46a6eebd9", + CellID->976526839] }, Open ]], Cell[CellGroupData[{ -Cell[43331, 1245, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"536af41f-2b35-494e-8de6-6582d0b1bad6", +Cell[49308, 1332, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"536af41f-2b35-494e-8de6-6582d0b1bad6", CellID->142637952], -Cell[43576, 1252, 250, 4, 70, "ExampleText",ExpressionUUID->"46db1ccb-b2b0-4cae-8b66-c63c49ceb971", +Cell[49553, 1339, 250, 4, 70, "ExampleText",ExpressionUUID->"46db1ccb-b2b0-4cae-8b66-c63c49ceb971", CellID->748427807], Cell[CellGroupData[{ -Cell[43851, 1260, 696, 21, 70, "Input",ExpressionUUID->"d1b49832-2d72-42b1-ae45-52657e42f604", +Cell[49828, 1347, 696, 21, 70, "Input",ExpressionUUID->"d1b49832-2d72-42b1-ae45-52657e42f604", CellID->1014431770], -Cell[44550, 1283, 2671, 77, 41, "Output",ExpressionUUID->"7c1b8760-d298-4f78-b072-69ec047558f9", - CellID->1349937487] +Cell[50527, 1370, 3279, 80, 41, "Output",ExpressionUUID->"36400cfb-c28a-41f8-94c8-b14698c9e9b3", + CellID->1026071606] }, Open ]], Cell[CellGroupData[{ -Cell[47258, 1365, 297, 8, 70, "Input",ExpressionUUID->"facb9536-a59c-461d-b888-528fcad1a11c", +Cell[53843, 1455, 297, 8, 70, "Input",ExpressionUUID->"facb9536-a59c-461d-b888-528fcad1a11c", CellID->532483913], -Cell[47558, 1375, 374, 8, 70, "Message",ExpressionUUID->"b08a29ed-2192-4597-b42d-180610d8662f", - CellID->1348869055], -Cell[47935, 1385, 1800, 52, 41, "Output",ExpressionUUID->"3bbf7b5a-6ad4-46a0-97a4-ed499537d200", - CellID->1604829653] +Cell[54143, 1465, 370, 7, 70, "Message",ExpressionUUID->"39cbaaca-b355-4332-aceb-89e25cf5b997", + CellID->1966424482], +Cell[54516, 1474, 2205, 54, 41, "Output",ExpressionUUID->"0d6306e5-c19f-45af-81a3-93c585214491", + CellID->2070425291] }, Open ]], -Cell[49750, 1440, 131, 1, 70, "ExampleText",ExpressionUUID->"6a07ba98-2a1a-4cc1-95d8-483be5e1f5e0", +Cell[56736, 1531, 131, 1, 70, "ExampleText",ExpressionUUID->"6a07ba98-2a1a-4cc1-95d8-483be5e1f5e0", CellID->1216419539], Cell[CellGroupData[{ -Cell[49906, 1445, 294, 8, 70, "Input",ExpressionUUID->"d8b9dc19-4f5b-4847-b706-a9324eaa63e2", +Cell[56892, 1536, 294, 8, 70, "Input",ExpressionUUID->"d8b9dc19-4f5b-4847-b706-a9324eaa63e2", CellID->1382440740], -Cell[50203, 1455, 371, 7, 70, "Message",ExpressionUUID->"df8e2656-78fa-446b-a004-6bbb89e739ae", - CellID->121402560], -Cell[50577, 1464, 1799, 52, 41, "Output",ExpressionUUID->"ba663faa-ab96-4ba8-a831-8fe5985db2c6", - CellID->303361270] +Cell[57189, 1546, 370, 7, 70, "Message",ExpressionUUID->"6af16ba0-8050-4dae-80a8-c433b6a07ed9", + CellID->1150213976], +Cell[57562, 1555, 1165, 28, 41, "Output",ExpressionUUID->"086fc705-1fb1-4d65-b465-dcf3fe41dc0a", + CellID->2145987985] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[52425, 1522, 241, 5, 70, "ExampleDelimiter",ExpressionUUID->"d0506e5c-edad-4f62-a6ce-ff4e7e000924", +Cell[58776, 1589, 241, 5, 70, "ExampleDelimiter",ExpressionUUID->"d0506e5c-edad-4f62-a6ce-ff4e7e000924", CellID->59992257], -Cell[52669, 1529, 225, 4, 70, "ExampleText",ExpressionUUID->"0b12690d-01b4-4682-9714-5773fb96397c", +Cell[59020, 1596, 209, 5, 70, "Input",ExpressionUUID->"cd03e45d-cfd6-4a59-bbec-8c1ee401ed9c", + CellID->1905960784], +Cell[59232, 1603, 209, 4, 70, "ExampleText",ExpressionUUID->"0b12690d-01b4-4682-9714-5773fb96397c", CellID->1910380294], Cell[CellGroupData[{ -Cell[52919, 1537, 437, 12, 70, "Input",ExpressionUUID->"b86ae8f7-701d-4872-856e-4464dfab1c9f", +Cell[59466, 1611, 437, 12, 70, "Input",ExpressionUUID->"b86ae8f7-701d-4872-856e-4464dfab1c9f", CellID->1699725537], -Cell[53359, 1551, 1465, 36, 59, "Output",ExpressionUUID->"5af816f2-77f3-482d-9fbc-e563cdb6c723", - CellID->846177453] +Cell[59906, 1625, 1229, 32, 70, "Output",ExpressionUUID->"08e15fc8-9a2e-43dd-a3e0-3dfb8e44daba", + CellID->2047951998] }, Open ]], Cell[CellGroupData[{ -Cell[54861, 1592, 272, 7, 70, "Input",ExpressionUUID->"59c73622-125a-496c-8963-8db050239c25", +Cell[61172, 1662, 272, 7, 70, "Input",ExpressionUUID->"59c73622-125a-496c-8963-8db050239c25", CellID->918271975], -Cell[55136, 1601, 3641, 114, 41, "Output",ExpressionUUID->"6d91c18f-1796-402d-aa06-7721941b4ace", - CellID->224680296] +Cell[61447, 1671, 4711, 124, 41, "Output",ExpressionUUID->"aebafea1-ffa2-4cce-aa1c-6d6d6cc5b182", + CellID->702640124] }, Open ]], -Cell[58792, 1718, 208, 4, 70, "ExampleText",ExpressionUUID->"e201172a-1887-416f-9608-c80615fde607", +Cell[66173, 1798, 208, 4, 70, "ExampleText",ExpressionUUID->"e201172a-1887-416f-9608-c80615fde607", CellID->294124831], Cell[CellGroupData[{ -Cell[59025, 1726, 494, 14, 70, "Input",ExpressionUUID->"0173a4b0-d300-4955-8d8a-32dbf56ea3db", +Cell[66406, 1806, 494, 14, 70, "Input",ExpressionUUID->"0173a4b0-d300-4955-8d8a-32dbf56ea3db", CellID->681285871], -Cell[59522, 1742, 1923, 48, 58, "Output",ExpressionUUID->"abe563dd-7093-4213-ab41-b050c52dd1d0", - CellID->794255930] +Cell[66903, 1822, 1596, 41, 70, "Output",ExpressionUUID->"2ddc06b0-eeb1-419c-985a-ae971cb1df46", + CellID->1781963682] }, Open ]], Cell[CellGroupData[{ -Cell[61482, 1795, 363, 10, 70, "Input",ExpressionUUID->"9c2580ee-8e65-41c8-a31d-5e1b2f3baeb9", +Cell[68536, 1868, 363, 10, 70, "Input",ExpressionUUID->"9c2580ee-8e65-41c8-a31d-5e1b2f3baeb9", CellID->1716065348], -Cell[61848, 1807, 5116, 156, 212, "Output",ExpressionUUID->"55e7dcc7-11b0-42d2-8691-c413054a9075", - CellID->1340745461] +Cell[68902, 1880, 6234, 166, 212, "Output",ExpressionUUID->"49ea5ac1-ef52-43c6-b345-c0110834e0c8", + CellID->60037664] }, Open ]], -Cell[66979, 1966, 200, 4, 70, "ExampleText",ExpressionUUID->"ad68213a-c1c1-4ccd-b469-9008194eca38", +Cell[75151, 2049, 200, 4, 70, "ExampleText",ExpressionUUID->"ad68213a-c1c1-4ccd-b469-9008194eca38", CellID->1841529864], Cell[CellGroupData[{ -Cell[67204, 1974, 796, 22, 70, "Input",ExpressionUUID->"e5df10a5-2ba0-402f-a11a-fd5a22eecbcb", +Cell[75376, 2057, 796, 22, 70, "Input",ExpressionUUID->"e5df10a5-2ba0-402f-a11a-fd5a22eecbcb", CellID->1095625102], -Cell[68003, 1998, 3340, 78, 94, "Output",ExpressionUUID->"d6183de7-58ac-4d45-b7bb-2b839ec71dd7", - CellID->1715950419] +Cell[76175, 2081, 2801, 64, 106, "Output",ExpressionUUID->"dab83129-2cc4-4da2-98e2-991efb33baaa", + CellID->1871828664] }, Open ]], Cell[CellGroupData[{ -Cell[71380, 2081, 362, 10, 70, "Input",ExpressionUUID->"a3149bf7-376e-4c21-b3c5-6229fc4d75b5", +Cell[79013, 2150, 362, 10, 70, "Input",ExpressionUUID->"a3149bf7-376e-4c21-b3c5-6229fc4d75b5", CellID->673273224], -Cell[71745, 2093, 7815, 216, 212, "Output",ExpressionUUID->"e0f7c177-9fd7-49f3-9925-69619eb6e42d", - CellID->573129562] +Cell[79378, 2162, 9415, 226, 212, "Output",ExpressionUUID->"10e30fa3-7c9e-4614-93ec-8bc8c4ec6789", + CellID->490037578] }, Open ]], -Cell[79575, 2312, 191, 4, 70, "ExampleText",ExpressionUUID->"3d1a42df-5a64-47d5-98c8-329733ee9a1c", +Cell[88808, 2391, 191, 4, 70, "ExampleText",ExpressionUUID->"3d1a42df-5a64-47d5-98c8-329733ee9a1c", CellID->1592457740], Cell[CellGroupData[{ -Cell[79791, 2320, 216, 5, 70, "Input",ExpressionUUID->"e0684c73-5d7d-4331-b831-461bc5f17408", +Cell[89024, 2399, 216, 5, 70, "Input",ExpressionUUID->"e0684c73-5d7d-4331-b831-461bc5f17408", CellID->1305283679], -Cell[80010, 2327, 872, 24, 40, "Output",ExpressionUUID->"e9b86038-f39b-44d4-80d6-68011a6f6972", - CellID->1171048129] +Cell[89243, 2406, 926, 22, 40, "Output",ExpressionUUID->"efe33073-53b5-4782-b862-2601b2c4e7f8", + CellID->988440539] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[80931, 2357, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"4f438ce4-2f1e-462f-a8dd-6a3a42df61d7", +Cell[90218, 2434, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"4f438ce4-2f1e-462f-a8dd-6a3a42df61d7", CellID->585197025], -Cell[81176, 2364, 170, 3, 70, "ExampleText",ExpressionUUID->"7e194bf4-a019-4042-8ba9-c2e17b2e8e17", +Cell[90463, 2441, 209, 5, 70, "Input",ExpressionUUID->"a3444aca-3e98-49ca-9790-07a062d0ff15", + CellID->1810676622], +Cell[90675, 2448, 170, 3, 70, "ExampleText",ExpressionUUID->"7e194bf4-a019-4042-8ba9-c2e17b2e8e17", CellID->491004138], -Cell[81349, 2369, 209, 5, 70, "Input",ExpressionUUID->"68fa8f35-c7c5-4f7e-9a04-5978309bd579", +Cell[90848, 2453, 209, 5, 70, "Input",ExpressionUUID->"68fa8f35-c7c5-4f7e-9a04-5978309bd579", CellID->2028436802], Cell[CellGroupData[{ -Cell[81583, 2378, 659, 21, 70, "Input",ExpressionUUID->"e7a65c46-6d4a-45ac-9172-c12c3585136f", +Cell[91082, 2462, 659, 21, 70, "Input",ExpressionUUID->"e7a65c46-6d4a-45ac-9172-c12c3585136f", CellID->572766723], -Cell[82245, 2401, 1753, 50, 52, "Output",ExpressionUUID->"f88c9ea7-9196-4a6f-ab83-6ec8879b3697", - CellID->707364873] +Cell[91744, 2485, 2114, 52, 52, "Output",ExpressionUUID->"94d18512-d433-4e52-8efb-690b31924c3a", + CellID->466234982] }, Open ]], Cell[CellGroupData[{ -Cell[84035, 2456, 277, 7, 70, "Input",ExpressionUUID->"1b206d0a-1c0d-48cf-bca0-cbdb78099765", +Cell[93895, 2542, 277, 7, 70, "Input",ExpressionUUID->"1b206d0a-1c0d-48cf-bca0-cbdb78099765", CellID->281557231], -Cell[84315, 2465, 2817, 75, 52, "Output",ExpressionUUID->"62738a93-1f28-414b-af7d-bc821fe3d886", - CellID->1378297158] +Cell[94175, 2551, 3325, 77, 52, "Output",ExpressionUUID->"4dea50ee-945b-4116-960b-34bfb0378dbc", + CellID->740994479] }, Open ]], Cell[CellGroupData[{ -Cell[87169, 2545, 420, 12, 70, "Input",ExpressionUUID->"9d0a97ee-d09f-4016-b57d-7e68a21bfc0f", +Cell[97537, 2633, 420, 12, 70, "Input",ExpressionUUID->"9d0a97ee-d09f-4016-b57d-7e68a21bfc0f", CellID->1858495878], -Cell[87592, 2559, 1137, 33, 41, "Output",ExpressionUUID->"b435e5d2-083e-43ba-ab1b-cff07d2852a3", - CellID->431008797], -Cell[88732, 2594, 126, 2, 37, "Output",ExpressionUUID->"a02790b2-e40a-4c5f-bf79-c587fed0368c", - CellID->502509848] +Cell[97960, 2647, 1453, 35, 41, "Output",ExpressionUUID->"afbf4b57-2cac-40c6-bd38-6e2f6459ba0d", + CellID->1104879563], +Cell[99416, 2684, 126, 2, 37, "Output",ExpressionUUID->"3cf29915-dfcb-40ad-b3dd-c15bbf8bd42e", + CellID->419719732] }, Open ]], Cell[CellGroupData[{ -Cell[88895, 2601, 388, 12, 70, "Input",ExpressionUUID->"148cb7d7-7bcf-42ea-984d-2de8a9630997", +Cell[99579, 2691, 388, 12, 70, "Input",ExpressionUUID->"148cb7d7-7bcf-42ea-984d-2de8a9630997", CellID->1124322003], -Cell[89286, 2615, 1138, 33, 41, "Output",ExpressionUUID->"27fdfe33-462b-4f54-818b-f951c2d57817", - CellID->1999797931] +Cell[99970, 2705, 1452, 35, 41, "Output",ExpressionUUID->"ffd54694-95b6-4a53-9be3-55b693766bab", + CellID->225520226] }, Open ]], Cell[CellGroupData[{ -Cell[90461, 2653, 809, 21, 70, "Input",ExpressionUUID->"a73c73df-d70c-40f1-8693-5d491308d6c5", +Cell[101459, 2745, 809, 21, 70, "Input",ExpressionUUID->"a73c73df-d70c-40f1-8693-5d491308d6c5", CellID->1491064822], -Cell[91273, 2676, 116, 1, 70, "EchoTiming",ExpressionUUID->"b22cdf6d-3bbb-4247-9199-0ffbd13e393d", - CellID->1992421051], -Cell[91392, 2679, 2401, 68, 70, "Output",ExpressionUUID->"72361bda-6fa3-4c21-90b4-6281a0da415c", - CellID->908096486] +Cell[102271, 2768, 116, 1, 70, "EchoTiming",ExpressionUUID->"7c7d36fd-7f35-4d38-9ce0-9989d5ff4181", + CellID->1689184991], +Cell[102390, 2771, 2411, 68, 70, "Output",ExpressionUUID->"04a4b60f-f2dd-4557-8d16-fdfd78124051", + CellID->398330397] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], Cell[CellGroupData[{ -Cell[93954, 2756, 1394, 36, 70, "ExampleSection",ExpressionUUID->"20b51ede-0aa5-47d5-9e68-258e721d7a1c", +Cell[104962, 2848, 1394, 36, 70, "ExampleSection",ExpressionUUID->"20b51ede-0aa5-47d5-9e68-258e721d7a1c", CellID->1293636265], Cell[CellGroupData[{ -Cell[95373, 2796, 1404, 36, 70, "ExampleSubsection",ExpressionUUID->"42b7f7e3-6327-4c6d-ab84-3e88da710b62", +Cell[106381, 2888, 1404, 36, 70, "ExampleSubsection",ExpressionUUID->"42b7f7e3-6327-4c6d-ab84-3e88da710b62", CellID->1890283824], -Cell[96780, 2834, 208, 5, 70, "Input",ExpressionUUID->"ae09cb75-4a6f-4107-bfa3-76735859113b", +Cell[107788, 2926, 209, 5, 70, "Input",ExpressionUUID->"e9deb6fb-2648-4ed9-9fe0-5a250516d395", + CellID->1324707931], +Cell[108000, 2933, 208, 5, 70, "Input",ExpressionUUID->"ae09cb75-4a6f-4107-bfa3-76735859113b", CellID->265361606], Cell[CellGroupData[{ -Cell[97013, 2843, 268, 7, 70, "Input",ExpressionUUID->"70b10bc6-8cd9-4c7a-a9f5-e3b763b3b489", +Cell[108233, 2942, 268, 7, 70, "Input",ExpressionUUID->"70b10bc6-8cd9-4c7a-a9f5-e3b763b3b489", CellID->842197332], -Cell[97284, 2852, 370, 10, 39, "Output",ExpressionUUID->"8cdbb611-bf9e-49e9-818b-1fcdc9db15ae", - CellID->502411051] +Cell[108504, 2951, 378, 9, 40, "Output",ExpressionUUID->"19f0dffa-0eee-4fe7-b6c6-5ba42a913c8a", + CellID->1263971973] }, Open ]], Cell[CellGroupData[{ -Cell[97691, 2867, 313, 9, 70, "Input",ExpressionUUID->"5de7fc4a-9e9c-4e10-b775-ff722e1c4149", +Cell[108919, 2965, 313, 9, 70, "Input",ExpressionUUID->"5de7fc4a-9e9c-4e10-b775-ff722e1c4149", CellID->672372327], -Cell[98007, 2878, 10351, 212, 70, "Output",ExpressionUUID->"d532fc5a-7358-4db6-b228-9b4ef5a36dc0", - CellID->1908317433] +Cell[109235, 2976, 10350, 212, 70, "Output",ExpressionUUID->"9c9e8c17-21b6-4ff7-a94a-79d11d85e2c1", + CellID->475923058] }, Open ]], Cell[CellGroupData[{ -Cell[108395, 3095, 678, 22, 70, "Input",ExpressionUUID->"eca0e317-829f-440f-9ff6-069d8443acf1", +Cell[119622, 3193, 678, 22, 70, "Input",ExpressionUUID->"eca0e317-829f-440f-9ff6-069d8443acf1", CellID->1661455683], -Cell[109076, 3119, 1282, 39, 41, "Output",ExpressionUUID->"2a8b3bad-e87b-429e-8505-1fa74a03b653", - CellID->1952907312], -Cell[110361, 3160, 191, 4, 37, "Output",ExpressionUUID->"e04698f4-b05a-4233-901d-d851c3719e8b", - CellID->373132036] +Cell[120303, 3217, 1590, 41, 41, "Output",ExpressionUUID->"9bd58ef2-0df2-4c6b-a3f6-155d6963522d", + CellID->1785442776], +Cell[121896, 3260, 192, 4, 37, "Output",ExpressionUUID->"bb3d5d6a-c6bc-43d6-ac67-dac2c31631ae", + CellID->1147736701] }, Open ]], Cell[CellGroupData[{ -Cell[110589, 3169, 331, 9, 70, "Input",ExpressionUUID->"38bd6499-5d16-4262-8587-134f0c5f0d57", +Cell[122125, 3269, 331, 9, 70, "Input",ExpressionUUID->"38bd6499-5d16-4262-8587-134f0c5f0d57", CellID->1735838196], -Cell[110923, 3180, 363, 7, 37, "Output",ExpressionUUID->"db9bed3a-bbf8-417a-9132-d7c09fe02caf", - CellID->1966692819] +Cell[122459, 3280, 363, 7, 37, "Output",ExpressionUUID->"d2dc0599-472a-4b03-9593-587cd0bfee0a", + CellID->1005724313] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]], Cell[CellGroupData[{ -Cell[111550, 3198, 1417, 36, 70, "ExampleSection",ExpressionUUID->"15ff9aac-d43a-4c5d-ac7d-939fb594955d", +Cell[123086, 3298, 1417, 36, 70, "ExampleSection",ExpressionUUID->"15ff9aac-d43a-4c5d-ac7d-939fb594955d", CellID->1020263627], -Cell[112970, 3236, 149, 1, 70, "ExampleText",ExpressionUUID->"6a49f562-8b08-41b0-b16d-e6053fabd934", +Cell[124506, 3336, 207, 5, 70, "Input",ExpressionUUID->"d0fae59e-a49d-4539-8818-4b8d3a8d9d2f", + CellID->82790486], +Cell[124716, 3343, 149, 1, 70, "ExampleText",ExpressionUUID->"6a49f562-8b08-41b0-b16d-e6053fabd934", CellID->122640262], Cell[CellGroupData[{ -Cell[113144, 3241, 934, 26, 70, "Input",ExpressionUUID->"6da69d14-0741-4454-a992-108d730d49e0", +Cell[124890, 3348, 934, 26, 70, "Input",ExpressionUUID->"6da69d14-0741-4454-a992-108d730d49e0", CellID->1295575655], -Cell[114081, 3269, 3879, 87, 129, "Output",ExpressionUUID->"b386e7d7-1d41-4ae2-88ce-8eec440be77e", - CellID->2023447304] +Cell[125827, 3376, 3176, 70, 141, "Output",ExpressionUUID->"4d03933e-598f-4c63-a354-e17e5eb3b09b", + CellID->219716664] }, Open ]], -Cell[117975, 3359, 211, 4, 70, "ExampleText",ExpressionUUID->"b291dedd-7413-4023-aec2-b51c213495ea", +Cell[129018, 3449, 211, 4, 70, "ExampleText",ExpressionUUID->"b291dedd-7413-4023-aec2-b51c213495ea", CellID->591861472], Cell[CellGroupData[{ -Cell[118211, 3367, 367, 10, 70, "Input",ExpressionUUID->"8b6f8b32-fe39-44c6-a4a1-4f661d306718", +Cell[129254, 3457, 367, 10, 70, "Input",ExpressionUUID->"8b6f8b32-fe39-44c6-a4a1-4f661d306718", CellID->258204153], -Cell[118581, 3379, 904, 26, 41, "Output",ExpressionUUID->"5ba872d5-4094-4d1b-a244-d8bfa26fa5dc", - CellID->106824442], -Cell[119488, 3407, 181, 4, 37, "Output",ExpressionUUID->"a539e1b6-ad2a-4ae8-ad6b-741cab1b544a", - CellID->102067802] +Cell[129624, 3469, 1105, 27, 41, "Output",ExpressionUUID->"20a5a0f5-2673-44a9-b6ad-d876af743e15", + CellID->221494501], +Cell[130732, 3498, 182, 4, 37, "Output",ExpressionUUID->"2a498b01-a916-4662-b931-9c27607fa6e0", + CellID->1068918056] }, Open ]], -Cell[119684, 3414, 358, 6, 70, "ExampleText",ExpressionUUID->"74608aab-3c69-4075-ac13-2b63ba2c1f36", +Cell[130929, 3505, 358, 6, 70, "ExampleText",ExpressionUUID->"74608aab-3c69-4075-ac13-2b63ba2c1f36", CellID->2061919267], Cell[CellGroupData[{ -Cell[120067, 3424, 573, 14, 70, "Input",ExpressionUUID->"dd64001d-7499-40f3-b678-55dcf88fced9", +Cell[131312, 3515, 573, 14, 70, "Input",ExpressionUUID->"dd64001d-7499-40f3-b678-55dcf88fced9", CellID->1188672150], -Cell[120643, 3440, 842, 24, 37, "Output",ExpressionUUID->"b7938938-78a7-4e2b-bc8e-8723b699946c", - CellID->1474788907] +Cell[131888, 3531, 841, 24, 37, "Output",ExpressionUUID->"330e4298-7d2c-45d6-bf7e-bfb4a8455a01", + CellID->794132838] }, Open ]], Cell[CellGroupData[{ -Cell[121522, 3469, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"793d5f70-9a15-4372-b0d4-678219e5c045", +Cell[132766, 3560, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"793d5f70-9a15-4372-b0d4-678219e5c045", CellID->461989090], -Cell[121767, 3476, 186, 4, 70, "ExampleText",ExpressionUUID->"c6012832-5216-43e0-8801-a960515b047d", +Cell[133011, 3567, 186, 4, 70, "ExampleText",ExpressionUUID->"c6012832-5216-43e0-8801-a960515b047d", CellID->1898668341], Cell[CellGroupData[{ -Cell[121978, 3484, 847, 23, 70, "Input",ExpressionUUID->"c09e6e6b-9695-4da7-a310-ab933a3aa49a", +Cell[133222, 3575, 847, 23, 70, "Input",ExpressionUUID->"c09e6e6b-9695-4da7-a310-ab933a3aa49a", CellID->252085818], -Cell[122828, 3509, 2623, 64, 128, "Output",ExpressionUUID->"53abbe4d-795d-420b-b880-365ffe664a30", - CellID->1272871599], -Cell[125454, 3575, 1869, 55, 62, "Output",ExpressionUUID->"2fc8e201-cf9a-447d-9cf7-fb5018af99db", - CellID->2068356626] +Cell[134072, 3600, 2167, 50, 140, "Output",ExpressionUUID->"0a84e6e2-2896-4172-b6fa-32470b3d6bc2", + CellID->1262430700], +Cell[136242, 3652, 2274, 57, 62, "Output",ExpressionUUID->"95e9e8b2-9eb1-4e9d-b45c-c62c197aacce", + CellID->534342540] }, Open ]], Cell[CellGroupData[{ -Cell[127360, 3635, 1130, 31, 70, "Input",ExpressionUUID->"60633464-2b18-47c8-b6d1-78ab5479d27c", +Cell[138553, 3714, 1130, 31, 70, "Input",ExpressionUUID->"60633464-2b18-47c8-b6d1-78ab5479d27c", CellID->918103915], -Cell[128493, 3668, 5231, 120, 130, "Output",ExpressionUUID->"ae9a72d6-ca8d-48f0-b485-e2d35ea700f2", - CellID->1325373865] +Cell[139686, 3747, 4375, 97, 142, "Output",ExpressionUUID->"59e75b4b-665b-4218-952f-fb1971a0e4e0", + CellID->1863160094] }, Open ]], Cell[CellGroupData[{ -Cell[133761, 3793, 577, 17, 70, "Input",ExpressionUUID->"95ec1679-8194-4230-8e2e-6298837eb270", +Cell[144098, 3849, 577, 17, 70, "Input",ExpressionUUID->"95ec1679-8194-4230-8e2e-6298837eb270", CellID->568399209], -Cell[134341, 3812, 1869, 55, 62, "Output",ExpressionUUID->"15f337a9-c9f5-41c6-a95a-5bbf0ef06ba2", - CellID->1696949973], -Cell[136213, 3869, 172, 4, 37, "Output",ExpressionUUID->"24e2db51-79a3-41e3-830e-4a1818e0ffb8", - CellID->2055364051] +Cell[144678, 3868, 2274, 57, 62, "Output",ExpressionUUID->"ace0fdcc-54bc-4a7b-bbad-8534f94a25a9", + CellID->294156988], +Cell[146955, 3927, 171, 4, 37, "Output",ExpressionUUID->"36d84ed4-cd1e-4ddb-8a47-88b6b3104907", + CellID->389141922] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[136639, 3883, 1339, 36, 70, "SeeAlsoSection",ExpressionUUID->"248cf515-a385-49f7-aa9c-bfb1c04bd6b2"], -Cell[137981, 3921, 1809, 45, 70, "TutorialsSection",ExpressionUUID->"8649f3e2-47aa-44fd-b9f5-659db118f3ad"], -Cell[139793, 3968, 1045, 27, 70, "MoreAboutSection",ExpressionUUID->"1673f89b-50fd-4cad-b2af-b4d987f4b007"], -Cell[140841, 3997, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"a05fa8fe-4bd1-4ec6-a3d8-f7d5f30af4a0"], -Cell[142010, 4033, 78, 0, 70, "FooterCell",ExpressionUUID->"5882f589-7341-4a95-8667-03689193cc1c"] +Cell[147380, 3941, 1339, 36, 70, "SeeAlsoSection",ExpressionUUID->"2241a5f7-3472-4997-9809-3f825c861a99"], +Cell[148722, 3979, 1809, 45, 70, "TutorialsSection",ExpressionUUID->"a4aff765-4e57-4068-8909-1ec68b0e197d"], +Cell[150534, 4026, 1045, 27, 70, "MoreAboutSection",ExpressionUUID->"a7c03355-93d4-487a-91b9-1c09e748e4b0"], +Cell[151582, 4055, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"c6d5d0f6-1771-4247-8075-bff55a910801"], +Cell[152751, 4091, 78, 0, 70, "FooterCell",ExpressionUUID->"4297382d-c2f7-4ee5-834a-63652d4bc16f"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/NambuMatrix.nb b/Q3/Documentation/English/ReferencePages/Symbols/NambuMatrix.nb new file mode 100644 index 000000000..97e78e847 --- /dev/null +++ b/Q3/Documentation/English/ReferencePages/Symbols/NambuMatrix.nb @@ -0,0 +1,2576 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 14.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 109378, 2566] +NotebookOptionsPosition[ 101253, 2407] +NotebookOutlinePosition[ 103783, 2466] +CellTagsIndexPosition[ 103696, 2461] +WindowTitle->NambuMatrix +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[GridBox[{ + {GridBox[{ + { + ItemBox[Cell[BoxData[ + RowBox[{ + TemplateBox[{12}, + "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", + TextAlignment->Center,ExpressionUUID-> + "60f94b6b-8b8d-4bf8-965a-5f148f321dbb"], + TemplateBox[{8}, + "Spacer1"]}]], + TextAlignment->Center,ExpressionUUID-> + "fcdc9ced-b048-4cb6-aba8-3e86e4efa567"], + Background->RGBColor[0.490196, 0.576471, 0.690196], + ItemSize->Full], ""} + }, + GridBoxAlignment->{"Rows" -> {{Center}}}, + GridBoxItemSize->{"Columns" -> {Full, + Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "See Also", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "535e971b-b7c6-4515-9936-f2c488bf9742"] + }],ExpressionUUID->"ca59ef4d-557b-4afe-a4c2-fb7be275976e"], + StripOnInput->False],{ + "\"WickState\"" :> + Documentation`HelpLookup["paclet:Q3/ref/WickState"], + "\"WickUnitary\"" :> + Documentation`HelpLookup["paclet:Q3/ref/WickUnitary"], + "\"WickGreensFunction\"" :> + Documentation`HelpLookup["paclet:Q3/ref/WickGreensFunction"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"SeeAlso"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "33403c10-6997-4b19-9301-3489f30726a5"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "6b3f1686-5fe8-493b-876e-1d82265351e5"] + }],ExpressionUUID->"c719cac8-f26c-47f1-b03a-02690f0c70a8"], + StripOnInput->False],{ + "\"Quantum Many-Body Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], + "\"Q3\"" :> Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "46e3c9ee-df86-4cc0-ace7-e2ab1f468fac"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "a3f762a9-6f34-4c71-9020-d0e14daa46b6"] + }],ExpressionUUID->"02d1d822-2db7-4b04-969e-5768e5ebc08b"], + StripOnInput->False],{ + "\"Quantum Many-Body Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumManyBodySystems"], "\"Q3: Quick Start\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/Q3QuickStart"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "18ccf495-c6d0-473d-9b62-50186a3ce178"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "URL", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "2c0218a4-723f-47d8-92ce-b21541a719ea"] + }],ExpressionUUID->"bab330ff-25b7-4b45-a9f5-463a03116108"], + StripOnInput->False],{ + "\"Q3/ref/NambuMatrix\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/NambuMatrix"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/NambuMatrix.\ +html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> + False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/NambuMatrix" <> ".html"], None}]}]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"URLMenu"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "8316e644-3081-4e62-bc5b-5248e61356b7"] + }], "AnchorBar", + CacheGraphics->False,ExpressionUUID-> + "e88832c5-147c-4603-b91d-5f81578c89d1"]} + }]], "AnchorBarGrid", + CellID->1,ExpressionUUID->"ae47bf90-680f-4276-b738-58852ebc4146"], + +Cell["Q3`", "ContextNameCell",ExpressionUUID->"bf1765e8-f0aa-4611-a951-6dcdbbcbb559"], + +Cell[CellGroupData[{ + +Cell[BoxData[GridBox[{ + {Cell[TextData[{ + Cell[ + "NambuMatrix", "ObjectName",ExpressionUUID-> + "43b05a29-96cd-4a81-b025-98e726c189e5"], + Cell[BoxData[ + TemplateBox[{8}, + "Spacer1"]],ExpressionUUID->"c949172a-b4d7-4767-b4ad-6095e071116a"], + Cell[BoxData[ + ""], "ObjectNameTranslation",ExpressionUUID-> + "9e7d7210-5818-46a3-a541-2050aa0592bc"] + }],ExpressionUUID->"c43d3540-934c-4d14-966f-913009ab77f8"], Cell[BoxData[ + TooltipBox[ + StyleBox[ + TagBox[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"NEW IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->18, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False], + Deploy, + DefaultBaseStyle->"Deploy"], "NewInGraphic", + StripOnInput->False], + "New in 14", + TooltipDelay->0.3]], + Magnification->1,ExpressionUUID-> + "9b096852-b664-4d09-8b28-eac6ace6eec2"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"0126ff04-bc3c-4f69-8556-0d9d4add44dd"], + +Cell[BoxData[GridBox[{ + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["a", "TI"], ",", + StyleBox["b", "TI"]}], "}"}], ",", + StyleBox["type", "TI"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "119ab743-3bba-442f-8471-caf03f0892c2"], + "\[LineSeparator]represents a ", + Cell[BoxData[ + RowBox[{"2", + StyleBox["n", "TI"], "\[Times]", "2", + StyleBox["n", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ca1151e7-ffcc-49bb-b4f7-6441ae0e4846"], + " matrix of ", + Cell[BoxData[ + StyleBox["type", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c7abe075-1244-4e20-b471-852d8b89ccb9"], + " in the Nambu space the ", + Cell[BoxData[ + RowBox[{ + StyleBox["n", "TI"], "\[Times]", + StyleBox["n", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "73f36c66-9b7d-4c9a-9159-37f88486397f"], + " upper-left and upper-right blocks of which are given by ", + Cell[BoxData[ + StyleBox["a", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "7352ba9a-5a61-4f7e-897d-da432affe309"], + " and ", + Cell[BoxData[ + StyleBox["b", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "aa06a369-9a6a-4ca7-9544-24a34fa62201"], + ", respectively." + }],ExpressionUUID->"80d71212-b770-4533-ad52-564c196b8b56"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["mat", "TI"], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "213ed503-8b71-4fcd-a3dd-12aa2751f9ba"], + "\[LineSeparator]returns the pair ", + Cell[BoxData[ + RowBox[{"{", + RowBox[{ + StyleBox["a", "TI"], ",", + StyleBox["b", "TI"]}], "}"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "2621339d-4769-40af-8182-41460fe7dcb0"], + ", where ", + Cell[BoxData[ + StyleBox["a", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ca0ac35c-51ff-4bd7-8f32-836e6a437982"], + " and ", + Cell[BoxData[ + StyleBox["b", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "83f46703-8bf4-4cd3-92e7-1c87feb056df"], + " are the ", + Cell[BoxData[ + RowBox[{ + StyleBox["n", "TI"], "\[Times]", + StyleBox["n", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "53a181e0-e336-4121-b9f8-eb012a49adf3"], + " upper-left and upper-right blocks,respectively,of ", + Cell[BoxData[ + RowBox[{"2", + StyleBox["n", "TI"], "\[Times]", "2", + StyleBox["n", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "47e5c6d3-87d1-4e69-8c6b-f084780bd6c6"], + " matrix ", + Cell[BoxData[ + StyleBox["mat", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f8e8219d-39ee-4c79-91da-ca7a67bc2428"], + ". " + }],ExpressionUUID->"c73a8b8a-c494-42c2-97a1-bddd7d7b8d6f"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["mat", "TI"], ",", + StyleBox["type", "TI"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "371b3be2-0193-47f9-aecb-6c0d5f31207c"], + "\[LineSeparator]returns ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["a", "TI"], ",", + StyleBox["b", "TI"]}], "}"}], ",", + StyleBox["type", "TI"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "b67263e6-a41c-451e-9e4d-0c2ffe835b27"], + ", where a and b are as above." + }],ExpressionUUID->"4775fad3-2319-4e77-a706-e6d62d6312b5"]} + }]], "Usage", + CellID->1897286705,ExpressionUUID->"25097269-deb4-4bcd-bfbc-3f81fe7742e5"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"026d7e91-50d4-4616-82ee-ef249cfde35e"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"e7811cdd-90c2-43a4-b289-4d3ce887bf75"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"f67a147f-6997-4468-bb16-8b2404169908"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"4d11665e-45cc-45d1-a9eb-1ab80ea74a16"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->146013424,ExpressionUUID->"811ade9f-24e3-460e-9d12-428343f2c16a"], + +Cell[TextData[{ + "A ", + Cell[BoxData[ + FormBox[ + RowBox[{"2", "n", "\[Times]", "2", "n"}], TraditionalForm]],ExpressionUUID-> + "ba75e33e-1ee9-4fb7-960f-936099829131"], + " matrix in the ", + StyleBox["Nambu space", + FontSlant->"Italic"], + " has only two ", + Cell[BoxData[ + FormBox[ + RowBox[{"n", "\[Times]", "n"}], TraditionalForm]],ExpressionUUID-> + "d15c359d-ac69-4cd0-86d0-96508cbfb717"], + " independent blocks out of four. Conventionally, the upper-left and \ +upper-right blocks are chosen to be independent, and if necessary, the other \ +two blocks are reconstructed from them. The actually reconstruction depends \ +on the type of the Nambu-space matrix." +}], "Notes", + CellID->1103304822,ExpressionUUID->"8770ef98-e13c-4b87-8d2e-b85c97408d0f"], + +Cell[TextData[{ + "The possible values of ", + Cell[BoxData[ + StyleBox["type", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "84206906-97f7-4710-933b-8889a02eec93"], + " are as follows:" +}], "Notes", + CellID->1096580593,ExpressionUUID->"780b0ca1-7f16-4865-aaac-2f9a23c9e2e3"], + +Cell[BoxData[GridBox[{ + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "9b420fa4-8bc3-40d9-819a-588a633fd0be"], Cell[ + "\"Hermitian\"", "TableText",ExpressionUUID-> + "0a8e6306-1778-43b7-be5e-2e87b3c035ee"], Cell[ + "Hermitian matrix like a single-particle Hamiltonian.", "TableText", + ExpressionUUID->"3a4d7054-131b-4031-8de9-3142e0cadc49"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "6076a403-978b-4db6-98e5-6a2cc351b7c8"], Cell[ + "\"Unibary\"", "TableText",ExpressionUUID-> + "335811ba-82d2-443b-810e-8fa37b71be69"], Cell[ + "Unitary matrix", "TableText",ExpressionUUID-> + "fc8ddf8c-116f-458a-8c88-d3ffa59c704c"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "efba4156-f83b-4a63-9cc3-f3a2c1616242"], Cell[ + "\"Green's\"", "TableText",ExpressionUUID-> + "1f343e25-7dce-418c-85fc-33569729c9e2"], Cell[ + "The matrix corresponding to the Green's function", "TableText", + ExpressionUUID->"abc16a17-f590-4c1f-bcb5-bc939c949713"]} + }]], "2ColumnTableMod", + GridBoxOptions->{ + GridBoxBackground->{"Columns" -> {{None}}, "Rows" -> {None, None, {None}}}, + GridBoxDividers->{"Rows" -> {{True, True, True, True}}}}, + CellID->1769576117,ExpressionUUID->"19775631-eb53-468e-b02d-bd3d380d5bcf"], + +Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Normal"]], "paclet:ref/Normal"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"NambuMatrix", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["ham", "TI"], ",", + StyleBox["del", "TI"]}], "}"}], ",", "\"\\""}], "]"}], + "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "e030de5f-b9de-4c92-8cb5-d7b3a7f6fd1a"], + " is equivalent to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ArrayFlatten"]], "paclet:ref/ArrayFlatten"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "@", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["ham", "TI"], ",", + StyleBox["del", "TI"]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Topple"]], "paclet:Q3/ref/Topple", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["del", "TI"], "]"}], ",", + RowBox[{"-", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Transpose"]], "paclet:ref/Transpose"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + StyleBox["ham", "TI"], "]"}]}]}], "}"}]}], "}"}]}]], "InlineFormula", + + FontFamily->"Source Sans Pro",ExpressionUUID-> + "49c8f562-a7f6-447f-a87b-9ca178412ebf"], + "; that is,\[LineSeparator]\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{"H", ",", "\[CapitalDelta]"}], "}"}], "\[RightTeeArrow]", + UnderscriptBox["H", "_"]}], ":=", + RowBox[{"(", GridBox[{ + {"H", "\[CapitalDelta]"}, + { + SuperscriptBox["\[CapitalDelta]", "\[Dagger]"], + RowBox[{"-", + SuperscriptBox["H", "T"]}]} + }], ")"}]}], TraditionalForm]],ExpressionUUID-> + "f12904f8-7b02-469a-b6d8-64427ed30ef5"], + " assuming that ", + Cell[BoxData[ + FormBox[ + RowBox[{ + SuperscriptBox["H", "\[Dagger]"], "=", "H"}], TraditionalForm]], + ExpressionUUID->"60043b16-e500-4be0-af74-52dbc0923f89"], + " and ", + Cell[BoxData[ + FormBox[ + RowBox[{ + SuperscriptBox["\[CapitalDelta]", "T"], "=", + RowBox[{"-", "\[CapitalDelta]"}]}], TraditionalForm]],ExpressionUUID-> + "c96f1d0c-e951-457f-8dd6-a288a48c2fee"], + "." +}], "Notes", + CellID->64037791,ExpressionUUID->"d0a02a32-48ea-47df-a1f0-7555746e07ba"], + +Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Normal"]], "paclet:ref/Normal"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"NambuMatrix", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["u", "TI"], ",", + StyleBox["v", "TI"]}], "}"}], ",", "\"\\""}], "]"}], "]"}]], + "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "0c5d6279-0a5b-46bd-83fe-e2e8e60f39da"], + " is equivalent to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ArrayFlatten"]], "paclet:ref/ArrayFlatten"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "@", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["u", "TI"], ",", + StyleBox["v", "TI"]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Conjugate"]], "paclet:ref/Conjugate"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", "v", "]"}], ",", + RowBox[{"-", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Conjugate"]], "paclet:ref/Conjugate"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + StyleBox["u", "TI"], "]"}]}]}], "}"}]}], "}"}]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "821e4657-f740-471f-ba04-392300fc7494"], + "; that is,\[LineSeparator]\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{"U", ",", "V"}], "}"}], "\[RightTeeArrow]", + UnderscriptBox["U", "_"]}], ":=", + RowBox[{"(", GridBox[{ + {"U", "V"}, + { + SuperscriptBox["V", "*"], + SuperscriptBox["U", "*"]} + }], ")"}]}], TraditionalForm]],ExpressionUUID-> + "57dbea22-ee27-4481-926a-7a4496553284"], + "." +}], "Notes", + CellID->1591199108,ExpressionUUID->"77b4bc75-4d06-47b3-9e47-3bd55de200ee"], + +Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Normal"]], "paclet:ref/Normal"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"NambuMatrix", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["g", "TI"], ",", + StyleBox["f", "TI"]}], "}"}], ",", "\"\\""}], "]"}], "]"}]], + "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "48f66a39-e58e-4a7f-843b-f46df1c046cd"], + " is equivalent to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["ArrayFlatten"]], "paclet:ref/ArrayFlatten"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "@", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["g", "TI"], ",", + StyleBox["f", "TI"]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Topple"]], "paclet:Q3/ref/Topple", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["f", "TI"], "]"}], ",", + RowBox[{ + StyleBox["id", "TI"], "-", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Transpose"]], "paclet:ref/Transpose"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + StyleBox["g", "TI"], "]"}]}]}], "}"}]}], "}"}]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "59562497-a718-4fa9-a23c-77526572d33c"], + "; that is," +}], "Notes", + CellID->292545916,ExpressionUUID->"94657d51-485c-49a2-b2a2-a79bbe430ae1"], + +Cell[TextData[{ + "\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{"G", ",", "F"}], "}"}], "\[RightTeeArrow]", + UnderscriptBox["G", "_"]}], ":=", + RowBox[{"(", GridBox[{ + {"G", "F"}, + { + SuperscriptBox["F", "\[Dagger]"], + RowBox[{"I", "-", + SuperscriptBox["G", "T"]}]} + }], ")"}]}], TraditionalForm]],ExpressionUUID-> + "d8523993-c23d-437c-8328-3f4239efb6b2"], + " assuming that ", + Cell[BoxData[ + FormBox[ + RowBox[{ + SuperscriptBox["G", "\[Dagger]"], "=", "G"}], TraditionalForm]], + ExpressionUUID->"d3cbfeb5-99dd-4701-b53a-5143cea5c272"], + " and ", + Cell[BoxData[ + FormBox[ + RowBox[{ + SuperscriptBox["F", "T"], "=", + RowBox[{"-", "F"}]}], TraditionalForm]],ExpressionUUID-> + "fcb440f2-d00c-496a-a9bd-065ac586f903"], + "." +}], "Notes", + CellID->1645317516,ExpressionUUID->"4771808a-27af-45d5-b93b-4e62c990a1b3"], + +Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["MatrixForm"]], "paclet:ref/MatrixForm"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{"NambuMatrix", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["a", "TI"], ",", + StyleBox["b", "TI"]}], "}"}], ",", + StyleBox["type", "TI"]}], "]"}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "cce53acc-d5fb-4e85-ad1d-5f758d3ddfd7"], + " is equivalent to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Map"]], "paclet:ref/Map"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "[", + RowBox[{ + TemplateBox[{ + Cell[ + TextData["MatrixForm"]], "paclet:ref/MatrixForm"}, + "RefLink", + BaseStyle->{"InlineFormula"}], ",", + RowBox[{"{", + RowBox[{ + StyleBox["a", "TI"], ",", + StyleBox["b", "TI"]}], "}"}]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "a78e57d6-4dd3-4f1a-9989-694665197910"], + "." +}], "Notes", + CellID->549085452,ExpressionUUID->"5b940a00-2906-4935-b755-fb87e9833ca7"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], + Alternatives[True, Open]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "4e17a784-1d7b-456d-841d-e12317b12cad"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"fc615a18-cc16-420e-b79a-1358957caf19"], + "Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "d9833ef6-af17-4823-bf36-25189dd079e7"] +}], "PrimaryExamplesSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellTags->"PrimaryExamplesSection", + CellID->1621292294,ExpressionUUID->"67737094-2196-4bf8-baa6-a47b66e0b835"], + +Cell[BoxData[ + RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", + CellLabel->"In[1]:=", + CellID->2064569576,ExpressionUUID->"73124ff1-eb2b-4b95-8fef-977de37a08ca"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "805aba39-fcd6-4921-80be-cb8aba4a6892"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"a63dd0d9-8e91-40b2-8859-8cab425b53fc"], + "Basic Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "cbc8d28c-9faa-4431-b156-14aaa2e7511a"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->1787072122,ExpressionUUID->"1c177b24-9fba-4045-955d-08cb62662a03"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"$n", "=", "3"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->860763085,ExpressionUUID->"f78d8317-b345-4566-90c6-0b36f4340277"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1330297094,ExpressionUUID->"7e6df82a-892a-4881-90ea-2c4b8338c6d2"], + +Cell["\<\ +Construct the full Hermitian matrix in the Nambu space from two independent \ +blocks..\ +\>", "ExampleText", + CellID->1687873148,ExpressionUUID->"d11dcf44-b4de-4c05-aa31-a8edf49034d4"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"ham", "=", + RowBox[{"RandomHermitian", "[", "$n", "]"}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"del", "=", + RowBox[{"Symmetrize", "[", + RowBox[{ + RowBox[{"RandomMatrix", "[", "$n", "]"}], ",", + RowBox[{"Antisymmetric", "@", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}]}]}], "]"}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{"barH", "=", + RowBox[{ + RowBox[{"NambuMatrix", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"ham", ",", "del"}], "}"}], ",", "\"\\""}], "]"}], "//", + "Chop"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->684044550,ExpressionUUID->"04be3777-5af2-4248-bd1f-a1197bfb911e"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["NambuMatrix", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Hermitian\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Hermitian\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{"0.21709692529645253`", + RowBox[{ + RowBox[{"0.17859482484994826`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18662793961843804`"}], "-", + + RowBox[{"0.21060548450133187`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.17859482484994826`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + + RowBox[{"-", "0.2953989708280296`"}], + RowBox[{ + RowBox[{"-", "0.3533502764371461`"}], "+", + + RowBox[{"0.37252742443548503`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18662793961843804`"}], "+", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3533502764371461`"}], "-", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}], + + RowBox[{"-", "0.44835095338903175`"}]}}, RowSpacings -> 1, + ColumnSpacings -> 1, RowAlignments -> Baseline, + ColumnAlignments -> Center], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + 0.21709692529645253`, + Complex[0.17859482484994826`, 0.25607128470466267`], + Complex[-0.18662793961843804`, -0.21060548450133187`]}, { + Complex[ + 0.17859482484994826`, -0.25607128470466267`], \ +-0.2953989708280296, + Complex[-0.3533502764371461, 0.37252742443548503`]}, { + Complex[-0.18662793961843804`, 0.21060548450133187`], + + Complex[-0.3533502764371461, -0.37252742443548503`], \ +-0.44835095338903175`}}, Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + + RasterBox[{{{0.2975405828864628, 0.09213446449447019, + 0.629142026047441}, {0.5714716678410916, + 0.8170002861063563, 0.988208980203123}, {0.235431, + 0.32765, 0.833291}}, {{0.772061, 0.92462, 0.998703}, { + 0.235431, 0.32765, 0.833291}, {0.22439363865846523`, + 0.024887386507232538`, 0.4246604532823411}}, {{0.235431, + 0.32765, 0.833291}, {0.16791, 0., 0.301671}, { + 0.27681267994938813`, 0.6225811704978164, + 0.9566497755748052}}}, {{0, 0}, {3, 3}}, {0, 1}], + AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> + False, FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + + RasterBox[{{{0.2975405828864628, 0.09213446449447019, + 0.629142026047441}, {0.5714716678410916, + 0.8170002861063563, 0.988208980203123}, {0.235431, + 0.32765, 0.833291}}, {{0.772061, 0.92462, 0.998703}, { + 0.235431, 0.32765, 0.833291}, {0.22439363865846523`, + 0.024887386507232538`, 0.4246604532823411}}, {{0.235431, + 0.32765, 0.833291}, {0.16791, 0., 0.301671}, { + 0.27681267994938813`, 0.6225811704978164, + 0.9566497755748052}}}, {{0, 0}, {3, 3}}, {0, 1}], + AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> + False, FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.6828604270101812`"}], "-", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.37497105569794353`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.6307900483075741`"}], "-", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{3, + 3}, {{{1, 2} -> + Complex[-0.6828604270101812, -0.31733788532108886`], {1, + 3} -> Complex[ + 0.37497105569794353`, -0.25034380414239443`], {2, 3} -> + Complex[-0.6307900483075741, -0.06997690019160774]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`NambuMatrix[{{{0.21709692529645253`, + Complex[0.17859482484994826`, 0.25607128470466267`], + Complex[-0.18662793961843804`, -0.21060548450133187`]}, { + Complex[ + 0.17859482484994826`, -0.25607128470466267`], -0.2953989708280296, + Complex[-0.3533502764371461, 0.37252742443548503`]}, { + Complex[-0.18662793961843804`, 0.21060548450133187`], + Complex[-0.3533502764371461, -0.37252742443548503`], \ +-0.44835095338903175`}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{3, + 3}, {{{1, 2} -> + Complex[-0.6828604270101812, -0.31733788532108886`], {1, 3} -> + Complex[0.37497105569794353`, -0.25034380414239443`], {2, 3} -> + Complex[-0.6307900483075741, -0.06997690019160774]}, + Antisymmetric[{1, 2}]}]]}, "Hermitian"], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[3]=", + CellID->234966754,ExpressionUUID->"47816282-2f8a-4adb-88d5-f2b26dc8edd0"] +}, Open ]], + +Cell["Display the independent blocks in the standard display form.", \ +"ExampleText", + CellID->1058561505,ExpressionUUID->"96169074-2a6a-425b-9ad1-7e8211416a77"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"MatrixForm", "@", "barH"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->928569383,ExpressionUUID->"9e40919d-e756-4e83-8e3b-d924c940c008"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.21709692529645253`", + RowBox[{"0.17859482484994826`", "\[VeryThinSpace]", "+", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.18662793961843804`"}], "-", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.17859482484994826`", "\[VeryThinSpace]", "-", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2953989708280296`"}], + RowBox[{ + RowBox[{"-", "0.3533502764371461`"}], "+", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.18662793961843804`"}], "+", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3533502764371461`"}], "-", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.44835095338903175`"}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", + RowBox[{ + RowBox[{"-", "0.6828604270101812`"}], "-", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.37497105569794353`", "\[VeryThinSpace]", "-", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.6828604270101812`", "\[VeryThinSpace]", "+", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{ + RowBox[{"-", "0.6307900483075741`"}], "-", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.37497105569794353`"}], "+", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6307900483075741`", "\[VeryThinSpace]", "+", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}], "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{3, + 3}, {{{1, 2} -> + Complex[-0.6828604270101812, -0.31733788532108886`], {1, 3} -> + Complex[0.37497105569794353`, -0.25034380414239443`], {2, 3} -> + Complex[-0.6307900483075741, -0.06997690019160774]}, + Antisymmetric[{1, 2}]}]]]]]}], "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->1037869005,ExpressionUUID->"7e488076-dc34-4cff-a889-07414945d35f"] +}, Open ]], + +Cell["\<\ +Convert the representation to the full matrix and display it in the standard \ +matrix form.\ +\>", "ExampleText", + CellID->2000484613,ExpressionUUID->"87a99895-3e0b-48ab-9d68-9fe70a2aeb5b"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"Normal", "@", "barH"}], " ", "//", " ", "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->733349945,ExpressionUUID->"5704b57b-4eef-4588-98a1-a4c1b85d8989"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.21709692529645253`", + RowBox[{"0.17859482484994826`", "\[VeryThinSpace]", "+", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.18662793961843804`"}], "-", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{ + RowBox[{"-", "0.6828604270101812`"}], "-", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.37497105569794353`", "\[VeryThinSpace]", "-", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.17859482484994826`", "\[VeryThinSpace]", "-", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2953989708280296`"}], + RowBox[{ + RowBox[{"-", "0.3533502764371461`"}], "+", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6828604270101812`", "\[VeryThinSpace]", "+", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{ + RowBox[{"-", "0.6307900483075741`"}], "-", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.18662793961843804`"}], "+", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3533502764371461`"}], "-", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.44835095338903175`"}], + RowBox[{ + RowBox[{"-", "0.37497105569794353`"}], "+", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6307900483075741`", "\[VeryThinSpace]", "+", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{"0.6828604270101812`", "\[VeryThinSpace]", "-", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.37497105569794353`"}], "-", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21709692529645253`"}], + RowBox[{ + RowBox[{"-", "0.17859482484994826`"}], "+", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18662793961843804`", "\[VeryThinSpace]", "-", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.6828604270101812`"}], "+", + RowBox[{"0.31733788532108886`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.6307900483075741`", "\[VeryThinSpace]", "-", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17859482484994826`"}], "-", + RowBox[{"0.25607128470466267`", " ", "\[ImaginaryI]"}]}], + "0.2953989708280296`", + RowBox[{"0.3533502764371461`", "\[VeryThinSpace]", "+", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.37497105569794353`", "\[VeryThinSpace]", "+", + RowBox[{"0.25034380414239443`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6307900483075741`"}], "+", + RowBox[{"0.06997690019160774`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.18662793961843804`", "\[VeryThinSpace]", "+", + RowBox[{"0.21060548450133187`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3533502764371461`", "\[VeryThinSpace]", "-", + RowBox[{"0.37252742443548503`", " ", "\[ImaginaryI]"}]}], + "0.44835095338903175`"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[5]//MatrixForm=", + CellID->1773222067,ExpressionUUID->"a4c252d5-d31d-4389-8635-8ed23ab842df"] +}, Open ]], + +Cell["Construct a unitary matrix in the Nambu space.", "ExampleText", + CellID->1293434588,ExpressionUUID->"666d5212-5cde-4b11-88fd-6ba671267854"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"tmpU", "=", + RowBox[{"MatrixExp", "[", + RowBox[{"I", "*", + RowBox[{"Normal", "@", "barH"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"tmpU", "//", "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->1112959938,ExpressionUUID->"24614cab-1dd5-4ff8-af8a-99f7c47c0226"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.6090116111757058`", "\[VeryThinSpace]", "+", + RowBox[{"0.0718457852177256`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.002283185540861467`"}], "-", + RowBox[{"0.051902619119844076`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2923400485518867`", "\[VeryThinSpace]", "-", + RowBox[{"0.09917802213545136`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.12712549625314765`"}], "-", + RowBox[{"0.19442083248398104`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34929550816389277`", "\[VeryThinSpace]", "-", + RowBox[{"0.25681627692495074`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0869973601919691`", "\[VeryThinSpace]", "+", + RowBox[{"0.5257890423269365`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.19175158709707976`", "\[VeryThinSpace]", "+", + RowBox[{"0.17548708359137657`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.45025229866740735`", "\[VeryThinSpace]", "-", + RowBox[{"0.1409990141229648`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13315570173883345`"}], "+", + RowBox[{"0.0012916631902990998`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03874423900288605`"}], "+", + RowBox[{"0.6542178851427665`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3414466968280736`", "\[VeryThinSpace]", "-", + RowBox[{"0.24346242698629905`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.018378478103658853`"}], "-", + RowBox[{"0.2939318334532666`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.1367384280453363`", "\[VeryThinSpace]", "-", + RowBox[{"0.20278288474491152`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13954569874229453`", "\[VeryThinSpace]", "-", + RowBox[{"0.41748329186282673`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5473722412579621`", "\[VeryThinSpace]", "-", + RowBox[{"0.34335490328370766`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1144334850288108`"}], "+", + RowBox[{"0.001680831457022871`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.052335500932768605`"}], "+", + RowBox[{"0.462997832421974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13339887976287018`"}], "-", + RowBox[{"0.2844439075140319`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.12712549625314765`"}], "+", + RowBox[{"0.194420832483981`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3492955081638927`", "\[VeryThinSpace]", "+", + RowBox[{"0.2568162769249508`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08699736019196905`", "\[VeryThinSpace]", "-", + RowBox[{"0.5257890423269362`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6090116111757057`", "\[VeryThinSpace]", "-", + RowBox[{"0.0718457852177256`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.002283185540861509`"}], "+", + RowBox[{"0.05190261911984405`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2923400485518867`", "\[VeryThinSpace]", "+", + RowBox[{"0.09917802213545138`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.03874423900288605`"}], "-", + RowBox[{"0.6542178851427667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34144669682807366`", "\[VeryThinSpace]", "+", + RowBox[{"0.24346242698629908`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.018378478103658898`"}], "+", + RowBox[{"0.29393183345326657`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19175158709707985`", "\[VeryThinSpace]", "-", + RowBox[{"0.1754870835913766`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.45025229866740735`", "\[VeryThinSpace]", "+", + RowBox[{"0.14099901412296476`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13315570173883345`"}], "-", + RowBox[{"0.0012916631902991375`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.11443348502881083`"}], "-", + RowBox[{"0.0016808314570228775`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.052335500932768564`"}], "-", + RowBox[{"0.46299783242197423`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1333988797628702`"}], "+", + RowBox[{"0.284443907514032`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13673842804533626`", "\[VeryThinSpace]", "+", + RowBox[{"0.20278288474491157`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1395456987422946`", "\[VeryThinSpace]", "+", + RowBox[{"0.4174832918628269`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5473722412579622`", "\[VeryThinSpace]", "+", + RowBox[{"0.3433549032837077`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[6]//MatrixForm=", + CellID->162081579,ExpressionUUID->"1d8ce107-cfb3-4f5c-b585-0b0b419787aa"] +}, Open ]], + +Cell["\<\ +Extract the two independent blocks from the above full matrix.\ +\>", "ExampleText", + CellID->1095833857,ExpressionUUID->"fad9f216-8b82-461d-a915-4fc405a3270b"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"barU", "=", + RowBox[{"NambuMatrix", "[", + RowBox[{"tmpU", ",", "\"\\""}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->764345358,ExpressionUUID->"16dab69b-f23c-4c5f-8077-dd1061086544"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["NambuMatrix", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Unitary\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Unitary\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.6090116111757058`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0718457852177256`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.002283185540861467`"}], "-", + RowBox[{"0.051902619119844076`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2923400485518867`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09917802213545136`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.19175158709707976`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17548708359137657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.45025229866740735`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1409990141229648`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13315570173883345`"}], "+", + + RowBox[{"0.0012916631902990998`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.1367384280453363`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.20278288474491152`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13954569874229453`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.41748329186282673`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5473722412579621`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.34335490328370766`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.6090116111757058, 0.0718457852177256], + Complex[-0.002283185540861467, -0.051902619119844076`], + Complex[0.2923400485518867, -0.09917802213545136]}, { + Complex[0.19175158709707976`, 0.17548708359137657`], + Complex[0.45025229866740735`, -0.1409990141229648], + Complex[-0.13315570173883345`, 0.0012916631902990998`]}, { + + Complex[0.1367384280453363, -0.20278288474491152`], + Complex[0.13954569874229453`, -0.41748329186282673`], + Complex[0.5473722412579621, -0.34335490328370766`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.12712549625314765`"}], "-", + RowBox[{"0.19442083248398104`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34929550816389277`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.25681627692495074`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0869973601919691`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.5257890423269365`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.03874423900288605`"}], "+", + RowBox[{"0.6542178851427665`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3414466968280736`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.24346242698629905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.018378478103658853`"}], "-", + RowBox[{"0.2939318334532666`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.1144334850288108`"}], "+", + RowBox[{"0.001680831457022871`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.052335500932768605`"}], "+", + RowBox[{"0.462997832421974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13339887976287018`"}], "-", + RowBox[{"0.2844439075140319`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.12712549625314765`, -0.19442083248398104`], + Complex[0.34929550816389277`, -0.25681627692495074`], + Complex[0.0869973601919691, 0.5257890423269365]}, { + Complex[-0.03874423900288605, 0.6542178851427665], + Complex[0.3414466968280736, -0.24346242698629905`], + Complex[-0.018378478103658853`, -0.2939318334532666]}, { + Complex[-0.1144334850288108, 0.001680831457022871], + Complex[-0.052335500932768605`, 0.462997832421974], + Complex[-0.13339887976287018`, -0.2844439075140319]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`NambuMatrix[{{{ + Complex[0.6090116111757058, 0.0718457852177256], + Complex[-0.002283185540861467, -0.051902619119844076`], + Complex[0.2923400485518867, -0.09917802213545136]}, { + Complex[0.19175158709707976`, 0.17548708359137657`], + Complex[0.45025229866740735`, -0.1409990141229648], + Complex[-0.13315570173883345`, 0.0012916631902990998`]}, { + Complex[0.1367384280453363, -0.20278288474491152`], + Complex[0.13954569874229453`, -0.41748329186282673`], + Complex[0.5473722412579621, -0.34335490328370766`]}}, {{ + Complex[-0.12712549625314765`, -0.19442083248398104`], + Complex[0.34929550816389277`, -0.25681627692495074`], + Complex[0.0869973601919691, 0.5257890423269365]}, { + Complex[-0.03874423900288605, 0.6542178851427665], + Complex[0.3414466968280736, -0.24346242698629905`], + Complex[-0.018378478103658853`, -0.2939318334532666]}, { + Complex[-0.1144334850288108, 0.001680831457022871], + Complex[-0.052335500932768605`, 0.462997832421974], + Complex[-0.13339887976287018`, -0.2844439075140319]}}}, "Unitary"], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[7]=", + CellID->1638553907,ExpressionUUID->"29b18d3d-b89c-40c1-8044-c19d6fb7b0d3"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"MatrixForm", "[", "barU", "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->1460553711,ExpressionUUID->"1369974f-7e6e-49f2-a499-d9b029122546"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.6090116111757058`", "\[VeryThinSpace]", "+", + RowBox[{"0.0718457852177256`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.002283185540861467`"}], "-", + RowBox[{"0.051902619119844076`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2923400485518867`", "\[VeryThinSpace]", "-", + RowBox[{"0.09917802213545136`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.19175158709707976`", "\[VeryThinSpace]", "+", + RowBox[{"0.17548708359137657`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.45025229866740735`", "\[VeryThinSpace]", "-", + RowBox[{"0.1409990141229648`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13315570173883345`"}], "+", + RowBox[{"0.0012916631902990998`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.1367384280453363`", "\[VeryThinSpace]", "-", + RowBox[{"0.20278288474491152`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13954569874229453`", "\[VeryThinSpace]", "-", + RowBox[{"0.41748329186282673`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5473722412579621`", "\[VeryThinSpace]", "-", + RowBox[{"0.34335490328370766`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{ + RowBox[{"-", "0.12712549625314765`"}], "-", + RowBox[{"0.19442083248398104`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34929550816389277`", "\[VeryThinSpace]", "-", + RowBox[{"0.25681627692495074`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0869973601919691`", "\[VeryThinSpace]", "+", + RowBox[{"0.5257890423269365`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.03874423900288605`"}], "+", + RowBox[{"0.6542178851427665`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3414466968280736`", "\[VeryThinSpace]", "-", + RowBox[{"0.24346242698629905`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.018378478103658853`"}], "-", + RowBox[{"0.2939318334532666`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.1144334850288108`"}], "+", + RowBox[{"0.001680831457022871`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.052335500932768605`"}], "+", + RowBox[{"0.462997832421974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13339887976287018`"}], "-", + RowBox[{"0.2844439075140319`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", + CellLabel->"Out[8]=", + CellID->942016061,ExpressionUUID->"5e189f6b-96b0-4997-8ef3-dbb58bedcf80"] +}, Open ]], + +Cell["\<\ +When converted to the full matrix, it is equivalent to the original unitary \ +matrix.\ +\>", "ExampleText", + CellID->312467913,ExpressionUUID->"ad9fa9bf-5b60-4e1d-b468-6c9b3782bd33"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"Normal", "[", "barU", "]"}], "-", "tmpU"}], "//", "Chop"}], "//", + "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[9]:=", + CellID->674926148,ExpressionUUID->"eda7a51a-4b8f-41a5-82f6-b603a626fe5a"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[9]//MatrixForm=", + CellID->704160039,ExpressionUUID->"e150685e-7ea2-4bc1-9353-7e451a6fca62"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickState"]], "paclet:Q3/ref/WickState", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ad22d6a0-46c0-483a-a3ef-3805aecaea73"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "2eea5fbd-c15a-4918-be38-4c184bd7711e"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickGreensFunction"]], + "paclet:Q3/ref/WickGreensFunction", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ce7f95d1-a973-47b5-aa26-4b1f2e6d1bc0"] + }], "SeeAlso",ExpressionUUID->"2d39b6e8-2d0c-416b-ac1c-a9ddf98a160f"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"bf6aff73-ea81-4b1b-9c60-\ +a51c3d35f1c5"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems with Q3"]], + "paclet:Q3/tutorial/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "20ccfb71-4ddd-496d-bc80-7570ef1c9f81"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "e738b518-20b8-4ec8-9a37-a6a2396cb744"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"0bd16dc6-692c-4504-9bf4-\ +5bcdca0b9bc9"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems"]], + "paclet:Q3/guide/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "22d0396e-74e1-44c5-85f8-58766fe975ba"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3"]], "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "1f3cdad0-3546-4ed6-b4c5-cd4ef5bf8254"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"035b4157-170f-4e9a-b572-\ +7b7d52dc2a0b"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "B. M. Terhal and D. P. DiVincenzo (2002)"}]]]], + "https://doi.org/10.1103/PhysRevA.65.032325"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "2c1935fa-3a5f-422c-9693-bb9df44f6d27"]}]],ExpressionUUID-> + "a47fc1bb-3a5f-45cf-ad08-a399970e1f9f"], + ", Physical Review A 65, 032325, \"Classical simulation of \ +noninteracting-fermion quantum circuits.\"" + }], "RelatedLinks",ExpressionUUID-> + "ada39241-47d1-4f07-8b40-1b15d49d6030"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "07d6122a-8b92-431e-baa2-6b82e9139248"]}]],ExpressionUUID-> + "bcd2c286-df40-4e03-a200-c35c53340fa7"], + ", A Quantum Computation Workbook (Springer)." + }], "RelatedLinks",ExpressionUUID-> + "e7e411dc-0050-4419-96b8-d7d670fab447"]} + }]} + }]], "RelatedLinksSection",ExpressionUUID->"53d99419-ca4b-4f7a-aea7-\ +bce5ac71e139"], + +Cell[" ", "FooterCell",ExpressionUUID->"0b327db3-634e-48dc-8c09-de2c85418758"] +}, +Saveable->False, +ScreenStyleEnvironment->"Working", +WindowSize->{900, 830}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +WindowTitle->"NambuMatrix", +TaggingRules->{ + "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", + "ExampleCounter" -> 1, + "Openers" -> { + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 22, 18, 32, 55.208749}", + "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", + "keywords" -> {"Bogoliubov-de Gennes equation", "Bogoliubov transform"}, + "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, + "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> + "None", "summary" -> + "NambuMatrix[{a, b}, type] represents a 2 n*2 n matrix of type in the \ +Nambu space the n*n upper-left and upper-right blocks of which are given by a \ +and b, respectively. NambuMatrix[mat] returns the pair {a, b}, where a and b \ +are the n*n upper-left and upper-right blocks,respectively,of 2 n*2 n matrix \ +mat. NambuMatrix[mat, type] returns NambuMatrix[{a, b}, type], where a and b \ +are as above.", "synonyms" -> {}, "tabletags" -> {}, "title" -> "NambuMatrix", + "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> + "NambuMatrix", "type" -> "Symbol", "uri" -> "Q3/ref/NambuMatrix"}}, +CellContext->"Global`", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", +StyleDefinitions->Notebook[{ + Cell[ + StyleData[ + StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], + Cell[ + StyleData["Input"], CellContext -> "Global`"], + Cell[ + StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", + StyleDefinitions -> "Default.nb"], +ExpressionUUID->"4dbeac09-d40f-48aa-9a42-aa976a883855" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{ + "PrimaryExamplesSection"->{ + Cell[26324, 769, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"67737094-2196-4bf8-baa6-a47b66e0b835", + CellTags->"PrimaryExamplesSection", + CellID->1621292294]} + } +*) +(*CellTagsIndex +CellTagsIndex->{ + {"PrimaryExamplesSection", 103495, 2454} + } +*) +(*NotebookFileOutline +Notebook[{ +Cell[583, 21, 6911, 172, 57, "AnchorBarGrid",ExpressionUUID->"ae47bf90-680f-4276-b738-58852ebc4146", + CellID->1], +Cell[7497, 195, 85, 0, 23, "ContextNameCell",ExpressionUUID->"bf1765e8-f0aa-4611-a951-6dcdbbcbb559"], +Cell[CellGroupData[{ +Cell[7607, 199, 1385, 38, 60, "ObjectNameGrid",ExpressionUUID->"0126ff04-bc3c-4f69-8556-0d9d4add44dd"], +Cell[8995, 239, 4864, 134, 294, "Usage",ExpressionUUID->"25097269-deb4-4bcd-bfbc-3f81fe7742e5", + CellID->1897286705] +}, Open ]], +Cell[CellGroupData[{ +Cell[13896, 378, 1898, 47, 37, "NotesSection",ExpressionUUID->"811ade9f-24e3-460e-9d12-428343f2c16a", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->146013424], +Cell[15797, 427, 756, 19, 70, "Notes",ExpressionUUID->"8770ef98-e13c-4b87-8d2e-b85c97408d0f", + CellID->1103304822], +Cell[16556, 448, 303, 8, 70, "Notes",ExpressionUUID->"780b0ca1-7f16-4865-aaac-2f9a23c9e2e3", + CellID->1096580593], +Cell[16862, 458, 1255, 23, 70, "2ColumnTableMod",ExpressionUUID->"19775631-eb53-468e-b02d-bd3d380d5bcf", + CellID->1769576117], +Cell[18120, 483, 2474, 82, 70, "Notes",ExpressionUUID->"d0a02a32-48ea-47df-a1f0-7555746e07ba", + CellID->64037791], +Cell[20597, 567, 1936, 66, 70, "Notes",ExpressionUUID->"77b4bc75-4d06-47b3-9e47-3bd55de200ee", + CellID->1591199108], +Cell[22536, 635, 1597, 53, 70, "Notes",ExpressionUUID->"94657d51-485c-49a2-b2a2-a79bbe430ae1", + CellID->292545916], +Cell[24136, 690, 918, 32, 70, "Notes",ExpressionUUID->"4771808a-27af-45d5-b93b-4e62c990a1b3", + CellID->1645317516], +Cell[25057, 724, 1140, 39, 70, "Notes",ExpressionUUID->"5b940a00-2906-4935-b755-fb87e9833ca7", + CellID->549085452] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[26324, 769, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"67737094-2196-4bf8-baa6-a47b66e0b835", + CellTags->"PrimaryExamplesSection", + CellID->1621292294], +Cell[27717, 808, 192, 3, 31, "Input",ExpressionUUID->"73124ff1-eb2b-4b95-8fef-977de37a08ca", + CellID->2064569576], +Cell[CellGroupData[{ +Cell[27934, 815, 1368, 36, 31, "ExampleSection",ExpressionUUID->"1c177b24-9fba-4045-955d-08cb62662a03", + CellID->1787072122], +Cell[29305, 853, 193, 5, 29, "Input",ExpressionUUID->"f78d8317-b345-4566-90c6-0b36f4340277", + CellID->860763085], +Cell[29501, 860, 208, 5, 29, "Input",ExpressionUUID->"7e6df82a-892a-4881-90ea-2c4b8338c6d2", + CellID->1330297094], +Cell[29712, 867, 193, 4, 38, "ExampleText",ExpressionUUID->"d11dcf44-b4de-4c05-aa31-a8edf49034d4", + CellID->1687873148], +Cell[CellGroupData[{ +Cell[29930, 875, 736, 23, 66, "Input",ExpressionUUID->"04be3777-5af2-4248-bd1f-a1197bfb911e", + CellID->684044550], +Cell[30669, 900, 24265, 461, 64, "Output",ExpressionUUID->"47816282-2f8a-4adb-88d5-f2b26dc8edd0", + CellID->234966754] +}, Open ]], +Cell[54949, 1364, 161, 2, 38, "ExampleText",ExpressionUUID->"96169074-2a6a-425b-9ad1-7e8211416a77", + CellID->1058561505], +Cell[CellGroupData[{ +Cell[55135, 1370, 186, 4, 29, "Input",ExpressionUUID->"9e40919d-e756-4e83-8e3b-d924c940c008", + CellID->928569383], +Cell[55324, 1376, 3218, 76, 119, "Output",ExpressionUUID->"7e488076-dc34-4cff-a889-07414945d35f", + CellID->1037869005] +}, Open ]], +Cell[58557, 1455, 199, 4, 70, "ExampleText",ExpressionUUID->"87a99895-3e0b-48ab-9d68-9fe70a2aeb5b", + CellID->2000484613], +Cell[CellGroupData[{ +Cell[58781, 1463, 225, 5, 70, "Input",ExpressionUUID->"5704b57b-4eef-4588-98a1-a4c1b85d8989", + CellID->733349945], +Cell[59009, 1470, 3997, 86, 134, "Output",ExpressionUUID->"a4c252d5-d31d-4389-8635-8ed23ab842df", + CellID->1773222067] +}, Open ]], +Cell[63021, 1559, 145, 1, 70, "ExampleText",ExpressionUUID->"666d5212-5cde-4b11-88fd-6ba671267854", + CellID->1293434588], +Cell[CellGroupData[{ +Cell[63191, 1564, 357, 9, 70, "Input",ExpressionUUID->"24614cab-1dd5-4ff8-af8a-99f7c47c0226", + CellID->1112959938], +Cell[63551, 1575, 5310, 109, 134, "Output",ExpressionUUID->"1d8ce107-cfb3-4f5c-b585-0b0b419787aa", + CellID->162081579] +}, Open ]], +Cell[68876, 1687, 169, 3, 70, "ExampleText",ExpressionUUID->"fad9f216-8b82-461d-a915-4fc405a3270b", + CellID->1095833857], +Cell[CellGroupData[{ +Cell[69070, 1694, 256, 6, 70, "Input",ExpressionUUID->"16dab69b-f23c-4c5f-8077-dd1061086544", + CellID->764345358], +Cell[69329, 1702, 20443, 391, 70, "Output",ExpressionUUID->"29b18d3d-b89c-40c1-8044-c19d6fb7b0d3", + CellID->1638553907] +}, Open ]], +Cell[CellGroupData[{ +Cell[89809, 2098, 192, 4, 70, "Input",ExpressionUUID->"1369974f-7e6e-49f2-a499-d9b029122546", + CellID->1460553711], +Cell[90004, 2104, 3561, 80, 119, "Output",ExpressionUUID->"5e189f6b-96b0-4997-8ef3-dbb58bedcf80", + CellID->942016061] +}, Open ]], +Cell[93580, 2187, 191, 4, 70, "ExampleText",ExpressionUUID->"ad9fa9bf-5b60-4e1d-b468-6c9b3782bd33", + CellID->312467913], +Cell[CellGroupData[{ +Cell[93796, 2195, 279, 8, 70, "Input",ExpressionUUID->"eda7a51a-4b8f-41a5-82f6-b603a626fe5a", + CellID->674926148], +Cell[94078, 2205, 780, 21, 134, "Output",ExpressionUUID->"e150685e-7ea2-4bc1-9353-7e451a6fca62", + CellID->704160039] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], +Cell[95100, 2235, 1856, 50, 70, "SeeAlsoSection",ExpressionUUID->"bf6aff73-ea81-4b1b-9c60-a51c3d35f1c5"], +Cell[96959, 2287, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"0bd16dc6-692c-4504-9bf4-5bcdca0b9bc9"], +Cell[98046, 2317, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"035b4157-170f-4e9a-b572-7b7d52dc2a0b"], +Cell[99089, 2346, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"53d99419-ca4b-4f7a-aea7-bce5ac71e139"], +Cell[101171, 2405, 78, 0, 70, "FooterCell",ExpressionUUID->"0b327db3-634e-48dc-8c09-de2c85418758"] +} +] +*) + +(* End of internal cache information *) + diff --git a/Q3/Documentation/English/ReferencePages/Symbols/NambuRandomMatrix.nb b/Q3/Documentation/English/ReferencePages/Symbols/NambuRandomMatrix.nb new file mode 100644 index 000000000..c7cb6a223 --- /dev/null +++ b/Q3/Documentation/English/ReferencePages/Symbols/NambuRandomMatrix.nb @@ -0,0 +1,2639 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 14.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 115802, 2629] +NotebookOptionsPosition[ 107235, 2455] +NotebookOutlinePosition[ 109476, 2511] +CellTagsIndexPosition[ 109389, 2506] +WindowTitle->NambuRandomMatrix +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[GridBox[{ + {GridBox[{ + { + ItemBox[Cell[BoxData[ + RowBox[{ + TemplateBox[{12}, + "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", + TextAlignment->Center,ExpressionUUID-> + "24dc0cc9-be2b-4975-9038-f6d8c05600f5"], + TemplateBox[{8}, + "Spacer1"]}]], + TextAlignment->Center,ExpressionUUID-> + "3a6e2f6f-0c7d-4d0d-85d5-1a0624f3ae3f"], + Background->RGBColor[0.490196, 0.576471, 0.690196], + ItemSize->Full], ""} + }, + GridBoxAlignment->{"Rows" -> {{Center}}}, + GridBoxItemSize->{"Columns" -> {Full, + Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "See Also", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "e572c96b-ccd2-4d22-abf3-c8644170a203"] + }],ExpressionUUID->"cfc67bec-3ba6-4f10-9568-efa026f192a4"], + StripOnInput->False],{ + "\"NambuMatrix\"" :> + Documentation`HelpLookup["paclet:Q3/ref/NambuMatrix"], + "\"RandomMatrix\"" :> + Documentation`HelpLookup["paclet:Q3/ref/RandomMatrix"], + "\"RandomHermitian\"" :> + Documentation`HelpLookup["paclet:Q3/ref/RandomHermitian"], + "\"RandomUnitary\"" :> + Documentation`HelpLookup["paclet:Q3/ref/RandomUnitary"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"SeeAlso"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "6b485959-4353-4326-82d7-20da8003a6be"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "53503dcc-f36a-46b4-a3c5-09ce3b9ca108"] + }],ExpressionUUID->"4bd7b180-6c8d-40a3-ac0a-97fdd3b375b0"], + StripOnInput->False],{ + "\"Quantum Many-Body Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], + "\"Q3\"" :> Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "1c5ae9e3-6ab5-42c0-bdec-f5cef37cf6dd"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "df57b31b-797e-4257-9179-25161361409e"] + }],ExpressionUUID->"f07a6aac-e354-4a96-8d33-c0674e741b36"], + StripOnInput->False],{ + "\"Quantum Many-Body Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumManyBodySystems"], "\"Q3: Quick Start\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/Q3QuickStart"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "96c22637-df17-4b4a-84a9-26fb3fe06f46"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "URL", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "af31548b-d371-4ad3-82bd-5c51af27306d"] + }],ExpressionUUID->"e7d2168a-8abb-435f-90a8-56e72f03c965"], + StripOnInput->False],{ + "\"Q3/ref/NambuRandomMatrix\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/NambuRandomMatrix"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/\ +NambuRandomMatrix.html"], StandardForm]], "Input", TextClipboardType -> + "PlainText"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/NambuRandomMatrix" <> ".html"], None}]}]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"URLMenu"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "144e61d9-d44f-4d2e-aeed-96e2922bf6be"] + }], "AnchorBar", + CacheGraphics->False,ExpressionUUID-> + "7822dde4-2c7f-46f5-a83b-717311f0cb78"]} + }]], "AnchorBarGrid", + CellID->1,ExpressionUUID->"bfade197-eaf7-4ab6-b11a-a8c2500bf21c"], + +Cell["Q3`", "ContextNameCell",ExpressionUUID->"89959d42-a394-4abf-badc-ab8d28d8ff5f"], + +Cell[CellGroupData[{ + +Cell[BoxData[GridBox[{ + {Cell[TextData[{ + Cell[ + "NambuRandomMatrix", "ObjectName",ExpressionUUID-> + "6343c408-d743-48f9-84e3-0d5491901b57"], + Cell[BoxData[ + TemplateBox[{8}, + "Spacer1"]],ExpressionUUID->"6626d903-0293-41ed-90ed-b3d17656bb19"], + Cell[BoxData[ + ""], "ObjectNameTranslation",ExpressionUUID-> + "090cfc36-abfb-4ac4-980d-12ea8dbc812d"] + }],ExpressionUUID->"2553ed6c-fbc8-4458-b09a-93e78988bf01"], Cell[BoxData[ + TooltipBox[ + StyleBox[ + TagBox[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"NEW IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->18, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False], + Deploy, + DefaultBaseStyle->"Deploy"], "NewInGraphic", + StripOnInput->False], + "New in 14", + TooltipDelay->0.3]], + Magnification->1,ExpressionUUID-> + "b6119a17-cb3b-4086-ab7b-b949bb166a66"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"b00da3b7-9c5c-41b3-a7d4-bc523246c8b3"], + +Cell[BoxData[GridBox[{ + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["NambuRandomMatrix"]], "paclet:Q3/ref/NambuRandomMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["n", "TI"], ",", + StyleBox["type", "TI"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "a0e11a39-b541-43e6-8a22-48c54706794b"], + "\[LineSeparator]returns a randomly generated matrix of ", + Cell[BoxData[ + StyleBox["type", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "eef728eb-33cb-476d-b57f-a09ccea45838"], + " in the Nambu space with the n\[Times]n upper-left and upper-right \ +blocks." + }],ExpressionUUID->"ab813e03-b4ec-48b1-be6c-c606d86adf4e"]} + }]], "Usage", + CellID->1319632222,ExpressionUUID->"0bb8f023-da0b-4ba9-98fd-ee0798b7a93d"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"63981f5d-bc53-47d8-8d4a-960924843c90"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"c880449c-3ff6-4b29-907d-7a9bf0f09327"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"258ed382-d75b-44f0-98a4-0bd6b314287f"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"2534c09c-fecc-4db3-b1f8-cb489aa5940a"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->614867512,ExpressionUUID->"593e938f-9e3b-4b5d-86a7-924823c686bc"], + +Cell[TextData[{ + "A ", + Cell[BoxData[ + FormBox[ + RowBox[{"2", "n", "\[Times]", "2", "n"}], TraditionalForm]],ExpressionUUID-> + "8c82c2df-ebc9-4871-9e97-c901c6e7f13a"], + " matrix in the ", + StyleBox["Nambu space", + FontSlant->"Italic"], + " has only two ", + Cell[BoxData[ + FormBox[ + RowBox[{"n", "\[Times]", "n"}], TraditionalForm]],ExpressionUUID-> + "a7061f90-a956-43fe-98aa-3f64a497cd22"], + " independent blocks out of four. Conventionally, the upper-left and \ +upper-right blocks are chosen to be independent, and if necessary, the other \ +two blocks are reconstructed from them. The actually reconstruction depends \ +on the type of the Nambu-space matrix." +}], "Notes", + CellID->1103304822,ExpressionUUID->"b157ccec-7d9e-48c9-a753-f52173706a67"], + +Cell[TextData[{ + "The possible values of ", + Cell[BoxData[ + StyleBox["type", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f9838fb8-6a0a-4fa6-a070-ede1b7df644e"], + " are as follows:" +}], "Notes", + CellID->1096580593,ExpressionUUID->"a16dc285-3fea-46e5-a198-51ac58470263"], + +Cell[BoxData[GridBox[{ + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "48ce58b8-9f62-4ba9-baa4-a9679697ce62"], Cell[ + "\"Hermitian\"", "TableText",ExpressionUUID-> + "deb11a6a-bc37-4afa-869e-89013aae4fa3"], Cell[ + "Hermitian matrix like a single-particle Hamiltonian.", "TableText", + ExpressionUUID->"4a346bfc-aeb0-46d2-942e-f264c9068092"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "e6e9cfc5-ad35-4ce2-a5ed-49ec4069e0d3"], Cell[ + "\"Unibary\"", "TableText",ExpressionUUID-> + "e2030a71-f22f-4a92-8451-ceedb6d6c14d"], Cell[ + "Unitary matrix", "TableText",ExpressionUUID-> + "28d80a53-c638-4a07-acf1-2f2788dcf9ee"]} + }]], "2ColumnTableMod", + GridBoxOptions->{ + GridBoxBackground->{"Columns" -> {{None}}, "Rows" -> {None, {None}}}, + GridBoxDividers->{"Rows" -> {{True, True, True}}}}, + CellID->1769576117,ExpressionUUID->"19a89bb6-dcd3-4d8c-9b48-0b78982d718f"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], + Alternatives[True, Open]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "ba5a118d-388b-468c-8fd9-8a78092164ec"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"9b1e4e64-fbdb-4880-bfa6-5478fa4441d0"], + "Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(2)", "ExampleCount",ExpressionUUID-> + "360a4f86-c882-4072-8c13-5f82a31915dc"] +}], "PrimaryExamplesSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellTags->"PrimaryExamplesSection", + CellID->386964820,ExpressionUUID->"f35f4fc2-bfe8-4297-835f-39008aca01fa"], + +Cell[BoxData[ + RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", + CellLabel->"In[1]:=", + CellID->1416393074,ExpressionUUID->"35318454-3586-40aa-8c36-e469cdeea0f9"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "32ea2862-b411-40b5-be9b-56549c285539"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"053b97f6-63c3-4b9e-b72d-95b933ba23a4"], + "Basic Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(2)", "ExampleCount",ExpressionUUID-> + "7af59c85-cedd-455b-bfaa-c192a636bedf"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->1137246624,ExpressionUUID->"aed6fd13-7832-4053-9c35-be1bc34814c0"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"$n", "=", "3"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1862782355,ExpressionUUID->"a93271fb-8979-43bf-83fc-dd4c1f9e72c8"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->955323217,ExpressionUUID->"6d1aac4e-d63a-49dd-84e8-8935c15ea1be"], + +Cell["Randomly generate a unitary matrix in the Nambu space.", "ExampleText", + CellID->958524303,ExpressionUUID->"e98027d7-496c-417c-963b-ff02d931cd2d"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"uni", "=", + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1649996819,ExpressionUUID->"0cbc690f-61ef-44ad-8a58-509da2e81b43"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["NambuMatrix", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Unitary\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Unitary\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.17469226803919172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1338396599389738`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.27701706873335524`"}], "-", + RowBox[{"0.03629082641090944`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5085676483155915`"}], "+", + + RowBox[{"0.21882600811324582`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.1717677035925811`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.21184172025671227`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.10324558551913922`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.37365906502664914`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.2738281945508335`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2673394951554839`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.32500183254598547`"}], "+", + RowBox[{"0.4856395517628991`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3213132105586277`"}], "+", + RowBox[{"0.2108073157965257`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3734170769747712`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4397189289628779`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.17469226803919172`, 0.1338396599389738], + Complex[-0.27701706873335524`, -0.03629082641090944], + Complex[-0.5085676483155915, 0.21882600811324582`]}, { + Complex[0.1717677035925811, 0.21184172025671227`], + Complex[0.10324558551913922`, -0.37365906502664914`], + Complex[0.2738281945508335, 0.2673394951554839]}, { + Complex[-0.32500183254598547`, 0.4856395517628991], + Complex[-0.3213132105586277, 0.2108073157965257], + Complex[0.3734170769747712, 0.4397189289628779]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.11301864867252459`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.22892864387706036`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.6417699173531783`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.13214226954854397`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14290335006054292`"}], "-", + RowBox[{"0.2281558439069248`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.055472174451530645`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.6397837319144439`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.24903604615850297`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1141334208271524`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.23658009886859604`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.29235250807385543`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18888291458381898`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14985944402554963`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1515027047839729`"}], "+", + RowBox[{"0.3108909813043971`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.005230913163376558`"}], "-", + + RowBox[{"0.01687715665303952`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.11301864867252459`, -0.22892864387706036`], + Complex[0.6417699173531783, 0.13214226954854397`], + Complex[-0.14290335006054292`, -0.2281558439069248]}, { + Complex[0.055472174451530645`, 0.6397837319144439], + Complex[0.24903604615850297`, -0.1141334208271524], + Complex[0.23658009886859604`, -0.29235250807385543`]}, { + Complex[0.18888291458381898`, -0.14985944402554963`], + Complex[-0.1515027047839729, 0.3108909813043971], + Complex[-0.005230913163376558, -0.01687715665303952]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`NambuMatrix[{{{ + Complex[0.17469226803919172`, 0.1338396599389738], + Complex[-0.27701706873335524`, -0.03629082641090944], + Complex[-0.5085676483155915, 0.21882600811324582`]}, { + Complex[0.1717677035925811, 0.21184172025671227`], + Complex[0.10324558551913922`, -0.37365906502664914`], + Complex[0.2738281945508335, 0.2673394951554839]}, { + Complex[-0.32500183254598547`, 0.4856395517628991], + Complex[-0.3213132105586277, 0.2108073157965257], + Complex[0.3734170769747712, 0.4397189289628779]}}, {{ + Complex[0.11301864867252459`, -0.22892864387706036`], + Complex[0.6417699173531783, 0.13214226954854397`], + Complex[-0.14290335006054292`, -0.2281558439069248]}, { + Complex[0.055472174451530645`, 0.6397837319144439], + Complex[0.24903604615850297`, -0.1141334208271524], + Complex[0.23658009886859604`, -0.29235250807385543`]}, { + Complex[0.18888291458381898`, -0.14985944402554963`], + Complex[-0.1515027047839729, 0.3108909813043971], + Complex[-0.005230913163376558, -0.01687715665303952]}}}, "Unitary"], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[3]=", + CellID->2142183065,ExpressionUUID->"50988c57-a035-456c-a4f0-90a7d8ce8532"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"uni", "//", "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->1231814527,ExpressionUUID->"0d4afe5a-e8f7-42ad-9067-4a33a0193956"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.17469226803919172`", "\[VeryThinSpace]", "+", + RowBox[{"0.1338396599389738`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.27701706873335524`"}], "-", + RowBox[{"0.03629082641090944`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5085676483155915`"}], "+", + RowBox[{"0.21882600811324582`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.1717677035925811`", "\[VeryThinSpace]", "+", + RowBox[{"0.21184172025671227`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10324558551913922`", "\[VeryThinSpace]", "-", + RowBox[{"0.37365906502664914`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2738281945508335`", "\[VeryThinSpace]", "+", + RowBox[{"0.2673394951554839`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.32500183254598547`"}], "+", + RowBox[{"0.4856395517628991`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3213132105586277`"}], "+", + RowBox[{"0.2108073157965257`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3734170769747712`", "\[VeryThinSpace]", "+", + RowBox[{"0.4397189289628779`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.11301864867252459`", "\[VeryThinSpace]", "-", + RowBox[{"0.22892864387706036`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6417699173531783`", "\[VeryThinSpace]", "+", + RowBox[{"0.13214226954854397`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14290335006054292`"}], "-", + RowBox[{"0.2281558439069248`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.055472174451530645`", "\[VeryThinSpace]", "+", + RowBox[{"0.6397837319144439`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.24903604615850297`", "\[VeryThinSpace]", "-", + RowBox[{"0.1141334208271524`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.23658009886859604`", "\[VeryThinSpace]", "-", + RowBox[{"0.29235250807385543`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.18888291458381898`", "\[VeryThinSpace]", "-", + RowBox[{"0.14985944402554963`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1515027047839729`"}], "+", + RowBox[{"0.3108909813043971`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.005230913163376558`"}], "-", + RowBox[{"0.01687715665303952`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->1226606859,ExpressionUUID->"b8d78bb5-1605-4da7-b116-18eeefbf7142"] +}, Open ]], + +Cell[TextData[{ + "Reconstruct the full unitary matrix ", + Cell[BoxData[ + FormBox[ + RowBox[{ + UnderscriptBox["U", "_"], ":=", + RowBox[{"(", GridBox[{ + {"U", "V"}, + { + SuperscriptBox["V", "*"], + SuperscriptBox["U", "*"]} + }], ")"}]}], TraditionalForm]],ExpressionUUID-> + "adaddb4b-284d-4e1d-b832-5c8823562512"], + " from the two independent blocks ", + Cell[BoxData[ + FormBox["U", TraditionalForm]],ExpressionUUID-> + "2874a1af-4702-48ff-af9d-62fd3ce86c3f"], + " and ", + Cell[BoxData[ + FormBox["V", TraditionalForm]],ExpressionUUID-> + "6eb156b2-85a5-4947-a4bd-333dc60023a8"], + " in the above representation." +}], "ExampleText", + CellID->1047012077,ExpressionUUID->"5d38f0a8-48d8-4b06-b832-0b5e5c0e376f"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"barU", "=", + RowBox[{"Normal", "[", "uni", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"barU", "//", "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->1762281936,ExpressionUUID->"02a4e938-b997-40ed-bbdc-69d9e2526763"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.17469226803919172`", "\[VeryThinSpace]", "+", + RowBox[{"0.1338396599389738`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.27701706873335524`"}], "-", + RowBox[{"0.03629082641090944`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5085676483155915`"}], "+", + RowBox[{"0.21882600811324582`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11301864867252459`", "\[VeryThinSpace]", "-", + RowBox[{"0.22892864387706036`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6417699173531783`", "\[VeryThinSpace]", "+", + RowBox[{"0.13214226954854397`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14290335006054292`"}], "-", + RowBox[{"0.2281558439069248`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.1717677035925811`", "\[VeryThinSpace]", "+", + RowBox[{"0.21184172025671227`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10324558551913922`", "\[VeryThinSpace]", "-", + RowBox[{"0.37365906502664914`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2738281945508335`", "\[VeryThinSpace]", "+", + RowBox[{"0.2673394951554839`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.055472174451530645`", "\[VeryThinSpace]", "+", + RowBox[{"0.6397837319144439`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.24903604615850297`", "\[VeryThinSpace]", "-", + RowBox[{"0.1141334208271524`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.23658009886859604`", "\[VeryThinSpace]", "-", + RowBox[{"0.29235250807385543`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.32500183254598547`"}], "+", + RowBox[{"0.4856395517628991`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3213132105586277`"}], "+", + RowBox[{"0.2108073157965257`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3734170769747712`", "\[VeryThinSpace]", "+", + RowBox[{"0.4397189289628779`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18888291458381898`", "\[VeryThinSpace]", "-", + RowBox[{"0.14985944402554963`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1515027047839729`"}], "+", + RowBox[{"0.3108909813043971`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.005230913163376558`"}], "-", + RowBox[{"0.01687715665303952`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.11301864867252459`", "\[VeryThinSpace]", "+", + RowBox[{"0.22892864387706036`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6417699173531783`", "\[VeryThinSpace]", "-", + RowBox[{"0.13214226954854397`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14290335006054292`"}], "+", + RowBox[{"0.2281558439069248`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.17469226803919172`", "\[VeryThinSpace]", "-", + RowBox[{"0.1338396599389738`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.27701706873335524`"}], "+", + RowBox[{"0.03629082641090944`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5085676483155915`"}], "-", + RowBox[{"0.21882600811324582`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.055472174451530645`", "\[VeryThinSpace]", "-", + RowBox[{"0.6397837319144439`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.24903604615850297`", "\[VeryThinSpace]", "+", + RowBox[{"0.1141334208271524`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.23658009886859604`", "\[VeryThinSpace]", "+", + RowBox[{"0.29235250807385543`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1717677035925811`", "\[VeryThinSpace]", "-", + RowBox[{"0.21184172025671227`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10324558551913922`", "\[VeryThinSpace]", "+", + RowBox[{"0.37365906502664914`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2738281945508335`", "\[VeryThinSpace]", "-", + RowBox[{"0.2673394951554839`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.18888291458381898`", "\[VeryThinSpace]", "+", + RowBox[{"0.14985944402554963`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1515027047839729`"}], "-", + RowBox[{"0.3108909813043971`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.005230913163376558`"}], "+", + RowBox[{"0.01687715665303952`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32500183254598547`"}], "-", + RowBox[{"0.4856395517628991`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3213132105586277`"}], "-", + RowBox[{"0.2108073157965257`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3734170769747712`", "\[VeryThinSpace]", "-", + RowBox[{"0.4397189289628779`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[5]//MatrixForm=", + CellID->1481358094,ExpressionUUID->"ffb52810-e963-4a42-be09-18f6ac4a2d12"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"barU", ".", + RowBox[{"Topple", "[", "barU", "]"}]}], "//", "Chop"}], "//", + "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->1590816883,ExpressionUUID->"e63cf17f-dcaa-4fb1-91c6-cf0c8172ac97"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.9999999999999997`", "0", "0", "0", "0", "0"}, + {"0", "1.`", "0", "0", "0", "0"}, + {"0", "0", "0.9999999999999998`", "0", "0", "0"}, + {"0", "0", "0", "0.9999999999999998`", "0", "0"}, + {"0", "0", "0", "0", "1.`", "0"}, + {"0", "0", "0", "0", "0", "0.9999999999999998`"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[6]//MatrixForm=", + CellID->769951247,ExpressionUUID->"d2ab4f50-460b-42cf-b671-9a39cce341ff"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "6b9631d0-4703-4a28-9a2b-6060087da686"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->1097593416,ExpressionUUID->"18813958-58de-41c3-a046-76309e96b8b2"], + +Cell[BoxData[ + RowBox[{"Let", "[", + RowBox[{"Fermion", ",", "c"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->474899114,ExpressionUUID->"8822c22d-4f43-421e-8b78-18c630f724cc"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "2"}], ";"}], "\[IndentingNewLine]", + RowBox[{"cc", "=", + RowBox[{"c", "[", + RowBox[{"Range", "@", "$n"}], "]"}]}], "\[IndentingNewLine]", + RowBox[{"cccc", "=", + RowBox[{"Join", "[", + RowBox[{"cc", ",", + RowBox[{"Dagger", "@", "cc"}]}], "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1285604658,ExpressionUUID->"cabad399-14c4-4248-9f03-e9662922fc75"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1030725290,ExpressionUUID->"d872ad9a-aef0-4419-baeb-afc899f53450"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1796852328,ExpressionUUID->"e26fc40f-6f87-4733-9a38-38850c993bf6"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->2044260573,ExpressionUUID->"53647724-71e8-4922-84e1-402df7791f9f"], + +Cell["Randomly generate a Hermitian matrix in the Nambu space.", "ExampleText", + CellID->596986548,ExpressionUUID->"dd472c65-0d37-4ebd-b705-6d8cad022c03"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ham", "=", + RowBox[{ + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}], "//", + "Chop"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->954950916,ExpressionUUID->"81a5c08f-5e1d-4697-b4c5-7f061769b016"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["NambuMatrix", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Hermitian\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Hermitian\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + + RasterBox[{{{0.2739202238626798, 0.6019663607484349, + 0.9480273648438577}, {0.3644591509088154, + 0.7059344203154211, 0.9773789254464339}}, {{0.772061, + 0.92462, 0.998703}, {0.2739202238626798, + 0.6019663607484349, 0.9480273648438577}}}, {{0, 0}, {2, + 2}}, {0, 1}], AspectRatio -> 1, Axes -> False, + AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Hermitian", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + + RasterBox[{{{0.2739202238626798, 0.6019663607484349, + 0.9480273648438577}, {0.3644591509088154, + 0.7059344203154211, 0.9773789254464339}}, {{0.772061, + 0.92462, 0.998703}, {0.2739202238626798, + 0.6019663607484349, 0.9480273648438577}}}, {{0, 0}, {2, + 2}}, {0, 1}], AspectRatio -> 1, Axes -> False, + AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Hermitian", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "0.7750813675947517`", ContentPadding -> False, + FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> + Baseline, ImageSize -> {{1, 300}, Automatic}], + LineBreakWithin -> False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.37780366468667514`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.12920504838481883`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "0.38835018505092433`", ContentPadding -> False, + FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> + Baseline, ImageSize -> {{1, 300}, Automatic}], + LineBreakWithin -> False]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{2, + 2}, {{{1, 1} -> 0.7750813675947517, {1, 2} -> + Complex[0.37780366468667514`, 0.12920504838481883`], {2, + 2} -> 0.38835018505092433`}, + Hermitian[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + + RasterBox[{{{0.772061, 0.92462, 0.998703}, {0.235431, + 0.32765, 0.833291}}, {{0.235431, 0.32765, 0.833291}, { + 0.16791, 0., 0.301671}}}, {{0, 0}, {2, 2}}, {0, 1}], + AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> + False, FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + + RasterBox[{{{0.772061, 0.92462, 0.998703}, {0.235431, + 0.32765, 0.833291}}, {{0.235431, 0.32765, 0.833291}, { + 0.16791, 0., 0.301671}}}, {{0, 0}, {2, 2}}, {0, 1}], + AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> + False, FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["1", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.5299327810746055`"}], "+", + RowBox[{"0.2264921928688124`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{2, + 2}, {{{1, 2} -> + Complex[-0.5299327810746055, 0.2264921928688124]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`NambuMatrix[{ + SymmetrizedArray[ + StructuredArray`StructuredData[{2, + 2}, {{{1, 1} -> 0.7750813675947517, {1, 2} -> + Complex[0.37780366468667514`, 0.12920504838481883`], {2, 2} -> + 0.38835018505092433`}, + Hermitian[{1, 2}]}]], + SymmetrizedArray[ + StructuredArray`StructuredData[{2, + 2}, {{{1, 2} -> Complex[-0.5299327810746055, 0.2264921928688124]}, + Antisymmetric[{1, 2}]}]]}, "Hermitian"], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[4]=", + CellID->1654078349,ExpressionUUID->"1afc02f6-b082-4370-89c1-7b1d55a3d772"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ham", "//", "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->1998463962,ExpressionUUID->"0c9b8166-374d-4e42-95e7-0f74cf53030b"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.7750813675947517`", + RowBox[{"0.37780366468667514`", "\[VeryThinSpace]", "+", + RowBox[{"0.12920504838481883`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.37780366468667514`", "\[VeryThinSpace]", "-", + RowBox[{"0.12920504838481883`", " ", "\[ImaginaryI]"}]}], + "0.38835018505092433`"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{2, + 2}, {{{1, 1} -> 0.7750813675947517, {1, 2} -> + Complex[0.37780366468667514`, 0.12920504838481883`], {2, 2} -> + 0.38835018505092433`}, + Hermitian[{1, 2}]}]]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", + RowBox[{ + RowBox[{"-", "0.5299327810746055`"}], "+", + RowBox[{"0.2264921928688124`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.5299327810746055`", "\[VeryThinSpace]", "-", + RowBox[{"0.2264921928688124`", " ", "\[ImaginaryI]"}]}], "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{2, + 2}, {{{1, 2} -> Complex[-0.5299327810746055, 0.2264921928688124]}, + Antisymmetric[{1, 2}]}]]]]]}], "}"}]], "Output", + CellLabel->"Out[5]=", + CellID->987868026,ExpressionUUID->"b094f2f1-f276-478f-9220-27c74e870623"] +}, Open ]], + +Cell["Construct a BCS-type Hamiltonian including pairing terms.", \ +"ExampleText", + CellID->824116814,ExpressionUUID->"b5d18b12-73bc-43d5-8eb9-ea4fc2aef33b"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"HH", "=", + RowBox[{"MultiplyDot", "[", + RowBox[{ + RowBox[{"Dagger", "[", "cccc", "]"}], ",", + RowBox[{ + RowBox[{"Normal", "[", "ham", "]"}], ".", "cccc"}]}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->336162566,ExpressionUUID->"b82cf390-5cd1-4324-b574-50186121fcff"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"-", "1.163431552645676`"}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"1.059865562149211`", "\[VeryThinSpace]", "+", + RowBox[{"0.4529843857376248`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`c[2], + $CellContext`c[1]]]}], "+", + RowBox[{"1.5501627351895033`", " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.7556073293733503`", "\[VeryThinSpace]", "+", + RowBox[{"0.25841009676963766`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + $CellContext`c[2]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"1.059865562149211`", "\[VeryThinSpace]", "-", + RowBox[{"0.4529843857376248`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + Q3`Dagger[ + $CellContext`c[2]]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.7556073293733503`", "\[VeryThinSpace]", "-", + RowBox[{"0.25841009676963766`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[2]], + $CellContext`c[1]]]}], "+", + RowBox[{"0.7767003701018487`", " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[2]], + $CellContext`c[2]]]}]}]], "Output", + CellLabel->"Out[6]=", + CellID->551430614,ExpressionUUID->"74ad13a7-15bf-49e3-bc09-5245eb53897a"] +}, Open ]], + +Cell["\<\ +Extract back the Bogoliubov-de Gennes-type single-particle Hamiltonian.\ +\>", "ExampleText", + CellID->1502392693,ExpressionUUID->"6473c6da-8e51-476d-be91-592266f5692b"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"new", "=", + RowBox[{"CoefficientTensor", "[", + RowBox[{"HH", ",", + RowBox[{"Dagger", "@", "cccc"}], ",", "cccc"}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->1629034031,ExpressionUUID->"47c95d17-3381-465e-b0f9-d193d38e32ae"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQm6nYI52z9rx9w5uzoVzzFtrPd11cNMHgnr1V+e64 +WUrn7OcYL9pi/uOK/YtFio8DV72yVw/flrwu+ZJ9enfUfef9B+xPbfTYcNDk +qf0Gc4uTEhMu2x+ZcXXnc+H19h+27Tg0zeExTnMc1+4KX7byvn3/Mr6Dky6/ +sK+tkNvZUvfeXuF9qLZw3VF7BigQ2XLy4WS/yzjtFV2+leeR+0X7Z38eKqjF +P7KPsqyzOf/trf3yh9VG/yQv2U+cKOjravDU/rTC2V9blN/jtBeXO3d2G7ju +3PLC/ob78nU1097an4zI/Rf/9T1Oe3GZgyucASyTxMs= + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> False, + AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, + FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> + Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["12", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQm6nYI52z9rx9w5uzoVzzFtrPd11cNMHgnr1V+e64 +WUrn7OcYL9pi/uOK/YtFio8DV72yVw/flrwu+ZJ9enfUfef9B+xPbfTYcNDk +qf0Gc4uTEhMu2x+ZcXXnc+H19h+27Tg0zeExTnMc1+4KX7byvn3/Mr6Dky6/ +sK+tkNvZUvfeXuF9qLZw3VF7BigQ2XLy4WS/yzjtFV2+leeR+0X7Z38eKqjF +P7KPsqyzOf/trf3yh9VG/yQv2U+cKOjravDU/rTC2V9blN/jtBeXO3d2G7ju +3PLC/ob78nU1097an4zI/Rf/9T1Oe3GZgyucASyTxMs= + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> False, + AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, + FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> + Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["12", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.75`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "0.7750813675947517`", ContentPadding -> False, + FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> + Baseline, ImageSize -> {{1, 300}, Automatic}], + LineBreakWithin -> False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.37780366468667514`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.12920504838481883`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.5299327810746055`"}], "+", + RowBox[{"0.2264921928688124`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.37780366468667514`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.12920504838481883`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 3, 6, 9, 12}, {{1}, {2}, {4}, {1}, {2}, {3}, {2}, {3}, {4}, {1}, { + 3}, {4}}}, { + 0.7750813675947517, Complex[0.37780366468667514`, 0.12920504838481883`], + Complex[-0.5299327810746055, 0.2264921928688124], Complex[ + 0.37780366468667514`, -0.12920504838481883`], 0.38835018505092433`, + Complex[0.5299327810746055, -0.2264921928688124], Complex[ + 0.5299327810746055, 0.2264921928688124], -0.7750813675947517, + Complex[-0.37780366468667514`, 0.12920504838481883`], + Complex[-0.5299327810746055, -0.2264921928688124], + Complex[-0.37780366468667514`, -0.12920504838481883`], \ +-0.38835018505092433`}}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[7]=", + CellID->1215451890,ExpressionUUID->"24db0d2f-df97-4463-b563-bf7fe9cbd5ef"] +}, Open ]], + +Cell["\<\ +Compare the above single-particle Hamiltonian matrix with the original one.\ +\>", "ExampleText", + CellID->856840586,ExpressionUUID->"2942d8fb-89ff-4962-8058-9de69a2d1270"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"new", "-", + RowBox[{"Normal", "[", "ham", "]"}]}], "//", "Chop"}], "//", + "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->1894769349,ExpressionUUID->"0d84af22-d26a-4b4b-84a7-d8937049974f"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0"}, + {"0", "0", "0", "0"}, + {"0", "0", "0", "0"}, + {"0", "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[8]//MatrixForm=", + CellID->1293614371,ExpressionUUID->"7001ca93-50b6-4a40-8bd0-e9780a374f57"] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "98a458af-4f5b-41bf-ad6d-6b7d8111cff9"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["RandomMatrix"]], "paclet:Q3/ref/RandomMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "01d599c1-d185-4d48-bbf2-4defc37cb0d4"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["RandomHermitian"]], "paclet:Q3/ref/RandomHermitian", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "289f0894-9695-451a-8795-fbed8874d05b"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["RandomUnitary"]], "paclet:Q3/ref/RandomUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "7b2e3744-2c00-4475-81d7-9f7ac47bd723"] + }], "SeeAlso",ExpressionUUID->"5c6170f4-3c38-4298-be31-9ded544e4deb"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"91f909b4-883e-45c3-9343-\ +8b5ccbf55f1d"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems with Q3"]], + "paclet:Q3/tutorial/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "4b37e0ca-c4df-492d-808d-de1089a5e364"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "db089284-48c2-4fc2-8da5-5b266718fa61"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"f99d3c42-b142-4938-a197-\ +5c27fdb28b56"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems"]], + "paclet:Q3/guide/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "93db8603-c45f-4cde-a227-1aeb733cc477"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3"]], "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "a6daf514-7403-4868-99a4-e7d2ba6afa7e"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"60d4d141-e1f6-42a5-a533-\ +93d07f4f2e38"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "B. M. Terhal and D. P. DiVincenzo (2002)"}]]]], + "https://doi.org/10.1103/PhysRevA.65.032325"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "2fdd5bc3-fda1-460c-ad43-8c755de5f092"]}]],ExpressionUUID-> + "3bbd00b0-a7ea-4709-be97-4a8f675e9cd8"], + ", Physical Review A 65, 032325, \"Classical simulation of \ +noninteracting-fermion quantum circuits.\"" + }], "RelatedLinks",ExpressionUUID-> + "36751ae6-77f4-4325-b685-3f42cc851182"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "8e8978da-cd0a-4b3c-ad0e-3b2bf6f3db6f"]}]],ExpressionUUID-> + "dbaa0d73-f010-441f-a8ac-8684b684731d"], + ", A Quantum Computation Workbook (Springer)." + }], "RelatedLinks",ExpressionUUID-> + "0599d4ee-c340-4646-8ab8-f0fec3f1d42a"]} + }]} + }]], "RelatedLinksSection",ExpressionUUID->"1f3befd7-6247-4985-a506-\ +319f311d396d"], + +Cell[" ", "FooterCell",ExpressionUUID->"8b648522-ac9b-4b3f-9b6a-53a5757c99c6"] +}, +Saveable->False, +ScreenStyleEnvironment->"Working", +WindowSize->{900, 830}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +WindowTitle->"NambuRandomMatrix", +TaggingRules->{ + "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", + "ExampleCounter" -> 1, + "Openers" -> { + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 22, 18, 32, 56.047483}", + "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, + "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, + "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> + "None", "summary" -> + "NambuRandomMatrix[n, type] returns a randomly generated matrix of type \ +in the Nambu space with the n*n upper-left and upper-right blocks.", + "synonyms" -> {}, "tabletags" -> {}, "title" -> "NambuRandomMatrix", + "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> + "NambuRandomMatrix", "type" -> "Symbol", "uri" -> + "Q3/ref/NambuRandomMatrix"}}, +CellContext->"Global`", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", +StyleDefinitions->Notebook[{ + Cell[ + StyleData[ + StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], + Cell[ + StyleData["Input"], CellContext -> "Global`"], + Cell[ + StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", + StyleDefinitions -> "Default.nb"], +ExpressionUUID->"46379b81-2cdf-4a19-9018-5c943232c2a4" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{ + "PrimaryExamplesSection"->{ + Cell[14143, 373, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"f35f4fc2-bfe8-4297-835f-39008aca01fa", + CellTags->"PrimaryExamplesSection", + CellID->386964820]} + } +*) +(*CellTagsIndex +CellTagsIndex->{ + {"PrimaryExamplesSection", 109189, 2499} + } +*) +(*NotebookFileOutline +Notebook[{ +Cell[589, 21, 7037, 174, 57, "AnchorBarGrid",ExpressionUUID->"bfade197-eaf7-4ab6-b11a-a8c2500bf21c", + CellID->1], +Cell[7629, 197, 85, 0, 23, "ContextNameCell",ExpressionUUID->"89959d42-a394-4abf-badc-ab8d28d8ff5f"], +Cell[CellGroupData[{ +Cell[7739, 201, 1391, 38, 60, "ObjectNameGrid",ExpressionUUID->"b00da3b7-9c5c-41b3-a7d4-bc523246c8b3"], +Cell[9133, 241, 972, 24, 114, "Usage",ExpressionUUID->"0bb8f023-da0b-4ba9-98fd-ee0798b7a93d", + CellID->1319632222] +}, Open ]], +Cell[CellGroupData[{ +Cell[10142, 270, 1898, 47, 37, "NotesSection",ExpressionUUID->"593e938f-9e3b-4b5d-86a7-924823c686bc", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->614867512], +Cell[12043, 319, 756, 19, 70, "Notes",ExpressionUUID->"b157ccec-7d9e-48c9-a753-f52173706a67", + CellID->1103304822], +Cell[12802, 340, 303, 8, 70, "Notes",ExpressionUUID->"a16dc285-3fea-46e5-a198-51ac58470263", + CellID->1096580593], +Cell[13108, 350, 908, 17, 70, "2ColumnTableMod",ExpressionUUID->"19a89bb6-dcd3-4d8c-9b48-0b78982d718f", + CellID->1769576117] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[14143, 373, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"f35f4fc2-bfe8-4297-835f-39008aca01fa", + CellTags->"PrimaryExamplesSection", + CellID->386964820], +Cell[15535, 412, 192, 3, 31, "Input",ExpressionUUID->"35318454-3586-40aa-8c36-e469cdeea0f9", + CellID->1416393074], +Cell[CellGroupData[{ +Cell[15752, 419, 1368, 36, 31, "ExampleSection",ExpressionUUID->"aed6fd13-7832-4053-9c35-be1bc34814c0", + CellID->1137246624], +Cell[17123, 457, 194, 5, 29, "Input",ExpressionUUID->"a93271fb-8979-43bf-83fc-dd4c1f9e72c8", + CellID->1862782355], +Cell[17320, 464, 208, 5, 29, "Input",ExpressionUUID->"6d1aac4e-d63a-49dd-84e8-8935c15ea1be", + CellID->955323217], +Cell[17531, 471, 152, 1, 38, "ExampleText",ExpressionUUID->"e98027d7-496c-417c-963b-ff02d931cd2d", + CellID->958524303], +Cell[CellGroupData[{ +Cell[17708, 476, 260, 6, 29, "Input",ExpressionUUID->"0cbc690f-61ef-44ad-8a58-509da2e81b43", + CellID->1649996819], +Cell[17971, 484, 20430, 391, 64, "Output",ExpressionUUID->"50988c57-a035-456c-a4f0-90a7d8ce8532", + CellID->2142183065] +}, Open ]], +Cell[CellGroupData[{ +Cell[38438, 880, 187, 4, 29, "Input",ExpressionUUID->"0d4afe5a-e8f7-42ad-9067-4a33a0193956", + CellID->1231814527], +Cell[38628, 886, 3551, 79, 119, "Output",ExpressionUUID->"b8d78bb5-1605-4da7-b116-18eeefbf7142", + CellID->1226606859] +}, Open ]], +Cell[42194, 968, 744, 23, 55, "ExampleText",ExpressionUUID->"5d38f0a8-48d8-4b06-b832-0b5e5c0e376f", + CellID->1047012077], +Cell[CellGroupData[{ +Cell[42963, 995, 297, 7, 48, "Input",ExpressionUUID->"02a4e938-b997-40ed-bbdc-69d9e2526763", + CellID->1762281936], +Cell[43263, 1004, 5295, 107, 134, "Output",ExpressionUUID->"ffb52810-e963-4a42-be09-18f6ac4a2d12", + CellID->1481358094] +}, Open ]], +Cell[CellGroupData[{ +Cell[48595, 1116, 280, 8, 70, "Input",ExpressionUUID->"e63cf17f-dcaa-4fb1-91c6-cf0c8172ac97", + CellID->1590816883], +Cell[48878, 1126, 856, 21, 134, "Output",ExpressionUUID->"d2ab4f50-460b-42cf-b671-9a39cce341ff", + CellID->769951247] +}, Open ]], +Cell[CellGroupData[{ +Cell[49771, 1152, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"18813958-58de-41c3-a046-76309e96b8b2", + CellID->1097593416], +Cell[50017, 1159, 210, 5, 70, "Input",ExpressionUUID->"8822c22d-4f43-421e-8b78-18c630f724cc", + CellID->474899114], +Cell[CellGroupData[{ +Cell[50252, 1168, 444, 12, 70, "Input",ExpressionUUID->"cabad399-14c4-4248-9f03-e9662922fc75", + CellID->1285604658], +Cell[50699, 1182, 436, 14, 37, "Output",ExpressionUUID->"d872ad9a-aef0-4419-baeb-afc899f53450", + CellID->1030725290], +Cell[51138, 1198, 940, 28, 40, "Output",ExpressionUUID->"e26fc40f-6f87-4733-9a38-38850c993bf6", + CellID->1796852328] +}, Open ]], +Cell[52093, 1229, 209, 5, 70, "Input",ExpressionUUID->"53647724-71e8-4922-84e1-402df7791f9f", + CellID->2044260573], +Cell[52305, 1236, 154, 1, 70, "ExampleText",ExpressionUUID->"dd472c65-0d37-4ebd-b705-6d8cad022c03", + CellID->596986548], +Cell[CellGroupData[{ +Cell[52484, 1241, 294, 8, 70, "Input",ExpressionUUID->"81a5c08f-5e1d-4697-b4c5-7f061769b016", + CellID->954950916], +Cell[52781, 1251, 25972, 490, 70, "Output",ExpressionUUID->"1afc02f6-b082-4370-89c1-7b1d55a3d772", + CellID->1654078349] +}, Open ]], +Cell[CellGroupData[{ +Cell[78790, 1746, 187, 4, 70, "Input",ExpressionUUID->"0c9b8166-374d-4e42-95e7-0f74cf53030b", + CellID->1998463962], +Cell[78980, 1752, 2119, 54, 53, "Output",ExpressionUUID->"b094f2f1-f276-478f-9220-27c74e870623", + CellID->987868026] +}, Open ]], +Cell[81114, 1809, 157, 2, 70, "ExampleText",ExpressionUUID->"b5d18b12-73bc-43d5-8eb9-ea4fc2aef33b", + CellID->824116814], +Cell[CellGroupData[{ +Cell[81296, 1815, 341, 9, 70, "Input",ExpressionUUID->"b82cf390-5cd1-4324-b574-50186121fcff", + CellID->336162566], +Cell[81640, 1826, 5167, 136, 57, "Output",ExpressionUUID->"74ad13a7-15bf-49e3-bc09-5245eb53897a", + CellID->551430614] +}, Open ]], +Cell[86822, 1965, 178, 3, 70, "ExampleText",ExpressionUUID->"6473c6da-8e51-476d-be91-592266f5692b", + CellID->1502392693], +Cell[CellGroupData[{ +Cell[87025, 1972, 292, 7, 70, "Input",ExpressionUUID->"47c95d17-3381-465e-b0f9-d193d38e32ae", + CellID->1629034031], +Cell[87320, 1981, 11828, 239, 70, "Output",ExpressionUUID->"24db0d2f-df97-4463-b563-bf7fe9cbd5ef", + CellID->1215451890] +}, Open ]], +Cell[99163, 2223, 181, 3, 70, "ExampleText",ExpressionUUID->"2942d8fb-89ff-4962-8058-9de69a2d1270", + CellID->856840586], +Cell[CellGroupData[{ +Cell[99369, 2230, 278, 8, 70, "Input",ExpressionUUID->"0d84af22-d26a-4b4b-84a7-d8937049974f", + CellID->1894769349], +Cell[99650, 2240, 667, 19, 100, "Output",ExpressionUUID->"7001ca93-50b6-4a40-8bd0-e9780a374f57", + CellID->1293614371] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], +Cell[100571, 2269, 2367, 64, 70, "SeeAlsoSection",ExpressionUUID->"91f909b4-883e-45c3-9343-8b5ccbf55f1d"], +Cell[102941, 2335, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"f99d3c42-b142-4938-a197-5c27fdb28b56"], +Cell[104028, 2365, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"60d4d141-e1f6-42a5-a533-93d07f4f2e38"], +Cell[105071, 2394, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"1f3befd7-6247-4985-a506-319f311d396d"], +Cell[107153, 2453, 78, 0, 70, "FooterCell",ExpressionUUID->"8b648522-ac9b-4b3f-9b6a-53a5757c99c6"] +} +] +*) + +(* End of internal cache information *) + diff --git a/Q3/Documentation/English/ReferencePages/Symbols/One.nb b/Q3/Documentation/English/ReferencePages/Symbols/One.nb index ecf8fdfc1..701643725 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/One.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/One.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 42834, 1097] -NotebookOptionsPosition[ 37477, 986] -NotebookOutlinePosition[ 39870, 1044] -CellTagsIndexPosition[ 39784, 1039] +NotebookDataLength[ 41824, 1061] +NotebookOptionsPosition[ 36748, 956] +NotebookOutlinePosition[ 39122, 1014] +CellTagsIndexPosition[ 39036, 1009] WindowTitle->One WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "6e56eebe-6e75-4b50-bcbc-34805a43dfcf"], + "aff0f37b-232f-402a-a08e-c7ced42a5e8f"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "39b17eba-46c8-4788-8cb8-34317fd480f8"], + "5b008653-efc3-43bd-9ce4-435ffce17057"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "c5bfc825-7276-4c6d-baea-d714fd147494"] - }],ExpressionUUID->"d6bc0021-0c95-4014-9742-dbeeba87218c"], + "7c68712b-58e7-4cb5-8822-2f8767376392"] + }],ExpressionUUID->"16794343-edd1-444b-b91d-c236baeace01"], StripOnInput->False],{ "\"IdentityMatrix\"" :> Documentation`HelpLookup["paclet:ref/IdentityMatrix"], Delimiter, @@ -70,7 +70,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "5ec0ecd8-aa74-4f40-a43e-5bc45068a0b1"], + "deb18a3b-9492-424c-94d2-a5b8042828ee"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -89,8 +89,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "f0e75bef-c7c4-46aa-ad76-26e6eaeb1141"] - }],ExpressionUUID->"b4297aa8-1b2c-4c43-ad1d-c39bc3f1cff7"], + "74b3bc98-42ea-4f33-a296-6ea1e4a6b4b9"] + }],ExpressionUUID->"d7c0d79e-eeb2-4b63-b1cf-c7ae018fd159"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -105,7 +105,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "327fd334-ce25-472d-a931-c6b1d93434bc"], + "b73c94c3-e6ff-43dc-a6f2-3a2569e1f671"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -124,8 +124,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "2924d402-efe6-4b99-9a5a-2de69485fce8"] - }],ExpressionUUID->"fe6c55bb-32f1-4b5e-9ef7-ccabd5c1285f"], + "b4eb320c-049c-4a75-909f-94de416e5327"] + }],ExpressionUUID->"51c42d3a-db2d-4d1b-8b3c-1f06df7102d1"], StripOnInput->False],{ "\"Quantum Information Systems with Q3\"" :> Documentation`HelpLookup[ @@ -142,7 +142,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "6fa90a7b-7c12-4b8f-927b-81c55ada3010"], + "215267b2-e343-4170-8ca6-cd991602e6a8"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -161,8 +161,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "92a99b85-9c36-440e-8bfb-1e9e46fe7836"] - }],ExpressionUUID->"d7b060d4-b36a-4b4c-8ed4-b211a1192433"], + "661d99e3-d819-4a89-8eb2-48831ba89837"] + }],ExpressionUUID->"792f1507-6694-44b7-9df5-5fd5a32f57d6"], StripOnInput->False],{ "\"Q3/ref/One\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> Module[{DocumentationSearch`Private`nb$}, @@ -197,14 +197,14 @@ Cell[BoxData[GridBox[{ MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "92d1db04-b8da-40c9-acd3-c606dd97b8ac"] + "784c9913-bb29-4472-9944-6fa9def82f9d"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "dceed98e-6b49-443b-8274-a109786103a1"]} + "7f3eb446-632f-49d5-a75b-faaf191802ae"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"c209e3b8-5d3b-43b1-8d8a-e10f3f6af4e9"], + CellID->1,ExpressionUUID->"e5be3414-5223-45fd-8faa-4fc905e320ba"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"30eaf98c-0345-4a95-8e0e-0203ca0ef5fa"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"f3c7df82-fea6-4144-9045-2d5b4f42e983"], Cell[CellGroupData[{ @@ -212,17 +212,34 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "One", "ObjectName",ExpressionUUID-> - "82ade4a9-ec6e-4747-9c78-13d3acf9fe01"], + "06235d4a-f6ce-4d53-bf5e-1eb0dbb71d42"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"17962a0c-7e4e-4dea-98a4-c01587c6c90c"], + "Spacer1"]],ExpressionUUID->"59ef190c-3c8a-4aa5-92e3-375e7b00d82c"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "5403e604-187c-404f-8c01-932bc619a1f0"] - }],ExpressionUUID->"e8157ea6-d8e9-4f42-a927-daad360f0df4"], - "\[SpanFromLeft]"} - }]], "ObjectNameGrid",ExpressionUUID->"2fb54c1f-0c28-4994-9626-\ -973a818c5254"], + "fe12f1e4-b790-4731-8632-c77b0aa18e48"] + }],ExpressionUUID->"a3e412b9-6fe6-4a47-ac21-963bc6b582c4"], Cell[BoxData[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"UPDATED IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->17, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False]], + Deployed->True, + Magnification->1,ExpressionUUID-> + "a3d3d160-ec9d-4ec8-a642-c9a273f85c4f"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"58f3ece8-95ab-4852-9e20-44c007afd271"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -248,7 +265,8 @@ Cell[BoxData[GridBox[{ StyleBox["n", "TI"], "}"}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "3110a270-5ece-40ab-8584-f63a189ab111"], - "\[LineSeparator]is almost the same as ", + "\[LineSeparator]returns the n\[Times]n identity matrix in a sparse \ +array; cf. ", Cell[BoxData[ RowBox[{ TemplateBox[{ @@ -259,8 +277,8 @@ Cell[BoxData[GridBox[{ StyleBox["n", "TI"], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "e37240ae-7a12-4fa5-9715-15233c6311d0"], - ", but returns the result in a sparse array. " - }],ExpressionUUID->"4a32b0cb-95c4-40d0-b880-c184636328d0"]}, + ". " + }],ExpressionUUID->"1b5245a1-caa4-4bd2-8570-6ac49c19ce6e"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -269,26 +287,11 @@ Cell[BoxData[GridBox[{ TextData["One"]], "paclet:Q3/ref/One", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"], "[", - RowBox[{ - StyleBox["m", "TI"], ",", - StyleBox["n", "TI"], ",", " ", - StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "15c1f4c5-33a9-43d6-86f2-818529429a5e"], - " or ", - Cell[BoxData[ - RowBox[{ - TemplateBox[{ - Cell[ - TextData["One"]], "paclet:Q3/ref/One", "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"], "[", - RowBox[{ - RowBox[{"{", - RowBox[{ - StyleBox["m", "TI"], ",", - StyleBox["n", "TI"]}], "}"}], ",", " ", - StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", + RowBox[{"{", + RowBox[{ + StyleBox["m", "TI"], ",", + StyleBox["n", "TI"], ",", + StyleBox["\[Ellipsis]", "TR"]}], "}"}], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "e1b4d382-9296-4cb7-ad25-90cb7aab7c41"], "\[LineSeparator]returns the ", @@ -300,7 +303,7 @@ Cell[BoxData[GridBox[{ "12102b61-a317-43f7-aace-c5ac064097fb"], " pseudo-identity tensor, i.e., the tensor where the main diagonal \ elements are 1 and the other elements are all zero. " - }],ExpressionUUID->"3b799fb8-7fc8-44fa-ac15-2f0831da21c2"]}, + }],ExpressionUUID->"ce660fac-bb19-4aa5-9b80-2318a68ce8ad"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -332,7 +335,7 @@ elements are 1 and the other elements are all zero. " FontFamily->"Source Sans Pro",ExpressionUUID-> "2e22b402-d5a9-4055-a3eb-c0dd9d877a6e"], " diagonal being 1 and zero elsewhere." - }],ExpressionUUID->"b1de9d22-adc1-403a-bc6f-c4376ccd9ea4"]} + }],ExpressionUUID->"0b5b50e3-b2cd-418a-a438-91b8793fd045"]} }]], "Usage", CellID->458557242,ExpressionUUID->"43a42e85-3563-4675-98c7-795c4197f43e"] }, Open ]], @@ -364,19 +367,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "a1401585-1849-4c50-a551-3192e6f5bfbd"], + "08362ca2-1e5c-42e5-9780-1ebb60f6c890"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"28389ff0-5e55-4f6c-99f3-c6db82f5f836"], + "Spacer1"]],ExpressionUUID->"ad4d27aa-e27b-4a10-af68-48156cc62c63"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "8a890c52-537f-4f02-ad08-158e452ef471"] + "ce81a57c-f627-4054-bd2b-a27f5c480574"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->207990503,ExpressionUUID->"7786343d-cb89-4cb9-aade-e5ee00300bb3"], + CellID->1660531983,ExpressionUUID->"1fa8f0d1-46ac-4027-85ff-f7fb55c1f934"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -410,18 +413,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "88e00918-a175-4f64-aced-db024e6e89c2"], + "1cb383f8-2fe7-4c8b-a740-27d0190f0531"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"786f2e4e-979a-4172-a636-861364723695"], + "Spacer1"]],ExpressionUUID->"9564abe4-1719-4f9c-bf6f-14d9ced0a822"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "e0609075-b5e5-47f4-97e4-c7b7ab4ffa57"] + "51a24a3c-915d-487d-aee5-7f08bff0e943"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->1740490252,ExpressionUUID->"2d09f532-dac7-48cb-9438-309b846d5bf6"], + CellID->2011045516,ExpressionUUID->"b97f172a-75c6-40ad-b360-9b5b70e6b408"], Cell[CellGroupData[{ @@ -473,8 +476,8 @@ Cell[BoxData[ 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { - "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> - Automatic, + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { @@ -484,8 +487,9 @@ Cell[BoxData[ "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, AxesStyle -> - Large, FrameStyle -> Large, ImageSize -> Large], + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], GridBox[{{ RowBox[{ TagBox["\"Specified elements: \"", "SummaryItemAnnotation"], @@ -528,8 +532,9 @@ Cell[BoxData[ 0.833291}, {0.772061, 0.92462, 0.998703}, {0.235431, 0.32765, 0.833291}}, {{0.772061, 0.92462, 0.998703}, {0.235431, 0.32765, 0.833291}, {0.235431, 0.32765, 0.833291}}}, {{0, 0}, {3, 3}}, { - 0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> - False, FrameLabel -> {None, None}, FrameStyle -> Directive[ + 0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, + Frame -> False, FrameLabel -> {None, None}, FrameStyle -> + Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], @@ -541,8 +546,8 @@ Cell[BoxData[ 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { - "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> - Automatic, + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { @@ -552,8 +557,9 @@ Cell[BoxData[ "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, AxesStyle -> - Large, FrameStyle -> Large, ImageSize -> Large], + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], GridBox[{{ RowBox[{ TagBox["\"Specified elements: \"", "SummaryItemAnnotation"], @@ -633,7 +639,7 @@ Cell[BoxData[ SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[1]=", - CellID->2005404285,ExpressionUUID->"1eda37ed-90ca-4266-ae6c-d6476afa9463"], + CellID->1911551684,ExpressionUUID->"4a46a53e-7c01-4ff7-8f80-68dac73a4d7f"], Cell[BoxData[ TagBox[ @@ -656,7 +662,7 @@ Cell[BoxData[ Automatic, {3, 3}, 0, { 1, {{0, 1, 2, 3}, {{1}, {2}, {3}}}, {1, 1, 1}}]]]]], "Output", CellLabel->"Out[1]//MatrixForm=", - CellID->73978330,ExpressionUUID->"66a47eb3-4fca-4934-a9fb-1d31fd92d49b"] + CellID->1093793868,ExpressionUUID->"9ca96eaa-550d-4d99-a92e-4c3de5b0e394"] }, Open ]], Cell[CellGroupData[{ @@ -665,7 +671,8 @@ Cell[BoxData[{ RowBox[{ RowBox[{"m", "=", RowBox[{"One", "[", - RowBox[{"3", ",", "4"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"{", + RowBox[{"3", ",", "4"}], "}"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"m", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[2]:=", @@ -692,44 +699,7 @@ Cell[BoxData[ Automatic, {3, 4}, 0, { 1, {{0, 1, 2, 3}, {{1}, {2}, {3}}}, {1, 1, 1}}]]]]], "Output", CellLabel->"Out[2]//MatrixForm=", - CellID->1079037090,ExpressionUUID->"0fa65ca5-66fd-45d2-b30b-aa93ced6e7be"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"m", "=", - RowBox[{"One", "[", - RowBox[{"{", - RowBox[{"3", ",", "4"}], "}"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{"m", "//", "MatrixForm"}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", - CellID->166904226,ExpressionUUID->"8e44cfa8-4631-493a-b571-e43550ff755e"], - -Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - {"1", "0", "0", "0"}, - {"0", "1", "0", "0"}, - {"0", "0", "1", "0"} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[ - SparseArray[ - Automatic, {3, 4}, 0, { - 1, {{0, 1, 2, 3}, {{1}, {2}, {3}}}, {1, 1, 1}}]]]]], "Output", - CellLabel->"Out[3]//MatrixForm=", - CellID->1083547677,ExpressionUUID->"6d0cb1ce-d3bc-4e53-9413-4fbd4d5c2524"] + CellID->549524667,ExpressionUUID->"c72fabbf-5700-41e1-b373-6ebaa8a0449a"] }, Open ]], Cell[CellGroupData[{ @@ -744,7 +714,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"m", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[3]:=", CellID->1545731110,ExpressionUUID->"3d3919cc-ac89-411f-943f-3f822c71552e"], Cell[BoxData[ @@ -767,8 +737,8 @@ Cell[BoxData[ SparseArray[ Automatic, {3, 4}, 0, { 1, {{0, 1, 2, 3}, {{2}, {3}, {4}}}, {1, 1, 1}}]]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->1030069416,ExpressionUUID->"7b186c8c-5a30-44b2-9d26-01e36092cc4e"] + CellLabel->"Out[3]//MatrixForm=", + CellID->419013240,ExpressionUUID->"99b8dc38-881d-48d9-9bb2-5f7878ce70bc"] }, Open ]], Cell[CellGroupData[{ @@ -782,7 +752,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"m", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[4]:=", CellID->587296393,ExpressionUUID->"d3a7260c-86e9-4a2c-9501-b265ee28cb01"], Cell[BoxData[ @@ -805,8 +775,8 @@ Cell[BoxData[ SparseArray[ Automatic, {3, 3}, 0, { 1, {{0, 1, 2, 2}, {{2}, {3}}}, {1, 1}}]]]]], "Output", - CellLabel->"Out[5]//MatrixForm=", - CellID->225671541,ExpressionUUID->"6e044570-9a01-4dce-903e-bec6466380ac"] + CellLabel->"Out[4]//MatrixForm=", + CellID->674142878,ExpressionUUID->"39663ebc-6467-4d66-aaa1-269c1542ec59"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -848,8 +818,8 @@ Cell[BoxData[GridBox[{ "28f9dce5-d155-492e-954b-162af4ffdecd"] }], "SeeAlso",ExpressionUUID->"7201ad48-dd1b-40f0-97a5-a6f36d5d5b05"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"09c090ba-9e35-4709-afd7-\ -d8bbed637707"], + }]], "SeeAlsoSection",ExpressionUUID->"8dda538a-1087-401d-b9d6-\ +ee90ecd2735e"], Cell[BoxData[GridBox[{ { @@ -896,8 +866,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "1091be0e-1d17-4ff1-a2b8-68745a2d6081"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"9b054a9d-2a63-42a6-8a0b-\ -924faa072ba1"], + }]], "TechNotesSection",ExpressionUUID->"42b43587-4f5e-4c1a-bbe9-\ +469b8462c74d"], Cell[BoxData[GridBox[{ { @@ -915,7 +885,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "ec0aebe4-99ea-4b57-b933-835f7e89dca7"]}]}, + "32435f4d-37ee-4309-b9dd-6f1dc0af5fd7"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -924,7 +894,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "23b50b30-831d-4ea7-b172-c3e9e595b12e"]}]}, + "82befe1a-9337-4d83-af1d-a577cb2c96a0"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -933,7 +903,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "dce436a0-5760-4de5-adb7-9d72f05a0366"]}]}, + "09730d0c-3d14-4bf7-b48e-9ba29f3d5f84"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -941,10 +911,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "73643691-576a-4a53-8dc3-565559b40fcb"]}]} + "f50e62f8-d514-4c80-a9cd-c07ce283ef64"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"e9915157-e148-45cf-8337-\ -5989c8348ff1"], + }]], "MoreAboutSection",ExpressionUUID->"c7556a48-60f8-4a92-85fc-\ +325db619ebca"], Cell[BoxData[GridBox[{ { @@ -973,16 +943,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "ad1a7abb-93db-4d55-b30c-c1529d9cb3ac"]}]],ExpressionUUID-> - "682e991e-72ca-4762-b7d1-cc795f493bdf"], + "d7ca64fe-5008-4d4e-9a6a-bc2e348a301a"]}]],ExpressionUUID-> + "a71917e6-9dad-4b2e-9783-19d2d5c0713f"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "854ccfd2-65e3-4f47-ada4-fef8136b93c3"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"69faf1eb-5ba7-4358-ae00-\ -48f8d7d8ab62"], + }]], "RelatedLinksSection",ExpressionUUID->"a6bc6af6-7f72-45f2-bbcd-\ +4e2db0bbbbc8"], -Cell[" ", "FooterCell",ExpressionUUID->"24ecb346-d2ab-4e2f-9939-954782f40e26"] +Cell[" ", "FooterCell",ExpressionUUID->"d0e99227-46ba-4a97-b137-17c672bacca0"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -998,19 +968,19 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 2, 23, 19, 40, 4.315647}", - "history" -> {"12", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, - "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, - "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> - "None", "summary" -> - "One[n] or One[{n}] is almost the same as IdentityMatrix[n], but returns \ -the result in a sparse array. One[m, n, ...] or One[{m, n}, ...] returns the \ -m*n*... pseudo-identity tensor, i.e., the tensor where the main diagonal \ -elements are 1 and the other elements are all zero. One[{m, n}, k] returns an \ -m*n matrix with the elements on the k^th diagonal being 1 and zero \ -elsewhere.", "synonyms" -> {}, "tabletags" -> {}, "title" -> "One", - "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> "One", - "type" -> "Symbol", "uri" -> "Q3/ref/One"}}, + "built" -> "{2024, 7, 1, 18, 37, 48.605406}", + "history" -> {"12", "14.0", "", ""}, "context" -> "Q3`", "keywords" -> {}, + "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> + True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", + "status" -> "None", "summary" -> + "One[n] or One[{n}] returns the n*n identity matrix in a sparse array; \ +cf. IdentityMatrix[n]. One[{m, n, ...}] returns the m*n*... pseudo-identity \ +tensor, i.e., the tensor where the main diagonal elements are 1 and the other \ +elements are all zero. One[{m, n}, k] returns an m*n matrix with the elements \ +on the k^th diagonal being 1 and zero elsewhere.", "synonyms" -> {}, + "tabletags" -> {}, "title" -> "One", "titlemodifier" -> "", + "metadescription" -> "", "windowtitle" -> "One", "type" -> "Symbol", + "uri" -> "Q3/ref/One"}}, CellContext->"Global`", FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions->Notebook[{ @@ -1023,7 +993,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"00c1c1d2-7712-44d2-99dc-f1882733cb4c" +ExpressionUUID->"31a9aff3-dc61-4d7c-987e-ff2d5151e239" ] (* End of Notebook Content *) @@ -1031,74 +1001,68 @@ ExpressionUUID->"00c1c1d2-7712-44d2-99dc-f1882733cb4c" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[12924, 341, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"7786343d-cb89-4cb9-aade-e5ee00300bb3", + Cell[13041, 344, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"1fa8f0d1-46ac-4027-85ff-f7fb55c1f934", CellTags->"PrimaryExamplesSection", - CellID->207990503]} + CellID->1660531983]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 39584, 1032} + {"PrimaryExamplesSection", 38835, 1002} } *) (*NotebookFileOutline Notebook[{ -Cell[575, 21, 7580, 183, 57, "AnchorBarGrid",ExpressionUUID->"c209e3b8-5d3b-43b1-8d8a-e10f3f6af4e9", +Cell[575, 21, 7580, 183, 57, "AnchorBarGrid",ExpressionUUID->"e5be3414-5223-45fd-8faa-4fc905e320ba", CellID->1], -Cell[8158, 206, 85, 0, 23, "ContextNameCell",ExpressionUUID->"30eaf98c-0345-4a95-8e0e-0203ca0ef5fa"], +Cell[8158, 206, 85, 0, 23, "ContextNameCell",ExpressionUUID->"f3c7df82-fea6-4144-9045-2d5b4f42e983"], Cell[CellGroupData[{ -Cell[8268, 210, 546, 14, 60, "ObjectNameGrid",ExpressionUUID->"2fb54c1f-0c28-4994-9626-973a818c5254"], -Cell[8817, 226, 4070, 110, 294, "Usage",ExpressionUUID->"43a42e85-3563-4675-98c7-795c4197f43e", +Cell[8268, 210, 1166, 31, 60, "ObjectNameGrid",ExpressionUUID->"58f3ece8-95ab-4852-9e20-44c007afd271"], +Cell[9437, 243, 3567, 96, 294, "Usage",ExpressionUUID->"43a42e85-3563-4675-98c7-795c4197f43e", CellID->458557242] }, Open ]], Cell[CellGroupData[{ -Cell[12924, 341, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"7786343d-cb89-4cb9-aade-e5ee00300bb3", +Cell[13041, 344, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"1fa8f0d1-46ac-4027-85ff-f7fb55c1f934", CellTags->"PrimaryExamplesSection", - CellID->207990503], -Cell[14316, 380, 192, 3, 31, "Input",ExpressionUUID->"c54600ff-16d2-4278-a7a2-e8474b55b9c7", + CellID->1660531983], +Cell[14434, 383, 192, 3, 31, "Input",ExpressionUUID->"c54600ff-16d2-4278-a7a2-e8474b55b9c7", CellID->2050890342], Cell[CellGroupData[{ -Cell[14533, 387, 1368, 36, 31, "ExampleSection",ExpressionUUID->"2d09f532-dac7-48cb-9438-309b846d5bf6", - CellID->1740490252], +Cell[14651, 390, 1368, 36, 31, "ExampleSection",ExpressionUUID->"b97f172a-75c6-40ad-b360-9b5b70e6b408", + CellID->2011045516], Cell[CellGroupData[{ -Cell[15926, 427, 266, 6, 48, "Input",ExpressionUUID->"74a9bd54-ff84-4b7e-9680-a8051ca1da62", +Cell[16044, 430, 266, 6, 48, "Input",ExpressionUUID->"74a9bd54-ff84-4b7e-9680-a8051ca1da62", CellID->622980504], -Cell[16195, 435, 9820, 200, 64, "Output",ExpressionUUID->"1eda37ed-90ca-4266-ae6c-d6476afa9463", - CellID->2005404285], -Cell[26018, 637, 710, 21, 82, "Output",ExpressionUUID->"66a47eb3-4fca-4934-a9fb-1d31fd92d49b", - CellID->73978330] +Cell[16313, 438, 10050, 203, 64, "Output",ExpressionUUID->"4a46a53e-7c01-4ff7-8f80-68dac73a4d7f", + CellID->1911551684], +Cell[26366, 643, 712, 21, 82, "Output",ExpressionUUID->"9ca96eaa-550d-4d99-a92e-4c3de5b0e394", + CellID->1093793868] }, Open ]], Cell[CellGroupData[{ -Cell[26765, 663, 310, 8, 48, "Input",ExpressionUUID->"838323aa-856c-4a02-9b49-e33fa09fd185", +Cell[27115, 669, 336, 9, 48, "Input",ExpressionUUID->"838323aa-856c-4a02-9b49-e33fa09fd185", CellID->958087344], -Cell[27078, 673, 727, 21, 82, "Output",ExpressionUUID->"0fa65ca5-66fd-45d2-b30b-aa93ced6e7be", - CellID->1079037090] -}, Open ]], -Cell[CellGroupData[{ -Cell[27842, 699, 336, 9, 48, "Input",ExpressionUUID->"8e44cfa8-4631-493a-b571-e43550ff755e", - CellID->166904226], -Cell[28181, 710, 727, 21, 82, "Output",ExpressionUUID->"6d0cb1ce-d3bc-4e53-9413-4fbd4d5c2524", - CellID->1083547677] +Cell[27454, 680, 726, 21, 82, "Output",ExpressionUUID->"c72fabbf-5700-41e1-b373-6ebaa8a0449a", + CellID->549524667] }, Open ]], Cell[CellGroupData[{ -Cell[28945, 736, 367, 11, 70, "Input",ExpressionUUID->"3d3919cc-ac89-411f-943f-3f822c71552e", +Cell[28217, 706, 367, 11, 48, "Input",ExpressionUUID->"3d3919cc-ac89-411f-943f-3f822c71552e", CellID->1545731110], -Cell[29315, 749, 727, 21, 82, "Output",ExpressionUUID->"7b186c8c-5a30-44b2-9d26-01e36092cc4e", - CellID->1030069416] +Cell[28587, 719, 726, 21, 82, "Output",ExpressionUUID->"99b8dc38-881d-48d9-9bb2-5f7878ce70bc", + CellID->419013240] }, Open ]], Cell[CellGroupData[{ -Cell[30079, 775, 339, 10, 70, "Input",ExpressionUUID->"d3a7260c-86e9-4a2c-9501-b265ee28cb01", +Cell[29350, 745, 339, 10, 70, "Input",ExpressionUUID->"d3a7260c-86e9-4a2c-9501-b265ee28cb01", CellID->587296393], -Cell[30421, 787, 703, 21, 82, "Output",ExpressionUUID->"6e044570-9a01-4dce-903e-bec6466380ac", - CellID->225671541] +Cell[29692, 757, 703, 21, 82, "Output",ExpressionUUID->"39663ebc-6467-4d66-aaa1-269c1542ec59", + CellID->674142878] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[31366, 817, 1281, 34, 70, "SeeAlsoSection",ExpressionUUID->"09c090ba-9e35-4709-afd7-d8bbed637707"], -Cell[32650, 853, 1818, 46, 70, "TechNotesSection",ExpressionUUID->"9b054a9d-2a63-42a6-8a0b-924faa072ba1"], -Cell[34471, 901, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"e9915157-e148-45cf-8337-5989c8348ff1"], -Cell[36226, 948, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"69faf1eb-5ba7-4358-ae00-48f8d7d8ab62"], -Cell[37395, 984, 78, 0, 70, "FooterCell",ExpressionUUID->"24ecb346-d2ab-4e2f-9939-954782f40e26"] +Cell[30637, 787, 1281, 34, 70, "SeeAlsoSection",ExpressionUUID->"8dda538a-1087-401d-b9d6-ee90ecd2735e"], +Cell[31921, 823, 1818, 46, 70, "TechNotesSection",ExpressionUUID->"42b43587-4f5e-4c1a-bbe9-469b8462c74d"], +Cell[33742, 871, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"c7556a48-60f8-4a92-85fc-325db619ebca"], +Cell[35497, 918, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"a6bc6af6-7f72-45f2-bbcd-4e2db0bbbbc8"], +Cell[36666, 954, 78, 0, 70, "FooterCell",ExpressionUUID->"d0e99227-46ba-4a97-b137-17c672bacca0"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/PauliMatrixQ.nb b/Q3/Documentation/English/ReferencePages/Symbols/PauliMatrixQ.nb new file mode 100644 index 000000000..c2dec99d2 --- /dev/null +++ b/Q3/Documentation/English/ReferencePages/Symbols/PauliMatrixQ.nb @@ -0,0 +1,1366 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 14.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 54325, 1356] +NotebookOptionsPosition[ 47296, 1211] +NotebookOutlinePosition[ 49551, 1268] +CellTagsIndexPosition[ 49465, 1263] +WindowTitle->PauliMatrixQ +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[GridBox[{ + {GridBox[{ + { + ItemBox[Cell[BoxData[ + RowBox[{ + TemplateBox[{12}, + "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", + TextAlignment->Center,ExpressionUUID-> + "1aa7a1e3-251a-43f4-994f-af6f2cf40ac9"], + TemplateBox[{8}, + "Spacer1"]}]], + TextAlignment->Center,ExpressionUUID-> + "098eb5de-cd0a-4c85-8c50-407a48a7c909"], + Background->RGBColor[0.490196, 0.576471, 0.690196], + ItemSize->Full], ""} + }, + GridBoxAlignment->{"Rows" -> {{Center}}}, + GridBoxItemSize->{"Columns" -> {Full, + Scaled[0.02]}, "Rows" -> {{2.5}}}], Cell[TextData[{ + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "See Also", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "e945b6f2-37cf-4d78-8023-d6240296fd92"] + }],ExpressionUUID->"a1140cd6-d745-483f-b34a-57e4c3603bef"], + StripOnInput->False],{ + "\"PauliQ\"" :> Documentation`HelpLookup["paclet:Q3/ref/PauliQ"], + "\"CliffordQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordQ"], + "\"CliffordMatrixQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordMatrixQ"], + "\"PauliGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/PauliGroup"], + "\"FullPauliGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/FullPauliGroup"], + "\"CliffordGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordGroup"], + "\"FullCliffordGroup\"" :> + Documentation`HelpLookup["paclet:Q3/ref/FullCliffordGroup"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"SeeAlso"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "5f39fcfe-8064-462a-9ce7-74373c1492eb"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "6ff10059-f561-4d5e-b990-e5c3779c1716"] + }],ExpressionUUID->"52e0e51a-4bf5-49a5-9c21-9a05649c3e64"], + StripOnInput->False],{ + "\"Quantum Information Systems\"" :> + Documentation`HelpLookup[ + "paclet:Q3/guide/QuantumInformationSystems"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "da46709a-fc85-4ac6-bbd2-2740b8d72f1d"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "2da49f3f-af26-48f4-92a1-05bb6ed42b6b"] + }],ExpressionUUID->"db1adcff-f4d6-4978-93f5-9787220884f5"], + StripOnInput->False],{ + "\"The Pauli and Clifford Groups\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/PauliAndCliffordGroups"], + "\"Stabilizer Formalism\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/StabilizerFormalism"], + "\"Stabilizer Codes\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/StabilizerCodes"], + "\"Quantum Error-Correction Codes\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumErrorCorrectionCodes"], + "\"Quantum Information Systems with Q3\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/QuantumInformationSystems"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "6d825c15-9d8d-4924-9553-864d2b6b15d0"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "URL", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "fbb5292f-07fa-49c8-9d8b-191b1d29c7c9"] + }],ExpressionUUID->"93012673-e847-4a5a-98cf-9e660fadfb73"], + StripOnInput->False],{ + "\"Q3/ref/PauliMatrixQ\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/PauliMatrixQ"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/PauliMatrixQ.\ +html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> + False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/PauliMatrixQ" <> ".html"], None}]}]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"URLMenu"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "1f5d6ef1-ec99-4f75-8c90-af9421a6b13d"] + }], "AnchorBar", + CacheGraphics->False,ExpressionUUID-> + "779aa577-a14c-4cb3-a3a7-e8b48a41bba8"]} + }]], "AnchorBarGrid", + CellID->1,ExpressionUUID->"f16e677d-ede5-46ee-bae6-f3d31f1bd52e"], + +Cell["Q3`", "ContextNameCell",ExpressionUUID->"775cfb1e-a3e5-4095-b2b9-dab0264f27ad"], + +Cell[CellGroupData[{ + +Cell[BoxData[GridBox[{ + {Cell[TextData[{ + Cell[ + "PauliMatrixQ", "ObjectName",ExpressionUUID-> + "8a8e81b7-c4b1-4e76-94db-f21d61641f1f"], + Cell[BoxData[ + TemplateBox[{8}, + "Spacer1"]],ExpressionUUID->"9926f38c-6c41-4c19-a50a-93999650f746"], + Cell[BoxData[ + ""], "ObjectNameTranslation",ExpressionUUID-> + "84178f53-1699-483f-9c42-a851ab62ac82"] + }],ExpressionUUID->"ffc5b5c5-01b7-4d63-989c-566b20e66af4"], Cell[BoxData[ + TooltipBox[ + StyleBox[ + TagBox[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"NEW IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->18, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False], + Deploy, + DefaultBaseStyle->"Deploy"], "NewInGraphic", + StripOnInput->False], + "New in 14", + TooltipDelay->0.3]], + Magnification->1,ExpressionUUID-> + "24cc6ce7-01bd-4476-bfd6-d8b49b27aef7"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"c2c51856-2001-4fa9-90dd-caf79236bb74"], + +Cell[BoxData[GridBox[{ + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["PauliMatrixQ"]], "paclet:Q3/ref/PauliMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["mat", "TI"], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ffd5ee17-3137-435c-8279-ae30665499a9"], + "\[LineSeparator]returns ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["True"]], "paclet:ref/True"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f21b4f93-1958-4bf5-a143-8f85b5d2429c"], + " if matrix mat is an element of the full ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Pauli"]], "paclet:Q3/ref/Pauli", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "d08de355-e3c9-4a38-a8af-c585950aea01"], + " group, and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["False"]], "paclet:ref/False"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c9e73cb9-982b-449e-8301-7bf11a12f608"], + " otherwise." + }],ExpressionUUID->"4e3226cb-d9d8-4082-9013-de212a0f720b"]} + }]], "Usage", + CellID->1607706149,ExpressionUUID->"057d2c26-6625-4874-bff4-b2f5ab976fc8"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"04f55308-4f1f-4fa2-87ee-98026dd065ef"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"c7e76639-bb1f-4cd0-8919-f422337c7afe"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"e0da4786-a3d0-4225-a20e-8d45febb4c6b"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"5b400eb6-5206-4b38-905e-ad39a4b20839"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->720359384,ExpressionUUID->"1dad27db-1988-4fd3-8b4f-9dcf40365570"], + +Cell[TextData[{ + StyleBox["NOTE", + FontWeight->"Bold"], + ": Since Q3 v3.4.4, ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PaliQ"]], "paclet:Q3/ref/PaliQ", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "eb417ce6-63f6-4450-afa1-36b5d2b9a2ae"], + " and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliMatrixQ"]], "paclet:Q3/ref/PauliMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "a7bb3df8-9698-469f-a9b7-2f8f31479c21"], + " have been separated." +}], "Notes", + CellID->518872311,ExpressionUUID->"35809d43-2c2e-4677-b61c-0c2a96ad83b2"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "PrimaryExamplesSection"}, Open], + Alternatives[True, Open]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "1d16791b-750c-4da3-9966-2e4f72c739f2"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"20049995-0e37-493c-9148-5a7d2f9cb355"], + "Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(2)", "ExampleCount",ExpressionUUID-> + "f9daba89-962f-457a-b766-761f4df4cb46"] +}], "PrimaryExamplesSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellTags->"PrimaryExamplesSection", + CellID->1714848749,ExpressionUUID->"6037a8ae-afc6-4d92-a6ca-7f0452acc480"], + +Cell[BoxData[ + RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", + CellLabel->"In[1]:=", + CellID->289312304,ExpressionUUID->"1ea7e34f-bfc2-4067-ac1d-802ec1d1bcc3"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> + "29e9eb69-08f6-4351-b6b9-8a528f1d884b"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"d464556b-c078-4c42-a12b-fc895b7ef753"], + "Basic Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "e4244391-6665-42a0-a360-787adddab341"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->84898056,ExpressionUUID->"ecc3e04d-5f2a-4291-b071-1c8870c16cf5"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"grp", "=", + RowBox[{"FullPauliGroup", "[", "3", "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1097528202,ExpressionUUID->"f2ec3a0d-a554-4d3e-8b4b-a78ea8c14dd2"], + +Cell[BoxData[ + RowBox[{"FullPauliGroup", "[", "3", "]"}]], "Output", + CellLabel->"Out[1]=", + CellID->535489077,ExpressionUUID->"9e6fdc35-2510-4c3c-8d49-b2f7645c5ba1"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"elm", "=", + RowBox[{"Matrix", "@", + RowBox[{"GroupElements", "[", "grp", "]"}]}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{"MatrixForm", "/@", + RowBox[{"elm", "[", + RowBox[{"[", + RowBox[{";;", + RowBox[{"UpTo", "[", "5", "]"}]}], "]"}], "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1973255147,ExpressionUUID->"2690c734-18d2-4a11-a8c9-0cd0a465fb0d"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"1", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "1", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "1", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "1", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "1", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "1", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "1", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "1"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 1, 2, 3, 4, 5, 6, 7, 8}, {{1}, {2}, {3}, {4}, {5}, {6}, {7}, { + 8}}}, {1, 1, 1, 1, 1, 1, 1, 1}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0", "1", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "1", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "1", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "1"}, + {"1", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "1", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "1", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "1", "0", "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 1, 2, 3, 4, 5, 6, 7, 8}, {{5}, {6}, {7}, {8}, {1}, {2}, {3}, { + 4}}}, {1, 1, 1, 1, 1, 1, 1, 1}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"1", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "1", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "1", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "1", "0", "0", "0", "0"}, + {"0", "0", "0", "0", + RowBox[{"-", "1"}], "0", "0", "0"}, + {"0", "0", "0", "0", "0", + RowBox[{"-", "1"}], "0", "0"}, + {"0", "0", "0", "0", "0", "0", + RowBox[{"-", "1"}], "0"}, + {"0", "0", "0", "0", "0", "0", "0", + RowBox[{"-", "1"}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 1, 2, 3, 4, 5, 6, 7, 8}, {{1}, {2}, {3}, {4}, {5}, {6}, {7}, { + 8}}}, {1, 1, 1, 1, -1, -1, -1, -1}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0", + RowBox[{"-", "\[ImaginaryI]"}], "0", "0", "0"}, + {"0", "0", "0", "0", "0", + RowBox[{"-", "\[ImaginaryI]"}], "0", "0"}, + {"0", "0", "0", "0", "0", "0", + RowBox[{"-", "\[ImaginaryI]"}], "0"}, + {"0", "0", "0", "0", "0", "0", "0", + RowBox[{"-", "\[ImaginaryI]"}]}, + {"\[ImaginaryI]", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "\[ImaginaryI]", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "\[ImaginaryI]", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "\[ImaginaryI]", "0", "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 1, 2, 3, 4, 5, 6, 7, 8}, {{5}, {6}, {7}, {8}, {1}, {2}, {3}, { + 4}}}, {Complex[0, -1], Complex[0, -1], Complex[0, -1], Complex[ + 0, -1], Complex[0, 1], Complex[0, 1], Complex[0, 1], Complex[ + 0, 1]}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "1", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "1", "0", "0", "0", "0"}, + {"1", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "1", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "1", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "1"}, + {"0", "0", "0", "0", "1", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "1", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 1, 2, 3, 4, 5, 6, 7, 8}, {{3}, {4}, {1}, {2}, {7}, {8}, {5}, { + 6}}}, {1, 1, 1, 1, 1, 1, 1, 1}}]]]]}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1525711602,ExpressionUUID->"16af5d85-507f-45af-91ac-f6cf17b09876"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"PauliMatrixQ", "/@", "elm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1012424235,ExpressionUUID->"ada2ee7d-d30a-4da2-b5f9-b986551b4492"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", + ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", + "True", ",", "True", ",", "True"}], "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->1332184750,ExpressionUUID->"f4bef5ff-22a3-40ee-ab42-0f5b54b3f56c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"AllTrue", "[", + RowBox[{"elm", ",", "PauliMatrixQ"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->887032905,ExpressionUUID->"ee915cb1-b762-4940-889a-a2e1158d65f8"], + +Cell[BoxData["True"], "Output", + CellLabel->"Out[4]=", + CellID->443853647,ExpressionUUID->"ace15294-a5d2-4178-9a17-0b2d5f755249"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"new", "=", + RowBox[{"Differences", "[", "elm", "]"}]}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->2116683781,ExpressionUUID->"82814c6b-51c3-45e0-9bae-3c3f65e2bb65"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"PauliMatrixQ", "/@", "new"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->841172240,ExpressionUUID->"631df020-ca93-4e57-aa04-bfb2d1fe7604"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False"}], + "}"}]], "Output", + CellLabel->"Out[6]=", + CellID->1402470807,ExpressionUUID->"0726c59c-6e4a-4c87-b3ce-3ec89a2437f1"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"1e67f094-5a05-49fb-970a-59e9dd358dfe"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"213fa9df-ebb7-4ec0-8b82-16b294b7e079"], + "Properties & Relations", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "267ac2eb-3162-4c18-9911-b5a7fbeb1953"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->583061816,ExpressionUUID->"3c002d50-e989-48e9-8ea7-5917064bfe16"], + +Cell[TextData[{ + "One can test if a given matrix is a Pauli matrix using ", + ButtonBox["PauliDecompose", + BaseStyle->"Link", + ButtonData->"paclet:Q3/ref/PauliDecompose"], + ". However, it is too slow for a large number of qubits (8 or more qubits)." +}], "ExampleText", + CellID->1185061341,ExpressionUUID->"a149ddf4-a87c-48ee-b6ce-1f95e27f4f62"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1638708626,ExpressionUUID->"cb5b4dc8-ed95-4ed0-a476-e707e480fdfd"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "8"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mm", "=", + RowBox[{"RandomChoice", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"0", ",", "1", ",", "2", ",", "3"}], "}"}], ",", "$n"}], + "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"Pauli", "@", "mm"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"ThePauli", "@", "mm"}]}], ";"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->174971988,ExpressionUUID->"3bc781ee-dd68-4f66-8bcc-dcc8e6104ed0"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{"\<\"Z\"\>", "\[CircleTimes]", "\<\"Y\"\>", + "\[CircleTimes]", "\<\"I\"\>", "\[CircleTimes]", "\<\"Z\"\>", + "\[CircleTimes]", "\<\"I\"\>", "\[CircleTimes]", "\<\"Z\"\>", + "\[CircleTimes]", "\<\"X\"\>", "\[CircleTimes]", "\<\"X\"\>"}], + Q3`Pauli[{3, 2, 0, 3, 0, 3, 1, 1}]]], "Output", + CellLabel->"Out[2]=", + CellID->278007689,ExpressionUUID->"b80cf39e-f7ee-4d33-b5ed-6c6c0ad77276"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{"PauliMatrixQ", "[", "mat", "]"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->544321106,ExpressionUUID->"87951990-c1ec-4f14-b149-1362cdb8ce91"], + +Cell[BoxData["0.92187`"], "EchoTiming", + CellID->961796734,ExpressionUUID->"1b3e47cd-d7d5-4549-bf39-f3e8ed124d81"], + +Cell[BoxData["True"], "Output", + CellLabel->"Out[3]=", + CellID->808297369,ExpressionUUID->"85ed6e52-6c73-49fe-be51-b0a84930cd46"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"cc", "=", + RowBox[{"PauliDecompose", "[", "mat", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->693383676,ExpressionUUID->"ed32c7af-7c85-4803-801b-0aa6f6b4ac3c"], + +Cell[BoxData["4.199659`"], "EchoTiming", + CellID->622028838,ExpressionUUID->"42dccace-9575-4c35-ab28-7661cfb9666f"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliQ"]], "paclet:Q3/ref/PauliQ", "Q3 Package Symbol"}, + + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c11ed02f-d635-42a8-8ae2-63d8f8b97830"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordQ"]], "paclet:Q3/ref/CliffordQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "74856b81-7922-43f6-90f3-cc4f7ee1c49f"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordMatrixQ"]], "paclet:Q3/ref/CliffordMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c8764e6d-2081-4693-8bd5-d23b7bbaa6e5"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliGroup"]], "paclet:Q3/ref/PauliGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "3b51c4ff-f66b-4702-a7b4-5a3af4aed565"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["FullPauliGroup"]], "paclet:Q3/ref/FullPauliGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "3d645b2a-11bc-4c1a-8c31-6214a221186a"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordGroup"]], "paclet:Q3/ref/CliffordGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "8dca8007-0e89-417e-a333-f76f90ab70d1"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["FullCliffordGroup"]], "paclet:Q3/ref/FullCliffordGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "116266c2-7cf7-4820-acdb-50890f69999c"] + }], "SeeAlso",ExpressionUUID->"7a5d8ad5-52d7-4471-9aaf-ff19bf85166f"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"4c4a4df6-9976-48b2-94e8-\ +b5b6231723af"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["The Pauli and Clifford Groups"]], + "paclet:Q3/tutorial/PauliAndCliffordGroups"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "59bfcf6f-9678-4b7f-a35c-60210afa33e0"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Stabilizer Formalism"]], + "paclet:Q3/tutorial/StabilizerFormalism"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "11e02d87-1ad7-4865-8fa6-b3612dbafc01"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Stabilizer Codes"]], + "paclet:Q3/tutorial/StabilizerCodes"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "61126bf2-1733-443d-a2fe-7e42ed7ef984"]}]}, + { + RowBox[{ + "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox[ + "Quantum Error-Correction Codes", + BaseStyle->"Link", + ButtonData->"paclet:Q3/tutorial/QuantumErrorCorrectionCodes"]], + "TechNotes",ExpressionUUID-> + "88cb4067-0657-425e-810a-2c3d4e2fde5c"]}]}, + { + RowBox[{ + "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox[ + "Quantum Information Systems with Q3", + BaseStyle->"Link", + ButtonData->"paclet:Q3/tutorial/QuantumInformationSystems"]], + "TechNotes",ExpressionUUID->"e8eb2990-69d8-4d4c-a5ff-f13472e17373"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"41e98225-eb90-405c-b9c8-\ +1b5683a9c08d"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems"]], + "paclet:Q3/guide/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "3c26dc7f-982e-4fe5-8098-c855dbc1e9f7"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"90336069-b484-4974-9a2b-\ +5bf0268f619d"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { + RowBox[{ + TemplateBox[{17}, + "Spacer1"], + StyleBox[ + RowBox[{"Related", " ", "Links"}], "RelatedLinksSection"]}]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "D. Gottesman, Physical Review A 57, 127 (1998)"}]]]], + "https://doi.org/10.1103/PhysRevA.57.127"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "75212175-285f-430e-8e75-0ff641505391"]}]],ExpressionUUID-> + "d3b74fc0-72d8-4832-89e3-6f95fa509e79"], + ": Theory of fault-tolerant quantum computation" + }], "RelatedLinks",ExpressionUUID-> + "ec786d68-1260-4714-9f1a-6c4a3247279d"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "D. Gottesman and I. L. Chuang, Nature 402, 390 \ +(1999)"}]]]], "https://doi.org/10.1038/46503"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "1a6be200-8047-4d5c-9f6c-5b80975d9ffc"]}]],ExpressionUUID-> + "d92dd4f4-9515-46f9-87f0-d7e8079ac600"], + ": Demonstrating the viability of universal quantum computation using \ +teleportation and single-qubit operations" + }], "RelatedLinks",ExpressionUUID-> + "7b4a8088-bfea-4ff7-9aa3-e825d7fd2cc2"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "M. Nielsen and I. L. Chuang (2022)"}]]]], + "https://doi.org/10.1017/CBO9780511976667"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "3189e94a-cd52-4f3b-af93-ea8cf7bcd758"]}]],ExpressionUUID-> + "afcb4934-b21b-44f4-9884-c585b8c20ff6"], + StyleBox[ + ", Quantum Computation and Quantum Information (Cambridge University \ +Press).", + FontSlant->"Plain"] + }], "RelatedLinks",ExpressionUUID-> + "6564fd77-1e5d-4fa4-b95e-3d6a2fc5c4f8"]}, + {Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{16}, + "Spacer1"], "\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData[ + Cell[ + TextData[{ + Cell[ + BoxData[ + TemplateBox[{2}, "Spacer1"]]], + "Mahn-Soo Choi (2022)"}]]]], + "https://doi.org/10.1007/978-3-030-91214-7"}, + "WebLink", + BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> + "b8812bef-dce7-42ad-a916-d233f7acd2fc"]}]],ExpressionUUID-> + "1838d284-ba65-420c-8e0c-a9d4f6fdcaf3"], + ", A Quantum Computation Workbook (Springer)." + }], "RelatedLinks",ExpressionUUID-> + "d6f21da2-923a-4b2f-a6ac-b1af0f522ba5"]} + }]} + }]], "RelatedLinksSection",ExpressionUUID->"d6a8e97e-b4b3-4de1-836b-\ +a5f10714c768"], + +Cell[" ", "FooterCell",ExpressionUUID->"b04be7c2-7f9a-484a-aa43-49500c7fd19f"] +}, +Saveable->False, +ScreenStyleEnvironment->"Working", +WindowSize->{900, 830}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +WindowTitle->"PauliMatrixQ", +TaggingRules->{ + "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", + "ExampleCounter" -> 1, + "Openers" -> { + "PrimaryExamplesSection" -> Open, + "ExampleSection" -> {"0" -> Open, "2" -> Closed}, "AllOptsTable" -> + Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 24, 11, 26, 53.718685}", + "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", + "keywords" -> {"Pauli group", "Pauli matrix", "Pauli operator"}, + "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, + "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> + "None", "summary" -> + "PauliMatrixQ[mat] returns True if matrix mat is an element of the full \ +Pauli group, and False otherwise.", "synonyms" -> {}, "tabletags" -> {}, + "title" -> "PauliMatrixQ", "titlemodifier" -> "", "metadescription" -> "", + "windowtitle" -> "PauliMatrixQ", "type" -> "Symbol", "uri" -> + "Q3/ref/PauliMatrixQ"}}, +CellContext->"Global`", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", +StyleDefinitions->Notebook[{ + Cell[ + StyleData[ + StyleDefinitions -> FrontEnd`FileName[{"Wolfram"}, "Reference.nb"]]], + Cell[ + StyleData["Input"], CellContext -> "Global`"], + Cell[ + StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", + StyleDefinitions -> "Default.nb"], +ExpressionUUID->"fd671738-6ed2-4bcd-8d3c-655f33030cf7" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{ + "PrimaryExamplesSection"->{ + Cell[14149, 382, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"6037a8ae-afc6-4d92-a6ca-7f0452acc480", + CellTags->"PrimaryExamplesSection", + CellID->1714848749]} + } +*) +(*CellTagsIndex +CellTagsIndex->{ + {"PrimaryExamplesSection", 49264, 1256} + } +*) +(*NotebookFileOutline +Notebook[{ +Cell[584, 21, 7664, 188, 57, "AnchorBarGrid",ExpressionUUID->"f16e677d-ede5-46ee-bae6-f3d31f1bd52e", + CellID->1], +Cell[8251, 211, 85, 0, 23, "ContextNameCell",ExpressionUUID->"775cfb1e-a3e5-4095-b2b9-dab0264f27ad"], +Cell[CellGroupData[{ +Cell[8361, 215, 1386, 38, 60, "ObjectNameGrid",ExpressionUUID->"c2c51856-2001-4fa9-90dd-caf79236bb74"], +Cell[9750, 255, 1570, 43, 116, "Usage",ExpressionUUID->"057d2c26-6625-4874-bff4-b2f5ab976fc8", + CellID->1607706149] +}, Open ]], +Cell[CellGroupData[{ +Cell[11357, 303, 1898, 47, 37, "NotesSection",ExpressionUUID->"1dad27db-1988-4fd3-8b4f-9dcf40365570", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->720359384], +Cell[13258, 352, 764, 24, 70, "Notes",ExpressionUUID->"35809d43-2c2e-4677-b61c-0c2a96ad83b2", + CellID->518872311] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[14149, 382, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"6037a8ae-afc6-4d92-a6ca-7f0452acc480", + CellTags->"PrimaryExamplesSection", + CellID->1714848749], +Cell[15542, 421, 191, 3, 31, "Input",ExpressionUUID->"1ea7e34f-bfc2-4067-ac1d-802ec1d1bcc3", + CellID->289312304], +Cell[CellGroupData[{ +Cell[15758, 428, 1366, 36, 31, "ExampleSection",ExpressionUUID->"ecc3e04d-5f2a-4291-b071-1c8870c16cf5", + CellID->84898056], +Cell[CellGroupData[{ +Cell[17149, 468, 218, 5, 29, "Input",ExpressionUUID->"f2ec3a0d-a554-4d3e-8b4b-a78ea8c14dd2", + CellID->1097528202], +Cell[17370, 475, 166, 3, 37, "Output",ExpressionUUID->"9e6fdc35-2510-4c3c-8d49-b2f7645c5ba1", + CellID->535489077] +}, Open ]], +Cell[CellGroupData[{ +Cell[17573, 483, 442, 13, 48, "Input",ExpressionUUID->"2690c734-18d2-4a11-a8c9-0cd0a465fb0d", + CellID->1973255147], +Cell[18018, 498, 5594, 139, 297, "Output",ExpressionUUID->"16af5d85-507f-45af-91ac-f6cf17b09876", + CellID->1525711602] +}, Open ]], +Cell[CellGroupData[{ +Cell[23649, 642, 189, 4, 29, "Input",ExpressionUUID->"ada2ee7d-d30a-4da2-b5f9-b986551b4492", + CellID->1012424235], +Cell[23841, 648, 3667, 51, 276, "Output",ExpressionUUID->"f4bef5ff-22a3-40ee-ab42-0f5b54b3f56c", + CellID->1332184750] +}, Open ]], +Cell[CellGroupData[{ +Cell[27545, 704, 221, 5, 70, "Input",ExpressionUUID->"ee915cb1-b762-4940-889a-a2e1158d65f8", + CellID->887032905], +Cell[27769, 711, 129, 2, 37, "Output",ExpressionUUID->"ace15294-a5d2-4178-9a17-0b2d5f755249", + CellID->443853647] +}, Open ]], +Cell[27913, 716, 236, 6, 70, "Input",ExpressionUUID->"82814c6b-51c3-45e0-9bae-3c3f65e2bb65", + CellID->2116683781], +Cell[CellGroupData[{ +Cell[28174, 726, 188, 4, 70, "Input",ExpressionUUID->"631df020-ca93-4e57-aa04-bfb2d1fe7604", + CellID->841172240], +Cell[28365, 732, 3928, 56, 327, "Output",ExpressionUUID->"0726c59c-6e4a-4c87-b3ce-3ec89a2437f1", + CellID->1402470807] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], +Cell[CellGroupData[{ +Cell[32442, 796, 1410, 36, 70, "ExampleSection",ExpressionUUID->"3c002d50-e989-48e9-8ea7-5917064bfe16", + CellID->583061816], +Cell[33855, 834, 345, 7, 70, "ExampleText",ExpressionUUID->"a149ddf4-a87c-48ee-b6ce-1f95e27f4f62", + CellID->1185061341], +Cell[34203, 843, 209, 5, 70, "Input",ExpressionUUID->"cb5b4dc8-ed95-4ed0-a476-e707e480fdfd", + CellID->1638708626], +Cell[CellGroupData[{ +Cell[34437, 852, 565, 16, 70, "Input",ExpressionUUID->"3bc781ee-dd68-4f66-8bcc-dcc8e6104ed0", + CellID->174971988], +Cell[35005, 870, 435, 8, 37, "Output",ExpressionUUID->"b80cf39e-f7ee-4d33-b5ed-6c6c0ad77276", + CellID->278007689] +}, Open ]], +Cell[CellGroupData[{ +Cell[35477, 883, 229, 5, 70, "Input",ExpressionUUID->"87951990-c1ec-4f14-b149-1362cdb8ce91", + CellID->544321106], +Cell[35709, 890, 114, 1, 70, "EchoTiming",ExpressionUUID->"1b3e47cd-d7d5-4549-bf39-f3e8ed124d81", + CellID->961796734], +Cell[35826, 893, 129, 2, 37, "Output",ExpressionUUID->"85ed6e52-6c73-49fe-be51-b0a84930cd46", + CellID->808297369] +}, Open ]], +Cell[CellGroupData[{ +Cell[35992, 900, 276, 7, 70, "Input",ExpressionUUID->"ed32c7af-7c85-4803-801b-0aa6f6b4ac3c", + CellID->693383676], +Cell[36271, 909, 115, 1, 70, "EchoTiming",ExpressionUUID->"42dccace-9575-4c35-ab28-7661cfb9666f", + CellID->622028838] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], +Cell[36628, 919, 3887, 106, 70, "SeeAlsoSection",ExpressionUUID->"4c4a4df6-9976-48b2-94e8-b5b6231723af"], +Cell[40518, 1027, 2080, 53, 70, "TechNotesSection",ExpressionUUID->"41e98225-eb90-405c-b9c8-1b5683a9c08d"], +Cell[42601, 1082, 742, 19, 70, "MoreAboutSection",ExpressionUUID->"90336069-b484-4974-9a2b-5bf0268f619d"], +Cell[43346, 1103, 3865, 104, 70, "RelatedLinksSection",ExpressionUUID->"d6a8e97e-b4b3-4de1-836b-a5f10714c768"], +Cell[47214, 1209, 78, 0, 70, "FooterCell",ExpressionUUID->"b04be7c2-7f9a-484a-aa43-49500c7fd19f"] +} +] +*) + +(* End of internal cache information *) + diff --git a/Q3/Documentation/English/ReferencePages/Symbols/PauliQ.nb b/Q3/Documentation/English/ReferencePages/Symbols/PauliQ.nb index a3f36caa0..6a20a2f77 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/PauliQ.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/PauliQ.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 134419, 2570] -NotebookOptionsPosition[ 127869, 2435] -NotebookOutlinePosition[ 130270, 2496] -CellTagsIndexPosition[ 130146, 2490] +NotebookDataLength[ 137996, 2615] +NotebookOptionsPosition[ 132059, 2494] +NotebookOutlinePosition[ 134472, 2554] +CellTagsIndexPosition[ 134348, 2548] WindowTitle->PauliQ WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "cea72931-8552-4343-91fc-cf3cf814e02d"], + "2b7e28b0-435e-4947-8815-a5fb259fb640"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "90b990f9-5900-4d18-9ee5-6d9d751674dd"], + "f5b4a469-f542-4a22-b548-c43d32dc233e"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,25 +54,29 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "aead7e95-8bf1-46ba-9b41-448ec9a7a78e"] - }],ExpressionUUID->"45fbe343-b620-4d52-bb63-3e31e5b28c80"], + "b92c5270-01aa-4ec8-ab7d-8ddfc6026873"] + }],ExpressionUUID->"aad23657-dd83-4122-90f2-a26ca8cbd1e7"], StripOnInput->False],{ - "\"FullPauliGroup\"" :> + "\"PauliMatrixQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/PauliMatrixQ"], + "\"CliffordQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordQ"], + "\"CliffordMatrixQ\"" :> + Documentation`HelpLookup["paclet:Q3/ref/CliffordMatrixQ"], + "\"FullPauliGroup\"" :> Documentation`HelpLookup["paclet:Q3/ref/FullPauliGroup"], "\"PauliGroup\"" :> Documentation`HelpLookup["paclet:Q3/ref/PauliGroup"], "\"FullCliffordGroup\"" :> Documentation`HelpLookup["paclet:Q3/ref/FullCliffordGroup"], "\"CliffordGroup\"" :> - Documentation`HelpLookup["paclet:Q3/ref/CliffordGroup"], - "\"CliffordQ\"" :> - Documentation`HelpLookup["paclet:Q3/ref/CliffordQ"]}, + Documentation`HelpLookup["paclet:Q3/ref/CliffordGroup"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "97fc8c17-07ef-4e97-a57c-b469e28770f3"], + "d292ee28-ed75-44b6-bd32-b40f81d3c09c"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -91,8 +95,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "8f7ec6bd-a386-4d3f-9461-6b7ecd2808a9"] - }],ExpressionUUID->"1bd4e7df-4479-42f9-8c3f-32294e73dc58"], + "e5865980-78cf-45ef-a739-60e92eb5a27a"] + }],ExpressionUUID->"12133ffe-e764-4c06-9142-c5f37283372f"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -102,7 +106,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "e38a8030-7744-4994-af4b-95587da52161"], + "b72465bf-62cc-4546-b337-3e06e8e957fc"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -121,8 +125,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "6bc5294d-110c-4c13-add0-2ec0368c7b30"] - }],ExpressionUUID->"cabac93e-feaa-43ec-9062-c90de0199424"], + "51a94691-5392-45e0-81c8-e8a9467b48e6"] + }],ExpressionUUID->"9c4f0b3b-2ac9-4842-82f8-d096070d3e4e"], StripOnInput->False],{ "\"The Pauli and Clifford Groups\"" :> Documentation`HelpLookup[ @@ -142,7 +146,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "d6a88153-d53c-455b-8dbe-de87f7e6cc5f"], + "df81b127-7670-4a3c-a711-14666d72cb02"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -161,8 +165,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "ad67d77f-0160-4f74-ad9a-8a72d5bce4eb"] - }],ExpressionUUID->"cd2da688-edfa-4e83-8d6c-a0dd6bf4cff2"], + "ba21cc5f-08ba-4eb5-bb56-78b9bdf3782a"] + }],ExpressionUUID->"39d48f7a-9509-4517-839c-b6692d6099d8"], StripOnInput->False],{ "\"Q3/ref/PauliQ\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -198,14 +202,14 @@ Cell[BoxData[GridBox[{ MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "191032a2-6ba6-49e9-b86d-2f2c22783f66"] + "9615f463-7413-4744-8457-6aab7a43e172"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "24ecc583-f04d-4e30-87da-297ddf0f0c13"]} + "96b0a844-f546-4038-b3b6-32d68cf1698d"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"dae27b6b-036b-4218-aecc-8214ddabe03b"], + CellID->1,ExpressionUUID->"8638c369-1bd0-403f-b962-11db8c6178b7"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"3a6868bf-83ad-474c-9b9c-8a0fd166cc86"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"72ad45ab-17b2-4618-a66b-cd58ec63f041"], Cell[CellGroupData[{ @@ -213,41 +217,34 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "PauliQ", "ObjectName",ExpressionUUID-> - "8a51cfbd-6598-4fd5-a0f2-d4bdf3a509e4"], + "90c50766-50dd-4e68-a6e3-51d62bc775cf"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"cefd6f1b-9b96-4a01-a7f9-f9a0a083769b"], + "Spacer1"]],ExpressionUUID->"68b27f75-ae2f-40f0-9b87-b9fe41c8a376"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "e8f0337c-b076-4855-a5f5-2fee805fa6ba"] - }],ExpressionUUID->"a03979a0-f0a4-45cc-93d3-5d340d0d3862"], Cell[BoxData[ - TooltipBox[ - StyleBox[ - TagBox[ - StyleBox[ - GraphicsBox[InsetBox[ - StyleBox["\<\"NEW\"\>", - StripOnInput->False, - FontFamily->"Source Sans Pro", - FontSize->18, - FontWeight->"Bold", - FontSlant->"Italic", - FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { - Right, Center}], - AxesStyle->Large, - FrameStyle->Large, - ImageSize->{125, 24}, - PlotRangePadding->Scaled[0.025]], "NewInGraphic", - StripOnInput->False], - Deploy, - DefaultBaseStyle->"Deploy"], "NewInGraphic", - StripOnInput->False], - "NEW", - TooltipDelay->0.3]], + "b6499d03-6a1b-44ff-87e8-7bd209aae5ae"] + }],ExpressionUUID->"86c33128-b971-4edb-8762-b388ecca3e5f"], Cell[BoxData[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"UPDATED IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->17, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False]], + Deployed->True, Magnification->1,ExpressionUUID-> - "b6d250d3-8504-423e-bc9b-3f3e1a598656"]} + "a8cec96a-76db-4e8b-850e-cdc9b534aed8"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"56b10edc-b450-466c-a6ab-32418367f632"], + CacheGraphics->False,ExpressionUUID->"3eca41ae-0d56-4040-a7fa-5d747940faf8"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -280,13 +277,92 @@ Cell[BoxData[GridBox[{ BaseStyle->"Link", ButtonData->"paclet:Q3/ref/FullPauliGroup"], "." - }],ExpressionUUID->"678661a8-500f-4197-a9dd-1528f1707ca7"]} + }],ExpressionUUID->"88bfbfe8-54e2-443d-a920-6ad9c03a2e67"]} }]], "Usage", CellID->1917778362,ExpressionUUID->"f0f55f26-f175-47b9-adb3-ea3fbd357dfe"] }, Open ]], Cell[CellGroupData[{ +Cell[TextData[Cell[BoxData[ + ButtonBox[Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"002ee207-a792-4bfd-82e6-cf3e9c5dc165"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"4a6a66a8-35ec-40d9-8a80-828de0f317d6"], + "Details and Options" + }], "NotesFrameText",ExpressionUUID->"14ed1d7e-fea3-4e3b-b307-e652f36e66a9"], + Appearance->{Automatic, None, "Normal", Automatic}, + BaseStyle->None, + ButtonFunction:>(FrontEndExecute[{ + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], All, ButtonCell], + FrontEndToken["OpenCloseGroup"], + FrontEnd`SelectionMove[ + FrontEnd`SelectedNotebook[], After, CellContents]}]& ), + Evaluator->None, + Method-> + "Preemptive"]],ExpressionUUID->"6cf2b008-6aa8-466f-afe8-ccf8d10fe1a1"]], \ +"NotesSection", + WholeCellGroupOpener->True, + CellGroupingRules->{"SectionGrouping", 50}, + CacheGraphics->False, + CellID->2056456054,ExpressionUUID->"6c40091b-99ba-4121-99a8-a194ac84c5a1"], + +Cell[TextData[{ + StyleBox["NOTE", + FontWeight->"Bold"], + ": Since Q3 v3.4.4, ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PaliQ"]], "paclet:Q3/ref/PaliQ", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "4bea8457-7a65-42a5-97a9-111abbe5ba27"], + " and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["PauliMatrixQ"]], "paclet:Q3/ref/PauliMatrixQ", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "b9c26268-86d2-4e48-aae1-a87f53182949"], + " have been separated." +}], "Notes", + CellID->518872311,ExpressionUUID->"a2f142a2-bf65-4d7c-90b3-2417f420ee1f"] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], + +Cell[CellGroupData[{ + Cell[TextData[{ Cell[BoxData[ DynamicBox[ToBoxes[ @@ -312,19 +388,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "e0c7e7da-bf75-4707-9ef2-cf65db868319"], + "89ea3d61-192e-4353-b823-bc154f9ce2b6"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"b46648f2-077e-463c-8bf7-e8d608f0b456"], + "Spacer1"]],ExpressionUUID->"8e5698d6-ffea-4a87-9d64-9a6a1700e48f"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(2)", "ExampleCount",ExpressionUUID-> - "9a3d6489-f350-4377-89c0-e0c3d3569bc5"] + Cell["(1)", "ExampleCount",ExpressionUUID-> + "e9e24f9d-c7af-4695-aee2-24a47c7d8bfd"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->598618104,ExpressionUUID->"feccbcef-b171-4f8e-b65a-91d1e1db895e"], + CellID->1255084760,ExpressionUUID->"63077876-acd8-4e2b-b297-87ac2131b64e"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -358,18 +434,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "d0c12f47-23bf-4a80-9471-3ff7f4642cb9"], + "d179581f-6e71-45a7-a0fe-70215fdc1f5a"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"07eef750-93b3-4423-b8d4-e7862c4231a8"], + "Spacer1"]],ExpressionUUID->"2fb5cd31-a45b-4003-8a07-57bd26723637"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "7b1eb260-00d0-41a8-95e3-849b772a695f"] + "a9d4a0db-2970-4b5f-8319-10edd6f9baa7"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->13587733,ExpressionUUID->"8474f2e5-e292-4be2-b96a-0c58a40566a7"], + CellID->1625180486,ExpressionUUID->"833a4136-e85c-45d5-b325-34921abf3c67"], Cell[BoxData[ RowBox[{"Let", "[", @@ -1955,13 +2031,13 @@ VVRU9H//939mHwsAAAAAAAAAAAAAAAAAAAAAwD/4/xiJm98= PlotRange->{{0, 722.}, {0, 380.}}]], "Output", CellTags->"RasterizedOutput", CellLabel->"Out[2]=", - CellID->735761949,ExpressionUUID->"844beabe-cbe4-4101-9c02-cbedb5eec608"] + CellID->563922009,ExpressionUUID->"bb1d5873-8ba2-43a1-9be8-c0ce89d6a022"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ - RowBox[{"PauliQ", "/@", "elm"}], "\[IndentingNewLine]", + RowBox[{"PauliQ", "@", "elm"}], "\[IndentingNewLine]", RowBox[{"AllTrue", "[", RowBox[{"elm", ",", "PauliQ"}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], @@ -2019,11 +2095,11 @@ Cell[BoxData[ ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True"}], "}"}]], "Output", CellLabel->"Out[3]=", - CellID->985718139,ExpressionUUID->"481850e7-00b3-4fc2-ae91-cd0e9e262973"], + CellID->1098020736,ExpressionUUID->"1effcdbd-edf4-4614-acb5-6adb212bd011"], Cell[BoxData["True"], "Output", CellLabel->"Out[3]=", - CellID->1275909215,ExpressionUUID->"3104cd2a-469e-42ff-97b2-538219ad1b5e"] + CellID->1107531281,ExpressionUUID->"6d22ac61-570c-4bb3-bee8-040a2c6b6679"] }, Open ]], Cell["Any sum of two Pauli operators is not a Pauli operator.", "ExampleText", @@ -2040,130 +2116,85 @@ Cell[BoxData[ Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"AnyTrue", "[", - RowBox[{"new", ",", "PauliQ"}], "]"}]], "Input", + RowBox[{"PauliQ", "[", "new", "]"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[5]:=", - CellID->109706570,ExpressionUUID->"e730db61-e0f2-47a7-baa6-12fe52fd5dff"], - -Cell[BoxData["False"], "Output", - CellLabel->"Out[5]=", - CellID->1687337404,ExpressionUUID->"70a829b9-014c-4604-823a-308eff8375c0"] -}, Open ]] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, - Closed]]]], - -Cell[CellGroupData[{ - -Cell[TextData[{ - Cell[BoxData[ - DynamicBox[ToBoxes[ - If[ - MatchQ[ - CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, - Closed], - Alternatives[Open, True]], - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], - Rotate[ - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], - ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"c8665eae-a80b-4dd3-bbcb-cd63352fcbff"], - Cell[BoxData[ - TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"f0d13be7-9b47-4a32-b7a9-3492f222c557"], - "Properties & Relations", - "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "cfe4251b-0ed2-49b2-8e92-3c7c07abc61b"] -}], "ExampleSection", "ExampleSection", - WholeCellGroupOpener->True, - CacheGraphics->False, - CellID->1676671932,ExpressionUUID->"b6362e29-4982-4988-bcaa-779905ee5f2a"], - -Cell["\<\ -One can test if a given operator is a Pauli operator using PauiDecompose. \ -However, it is too slow for a large number of qubits (8 or more qubits).\ -\>", "ExampleText", - CellID->1185061341,ExpressionUUID->"a149ddf4-a87c-48ee-b6ce-1f95e27f4f62"], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"$n", "=", "8"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"mm", "=", - RowBox[{"RandomChoice", "[", - RowBox[{ - RowBox[{"{", - RowBox[{"0", ",", "1", ",", "2", ",", "3"}], "}"}], ",", "$n"}], - "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{"Pauli", "@", "mm"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"mat", "=", - RowBox[{"ThePauli", "@", "mm"}]}], ";"}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", - CellID->174971988,ExpressionUUID->"3bc781ee-dd68-4f66-8bcc-dcc8e6104ed0"], + CellID->1594084644,ExpressionUUID->"e645dd1a-2664-4005-94dd-14e36cf4f6c2"], Cell[BoxData[ - InterpretationBox[ - RowBox[{"\<\"Y\"\>", "\[CircleTimes]", "\<\"Y\"\>", - "\[CircleTimes]", "\<\"Y\"\>", "\[CircleTimes]", "\<\"Z\"\>", - "\[CircleTimes]", "\<\"X\"\>", "\[CircleTimes]", "\<\"X\"\>", - "\[CircleTimes]", "\<\"X\"\>", "\[CircleTimes]", "\<\"Z\"\>"}], - Q3`Pauli[{2, 2, 2, 3, 1, 1, 1, 3}]]], "Output", - CellLabel->"Out[1]=", - CellID->1876947361,ExpressionUUID->"7f6b95fa-6bfc-4d64-8bf2-552ebeb78bed"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"EchoTiming", "[", - RowBox[{"PauliQ", "[", "mat", "]"}], "]"}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", - CellID->544321106,ExpressionUUID->"87951990-c1ec-4f14-b149-1362cdb8ce91"], - -Cell[BoxData["0.926011`"], "EchoTiming", - CellID->618542910,ExpressionUUID->"e09117ff-2d73-4e33-ac41-4ea885af2ca3"], - -Cell[BoxData["True"], "Output", - CellLabel->"Out[2]=", - CellID->2029836890,ExpressionUUID->"01a5712c-1bc0-4b8c-a1ca-9cb903b7643d"] + RowBox[{"{", + RowBox[{ + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False", ",", + "False", ",", "False", ",", "False", ",", "False", ",", "False"}], + "}"}]], "Output", + CellLabel->"Out[5]=", + CellID->2005464089,ExpressionUUID->"3c6d68f4-2179-4bbd-b5b5-a3ca5b7f03fa"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"EchoTiming", "[", - RowBox[{ - RowBox[{"cc", "=", - RowBox[{"PauliDecompose", "[", "mat", "]"}]}], ";"}], "]"}]], "Input", + RowBox[{"AnyTrue", "[", + RowBox[{"new", ",", "PauliQ"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", - CellID->693383676,ExpressionUUID->"ed32c7af-7c85-4803-801b-0aa6f6b4ac3c"], + CellLabel->"In[6]:=", + CellID->109706570,ExpressionUUID->"e730db61-e0f2-47a7-baa6-12fe52fd5dff"], -Cell[BoxData["4.261309`"], "EchoTiming", - CellID->606898676,ExpressionUUID->"a176b94c-d9da-48d8-9d88-4e1e1bee3c44"] +Cell[BoxData["False"], "Output", + CellLabel->"Out[6]=", + CellID->529218494,ExpressionUUID->"346de94f-f2d3-4613-a345-869e30f79b47"] }, Open ]] }, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, @@ -2182,12 +2213,12 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["FullPauliGroup"]], "paclet:Q3/ref/FullPauliGroup", + TextData["PauliMatrixQ"]], "paclet:Q3/ref/PauliMatrixQ", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "8278ae68-f3d9-43c2-9060-e11ee213f443"], + "a331cc98-9933-42e5-8525-093d1424b3ef"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -2196,12 +2227,12 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["PauliGroup"]], "paclet:Q3/ref/PauliGroup", + TextData["CliffordQ"]], "paclet:Q3/ref/CliffordQ", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "20aa81e6-ae46-477e-8fc1-9b70a0b3f6d3"], + "b745be01-4595-4227-9841-acbbf7f4d431"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -2210,12 +2241,12 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["FullCliffordGroup"]], "paclet:Q3/ref/FullCliffordGroup", - "Q3 Package Symbol"}, + TextData["CliffordMatrixQ"]], "paclet:Q3/ref/CliffordMatrixQ", + "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "4a7195d4-f862-45de-a3e9-12eaf96fd3bc"], + "b72b8214-069a-45f3-a86f-e5650eab1aae"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -2224,12 +2255,12 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["CliffordGroup"]], "paclet:Q3/ref/CliffordGroup", + TextData["FullPauliGroup"]], "paclet:Q3/ref/FullPauliGroup", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "e58704a8-6dc3-4a8e-8bb9-238b96751870"], + "acbf6f1b-d6ab-4c6d-bbce-db5b5be043f4"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -2238,16 +2269,44 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["CliffordQ"]], "paclet:Q3/ref/CliffordQ", + TextData["PauliGroup"]], "paclet:Q3/ref/PauliGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "7dbe2f9f-5094-4e31-96ed-3454a917ce18"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["FullCliffordGroup"]], "paclet:Q3/ref/FullCliffordGroup", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "aac8008a-ee94-4c58-a9c3-4b4a8b6719d8"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["CliffordGroup"]], "paclet:Q3/ref/CliffordGroup", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "26d2c712-4355-413b-a789-30d346dcc995"] - }], "SeeAlso",ExpressionUUID->"7044e322-d394-41e3-97fb-0cf476bd487b"]} + "49d49680-0381-40ff-aa89-efec08f21aae"] + }], "SeeAlso",ExpressionUUID->"f651fde2-27a9-44f3-9574-494289c417d6"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"ac37b7c9-33c6-4597-94a0-\ -4271f4625c1c"], + }]], "SeeAlsoSection",ExpressionUUID->"49be060a-a37a-4c92-96ca-\ +d7e5b9d7979c"], Cell[BoxData[GridBox[{ { @@ -2301,8 +2360,8 @@ Cell[BoxData[GridBox[{ ButtonData->"paclet:Q3/tutorial/QuantumInformationSystems"]], "TechNotes",ExpressionUUID->"67313951-4752-4aaa-a619-7a06d7aed22c"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"e9ff7353-0670-473c-b0be-\ -716054974ad8"], + }]], "TechNotesSection",ExpressionUUID->"9306bf27-1449-42e2-840c-\ +d4281e463045"], Cell[BoxData[GridBox[{ { @@ -2320,10 +2379,10 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "00169329-84d4-4aed-add6-932b974e70af"]}]} + "5fa05ff2-03c2-4f3b-858a-dde49fe54b44"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"de2a1a1a-ed93-4bec-ada8-\ -02405a65758e"], + }]], "MoreAboutSection",ExpressionUUID->"86516cb7-9bd1-4476-ba49-\ +6a7c3cb7cb73"], Cell[BoxData[GridBox[{ { @@ -2352,8 +2411,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1103/PhysRevA.57.127"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "1421f5c3-00ff-4f4c-94f9-f0062b60a8df"]}]],ExpressionUUID-> - "cd562dd9-3e83-4ea5-bc15-57781982b53c"], + "e95aa376-e3c1-4917-a4f2-04be41299e59"]}]],ExpressionUUID-> + "75ef8264-c525-4e16-89df-9151ecb4babe"], ": Theory of fault-tolerant quantum computation" }], "RelatedLinks",ExpressionUUID-> "5007b7aa-b2b2-4f96-bc10-321fb6dd67fd"]}, @@ -2374,8 +2433,8 @@ Cell[BoxData[GridBox[{ (1999)"}]]]], "https://doi.org/10.1038/46503"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "d80cddb9-be18-4640-bdfd-9496fe593643"]}]],ExpressionUUID-> - "f09f1c27-6e42-44a7-b970-2e33f8c35f25"], + "a5c04561-8af0-414a-a1fe-28531b9258ca"]}]],ExpressionUUID-> + "6b1d2809-9850-48a0-8dad-e5a5e53dd4c1"], ": Demonstrating the viability of universal quantum computation using \ teleportation and single-qubit operations" }], "RelatedLinks",ExpressionUUID-> @@ -2397,8 +2456,8 @@ teleportation and single-qubit operations" "https://doi.org/10.1017/CBO9780511976667"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "dda321d9-3a6b-4b86-9aac-428f0c92d8fb"]}]],ExpressionUUID-> - "728b7fca-b7ed-47a7-8597-15de32af6f6c"], + "ca42156a-31f1-4bd1-b390-509d1069b6cf"]}]],ExpressionUUID-> + "6c91e235-3815-4f5d-ba7d-3e727061f026"], StyleBox[ ", Quantum Computation and Quantum Information (Cambridge University \ Press).", @@ -2422,16 +2481,16 @@ Press).", "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "714a76b2-461d-474b-98fd-8ed92a75d39e"]}]],ExpressionUUID-> - "6cd94fa7-8469-48cf-b453-5d579d51708d"], + "6bc965b5-1546-4e00-ad29-d86651a8fb16"]}]],ExpressionUUID-> + "7925faed-46d8-427d-81a0-4de585222b31"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "3c904833-f262-4bbc-adba-c75c500435ee"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"97b82f01-4fd7-48cd-b8b7-\ -9cf72481436a"], + }]], "RelatedLinksSection",ExpressionUUID->"d56b08da-424f-49e8-a7fa-\ +24bc995b69c8"], -Cell[" ", "FooterCell",ExpressionUUID->"50508bf1-7162-4757-999d-bc00628e572d"] +Cell[" ", "FooterCell",ExpressionUUID->"85a5af3e-a5ec-4f6d-aaa4-73a37348466a"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -2442,14 +2501,13 @@ TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", "ExampleCounter" -> 1, "Openers" -> { - "PrimaryExamplesSection" -> Open, - "ExampleSection" -> {"0" -> Open, "2" -> Closed}, "AllOptsTable" -> - Closed}, "NewStyles" -> True, "CitationPopupData" -> $Failed, - "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", - "HeaderCoreAreaLink" -> {}, + "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 1, 17, 9, 54, 41.942701}", - "history" -> {"13.1", "", "", ""}, "context" -> "Q3`", + "built" -> "{2024, 6, 24, 11, 26, 54.470495}", + "history" -> {"13.1", "14.0", "", ""}, "context" -> "Q3`", "keywords" -> {"Pauli group", "Pauli operators"}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> "None", "summary" -> @@ -2470,7 +2528,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"19ffd0fb-fe6c-44c2-b530-7e2a1db4e379" +ExpressionUUID->"dd6c1fbe-6c6c-44e0-9024-b30ea79a1a37" ] (* End of Notebook Content *) @@ -2478,100 +2536,87 @@ ExpressionUUID->"19ffd0fb-fe6c-44c2-b530-7e2a1db4e379" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[10783, 289, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"feccbcef-b171-4f8e-b65a-91d1e1db895e", + Cell[13581, 365, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"63077876-acd8-4e2b-b297-87ac2131b64e", CellTags->"PrimaryExamplesSection", - CellID->598618104]}, + CellID->1255084760]}, "RasterizedOutput"->{ - Cell[14421, 396, 94863, 1561, 378, "Output",ExpressionUUID->"844beabe-cbe4-4101-9c02-cbedb5eec608", + Cell[17222, 472, 94863, 1561, 378, "Output",ExpressionUUID->"bb1d5873-8ba2-43a1-9be8-c0ce89d6a022", CellTags->"RasterizedOutput", - CellID->735761949]} + CellID->563922009]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 129764, 2479}, - {"RasterizedOutput", 129964, 2483} + {"PrimaryExamplesSection", 133965, 2537}, + {"RasterizedOutput", 134166, 2541} } *) (*NotebookFileOutline Notebook[{ -Cell[578, 21, 7446, 184, 57, "AnchorBarGrid",ExpressionUUID->"dae27b6b-036b-4218-aecc-8214ddabe03b", +Cell[578, 21, 7648, 188, 57, "AnchorBarGrid",ExpressionUUID->"8638c369-1bd0-403f-b962-11db8c6178b7", CellID->1], -Cell[8027, 207, 85, 0, 23, "ContextNameCell",ExpressionUUID->"3a6868bf-83ad-474c-9b9c-8a0fd166cc86"], +Cell[8229, 211, 85, 0, 23, "ContextNameCell",ExpressionUUID->"72ad45ab-17b2-4618-a66b-cd58ec63f041"], Cell[CellGroupData[{ -Cell[8137, 211, 1366, 38, 60, "ObjectNameGrid",ExpressionUUID->"56b10edc-b450-466c-a6ab-32418367f632"], -Cell[9506, 251, 1240, 33, 116, "Usage",ExpressionUUID->"f0f55f26-f175-47b9-adb3-ea3fbd357dfe", +Cell[8339, 215, 1169, 31, 60, "ObjectNameGrid",ExpressionUUID->"3eca41ae-0d56-4040-a7fa-5d747940faf8"], +Cell[9511, 248, 1240, 33, 116, "Usage",ExpressionUUID->"f0f55f26-f175-47b9-adb3-ea3fbd357dfe", CellID->1917778362] }, Open ]], Cell[CellGroupData[{ -Cell[10783, 289, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"feccbcef-b171-4f8e-b65a-91d1e1db895e", +Cell[10788, 286, 1899, 47, 37, "NotesSection",ExpressionUUID->"6c40091b-99ba-4121-99a8-a194ac84c5a1", + CellGroupingRules->{"SectionGrouping", 50}, + CellID->2056456054], +Cell[12690, 335, 764, 24, 70, "Notes",ExpressionUUID->"a2f142a2-bf65-4d7c-90b3-2417f420ee1f", + CellID->518872311] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], +Cell[CellGroupData[{ +Cell[13581, 365, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"63077876-acd8-4e2b-b297-87ac2131b64e", CellTags->"PrimaryExamplesSection", - CellID->598618104], -Cell[12175, 328, 192, 3, 31, "Input",ExpressionUUID->"d546733b-80fc-4f20-8125-89154233e3fb", + CellID->1255084760], +Cell[14974, 404, 192, 3, 31, "Input",ExpressionUUID->"d546733b-80fc-4f20-8125-89154233e3fb", CellID->2130517985], Cell[CellGroupData[{ -Cell[12392, 335, 1366, 36, 31, "ExampleSection",ExpressionUUID->"8474f2e5-e292-4be2-b96a-0c58a40566a7", - CellID->13587733], -Cell[13761, 373, 208, 5, 29, "Input",ExpressionUUID->"a8c8d97a-c744-4d27-be2e-dcf89da33186", +Cell[15191, 411, 1368, 36, 31, "ExampleSection",ExpressionUUID->"833a4136-e85c-45d5-b325-34921abf3c67", + CellID->1625180486], +Cell[16562, 449, 208, 5, 29, "Input",ExpressionUUID->"a8c8d97a-c744-4d27-be2e-dcf89da33186", CellID->437918167], Cell[CellGroupData[{ -Cell[13994, 382, 424, 12, 48, "Input",ExpressionUUID->"d69dff20-6542-4fcd-9ec2-c0320299330e", +Cell[16795, 458, 424, 12, 48, "Input",ExpressionUUID->"d69dff20-6542-4fcd-9ec2-c0320299330e", CellID->1556667962], -Cell[14421, 396, 94863, 1561, 378, "Output",ExpressionUUID->"844beabe-cbe4-4101-9c02-cbedb5eec608", +Cell[17222, 472, 94863, 1561, 378, "Output",ExpressionUUID->"bb1d5873-8ba2-43a1-9be8-c0ce89d6a022", CellTags->"RasterizedOutput", - CellID->735761949] + CellID->563922009] }, Open ]], Cell[CellGroupData[{ -Cell[109321, 1962, 276, 6, 48, "Input",ExpressionUUID->"a38675a5-c40d-41fb-a1b1-a93104abfce9", +Cell[112122, 2038, 275, 6, 48, "Input",ExpressionUUID->"a38675a5-c40d-41fb-a1b1-a93104abfce9", CellID->2137571691], -Cell[109600, 1970, 3666, 51, 276, "Output",ExpressionUUID->"481850e7-00b3-4fc2-ae91-cd0e9e262973", - CellID->985718139], -Cell[113269, 2023, 130, 2, 37, "Output",ExpressionUUID->"3104cd2a-469e-42ff-97b2-538219ad1b5e", - CellID->1275909215] +Cell[112400, 2046, 3667, 51, 276, "Output",ExpressionUUID->"1effcdbd-edf4-4614-acb5-6adb212bd011", + CellID->1098020736], +Cell[116070, 2099, 130, 2, 37, "Output",ExpressionUUID->"6d22ac61-570c-4bb3-bee8-040a2c6b6679", + CellID->1107531281] }, Open ]], -Cell[113414, 2028, 154, 1, 70, "ExampleText",ExpressionUUID->"4dea82fd-73f0-4438-9bcf-9814e8557236", +Cell[116215, 2104, 154, 1, 70, "ExampleText",ExpressionUUID->"4dea82fd-73f0-4438-9bcf-9814e8557236", CellID->1937573870], -Cell[113571, 2031, 236, 6, 70, "Input",ExpressionUUID->"9981f347-b02e-4e7d-8d3b-c3b793c1682a", +Cell[116372, 2107, 236, 6, 70, "Input",ExpressionUUID->"9981f347-b02e-4e7d-8d3b-c3b793c1682a", CellID->2002498415], Cell[CellGroupData[{ -Cell[113832, 2041, 215, 5, 70, "Input",ExpressionUUID->"e730db61-e0f2-47a7-baa6-12fe52fd5dff", - CellID->109706570], -Cell[114050, 2048, 131, 2, 37, "Output",ExpressionUUID->"70a829b9-014c-4604-823a-308eff8375c0", - CellID->1687337404] -}, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], -Cell[CellGroupData[{ -Cell[114330, 2058, 1411, 36, 70, "ExampleSection",ExpressionUUID->"b6362e29-4982-4988-bcaa-779905ee5f2a", - CellID->1676671932], -Cell[115744, 2096, 255, 4, 70, "ExampleText",ExpressionUUID->"a149ddf4-a87c-48ee-b6ce-1f95e27f4f62", - CellID->1185061341], -Cell[CellGroupData[{ -Cell[116024, 2104, 565, 16, 70, "Input",ExpressionUUID->"3bc781ee-dd68-4f66-8bcc-dcc8e6104ed0", - CellID->174971988], -Cell[116592, 2122, 436, 8, 37, "Output",ExpressionUUID->"7f6b95fa-6bfc-4d64-8bf2-552ebeb78bed", - CellID->1876947361] -}, Open ]], -Cell[CellGroupData[{ -Cell[117065, 2135, 223, 5, 70, "Input",ExpressionUUID->"87951990-c1ec-4f14-b149-1362cdb8ce91", - CellID->544321106], -Cell[117291, 2142, 115, 1, 70, "EchoTiming",ExpressionUUID->"e09117ff-2d73-4e33-ac41-4ea885af2ca3", - CellID->618542910], -Cell[117409, 2145, 130, 2, 37, "Output",ExpressionUUID->"01a5712c-1bc0-4b8c-a1ca-9cb903b7643d", - CellID->2029836890] +Cell[116633, 2117, 187, 4, 70, "Input",ExpressionUUID->"e645dd1a-2664-4005-94dd-14e36cf4f6c2", + CellID->1594084644], +Cell[116823, 2123, 3928, 56, 327, "Output",ExpressionUUID->"3c6d68f4-2179-4bbd-b5b5-a3ca5b7f03fa", + CellID->2005464089] }, Open ]], Cell[CellGroupData[{ -Cell[117576, 2152, 276, 7, 70, "Input",ExpressionUUID->"ed32c7af-7c85-4803-801b-0aa6f6b4ac3c", - CellID->693383676], -Cell[117855, 2161, 115, 1, 70, "EchoTiming",ExpressionUUID->"a176b94c-d9da-48d8-9d88-4e1e1bee3c44", - CellID->606898676] +Cell[120788, 2184, 215, 5, 70, "Input",ExpressionUUID->"e730db61-e0f2-47a7-baa6-12fe52fd5dff", + CellID->109706570], +Cell[121006, 2191, 130, 2, 37, "Output",ExpressionUUID->"346de94f-f2d3-4613-a345-869e30f79b47", + CellID->529218494] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[118212, 2171, 2876, 78, 70, "SeeAlsoSection",ExpressionUUID->"ac37b7c9-33c6-4597-94a0-4271f4625c1c"], -Cell[121091, 2251, 2080, 53, 70, "TechNotesSection",ExpressionUUID->"e9ff7353-0670-473c-b0be-716054974ad8"], -Cell[123174, 2306, 742, 19, 70, "MoreAboutSection",ExpressionUUID->"de2a1a1a-ed93-4bec-ada8-02405a65758e"], -Cell[123919, 2327, 3865, 104, 70, "RelatedLinksSection",ExpressionUUID->"97b82f01-4fd7-48cd-b8b7-9cf72481436a"], -Cell[127787, 2433, 78, 0, 70, "FooterCell",ExpressionUUID->"50508bf1-7162-4757-999d-bc00628e572d"] +Cell[121378, 2202, 3900, 106, 70, "SeeAlsoSection",ExpressionUUID->"49be060a-a37a-4c92-96ca-d7e5b9d7979c"], +Cell[125281, 2310, 2080, 53, 70, "TechNotesSection",ExpressionUUID->"9306bf27-1449-42e2-840c-d4281e463045"], +Cell[127364, 2365, 742, 19, 70, "MoreAboutSection",ExpressionUUID->"86516cb7-9bd1-4476-ba49-6a7c3cb7cb73"], +Cell[128109, 2386, 3865, 104, 70, "RelatedLinksSection",ExpressionUUID->"d56b08da-424f-49e8-a7fa-24bc995b69c8"], +Cell[131977, 2492, 78, 0, 70, "FooterCell",ExpressionUUID->"85a5af3e-a5ec-4f6d-aaa4-73a37348466a"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/Pfaffian.nb b/Q3/Documentation/English/ReferencePages/Symbols/Pfaffian.nb index 9a7a50d4c..b2502ade7 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/Pfaffian.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/Pfaffian.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 110566, 2850] -NotebookOptionsPosition[ 93275, 2496] -NotebookOutlinePosition[ 95623, 2556] -CellTagsIndexPosition[ 95537, 2551] +NotebookDataLength[ 140343, 3721] +NotebookOptionsPosition[ 114610, 3189] +NotebookOutlinePosition[ 116979, 3249] +CellTagsIndexPosition[ 116892, 3244] WindowTitle->Pfaffian WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "b1e03dc7-91f8-493d-a892-b8a114499d4f"], + "134647e8-470f-4b76-80a6-ac0ab56f3d6b"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "50cd51e8-c14b-444a-8497-10ea76453de4"], + "351a1386-d824-4a42-bc01-b34f5479781c"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "9e833162-e8d9-4461-a2f8-12ccc5b25fc3"] - }],ExpressionUUID->"44996b49-4b18-4653-816b-32df34764f7c"], + "f981b08a-eb57-4769-b7ba-05a51fed46fe"] + }],ExpressionUUID->"e621accc-93fe-4c1c-9111-d2a2217b7f59"], StripOnInput->False],{ "\"Det\"" :> Documentation`HelpLookup["paclet:ref/Det"], Delimiter, StyleBox[ @@ -70,7 +70,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "ba8051ff-80f7-4e32-8642-0056ab2c872e"], + "d0e2eb5c-0409-4d23-8fa2-c460c103cade"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -89,8 +89,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "0c9074ea-32ac-4e01-b87b-f8c6c22c273d"] - }],ExpressionUUID->"b1d4803b-ab42-4968-89c8-9dc0b9d7e17e"], + "76d98d73-5f15-41a6-85f2-4e88ce9b4cd7"] + }],ExpressionUUID->"e9eef8f6-b7c0-48ea-a652-dbff63ae43c1"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -106,7 +106,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "778d772e-6e72-401b-b2f7-b64656a18c42"], + "91fdd873-5a7c-41f9-8959-386028271772"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -125,8 +125,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "15b51658-f315-4f05-96e6-0cfe17952330"] - }],ExpressionUUID->"e0bb87df-d8cd-45e0-8ee9-030c5a623c5b"], + "f561fc23-6230-4b82-bab3-dce5fa825f14"] + }],ExpressionUUID->"51ab0ba1-de94-4a41-8261-5927a184238e"], StripOnInput->False],{ "\"Quantum Information Systems with Q3\"" :> Documentation`HelpLookup[ @@ -141,7 +141,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "df7468ea-5128-4263-84cc-b9ca8b02bc0f"], + "1ec38e25-731c-4dd6-93d8-9e83bf74f018"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -160,8 +160,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "a75a4a00-7702-4646-8135-92374ce142e7"] - }],ExpressionUUID->"2b9ac837-2c9d-48c6-bf8b-73fc9b028a39"], + "b6aa7a88-4173-44f0-8362-db94cd33476b"] + }],ExpressionUUID->"6a0b4f66-0499-495c-b81f-a6bab315ee1b"], StripOnInput->False],{ "\"Q3/ref/Pfaffian\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -198,14 +198,14 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "eda3d188-32e7-4078-b33d-956f7e4f46b9"] + "b2a4bd74-ef62-4066-909b-86d932772bb6"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "1f949aa8-312b-4468-b5ce-b069d814fd32"]} + "9c40eef9-af5c-4841-b965-38fd8e607afc"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"88665f15-b9bb-4a37-899c-b00893133f8d"], + CellID->1,ExpressionUUID->"0590f9c8-92f8-45d9-97a7-209a45215fa0"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"47692202-8188-4e94-a653-698c7a0aef0a"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"7a2636d8-9c80-4f9b-b68d-a47ec6c318ed"], Cell[CellGroupData[{ @@ -213,14 +213,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "Pfaffian", "ObjectName",ExpressionUUID-> - "47793308-d55c-453b-92fb-a4f4d21d0b4d"], + "5122b383-ae39-4b6a-8d87-baae00ed3484"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"41d3f024-3387-428b-9b8f-61c7d0fb88ce"], + "Spacer1"]],ExpressionUUID->"223958a8-aec2-4897-a199-2dad261d3e43"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "d12f9ee2-22b2-4005-88fc-9c96230b6045"] - }],ExpressionUUID->"7796af62-5a5b-45c9-b980-36c4b37d2113"], Cell[BoxData[ + "21188ceb-c67f-4d3a-bc3d-1d7f1a896aba"] + }],ExpressionUUID->"1feba917-39b6-443a-baa7-c1d47e4ab8dd"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -245,9 +245,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "0df84af5-8bd4-4eef-927c-1480c0f36c4f"]} + "4d1b44f8-ee30-43be-9359-b9acc15e1c8e"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"1e06df4d-26db-44a5-9775-84209bc525d5"], + CacheGraphics->False,ExpressionUUID->"f8af762a-a89d-4790-837e-c0f249fadbd8"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -269,7 +269,7 @@ anti-symmetric) matrix ", FontFamily->"Source Sans Pro",ExpressionUUID-> "611115ae-6d4c-40df-a453-55acf7a9e542"], "." - }],ExpressionUUID->"a4d933c1-9f94-47f0-b505-f1c2b610b62e"]} + }],ExpressionUUID->"dd77daae-3fce-4614-a60d-3e88203ed781"]} }]], "Usage", CellID->1422330313,ExpressionUUID->"dbd3aa71-c713-419d-aa14-1b00ac751316"] }, Open ]], @@ -302,12 +302,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"0b3571fc-3307-4a49-ab4d-6909d0fe0cf6"], + ExpressionUUID->"418a95e5-225d-4643-b7d6-5582258971de"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"baafd1f8-8bf3-4608-9d29-ae722f5afa6f"], + "Spacer1"]],ExpressionUUID->"70ad25e2-ee8c-46b6-977a-178a8419b407"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"f42f1cf8-eaac-4785-a81c-17ce93c6e164"], + }], "NotesFrameText",ExpressionUUID->"842b7ac3-b9ee-4ec3-b906-8b1d779faa1c"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -318,12 +318,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"9c37c42d-9bd6-4b96-9b85-9d0df7843eb1"]], \ + "Preemptive"]],ExpressionUUID->"1580029c-ecc9-4c8f-a40a-caa13a78701a"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->170930403,ExpressionUUID->"aa75a987-801c-49cc-93f8-1256ba34d925"], + CellID->2110208993,ExpressionUUID->"adbd6825-0323-417c-a99b-c931bfef015b"], Cell["\<\ The term Pfaffian was named after Johann Friedrich Pfaff by Arthur Cayley in \ @@ -451,35 +451,82 @@ Cell[TextData[{ CellID->1638344201,ExpressionUUID->"88653d8a-6f93-4c06-8ab8-dc2dd039d953"], Cell[TextData[{ + "A ", Cell[BoxData[ TemplateBox[{ Cell[ - TextData["Pfaffian"]], "paclet:Q3/ref/Pfaffian", "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", + TextData["Method"]], "paclet:ref/Method"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "a41036d3-1a9e-4f8a-b88b-f5777198c784"], - " accept the following option." + "4a2a7763-cc3f-4010-b808-671a51d9fd2a"], + " option can be given. Default setting ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Method"]], "paclet:ref/Method"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "\[Rule]", + TemplateBox[{ + Cell[ + TextData["Automatic"]], "paclet:ref/Automatic"}, + "RefLink", + BaseStyle->{"InlineFormula"}]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "3989a6f1-bdd2-4b30-9b68-008092b591dd"], + " uses the ", + StyleBox["Hessenberg decomposition", + FontSlant->"Italic"], + " (\"Hessenberg\") for real matrices (note that it converts any exact number \ +to a finite-precision number, and hence the returned value is always an \ +inexact number) and the ", + StyleBox["Householder tridiagonalization", + FontSlant->"Italic"], + " for complex matrices. Other settings include: " }], "Notes", - CellID->1768451127,ExpressionUUID->"d544b462-9fcf-4441-ada3-43851449fcc4"], + CellID->1347491459,ExpressionUUID->"51cde008-3b79-47a0-80d8-28cf98908082"], Cell[BoxData[GridBox[{ {Cell[" ", "TableRowIcon",ExpressionUUID-> - "bc176b44-da61-49e2-bf05-bd40f51f0c06"], - TemplateBox[{ - Cell[ - TextData["Method"]], "paclet:ref/Method"}, - "RefLink", - BaseStyle->{"3ColumnTableMod"}], "\"\\"", Cell["\<\ -Using the Parlett-Reid tridiagonalization. \"Householder\" uses the \ -Householder tridiagonalization, \"Hessenberg\" uses the Hessenberg \ -decomposition, and \"Heuristic\" uses the heuristic recursive method.\ -\>", "TableText",ExpressionUUID->"884cb493-9ae7-4c62-bd88-a9e0aac0eacf"]} - }]], "3ColumnTableMod", + "bbc9a570-c546-4719-a865-d45cfa94cbd7"], Cell[ + "\"Parlett-Reid\"", "TableText",ExpressionUUID-> + "11267bbd-d7f1-422f-a179-1920c405d74f"], Cell[ + "Uses the Parlett-Reid tridiagonalization.", "TableText",ExpressionUUID-> + "94478be4-b597-4f7a-8778-f17dd9c33313"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "81747c17-ba0a-4295-a232-502abcf7feb7"], Cell[ + "\"Householder\"", "TableText",ExpressionUUID-> + "8297c162-5153-42e6-9ddb-45080ff017f4"], Cell["\<\ +Uses the Householder tridiagonalization, and is the default choice for \ +complex matrices.\ +\>", "TableText",ExpressionUUID->"c7767a13-09e3-4855-90f8-c2095dcefe5f"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "305a26b8-9653-41f0-ba41-73a22f44b2d8"], Cell[ + "\"Hessenberg\"", "TableText",ExpressionUUID-> + "723992e6-5e7e-4745-bfc6-f91f0bb31191"], Cell[TextData[{ + "Uses the Hessenberg decomposition, is usually the fastest for ", + StyleBox["real", + FontSlant->"Italic"], + " matrices, and hence is the default choice for ", + StyleBox["real", + FontSlant->"Italic"], + " matrices. However, it works only for finite-preision matrices. For \ +infinite-precision real matrices, use \"Householder\"." + }], "TableText",ExpressionUUID->"d119cba5-6f3a-4d5e-94fc-1e617623dd58"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "f74dbdee-1524-41db-9aee-793a4feb688a"], Cell[ + "\"Heuristic\"", "TableText",ExpressionUUID-> + "5baf5673-96a0-4593-bc2a-dbb5009858cc"], Cell["\<\ +Uses the heuristic recursive method. This method is very slow for large \ +matrices.\ +\>", "TableText",ExpressionUUID->"3d27612e-7074-4583-8af0-b921f4860059"]} + }]], "2ColumnTableMod", GridBoxOptions->{ - GridBoxBackground->{"Columns" -> {{None}}, "Rows" -> {{None}}}, - GridBoxDividers->{"Rows" -> {{True, True}}}}, - CellID->1058200331,ExpressionUUID->"7784ffa9-bdd2-478f-9bb9-7fc1826ade07"], + GridBoxBackground->{ + "Columns" -> {{None}}, "Rows" -> {None, None, None, {None}}}, + GridBoxDividers->{"Rows" -> {{True, True, True, True, True}}}}, + CellID->487478069,ExpressionUUID->"95c886b3-717d-4a49-87aa-1e502ccfbed9"], Cell[TextData[{ "For ", @@ -523,19 +570,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "a3d784d5-f693-49a4-8071-3ba1c2126ffb"], + "dc499716-a510-478f-a87a-8f26dcc56cc0"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"893e345d-23ed-477d-b54f-92691e781c37"], + "Spacer1"]],ExpressionUUID->"401bf52d-da41-42a4-91ee-9107d0f4de66"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(5)", "ExampleCount",ExpressionUUID-> - "fd504218-dbe1-45f1-80cb-82b540cebd97"] + Cell["(8)", "ExampleCount",ExpressionUUID-> + "bd44b136-65a9-4340-82de-3daeed47b104"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1641647182,ExpressionUUID->"82abdb35-7c03-40fe-b251-49dc1a40e1e3"], + CellID->590115146,ExpressionUUID->"bfc0e4f0-fde9-45d9-8066-a46af0a37b26"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -569,18 +616,25 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "5b4ca08a-33c1-4a12-9dfc-920f6df95a82"], + "badfca61-65c7-4577-8ab6-f07e59a1dd4c"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"d5c53ab9-831c-47ed-8d15-010e5044d919"], + "Spacer1"]],ExpressionUUID->"5ee7c726-fe78-46e0-8e09-05046118b96a"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "7bf2979e-aea4-4e02-9814-f20a663ada93"] + "0ba490c4-076c-4dfd-bffd-564886bedf39"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->294291218,ExpressionUUID->"4b45e59d-a4b8-42bc-9239-28679d115c1f"], + CellID->985776976,ExpressionUUID->"32f02b33-139d-4f42-81de-367010284c3a"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->2058804786,ExpressionUUID->"b2c2ffef-3f8b-41b6-b29d-1a2d1708a7c7"], Cell[CellGroupData[{ @@ -596,22 +650,24 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->1275722920,ExpressionUUID->"a99bd0b0-30b9-4d03-8a6f-4b9156f4fdb3"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0.`", - RowBox[{"-", "1.0613521353073367`"}], "0.01568750705065458`", - RowBox[{"-", "0.5470947251949179`"}]}, - {"1.0613521353073367`", "0.`", - RowBox[{"-", "0.7619208691781538`"}], "1.4715347784870576`"}, + RowBox[{"-", "0.11696522696459732`"}], "0.07397280408226603`", + "1.1219250380981118`"}, + {"0.11696522696459732`", "0.`", "0.6715730510926643`", + RowBox[{"-", "1.750943177423737`"}]}, + { + RowBox[{"-", "0.07397280408226603`"}], + RowBox[{"-", "0.6715730510926643`"}], "0.`", + RowBox[{"-", "1.5153352690886486`"}]}, { - RowBox[{"-", "0.01568750705065458`"}], "0.7619208691781538`", "0.`", - RowBox[{"-", "0.14823894371239232`"}]}, - {"0.5470947251949179`", - RowBox[{"-", "1.4715347784870576`"}], "0.14823894371239232`", "0.`"} + RowBox[{"-", "1.1219250380981118`"}], "1.750943177423737`", + "1.5153352690886486`", "0.`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -623,8 +679,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[1]//MatrixForm=", - CellID->1210944017,ExpressionUUID->"204bca8a-f067-4241-b3c3-f99df0a21aca"] + CellLabel->"Out[2]//MatrixForm=", + CellID->1543863049,ExpressionUUID->"c3e15a7a-4662-4492-9491-5ecfc5882215"] }, Open ]], Cell[CellGroupData[{ @@ -633,12 +689,12 @@ Cell[BoxData[ RowBox[{"pfn", "=", RowBox[{"Pfaffian", "[", "mat", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->1702802685,ExpressionUUID->"b5058323-58bb-4bcb-a8e0-57f62a024131"], -Cell[BoxData["0.5510918957753476`"], "Output", - CellLabel->"Out[2]=", - CellID->1283948004,ExpressionUUID->"d6f714ff-2725-4c5b-ac03-02e881a6ccc7"] +Cell[BoxData["1.0602183312319622`"], "Output", + CellLabel->"Out[3]=", + CellID->1199280373,ExpressionUUID->"9059745c-23dd-4d9a-bac3-72c1ed7ee08b"] }, Open ]], Cell[CellGroupData[{ @@ -647,12 +703,12 @@ Cell[BoxData[ RowBox[{"det", "=", RowBox[{"Det", "[", "mat", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1659712832,ExpressionUUID->"c0ed919e-6841-45f6-b7d5-cd1bce48fce9"], -Cell[BoxData["0.30370227758926666`"], "Output", - CellLabel->"Out[3]=", - CellID->154508863,ExpressionUUID->"63038b6f-f338-4cb7-b3e5-2e7c7c2cfcd3"] +Cell[BoxData["1.1240629098802863`"], "Output", + CellLabel->"Out[4]=", + CellID->442050613,ExpressionUUID->"2f1b0777-682d-4b9c-9ac6-e788bf9b5e41"] }, Open ]], Cell[CellGroupData[{ @@ -662,12 +718,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"pfn", "^", "2"}], "-", "det"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->456349875,ExpressionUUID->"8ca50056-259d-4454-95cc-6951a381355d"], Cell[BoxData["0"], "Output", - CellLabel->"Out[4]=", - CellID->206599370,ExpressionUUID->"3af300ca-c522-4d0c-9400-d25347ea4be0"] + CellLabel->"Out[5]=", + CellID->1899161389,ExpressionUUID->"63cab068-6fca-428d-8cee-e808a773d2ae"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -700,14 +756,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"a81be291-35d4-45ac-8024-816c9d18a1cd"], + ExpressionUUID->"fb2885cc-906b-49e3-805a-8e4f4e36a02a"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"85a2cb5c-be1e-472f-9ce0-acebddd6ca84"], + "Spacer1"]],ExpressionUUID->"0cd9e29d-d9a6-4b4a-9cea-ed2a641ddea7"], "Scope", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(2)", "ExampleCount",ExpressionUUID-> - "189f33ce-e772-4b19-986d-ec9d7932baea"] + Cell["(3)", "ExampleCount",ExpressionUUID-> + "9c49abf9-c855-4981-9973-4617d8127088"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -740,14 +796,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"2b587c57-c9db-4789-b87e-8e10f3988e6d"], + ExpressionUUID->"33339798-07bd-477d-87cf-acebbe0e3213"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"3af247a5-356e-480d-a8a2-8030dc726203"], + "Spacer1"]],ExpressionUUID->"8e47b07a-eb81-48d2-95d8-66bc414c9039"], "Real matrices", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "9e80a052-fe46-47e7-92ba-32e4645fcb39"] + "45eded1f-8e5a-4893-8e15-09ba0476eb4f"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -760,6 +816,13 @@ Cell[BoxData[ CellLabel->"In[1]:=", CellID->1256462854,ExpressionUUID->"ef904258-fe2d-42dd-8dde-85e8d3a05bfa"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->658423141,ExpressionUUID->"19ba66ba-812c-465e-ac55-c1e2b727bb55"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -779,54 +842,57 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->855591634,ExpressionUUID->"64eae3ec-145f-48f3-b931-0ff7463c47ef"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.`", - RowBox[{"-", "0.6259829247428772`"}], - RowBox[{"-", "0.4163009259178998`"}], "0.2855960129742259`", - "0.5207275799575573`", "0.524180983967`", "0.6098803165086715`", - "0.07308898609249703`"}, - {"0.6259829247428772`", "0.`", "0.1896446109951635`", - "0.18431724347574097`", "0.3766383073364281`", - RowBox[{"-", "0.27409996592345554`"}], "0.48874750665369415`", - RowBox[{"-", "0.5021861453416734`"}]}, - {"0.4163009259178998`", - RowBox[{"-", "0.1896446109951635`"}], "0.`", "0.2114273110567748`", - RowBox[{"-", "0.04697074515623911`"}], "0.15442690515761082`", - RowBox[{"-", "0.7845043646235195`"}], - RowBox[{"-", "0.044779671255470443`"}]}, - { - RowBox[{"-", "0.2855960129742259`"}], - RowBox[{"-", "0.18431724347574097`"}], - RowBox[{"-", "0.2114273110567748`"}], "0.`", "0.04240044851448399`", - "0.19672150475290273`", "0.3137941784177811`", - RowBox[{"-", "0.27396519271282416`"}]}, + {"0.`", "0.017993377798202426`", + RowBox[{"-", "0.2838347476501446`"}], "0.7660199296924253`", + RowBox[{"-", "0.48034854474776445`"}], + RowBox[{"-", "0.06563848068992773`"}], "0.18040920224036605`", + RowBox[{"-", "0.05680983835760123`"}]}, { - RowBox[{"-", "0.5207275799575573`"}], - RowBox[{"-", "0.3766383073364281`"}], "0.04697074515623911`", - RowBox[{"-", "0.04240044851448399`"}], "0.`", "0.005509767171052671`", - RowBox[{"-", "0.18637731662688917`"}], - RowBox[{"-", "0.33785344390535`"}]}, + RowBox[{"-", "0.017993377798202426`"}], "0.`", "0.05145180508689906`", + RowBox[{"-", "0.5785469302000219`"}], + RowBox[{"-", "0.23154963750423585`"}], "0.1456160975603047`", + "0.7066581770151461`", + RowBox[{"-", "0.46842279243974905`"}]}, + {"0.2838347476501446`", + RowBox[{"-", "0.05145180508689906`"}], "0.`", + RowBox[{"-", "0.33739899783212857`"}], + RowBox[{"-", "0.40889790977357743`"}], "0.12244058264564361`", + "0.5444619726410866`", + RowBox[{"-", "0.35571399781468616`"}]}, { - RowBox[{"-", "0.524180983967`"}], "0.27409996592345554`", - RowBox[{"-", "0.15442690515761082`"}], - RowBox[{"-", "0.19672150475290273`"}], - RowBox[{"-", "0.005509767171052671`"}], "0.`", "0.9475025461133306`", - "0.409159165959595`"}, + RowBox[{"-", "0.7660199296924253`"}], "0.5785469302000219`", + "0.33739899783212857`", "0.`", "0.16207487656038944`", + RowBox[{"-", "0.47183857280304675`"}], "0.58062934881313`", + "0.33887152901990425`"}, + {"0.48034854474776445`", "0.23154963750423585`", "0.40889790977357743`", + + RowBox[{"-", "0.16207487656038944`"}], "0.`", + RowBox[{"-", "0.8298750713932548`"}], "0.20679630498742818`", + "0.7773289259059615`"}, + {"0.06563848068992773`", + RowBox[{"-", "0.1456160975603047`"}], + RowBox[{"-", "0.12244058264564361`"}], "0.47183857280304675`", + "0.8298750713932548`", "0.`", + RowBox[{"-", "0.3856904788538549`"}], + RowBox[{"-", "0.17048171455607775`"}]}, { - RowBox[{"-", "0.6098803165086715`"}], - RowBox[{"-", "0.48874750665369415`"}], "0.7845043646235195`", - RowBox[{"-", "0.3137941784177811`"}], "0.18637731662688917`", - RowBox[{"-", "0.9475025461133306`"}], "0.`", - RowBox[{"-", "0.2655725846418777`"}]}, - { - RowBox[{"-", "0.07308898609249703`"}], "0.5021861453416734`", - "0.044779671255470443`", "0.27396519271282416`", "0.33785344390535`", - RowBox[{"-", "0.409159165959595`"}], "0.2655725846418777`", "0.`"} + RowBox[{"-", "0.18040920224036605`"}], + RowBox[{"-", "0.7066581770151461`"}], + RowBox[{"-", "0.5444619726410866`"}], + RowBox[{"-", "0.58062934881313`"}], + RowBox[{"-", "0.20679630498742818`"}], "0.3856904788538549`", "0.`", + RowBox[{"-", "0.05152657777596703`"}]}, + {"0.05680983835760123`", "0.46842279243974905`", "0.35571399781468616`", + + RowBox[{"-", "0.33887152901990425`"}], + RowBox[{"-", "0.7773289259059615`"}], "0.17048171455607775`", + "0.05152657777596703`", "0.`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -838,8 +904,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[2]//MatrixForm=", - CellID->1532929371,ExpressionUUID->"ae18bc51-b2fd-4a26-b677-89d5bedd7e5c"] + CellLabel->"Out[3]//MatrixForm=", + CellID->1964873824,ExpressionUUID->"19f8f5a5-af6e-4a17-829e-1d0d9f5d8722"] }, Open ]], Cell[CellGroupData[{ @@ -848,12 +914,12 @@ Cell[BoxData[ RowBox[{"pfn", "=", RowBox[{"Pfaffian", "[", "mat", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->378092326,ExpressionUUID->"7319fcd6-d548-4147-ad4b-5e032b3c1ad6"], -Cell[BoxData["0.0336170270528751`"], "Output", - CellLabel->"Out[3]=", - CellID->291293768,ExpressionUUID->"c572f202-9f38-49b7-8ddf-88627a4cc492"] +Cell[BoxData["0.03823404575674173`"], "Output", + CellLabel->"Out[4]=", + CellID->163133167,ExpressionUUID->"b04b8637-f63c-4f36-9e03-6e6d7d4cd072"] }, Open ]], Cell[CellGroupData[{ @@ -863,12 +929,12 @@ Cell[BoxData[ RowBox[{"mat", ",", " ", RowBox[{"Method", "\[Rule]", "\"\\""}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->592587258,ExpressionUUID->"f14bbb05-0965-42b2-907d-9f54e7509931"], -Cell[BoxData["0.033617027052874796`"], "Output", - CellLabel->"Out[4]=", - CellID->113261168,ExpressionUUID->"55c67d45-a022-4ce4-a23f-8992345a1df4"] +Cell[BoxData["0.03823404575674216`"], "Output", + CellLabel->"Out[5]=", + CellID->1530915428,ExpressionUUID->"20a69820-c2c3-42f4-aa2a-e4170b499e8c"] }, Open ]], Cell[CellGroupData[{ @@ -878,12 +944,12 @@ Cell[BoxData[ RowBox[{"mat", ",", RowBox[{"Method", "\[Rule]", "\"\\""}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1732374067,ExpressionUUID->"98c858ac-ada9-473b-be75-8eb8dcd3d6cd"], -Cell[BoxData["0.03361702705287501`"], "Output", - CellLabel->"Out[5]=", - CellID->1248623407,ExpressionUUID->"48fb2585-8145-4cea-ae9f-a9762f2c8ec4"] +Cell[BoxData["0.03823404575674173`"], "Output", + CellLabel->"Out[6]=", + CellID->616818839,ExpressionUUID->"e85a88db-bada-4e94-bab2-2233d96e6a88"] }, Open ]], Cell[BoxData[ @@ -893,37 +959,38 @@ Cell[BoxData[ RowBox[{"tri", ",", "map", ",", "prm"}], "}"}], "=", RowBox[{"SkewTridiagonalize", "[", "mat", "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1552348187,ExpressionUUID->"44704509-08dd-4532-a55d-6918fe7e988a"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"tri", "//", "MatrixForm"}]], "Input", + RowBox[{ + RowBox[{"tri", "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", + CellLabel->"In[8]:=", CellID->1116434515,ExpressionUUID->"b2925112-10a5-4a8d-9155-2b8efa77f118"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.`", - RowBox[{"-", "0.6259829247428772`"}], "0", "0", "0", "0", "0", "0"}, - {"0.6259829247428772`", "0.`", - RowBox[{"-", "0.5021861453416734`"}], "0", "0", "0", "0", "0"}, - {"0", "0.5021861453416734`", "0.`", "0.8119061849142474`", "0", "0", "0", - "0"}, - {"0", "0", - RowBox[{"-", "0.8119061849142474`"}], "0.`", - RowBox[{"-", "1.2007594050817978`"}], "0", "0", "0"}, - {"0", "0", "0", "1.2007594050817978`", "0.`", - RowBox[{"-", "1.0575341093993669`"}], "0", "0"}, - {"0", "0", "0", "0", "1.0575341093993669`", "0.`", - RowBox[{"-", "0.12432741469765052`"}], "0"}, - {"0", "0", "0", "0", "0", "0.12432741469765052`", "0.`", - "0.06254557408059337`"}, - {"0", "0", "0", "0", "0", "0", - RowBox[{"-", "0.06254557408059337`"}], "0.`"} + {"0", + RowBox[{"-", "0.9687571578471033`"}], "0", "0", "0", "0", "0", "0"}, + {"0.9687571578471033`", "0", "0.3812664411457054`", "0", "0", "0", "0", + "0"}, + {"0", + RowBox[{"-", "0.38126644114570557`"}], "0", + RowBox[{"-", "0.7500483366133857`"}], "0", "0", "0", "0"}, + {"0", "0", "0.7500483366133855`", "0", + RowBox[{"-", "0.9932956785870037`"}], "0", "0", "0"}, + {"0", "0", "0", "0.9932956785870036`", "0", + RowBox[{"-", "1.1574637892648996`"}], "0", "0"}, + {"0", "0", "0", "0", "1.1574637892648998`", "0", "1.0152060671557108`", + "0"}, + {"0", "0", "0", "0", "0", + RowBox[{"-", "1.0152060671557108`"}], "0", + RowBox[{"-", "0.04546096661842295`"}]}, + {"0", "0", "0", "0", "0", "0", "0.04546096661842286`", "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -935,8 +1002,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[7]//MatrixForm=", - CellID->1328359037,ExpressionUUID->"b9fa2301-f8b2-4e27-a6ba-810ee977f7e8"] + CellLabel->"Out[8]//MatrixForm=", + CellID->826806857,ExpressionUUID->"a48ef4e0-94ae-449a-b11a-000e288a70e4"] }, Open ]], Cell[CellGroupData[{ @@ -951,7 +1018,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", + CellLabel->"In[9]:=", CellID->704197535,ExpressionUUID->"038289b9-f048-4feb-ad15-397ea902f062"], Cell[BoxData[ @@ -976,8 +1043,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[8]//MatrixForm=", - CellID->931963832,ExpressionUUID->"d2cb9824-0cf2-4bfe-aa0c-196f39481f44"] + CellLabel->"Out[9]//MatrixForm=", + CellID->166061575,ExpressionUUID->"6542db8c-a724-4651-9de2-97e225769a15"] }, Open ]], Cell[CellGroupData[{ @@ -994,12 +1061,12 @@ Cell[BoxData[ RowBox[{"[", RowBox[{";;", ";;", "2"}], "]"}], "]"}]}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", + CellLabel->"In[10]:=", CellID->344860820,ExpressionUUID->"1b7c2a43-1d16-46ea-82bc-21bef68c7856"], -Cell[BoxData["0.03361702705287509`"], "Output", - CellLabel->"Out[9]=", - CellID->306443748,ExpressionUUID->"282ff26b-6fb1-4936-bbcf-d32390600351"] +Cell[BoxData["0.03823404575674173`"], "Output", + CellLabel->"Out[10]=", + CellID->1187695348,ExpressionUUID->"77eb0674-cb0f-4b7b-ae81-ac39d53bbaa0"] }, Open ]], Cell[CellGroupData[{ @@ -1008,12 +1075,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"new", "-", "pfn"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", + CellLabel->"In[11]:=", CellID->686999127,ExpressionUUID->"13e1129f-2bdc-4891-9f12-51042b73bec2"], Cell[BoxData["0"], "Output", - CellLabel->"Out[10]=", - CellID->94899357,ExpressionUUID->"46b8351f-c76c-464a-8e9d-2268783a4c3b"] + CellLabel->"Out[11]=", + CellID->947566297,ExpressionUUID->"38bec82d-2ab0-4f3e-95ed-360501bb7acb"] }, Open ]], Cell[CellGroupData[{ @@ -1024,12 +1091,12 @@ Cell[BoxData[ RowBox[{"pfn", "^", "2"}], "-", RowBox[{"Det", "[", "mat", "]"}]}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[12]:=", CellID->1540627025,ExpressionUUID->"8ea8fca7-5322-4909-a7f2-0c4eea9d61b3"], Cell[BoxData["0"], "Output", - CellLabel->"Out[11]=", - CellID->2129829109,ExpressionUUID->"7c4a9f4a-786c-4620-982c-c084c791ee2c"] + CellLabel->"Out[12]=", + CellID->681974344,ExpressionUUID->"1f0b1b18-98cc-4cf9-9f3e-9bb9bd0442c6"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, @@ -1062,14 +1129,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"8354c095-058f-4582-8b59-6df8d42f9ca2"], + ExpressionUUID->"457f2feb-44cc-46ba-9c5b-3da6e554d74f"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"96b9e314-08e4-484c-9f3f-67cc3aae0250"], + "Spacer1"]],ExpressionUUID->"89608a6e-0c6b-47d6-a7c7-3f3ba0515147"], "Complex matrices", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "7bd327cf-f20e-4256-9257-b8b2d59360bf"] + "449009ff-66e7-47a2-a856-ad9894028aca"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -1082,6 +1149,13 @@ Cell[BoxData[ CellLabel->"In[1]:=", CellID->1074905399,ExpressionUUID->"8ba1c672-bd53-48b8-96fc-0794bf76d108"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->911135961,ExpressionUUID->"aa1f3963-4ace-4ec0-858a-5844e4739dba"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -1095,7 +1169,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->579677091,ExpressionUUID->"baa9ad1a-d4db-43ea-9656-cc9ef8fba786"], Cell[BoxData[ @@ -1104,165 +1178,165 @@ Cell[BoxData[ { RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8178874455664813`", "\[VeryThinSpace]", "+", - RowBox[{"0.24966826630919536`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.7272901558698242`"}], "+", - RowBox[{"0.2746829259611854`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08185690975057147`", "\[VeryThinSpace]", "-", - RowBox[{"0.06617661418996645`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.20206903002579324`", "\[VeryThinSpace]", "+", - RowBox[{"0.8282001197875428`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.9420107195315008`"}], "+", - RowBox[{"0.7236553016447824`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5016286952384164`", "\[VeryThinSpace]", "-", - RowBox[{"0.5727267417115778`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5830706864750681`", "\[VeryThinSpace]", "-", - RowBox[{"0.5781470817919669`", " ", "\[ImaginaryI]"}]}]}, - { + RowBox[{"0.03598675559640485`", "\[VeryThinSpace]", "+", + RowBox[{"0.362202293199652`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.8178874455664813`"}], "-", - RowBox[{"0.24966826630919536`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.32032114448087734`", "\[VeryThinSpace]", "-", - RowBox[{"1.2928640278575907`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.19398295243432928`"}], "+", - RowBox[{"0.05306027393986934`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9956475756117515`", "\[VeryThinSpace]", "-", - RowBox[{"1.0634779695228374`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3042756728765341`", "\[VeryThinSpace]", "-", - RowBox[{"1.012557776065362`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.8045531218247866`"}], "+", - RowBox[{"0.6559278377381399`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.637551924141289`", "\[VeryThinSpace]", "-", - RowBox[{"0.7336591087710449`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.5676694953002892`"}], "+", + RowBox[{"0.7871053356055966`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.5320398593848505`", "\[VeryThinSpace]", "+", + RowBox[{"0.397263866181794`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9606970894955289`"}], "+", + RowBox[{"0.5034325533814856`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13127696137985545`"}], "+", + RowBox[{"0.7125443151882211`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3608184044807321`", "\[VeryThinSpace]", "+", + RowBox[{"0.03221372949314061`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11361967671520246`"}], "+", + RowBox[{"1.4024188992032154`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.7272901558698242`", "\[VeryThinSpace]", "-", - RowBox[{"0.2746829259611854`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.32032114448087734`"}], "+", - RowBox[{"1.2928640278575907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.03598675559640485`"}], "-", + RowBox[{"0.362202293199652`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10290361017379812`", "\[VeryThinSpace]", "+", + RowBox[{"0.2149449264792187`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.2104366699019362`"}], "+", - RowBox[{"1.0164130949234846`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.35890709812508215`"}], "+", - RowBox[{"0.1595327515660907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.1570938604000438`"}], "-", + RowBox[{"0.47855836827657816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.4879334219613112`"}], "+", - RowBox[{"0.7404376656576543`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3536228859907502`", "\[VeryThinSpace]", "-", - RowBox[{"1.0072541117858957`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4630992750084717`"}], "+", + RowBox[{"0.2558776729038579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2912321951206094`", "\[VeryThinSpace]", "+", + RowBox[{"0.5213069358462303`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.4133163540302922`", "\[VeryThinSpace]", "-", + RowBox[{"0.6923685015654724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6447616077801355`"}], "+", - RowBox[{"1.0202212943257947`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.9368455848794981`"}], "-", + RowBox[{"0.6790521181453779`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.5676694953002892`", "\[VeryThinSpace]", "-", + RowBox[{"0.7871053356055966`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08185690975057147`"}], "+", - RowBox[{"0.06617661418996645`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.19398295243432928`", "\[VeryThinSpace]", "-", - RowBox[{"0.05306027393986934`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.2104366699019362`", "\[VeryThinSpace]", "-", - RowBox[{"1.0164130949234846`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10290361017379812`"}], "-", + RowBox[{"0.2149449264792187`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.2825026341901693`"}], "-", - RowBox[{"0.03432548111442468`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7989752587051102`", "\[VeryThinSpace]", "+", - RowBox[{"0.17235058285604188`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6747979956642571`"}], "+", + RowBox[{"0.1357206859780451`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3056151605120516`"}], "-", - RowBox[{"0.35132117443587463`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.8177958195471549`"}], "+", + RowBox[{"1.1883299454011906`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.24488116529128723`", "\[VeryThinSpace]", "+", + RowBox[{"0.2946925567785623`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.0889239452821733`", "\[VeryThinSpace]", "-", + RowBox[{"0.9126421323050442`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.332199132981855`"}], "+", - RowBox[{"0.7045894179829344`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.7114279956293723`"}], "-", + RowBox[{"0.5425866933771437`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20206903002579324`"}], "-", - RowBox[{"0.8282001197875428`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.9956475756117515`"}], "+", - RowBox[{"1.0634779695228374`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.35890709812508215`", "\[VeryThinSpace]", "-", - RowBox[{"0.1595327515660907`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2825026341901693`", "\[VeryThinSpace]", "+", - RowBox[{"0.03432548111442468`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.5320398593848505`"}], "-", + RowBox[{"0.397263866181794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1570938604000438`", "\[VeryThinSpace]", "+", + RowBox[{"0.47855836827657816`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6747979956642571`", "\[VeryThinSpace]", "-", + RowBox[{"0.1357206859780451`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1314864846134687`"}], "-", - RowBox[{"1.0849294738064779`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3329393312073381`"}], "-", - RowBox[{"0.3592677927832866`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.4815187261606102`", "\[VeryThinSpace]", "-", - RowBox[{"0.06471002310916285`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.32414975312077887`", "\[VeryThinSpace]", "+", + RowBox[{"0.9902924555316903`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9436771456060935`"}], "-", + RowBox[{"1.6475704807026341`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.16125869762626`", "\[VeryThinSpace]", "-", + RowBox[{"0.35205200004602055`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6777430580398085`", "\[VeryThinSpace]", "+", + RowBox[{"0.8783321256981362`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.9420107195315008`", "\[VeryThinSpace]", "-", - RowBox[{"0.7236553016447824`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3042756728765341`"}], "+", - RowBox[{"1.012557776065362`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.4879334219613112`", "\[VeryThinSpace]", "-", - RowBox[{"0.7404376656576543`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.7989752587051102`"}], "-", - RowBox[{"0.17235058285604188`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1314864846134687`", "\[VeryThinSpace]", "+", - RowBox[{"1.0849294738064779`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9606970894955289`", "\[VeryThinSpace]", "-", + RowBox[{"0.5034325533814856`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4630992750084717`", "\[VeryThinSpace]", "-", + RowBox[{"0.2558776729038579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.8177958195471549`", "\[VeryThinSpace]", "-", + RowBox[{"1.1883299454011906`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32414975312077887`"}], "-", + RowBox[{"0.9902924555316903`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.4972326550178034`"}], "+", - RowBox[{"0.39360856691953083`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.376974832689584`"}], "+", - RowBox[{"0.4058357675729596`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "1.6597501427865096`"}], "-", + RowBox[{"0.9421773454948807`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.41359260997485636`", "\[VeryThinSpace]", "-", + RowBox[{"0.19326089388407075`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.554657851811923`", "\[VeryThinSpace]", "+", + RowBox[{"0.23037324769842016`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.5016286952384164`"}], "+", - RowBox[{"0.5727267417115778`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.8045531218247866`", "\[VeryThinSpace]", "-", - RowBox[{"0.6559278377381399`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3536228859907502`"}], "+", - RowBox[{"1.0072541117858957`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3056151605120516`", "\[VeryThinSpace]", "+", - RowBox[{"0.35132117443587463`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3329393312073381`", "\[VeryThinSpace]", "+", - RowBox[{"0.3592677927832866`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.4972326550178034`", "\[VeryThinSpace]", "-", - RowBox[{"0.39360856691953083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13127696137985545`", "\[VeryThinSpace]", "-", + RowBox[{"0.7125443151882211`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2912321951206094`"}], "-", + RowBox[{"0.5213069358462303`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.24488116529128723`"}], "-", + RowBox[{"0.2946925567785623`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9436771456060935`", "\[VeryThinSpace]", "+", + RowBox[{"1.6475704807026341`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.6597501427865096`", "\[VeryThinSpace]", "+", + RowBox[{"0.9421773454948807`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.048344902310119675`", "\[VeryThinSpace]", "+", - RowBox[{"0.6902963175408781`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{ + RowBox[{"-", "0.7713809577077098`"}], "-", + RowBox[{"0.11431169620507564`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3409634291121555`"}], "-", + RowBox[{"1.7915881925209365`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.5830706864750681`"}], "+", - RowBox[{"0.5781470817919669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3608184044807321`"}], "-", + RowBox[{"0.03221372949314061`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.4133163540302922`"}], "+", + RowBox[{"0.6923685015654724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.637551924141289`"}], "+", - RowBox[{"0.7336591087710449`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6447616077801355`", "\[VeryThinSpace]", "-", - RowBox[{"1.0202212943257947`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.332199132981855`", "\[VeryThinSpace]", "-", - RowBox[{"0.7045894179829344`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.0889239452821733`"}], "+", + RowBox[{"0.9126421323050442`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4815187261606102`"}], "+", - RowBox[{"0.06471002310916285`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.376974832689584`", "\[VeryThinSpace]", "-", - RowBox[{"0.4058357675729596`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.16125869762626`"}], "+", + RowBox[{"0.35205200004602055`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.048344902310119675`"}], "-", - RowBox[{"0.6902963175408781`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41359260997485636`"}], "+", + RowBox[{"0.19326089388407075`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7713809577077098`", "\[VeryThinSpace]", "+", + RowBox[{"0.11431169620507564`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10305315555193406`"}], "+", + RowBox[{"1.132323234536019`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.11361967671520246`", "\[VeryThinSpace]", "-", + RowBox[{"1.4024188992032154`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9368455848794981`", "\[VeryThinSpace]", "+", + RowBox[{"0.6790521181453779`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7114279956293723`", "\[VeryThinSpace]", "+", + RowBox[{"0.5425866933771437`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6777430580398085`"}], "-", + RowBox[{"0.8783321256981362`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.554657851811923`"}], "-", + RowBox[{"0.23037324769842016`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3409634291121555`", "\[VeryThinSpace]", "+", + RowBox[{"1.7915881925209365`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10305315555193406`", "\[VeryThinSpace]", "-", + RowBox[{"1.132323234536019`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}]} }, @@ -1276,8 +1350,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[2]//MatrixForm=", - CellID->1424105427,ExpressionUUID->"99da1724-f44f-4ce1-b5a4-440e38102add"] + CellLabel->"Out[3]//MatrixForm=", + CellID->2001629468,ExpressionUUID->"2f5caea7-3099-4f3f-9935-22ce73e8b46e"] }, Open ]], Cell[CellGroupData[{ @@ -1286,15 +1360,15 @@ Cell[BoxData[ RowBox[{"pfn", "=", RowBox[{"Pfaffian", "[", "mat", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1647045645,ExpressionUUID->"6d0f784e-42cc-4b2a-b07e-7b27ad135c8b"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "5.23533573108071`"}], "+", - RowBox[{"10.893372231789417`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[3]=", - CellID->24630174,ExpressionUUID->"a29e79eb-7953-43ee-9eba-4152f136c374"] + RowBox[{"-", "0.3790148642260016`"}], "-", + RowBox[{"5.79089304893498`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[4]=", + CellID->921378123,ExpressionUUID->"2a7b5f15-e292-4634-84e6-fa0f9d9b0b05"] }, Open ]], Cell[CellGroupData[{ @@ -1304,15 +1378,15 @@ Cell[BoxData[ RowBox[{"mat", ",", " ", RowBox[{"Method", "\[Rule]", "\"\\""}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->245102178,ExpressionUUID->"3d704a5b-967b-4bf9-a34d-6cdf8711eef7"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "5.23533573108071`"}], "+", - RowBox[{"10.893372231789414`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[4]=", - CellID->1629856417,ExpressionUUID->"1efe1bec-34c9-42f0-b5cc-47e6a4fa65a5"] + RowBox[{"-", "0.3790148642260016`"}], "-", + RowBox[{"5.79089304893498`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[5]=", + CellID->435337571,ExpressionUUID->"2a1c4ebc-c627-491b-874e-dfadc4ffc437"] }, Open ]], Cell[CellGroupData[{ @@ -1322,25 +1396,25 @@ Cell[BoxData[ RowBox[{"mat", ",", RowBox[{"Method", "->", "\"\\""}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->558670700,ExpressionUUID->"4fd1cea5-89b9-453e-a84d-05dd6b7ebf7f"], Cell[BoxData[ TemplateBox[{ "Pfaffian", "Hessenberg", "\"Pfaffian computation with Hessenberg decomposition only works for real \ -matrices; instead, using Householder method.\"", 2, 58, 2, - 18609808649606705447, "Local", "Q3`Pfaffian"}, +matrices of finite precision; using Householder method instead.\"", 2, 89, 3, + 18664511855671872832, "Local", "Q3`Pfaffian"}, "MessageTemplate2"]], "Message", "MSG", - CellLabel->"During evaluation of In[5]:=", - CellID->1425041110,ExpressionUUID->"eba490b0-8c66-4b7b-98d8-32c2b3e88c3a"], + CellLabel->"During evaluation of In[6]:=", + CellID->93188065,ExpressionUUID->"766d25b9-f420-4e08-9320-ad95c502b70d"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "5.23533573108071`"}], "+", - RowBox[{"10.893372231789414`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[5]=", - CellID->1928304426,ExpressionUUID->"16350ab1-e231-49ee-924a-c1bf1e16f317"] + RowBox[{"-", "0.3790148642260016`"}], "-", + RowBox[{"5.79089304893498`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[6]=", + CellID->696229792,ExpressionUUID->"9ac6b93e-23ee-4e99-90e1-935a6fc224cf"] }, Open ]], Cell[BoxData[ @@ -1350,7 +1424,7 @@ Cell[BoxData[ RowBox[{"tri", ",", "map", ",", "prm"}], "}"}], "=", RowBox[{"SkewTridiagonalize", "[", "mat", "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1336770905,ExpressionUUID->"af746a74-35c0-4ab0-85fa-287b97dba878"], Cell[CellGroupData[{ @@ -1358,7 +1432,7 @@ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"tri", "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", + CellLabel->"In[8]:=", CellID->134685421,ExpressionUUID->"2c1cfda3-024c-4af2-8925-8963c6b6dd22"], Cell[BoxData[ @@ -1368,63 +1442,63 @@ Cell[BoxData[ RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.9420107195315008`"}], "+", - RowBox[{"0.7236553016447824`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", - "0", "0", "0"}, + RowBox[{"-", "0.26879693744965566`"}], "-", + RowBox[{"2.705408296352093`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", + "0", "0", "0"}, { - RowBox[{"0.9420107195315008`", "\[VeryThinSpace]", "-", - RowBox[{"0.7236553016447824`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26879693744965566`", "\[VeryThinSpace]", "+", + RowBox[{"2.705408296352093`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.4879334219613112`", "\[VeryThinSpace]", "-", - RowBox[{"0.7404376656576543`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", + RowBox[{"1.2625743092567498`", "\[VeryThinSpace]", "-", + RowBox[{"1.9305093866933543`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", "0", "0"}, {"0", RowBox[{ - RowBox[{"-", "1.4879334219613112`"}], "+", - RowBox[{"0.7404376656576543`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.2625743092567498`"}], "+", + RowBox[{"1.9305093866933543`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.9168146636636643`"}], "-", - RowBox[{"1.926089367310008`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", - "0"}, + RowBox[{"-", "1.6904101422878894`"}], "-", + RowBox[{"3.2273080178002176`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", + "0"}, {"0", "0", - RowBox[{"0.9168146636636643`", "\[VeryThinSpace]", "+", - RowBox[{"1.926089367310008`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.6904101422878894`", "\[VeryThinSpace]", "+", + RowBox[{"3.2273080178002176`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.7574174990553812`", "\[VeryThinSpace]", "+", - RowBox[{"0.833862858114605`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.2940992195406005`", "\[VeryThinSpace]", "-", + RowBox[{"2.060903638584852`", " ", "\[ImaginaryI]"}]}], "0", "0", "0"}, {"0", "0", "0", RowBox[{ - RowBox[{"-", "1.7574174990553812`"}], "-", - RowBox[{"0.833862858114605`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2940992195406005`"}], "+", + RowBox[{"2.060903638584852`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.13796261119932`", "\[VeryThinSpace]", "-", - RowBox[{"1.5991267206344322`", " ", "\[ImaginaryI]"}]}], "0", "0"}, - {"0", "0", "0", "0", RowBox[{ - RowBox[{"-", "1.13796261119932`"}], "+", - RowBox[{"1.5991267206344322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.7622313798641738`"}], "+", + RowBox[{"0.30504707638031286`", " ", "\[ImaginaryI]"}]}], "0", "0"}, + {"0", "0", "0", "0", + RowBox[{"1.7622313798641738`", "\[VeryThinSpace]", "-", + RowBox[{"0.30504707638031286`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"2.1997136714041323`", "\[VeryThinSpace]", "+", - RowBox[{"0.6549126080236078`", " ", "\[ImaginaryI]"}]}], "0"}, + RowBox[{"1.9852396006569926`", "\[VeryThinSpace]", "-", + RowBox[{"0.6038045124695319`", " ", "\[ImaginaryI]"}]}], "0"}, {"0", "0", "0", "0", "0", RowBox[{ - RowBox[{"-", "2.1997136714041323`"}], "-", - RowBox[{"0.6549126080236078`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.9852396006569926`"}], "+", + RowBox[{"0.6038045124695319`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.9463917033776756`", "\[VeryThinSpace]", "-", - RowBox[{"1.4551040216974152`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.2079176439546912`", "\[VeryThinSpace]", "-", + RowBox[{"0.25316919124410897`", " ", "\[ImaginaryI]"}]}]}, {"0", "0", "0", "0", "0", "0", RowBox[{ - RowBox[{"-", "1.9463917033776756`"}], "+", - RowBox[{"1.4551040216974152`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2079176439546912`"}], "+", + RowBox[{"0.25316919124410897`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}]} }, @@ -1438,8 +1512,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[7]//MatrixForm=", - CellID->2028017175,ExpressionUUID->"fdbb4d6b-9c0e-4faa-86cb-8b097baafe95"] + CellLabel->"Out[8]//MatrixForm=", + CellID->734379451,ExpressionUUID->"62bb6598-0a69-45ef-a279-fb9aaaa01744"] }, Open ]], Cell[CellGroupData[{ @@ -1454,7 +1528,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", + CellLabel->"In[9]:=", CellID->802023195,ExpressionUUID->"02f576c8-899a-4936-b96f-a2fd7c68ebad"], Cell[BoxData[ @@ -1479,8 +1553,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[8]//MatrixForm=", - CellID->1608855521,ExpressionUUID->"604e77f8-a1c6-4396-950d-bc8947c1b97b"] + CellLabel->"Out[9]//MatrixForm=", + CellID->690492213,ExpressionUUID->"546ced85-d7ef-41aa-b3ef-1d238400b473"] }, Open ]], Cell[CellGroupData[{ @@ -1497,15 +1571,15 @@ Cell[BoxData[ RowBox[{"[", RowBox[{";;", ";;", "2"}], "]"}], "]"}]}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", + CellLabel->"In[10]:=", CellID->235826576,ExpressionUUID->"99cb89b0-2b31-4979-9b25-a3ac31152a92"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "5.235335731080706`"}], "+", - RowBox[{"10.893372231789417`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[9]=", - CellID->683943913,ExpressionUUID->"09d4fb8b-95fb-4941-8e3f-3deda1a10dc8"] + RowBox[{"-", "0.37901486422600755`"}], "-", + RowBox[{"5.790893048934973`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[10]=", + CellID->1663494774,ExpressionUUID->"34750acd-09b8-41ca-bc9f-080a616a67bd"] }, Open ]], Cell[CellGroupData[{ @@ -1514,12 +1588,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"new", "-", "pfn"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", + CellLabel->"In[11]:=", CellID->413210842,ExpressionUUID->"29bc2dfc-1923-4160-84d6-b27b89e9760d"], Cell[BoxData["0"], "Output", - CellLabel->"Out[10]=", - CellID->158653967,ExpressionUUID->"ef22be17-91bf-4d8a-a0b1-5fe409dd728e"] + CellLabel->"Out[11]=", + CellID->415668615,ExpressionUUID->"80d81ee6-b30f-4f39-83b7-a9e617a1230f"] }, Open ]], Cell[CellGroupData[{ @@ -1530,62 +1604,19 @@ Cell[BoxData[ RowBox[{"pfn", "^", "2"}], "-", RowBox[{"Det", "[", "mat", "]"}]}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[12]:=", CellID->1931272606,ExpressionUUID->"40782e34-eb7f-49fc-b37d-ceb31766ec0f"], Cell[BoxData["0"], "Output", - CellLabel->"Out[11]=", - CellID->1860084752,ExpressionUUID->"28dbb743-7344-4f50-b44e-49fde05a9cf1"] + CellLabel->"Out[12]=", + CellID->1487116457,ExpressionUUID->"f4692196-7c4d-407e-9ee4-fe70206fe6d9"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "1"}, - Closed]]]] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]], Cell[CellGroupData[{ -Cell[TextData[{ - Cell[BoxData[ - DynamicBox[ToBoxes[ - If[ - MatchQ[ - CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "3"}, - Closed], - Alternatives[Open, True]], - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], - Rotate[ - Style[ - Graphics[{ - Thickness[0.18], - RGBColor[0.8509803921568627, 0.396078431372549, 0], - Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, - PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> - 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], - ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"a5a498f3-b0f7-46a2-a675-18bf09a92ab1"], - Cell[BoxData[ - TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"8b936827-3d42-446d-8587-c02ad38a8da1"], - "Interactive Examples", - "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(2)", "ExampleCount",ExpressionUUID-> - "74acc5c9-4cc0-4c9c-aa5a-62749688ea73"] -}], "ExampleSection", "ExampleSection", - WholeCellGroupOpener->True, - CacheGraphics->False, - CellID->2000516935,ExpressionUUID->"659c79ff-ba84-4f86-8bec-ea2e5c55b904"], - -Cell[CellGroupData[{ - Cell[TextData[{ Cell[BoxData[ DynamicBox[ToBoxes[ @@ -1611,116 +1642,77 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"9ad0de89-68d8-4ca0-a976-b9ffb34728c4"], + ExpressionUUID->"a97bc24d-3280-4828-9364-bdcd8252077e"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"5456f536-674c-4cca-8980-711676d99d92"], - "Performances for real matrices", + "Spacer1"]],ExpressionUUID->"f322f80d-4434-4d17-af86-c76dc02de452"], + "Eact vs Inexact Matrices", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "aa22ac4d-8356-4bd9-b962-2d49fb38b7f2"] + "a0294bac-f35c-408d-900f-0156f478c9fd"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->2091485004,ExpressionUUID->"3f60ab40-21dc-4ce5-96c9-226cccfa04f9"], + CellID->1835430906,ExpressionUUID->"65db0071-fb29-4bd3-8a66-4be218122fc8"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->2005225141,ExpressionUUID->"019584c5-2d7b-47d7-9a8d-73bb70dc2eb7"], Cell[CellGroupData[{ Cell[BoxData[{ - RowBox[{ - RowBox[{"$n", "=", "16"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"mat", "=", - RowBox[{"RandomReal", "[", - RowBox[{ - RowBox[{"{", - RowBox[{"0", ",", "1"}], "}"}], ",", - RowBox[{"{", - RowBox[{"$n", ",", "$n"}], "}"}]}], "]"}]}], + RowBox[{ + RowBox[{"RandomInteger", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"-", "7"}], ",", "7"}], "}"}], ",", + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}]}], "]"}], "/", "3"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"mat", "=", - RowBox[{"mat", "-", - RowBox[{"Transpose", "[", "mat", "]"}]}]}], + RowBox[{ + RowBox[{"(", + RowBox[{"mat", "-", + RowBox[{"Transpose", "[", "mat", "]"}]}], ")"}], "/", "2"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"mat", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", - RowBox[{"UpTo", "[", "10", "]"}]}], ",", - RowBox[{";;", - RowBox[{"UpTo", "[", "10", "]"}]}]}], "]"}], "]"}], "//", - "MatrixForm"}]}], "Input", + RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", - CellID->1713576233,ExpressionUUID->"6723e2fa-6c55-44b0-85b5-bba7cf3aea3e"], + CellLabel->"In[2]:=", + CellID->713362249,ExpressionUUID->"151073dc-0416-4522-b800-48b28b683c28"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.`", "0.09192453166385506`", - RowBox[{"-", "0.12083324098518`"}], "0.3509147975033948`", - RowBox[{"-", "0.10303180107770782`"}], - RowBox[{"-", "0.13084986201943738`"}], - RowBox[{"-", "0.7807500223687807`"}], "0.20783471588515945`", - RowBox[{"-", "0.32928142476035616`"}], "0.9390336182775509`"}, - { - RowBox[{"-", "0.09192453166385506`"}], "0.`", - RowBox[{"-", "0.6584870404972079`"}], "0.73781725070776`", - RowBox[{"-", "0.33571613383402976`"}], "0.2396994137248638`", - "0.5606946423773234`", "0.5544175490997265`", - RowBox[{"-", "0.21078030391982905`"}], "0.45025270615389723`"}, - {"0.12083324098518`", "0.6584870404972079`", "0.`", - RowBox[{"-", "0.05104437635133641`"}], - RowBox[{"-", "0.6378743426425284`"}], - RowBox[{"-", "0.04244182270010799`"}], - RowBox[{"-", "0.44083439657976786`"}], - RowBox[{"-", "0.2207963728081328`"}], "0.7966262647045719`", - RowBox[{"-", "0.7821547167849097`"}]}, + {"0", + RowBox[{"-", + FractionBox["1", "3"]}], + FractionBox["11", "6"], + FractionBox["5", "6"]}, { - RowBox[{"-", "0.3509147975033948`"}], - RowBox[{"-", "0.73781725070776`"}], "0.05104437635133641`", "0.`", - RowBox[{"-", "0.15673755073843254`"}], "0.46264272229757775`", - "0.39468590372621026`", - RowBox[{"-", "0.26809021983076287`"}], "0.05503332909196512`", - "0.5835306051929254`"}, - {"0.10303180107770782`", "0.33571613383402976`", "0.6378743426425284`", - "0.15673755073843254`", "0.`", "0.388279893833263`", - RowBox[{"-", "0.10540036458795932`"}], "0.18488149977442192`", - RowBox[{"-", "0.6738879472797583`"}], "0.1989535007564558`"}, - {"0.13084986201943738`", - RowBox[{"-", "0.2396994137248638`"}], "0.04244182270010799`", - RowBox[{"-", "0.46264272229757775`"}], - RowBox[{"-", "0.388279893833263`"}], "0.`", "0.011693121710732779`", - "0.05047625372040132`", "0.40921162330662564`", - RowBox[{"-", "0.0975594106370663`"}]}, - {"0.7807500223687807`", - RowBox[{"-", "0.5606946423773234`"}], "0.44083439657976786`", - RowBox[{"-", "0.39468590372621026`"}], "0.10540036458795932`", - RowBox[{"-", "0.011693121710732779`"}], "0.`", "0.18730248161478302`", - RowBox[{"-", "0.4221375357807209`"}], - RowBox[{"-", "0.20977035815480027`"}]}, + FractionBox["1", "3"], "0", + RowBox[{"-", + FractionBox["5", "3"]}], + RowBox[{"-", + FractionBox["5", "3"]}]}, { - RowBox[{"-", "0.20783471588515945`"}], - RowBox[{"-", "0.5544175490997265`"}], "0.2207963728081328`", - "0.26809021983076287`", - RowBox[{"-", "0.18488149977442192`"}], - RowBox[{"-", "0.05047625372040132`"}], - RowBox[{"-", "0.18730248161478302`"}], "0.`", "0.6275137012288845`", - RowBox[{"-", "0.12871942454634366`"}]}, - {"0.32928142476035616`", "0.21078030391982905`", - RowBox[{"-", "0.7966262647045719`"}], - RowBox[{"-", "0.05503332909196512`"}], "0.6738879472797583`", - RowBox[{"-", "0.40921162330662564`"}], "0.4221375357807209`", - RowBox[{"-", "0.6275137012288845`"}], "0.`", "0.36686358898512017`"}, + RowBox[{"-", + FractionBox["11", "6"]}], + FractionBox["5", "3"], "0", + RowBox[{"-", + FractionBox["1", "2"]}]}, { - RowBox[{"-", "0.9390336182775509`"}], - RowBox[{"-", "0.45025270615389723`"}], "0.7821547167849097`", - RowBox[{"-", "0.5835306051929254`"}], - RowBox[{"-", "0.1989535007564558`"}], "0.0975594106370663`", - "0.20977035815480027`", "0.12871942454634366`", - RowBox[{"-", "0.36686358898512017`"}], "0.`"} + RowBox[{"-", + FractionBox["5", "6"]}], + FractionBox["5", "3"], + FractionBox["1", "2"], "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -1732,56 +1724,336 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[1]//MatrixForm=", - CellID->1225201766,ExpressionUUID->"98cfe973-5938-4b8d-8f36-c90c78229dd0"] + CellLabel->"Out[2]//MatrixForm=", + CellID->859851917,ExpressionUUID->"c5f5a9a5-fc70-47ea-8463-460f3f397f0d"] }, Open ]], +Cell[TextData[{ + "The matrix is real, but all entries are of infinite precision. Internally, \ +the entries are converted to inexact numbers, and the ", + ButtonBox["Hessenberg decomposition", + BaseStyle->"Link", + ButtonData->"paclet:ref/HessenbergDecomposition"], + "." +}], "ExampleText", + CellID->238081823,ExpressionUUID->"cfd3bde6-f17e-4928-9478-c6c618aeee40"], + Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"EchoTiming", "[", - RowBox[{"val", "=", - RowBox[{"Pfaffian", "[", "mat", "]"}]}], "]"}]], "Input", + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", "mat", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", - CellID->1081298548,ExpressionUUID->"60f3402b-3310-4402-a971-fcdbaf764b0e"], - -Cell[BoxData["0.000533`"], "EchoTiming", - CellID->309948460,ExpressionUUID->"3df6b2aa-b59f-4f73-b79a-16a751232a04"], + CellLabel->"In[3]:=", + CellID->55780835,ExpressionUUID->"deb0a7d9-63ac-46f8-8d76-055093517b64"], -Cell[BoxData[ - RowBox[{"-", "0.8318010304352352`"}]], "Output", - CellLabel->"Out[2]=", - CellID->1655923245,ExpressionUUID->"620e9920-9924-40a8-b386-4a3ab1ef92d6"] +Cell[BoxData["1.8333333333333364`"], "Output", + CellLabel->"Out[3]=", + CellID->1080481068,ExpressionUUID->"afbf7e10-5ae9-4150-be04-c6d081e418b6"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"EchoTiming", "[", - RowBox[{"val", "=", - RowBox[{"Pfaffian", "[", - RowBox[{"mat", ",", - RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], - "]"}]], "Input", + RowBox[{ + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}], "//", + "Simplify"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", - CellID->1611818765,ExpressionUUID->"eb078353-020d-4e53-b0ac-b85e9962fb8b"], + CellLabel->"In[4]:=", + CellID->631419725,ExpressionUUID->"23018450-da7e-4be9-b5c5-13f31554ee75"], -Cell[BoxData["0.000773`"], "EchoTiming", - CellID->1299753006,ExpressionUUID->"10da27df-9aae-4d01-bb04-ab52f1f13326"], +Cell[BoxData[ + TemplateBox[{ + "Pfaffian", "Hessenberg", + "\"Pfaffian computation with Hessenberg decomposition only works for real \ +matrices of finite precision; using Householder method instead.\"", 2, 101, 4, + 18664511855671872832, "Local", "Q3`Pfaffian"}, + "MessageTemplate2"]], "Message", "MSG", + CellLabel->"During evaluation of In[4]:=", + CellID->1448499529,ExpressionUUID->"62268a3e-b097-477c-9a45-c42b4c277e73"], Cell[BoxData[ - RowBox[{"-", "0.8318010304352355`"}]], "Output", - CellLabel->"Out[3]=", - CellID->745114558,ExpressionUUID->"e4e7833d-3c63-4c41-b628-35f6a992ee86"] + FractionBox["11", "6"]], "Output", + CellLabel->"Out[4]=", + CellID->1056961511,ExpressionUUID->"d57a70ed-4434-4942-af00-008111f256f7"] +}, Open ]], + +Cell[TextData[{ + "To get an exact number, use the ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Method"]], "paclet:ref/Method"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "\[Rule]", "\"\\""}]], + "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "7a52abcd-8aff-400c-bcaf-d0fa3d196e7b"], + " option." +}], "ExampleText", + CellID->89246312,ExpressionUUID->"f0ddf246-e5fa-42ec-bc2d-f4a0ed8bf43c"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"new", "=", + RowBox[{ + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}], "//", + "Simplify"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->5750608,ExpressionUUID->"74d79ea1-b6c1-4a41-abbd-9e5dac2829cb"], + +Cell[BoxData[ + FractionBox["11", "6"]], "Output", + CellLabel->"Out[5]=", + CellID->1138026368,ExpressionUUID->"413fa084-912c-43dc-8ebd-9708c4ce9342"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"new", "-", "val"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->392065435,ExpressionUUID->"70c68fb4-b035-48e1-8de3-b8bc0b9e830e"], + +Cell[BoxData["0"], "Output", + CellLabel->"Out[6]=", + CellID->389907132,ExpressionUUID->"27839e7a-f066-4706-a24c-d34a277e7aa8"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "2"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "3"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"665723e0-a614-4d0a-b958-548a4e4e1fda"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"bbe56f2d-8fd8-4e10-af8c-4ad2b66f797c"], + "Interactive Examples", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(4)", "ExampleCount",ExpressionUUID-> + "c116513e-f930-4fdf-87e7-3b9503b5815b"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->2000516935,ExpressionUUID->"659c79ff-ba84-4f86-8bec-ea2e5c55b904"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "ExampleSubsection", "3"}, Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"88965aeb-cef6-4d4b-8ae4-6a139efbbe33"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"7a3a1cdf-63b3-4cef-94d2-a7498be285fd"], + "Performances for real matrices", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(2)", "ExampleCount",ExpressionUUID-> + "71cd8b65-2083-4504-87b1-8008bc4e7bd0"] +}], "ExampleSubsection", "ExampleSubsection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->2091485004,ExpressionUUID->"3f60ab40-21dc-4ce5-96c9-226cccfa04f9"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1411708134,ExpressionUUID->"9278d198-55c2-41fe-878c-2284b4e9be31"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "16"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"RandomReal", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"0", ",", "1"}], "}"}], ",", + RowBox[{"{", + RowBox[{"$n", ",", "$n"}], "}"}]}], "]"}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"mat", "-", + RowBox[{"Transpose", "[", "mat", "]"}]}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "[", + RowBox[{"[", + RowBox[{ + RowBox[{";;", + RowBox[{"UpTo", "[", "10", "]"}]}], ",", + RowBox[{";;", + RowBox[{"UpTo", "[", "10", "]"}]}]}], "]"}], "]"}], "//", + "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1713576233,ExpressionUUID->"6723e2fa-6c55-44b0-85b5-bba7cf3aea3e"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.`", + RowBox[{"-", "0.3028277718930752`"}], + RowBox[{"-", "0.5198381339871325`"}], "0.564624990951683`", + RowBox[{"-", "0.2054400226398414`"}], "0.5563900133797912`", + "0.3099530532353665`", + RowBox[{"-", "0.40350912751372503`"}], "0.17743583551202002`", + RowBox[{"-", "0.5198421908447135`"}]}, + {"0.3028277718930752`", "0.`", + RowBox[{"-", "0.2660874138628484`"}], + RowBox[{"-", "0.08992875645569764`"}], + RowBox[{"-", "0.3880150695158491`"}], "0.47083768648594804`", + "0.5810655587035822`", + RowBox[{"-", "0.5187455422564415`"}], + RowBox[{"-", "0.28721183089863556`"}], + RowBox[{"-", "0.015766855350753284`"}]}, + {"0.5198381339871325`", "0.2660874138628484`", "0.`", + RowBox[{"-", "0.059925531666405574`"}], "0.4469150963802704`", + RowBox[{"-", "0.6071964475180889`"}], "0.40390920507082906`", + "0.2517641896702827`", + RowBox[{"-", "0.2385933559249236`"}], "0.34985246308072115`"}, + { + RowBox[{"-", "0.564624990951683`"}], "0.08992875645569764`", + "0.059925531666405574`", "0.`", "0.09751490009309927`", + "0.14458447973446376`", "0.15133435401937723`", + RowBox[{"-", "0.16641275653323873`"}], + RowBox[{"-", "0.8026084962624755`"}], "0.8559945414044057`"}, + {"0.2054400226398414`", "0.3880150695158491`", + RowBox[{"-", "0.4469150963802704`"}], + RowBox[{"-", "0.09751490009309927`"}], "0.`", + RowBox[{"-", "0.22462384915404288`"}], "0.3267806521670311`", + "0.38659338843710755`", "0.4788015107902035`", + RowBox[{"-", "0.37300400671102074`"}]}, + { + RowBox[{"-", "0.5563900133797912`"}], + RowBox[{"-", "0.47083768648594804`"}], "0.6071964475180889`", + RowBox[{"-", "0.14458447973446376`"}], "0.22462384915404288`", "0.`", + RowBox[{"-", "0.10159717243416444`"}], + RowBox[{"-", "0.4871942672169791`"}], + RowBox[{"-", "0.7605204474688609`"}], "0.18417203549024763`"}, + { + RowBox[{"-", "0.3099530532353665`"}], + RowBox[{"-", "0.5810655587035822`"}], + RowBox[{"-", "0.40390920507082906`"}], + RowBox[{"-", "0.15133435401937723`"}], + RowBox[{"-", "0.3267806521670311`"}], "0.10159717243416444`", "0.`", + RowBox[{"-", "0.4754254773979607`"}], + RowBox[{"-", "0.0902259562420078`"}], + RowBox[{"-", "0.1368844411337824`"}]}, + {"0.40350912751372503`", "0.5187455422564415`", + RowBox[{"-", "0.2517641896702827`"}], "0.16641275653323873`", + RowBox[{"-", "0.38659338843710755`"}], "0.4871942672169791`", + "0.4754254773979607`", "0.`", + RowBox[{"-", "0.9511932589998024`"}], "0.7826597475498958`"}, + { + RowBox[{"-", "0.17743583551202002`"}], "0.28721183089863556`", + "0.2385933559249236`", "0.8026084962624755`", + RowBox[{"-", "0.4788015107902035`"}], "0.7605204474688609`", + "0.0902259562420078`", "0.9511932589998024`", "0.`", + RowBox[{"-", "0.3252887632756418`"}]}, + {"0.5198421908447135`", "0.015766855350753284`", + RowBox[{"-", "0.34985246308072115`"}], + RowBox[{"-", "0.8559945414044057`"}], "0.37300400671102074`", + RowBox[{"-", "0.18417203549024763`"}], "0.1368844411337824`", + RowBox[{"-", "0.7826597475498958`"}], "0.3252887632756418`", "0.`"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[2]//MatrixForm=", + CellID->1109197815,ExpressionUUID->"b8f5cf2a-37d0-424a-830c-8a3fc65fa3d0"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", "mat", "]"}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1081298548,ExpressionUUID->"60f3402b-3310-4402-a971-fcdbaf764b0e"], + +Cell[BoxData["0.000673`"], "EchoTiming", + CellID->1376889965,ExpressionUUID->"cf86e22e-e46e-4444-8acd-50f0a1a13bef"], + +Cell[BoxData["0.3693719931618984`"], "Output", + CellLabel->"Out[3]=", + CellID->105861683,ExpressionUUID->"62b7acd7-8c9b-4fe7-a6ef-800da1e18486"] }, Open ]], -Cell["\<\ -For real skew-symmetric matrices, the Hessenberg method is the fastest.\ -\>", "ExampleText", - CellID->1215816572,ExpressionUUID->"41328d2b-de72-4f72-b48b-7215f82f205f"], - Cell[CellGroupData[{ Cell[BoxData[ @@ -1789,19 +2061,44 @@ Cell[BoxData[ RowBox[{"val", "=", RowBox[{"Pfaffian", "[", RowBox[{"mat", ",", - RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[4]:=", - CellID->532201306,ExpressionUUID->"06f1152f-cab9-49d0-b2d3-78f96875bec6"], + CellID->1611818765,ExpressionUUID->"eb078353-020d-4e53-b0ac-b85e9962fb8b"], -Cell[BoxData["0.000485`"], "EchoTiming", - CellID->1334123212,ExpressionUUID->"7bd38024-3a4e-4363-b7c6-b236ba4dd887"], +Cell[BoxData["0.000771`"], "EchoTiming", + CellID->858376698,ExpressionUUID->"6f7fa749-1950-4b82-b4a3-cab1df24b436"], -Cell[BoxData[ - RowBox[{"-", "0.8318010304352362`"}]], "Output", +Cell[BoxData["0.36937199316189745`"], "Output", CellLabel->"Out[4]=", - CellID->732065757,ExpressionUUID->"eba6bee1-239f-4939-be91-38fb0813d382"] + CellID->2089506387,ExpressionUUID->"1bb518a0-dbd6-4b1b-9bda-57a6e2cd314d"] +}, Open ]], + +Cell["\<\ +For real skew-symmetric matrices, the Hessenberg method is the fastest.\ +\>", "ExampleText", + CellID->1215816572,ExpressionUUID->"41328d2b-de72-4f72-b48b-7215f82f205f"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->532201306,ExpressionUUID->"06f1152f-cab9-49d0-b2d3-78f96875bec6"], + +Cell[BoxData["0.000524`"], "EchoTiming", + CellID->1421087035,ExpressionUUID->"74480b66-040b-4ea9-9b5b-9338d6a87620"], + +Cell[BoxData["0.3693719931618984`"], "Output", + CellLabel->"Out[5]=", + CellID->2044158958,ExpressionUUID->"7170874c-437f-4d0c-8e4d-49490e0a7e6c"] }, Open ]], Cell["This method is quite slow.", "ExampleText", @@ -1810,26 +2107,220 @@ Cell["This method is quite slow.", "ExampleText", Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"EchoTiming", "[", - RowBox[{"val", "=", - RowBox[{"Pfaffian", "[", - RowBox[{"mat", ",", - RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], "]"}]], "Input",\ - + RowBox[{"EchoTiming", "[", + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], "]"}]], "Input",\ + + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->1169881487,ExpressionUUID->"8ab9a763-43fa-4aab-a813-e30f97ab72e1"], + +Cell[BoxData["13.541629`"], "EchoTiming", + CellID->652553930,ExpressionUUID->"13ef9b7c-55a7-471c-8731-e92140752575"], + +Cell[BoxData["0.3693719931618985`"], "Output", + CellLabel->"Out[6]=", + CellID->274916281,ExpressionUUID->"1d788690-50f0-431f-a19d-056571aa3b64"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "95a17123-f3ca-49d5-9d14-8c0ddee30af9"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->902171972,ExpressionUUID->"c251227d-187f-4548-89cb-2f294a849148"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "24", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1738542156,ExpressionUUID->"24c1fbe8-2241-4c5b-8ec7-d1a792a575cc"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "2000"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"RandomReal", "[", + RowBox[{ + RowBox[{"0.1", "*", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1"}], ",", "1"}], "}"}]}], ",", + RowBox[{"{", + RowBox[{"$n", ",", "$n"}], "}"}]}], "]"}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"mat", "-", + RowBox[{"Transpose", "[", "mat", "]"}]}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"spr", "=", + RowBox[{"SparseArray", "@", "mat"}]}], ";"}], + "]"}], "\[IndentingNewLine]", + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"skw", "=", + RowBox[{"SymmetrizedArray", "[", "mat", "]"}]}], ";"}], "]"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1317873926,ExpressionUUID->"5aebfeb5-e2fe-456e-8aad-90e82fcf6eec"], + +Cell[CellGroupData[{ + +Cell[BoxData["0.035143`"], "EchoTiming", + CellID->1844562348,ExpressionUUID->"70a4394d-66cb-4229-ac4e-a4523479d1b3"], + +Cell[BoxData["8.873988`"], "EchoTiming", + CellID->485454744,ExpressionUUID->"8e67671a-9b08-49bc-b979-22f3697ed6bc"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", "mat", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1841340799,ExpressionUUID->"45a5c6b9-5099-4828-a2cf-5f0883809f82"], + +Cell[BoxData["1.02775`"], "EchoTiming", + CellID->1673816918,ExpressionUUID->"e3ad7528-7624-485b-90c5-18aed08ed82e"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->1971884886,ExpressionUUID->"b788e403-cb5c-447e-82e4-11b404bf099f"], + +Cell[BoxData["4.441286`"], "EchoTiming", + CellID->722867435,ExpressionUUID->"b5090c3a-cdc0-4ce2-a02c-373491759ea6"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"alt", "=", + RowBox[{"Pfaffian", "[", "spr", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->810416342,ExpressionUUID->"718e7df7-dd97-4b2e-a391-ac5e36484d5d"], + +Cell[BoxData[ + TemplateBox[{ + "Pfaffian", "sparse", + "\"Too density for a sparse array; converted to a normal form.\"", 2, 306, + 25, 18669174818044740253, "Local", "Q3`Pfaffian"}, + "MessageTemplate2"]], "Message", "MSG", + CellLabel->"During evaluation of In[5]:=", + CellID->773460908,ExpressionUUID->"86c3ed19-d42f-45de-a746-5bedaf76ae63"], + +Cell[BoxData["1.039664`"], "EchoTiming", + CellID->838965465,ExpressionUUID->"b0703d4a-761f-49aa-bc00-40b0818eb470"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"var", "=", + RowBox[{"Pfaffian", "[", "skw", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->448889019,ExpressionUUID->"5055ea7e-eb46-4bba-bb49-05d29789b38b"], + +Cell[BoxData[ + TemplateBox[{ + "Pfaffian", "sparse", + "\"Too density for a sparse array; converted to a normal form.\"", 2, 307, + 26, 18669174818044740253, "Local", "Q3`Pfaffian"}, + "MessageTemplate2"]], "Message", "MSG", + CellLabel->"During evaluation of In[6]:=", + CellID->155189939,ExpressionUUID->"2d0189b5-c1f1-4fb9-a649-b40d724e0a54"], + +Cell[BoxData["4.499764`"], "EchoTiming", + CellID->1845810626,ExpressionUUID->"37a9e283-b4fb-4c85-a72c-0e781495006c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"mint", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->1785219030,ExpressionUUID->"462b65f2-06fd-4d4e-9ff0-58e755fb567b"], + +Cell[BoxData["0.835957`"], "EchoTiming", + CellID->1653016894,ExpressionUUID->"d1c7e285-e8b3-49f2-8cff-9747ac77e887"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"mint", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->755602190,ExpressionUUID->"71f8962e-b838-4a12-9422-2b3c84d078de"], + +Cell[BoxData["6.879336`"], "EchoTiming", + CellID->207934770,ExpressionUUID->"b89b0301-e979-4748-82f1-b4a9c988f163"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"val", "-", "mint"}], ")"}], "/", "mint"}], "//", + "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", - CellID->1169881487,ExpressionUUID->"8ab9a763-43fa-4aab-a813-e30f97ab72e1"], - -Cell[BoxData["13.547838`"], "EchoTiming", - CellID->746658850,ExpressionUUID->"8b298e87-959d-4c61-82da-c9986525a678"], + CellLabel->"In[9]:=", + CellID->1693790030,ExpressionUUID->"6bcc2ecd-aa71-458c-9e9d-c0beec095f59"], -Cell[BoxData[ - RowBox[{"-", "0.8318010304352355`"}]], "Output", - CellLabel->"Out[5]=", - CellID->1348342529,ExpressionUUID->"e1bb8a59-1967-48fe-995e-8f5632801d41"] +Cell[BoxData["0"], "Output", + CellLabel->"Out[9]=", + CellID->485809578,ExpressionUUID->"2737268d-3b7e-479c-ba05-eb5dd37bfc85"] +}, Open ]] }, Open ]] }, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "2"}, + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "3"}, Closed]]]], Cell[CellGroupData[{ @@ -1841,7 +2332,7 @@ Cell[TextData[{ MatchQ[ CurrentValue[ EvaluationNotebook[], { - TaggingRules, "Openers", "ExampleSubsection", "3"}, Closed], + TaggingRules, "Openers", "ExampleSubsection", "4"}, Closed], Alternatives[Open, True]], Style[ Graphics[{ @@ -1859,19 +2350,26 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"0bd1ba12-d635-4e73-b2d7-0a0424a9ab29"], + ExpressionUUID->"992ea917-d489-4102-b0d5-dfd38e229cbf"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"337fc839-5bcc-45f8-b230-44c0e12fbb2f"], + "Spacer1"]],ExpressionUUID->"87d0385d-b8ad-45dd-8f69-482c51694436"], "Performances for complex matrices", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "39a7ea3e-534c-44e0-8042-85605e7b58da"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "b59d40ea-a690-49d5-a3bb-3c68b1d92eaf"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, CellID->122896778,ExpressionUUID->"46b0201c-271a-462f-94c0-5acf85a5560e"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1326452091,ExpressionUUID->"e4dbe356-0257-465f-8f87-49b7882ab120"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -1904,7 +2402,7 @@ Cell[BoxData[{ RowBox[{"UpTo", "[", "10", "]"}]}]}], "]"}], "]"}], "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", + CellLabel->"In[2]:=", CellID->722617225,ExpressionUUID->"9e0deed9-d651-48a6-8f17-4c8ca41f5f5a"], Cell[BoxData[ @@ -1913,256 +2411,256 @@ Cell[BoxData[ { RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.23810700364036652`", "\[VeryThinSpace]", "+", - RowBox[{"0.24593156936662286`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0123939863135059`", "\[VeryThinSpace]", "-", - RowBox[{"0.655795944336119`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.5772302617991922`"}], "+", - RowBox[{"1.1981222296837508`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2479757008411303`", "\[VeryThinSpace]", "-", - RowBox[{"0.7510999426538945`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7224003165489874`", "\[VeryThinSpace]", "+", - RowBox[{"1.1193957454728323`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17830317640240212`", "\[VeryThinSpace]", "+", - RowBox[{"0.39486607921801875`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.036788681099508835`", "\[VeryThinSpace]", "+", - RowBox[{"0.21669075375752067`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.10307093408018009`"}], "-", - RowBox[{"1.1372906047114881`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17546103323391904`", "\[VeryThinSpace]", "+", - RowBox[{"0.07499097079953332`", " ", "\[ImaginaryI]"}]}]}, - { RowBox[{ - RowBox[{"-", "0.23810700364036652`"}], "-", - RowBox[{"0.24593156936662286`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.308458867271145`", "\[VeryThinSpace]", "-", - RowBox[{"0.7653466086463867`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.32678885760635845`", "\[VeryThinSpace]", "+", - RowBox[{"0.7417309383137947`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1149118701567033`", "\[VeryThinSpace]", "-", - RowBox[{"0.11701362707091878`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3582355373561996`", "\[VeryThinSpace]", "+", - RowBox[{"0.8895504090476338`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5659492083140467`", "\[VeryThinSpace]", "+", - RowBox[{"0.9189303726581821`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.4499496218777765`"}], "+", - RowBox[{"0.5455869352413099`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.6751538878865015`"}], "-", - RowBox[{"0.44183573523206876`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.8985401086121105`"}], "-", - RowBox[{"0.07057810465710102`", " ", "\[ImaginaryI]"}]}]}, - { + RowBox[{"-", "0.6056555437861504`"}], "-", + RowBox[{"0.396748547765879`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.0123939863135059`"}], "+", - RowBox[{"0.655795944336119`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.039676267974265`"}], "-", + RowBox[{"0.30258969284628234`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.129249981903366`", "\[VeryThinSpace]", "+", + RowBox[{"0.12912003232681446`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.308458867271145`"}], "+", - RowBox[{"0.7653466086463867`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.31351258241633007`", "\[VeryThinSpace]", "-", - RowBox[{"0.8072027069035315`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.0167805637974712`"}], "+", - RowBox[{"1.2215669911960219`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8069039638189275`", "\[VeryThinSpace]", "+", - RowBox[{"0.4267259150394982`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.4954208272165581`"}], "+", - RowBox[{"0.4877722016632009`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5799467531981048`", "\[VeryThinSpace]", "+", - RowBox[{"0.08452813850930196`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.26578846001224177`", "\[VeryThinSpace]", "+", - RowBox[{"1.6468153820828104`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8979854694225238`", "\[VeryThinSpace]", "+", - RowBox[{"0.5729503047721125`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.5772302617991922`", "\[VeryThinSpace]", "-", - RowBox[{"1.1981222296837508`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4108800452796828`"}], "+", + RowBox[{"0.26013491258071175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1127800267595824`", "\[VeryThinSpace]", "-", + RowBox[{"0.38459832304441965`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.619906106470733`", "\[VeryThinSpace]", "+", + RowBox[{"0.1492737613943369`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.32678885760635845`"}], "-", - RowBox[{"0.7417309383137947`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.8070182550274501`"}], "-", + RowBox[{"0.5005147318586274`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35487167102404005`", "\[VeryThinSpace]", "-", + RowBox[{"0.2818521852307998`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.31351258241633007`"}], "+", - RowBox[{"0.8072027069035315`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.039684381689427`"}], "+", + RowBox[{"0.26555681937476505`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.6056555437861504`", "\[VeryThinSpace]", "+", + RowBox[{"0.396748547765879`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6095837476420183`"}], "+", - RowBox[{"0.7729989035827742`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7384902359994618`", "\[VeryThinSpace]", "+", - RowBox[{"0.4885231591526913`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.002786730096152379`", "\[VeryThinSpace]", "-", - RowBox[{"0.22111338967076355`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.5321748277256968`"}], "-", + RowBox[{"0.04114493055687651`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.2075497645577355`"}], "-", - RowBox[{"0.8696650918732547`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6129771957237402`", "\[VeryThinSpace]", "+", - RowBox[{"1.394946353276509`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1798575129113953`"}], "+", + RowBox[{"0.43465563619446845`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.6876929182272233`"}], "-", - RowBox[{"1.0051372627988706`", " ", "\[ImaginaryI]"}]}]}, - { + RowBox[{"-", "0.7760301390316982`"}], "-", + RowBox[{"0.2167904032803203`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9416753729718961`", "\[VeryThinSpace]", "-", + RowBox[{"0.1958367759844677`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1621311174071645`", "\[VeryThinSpace]", "-", + RowBox[{"0.9306224895072766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.2479757008411303`"}], "+", - RowBox[{"0.7510999426538945`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.037491084512883`"}], "+", + RowBox[{"0.9203314991678235`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.1149118701567033`"}], "+", - RowBox[{"0.11701362707091878`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0167805637974712`", "\[VeryThinSpace]", "-", - RowBox[{"1.2215669911960219`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6095837476420183`", "\[VeryThinSpace]", "-", - RowBox[{"0.7729989035827742`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.5744236617972711`"}], "+", + RowBox[{"0.7642046241895546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03153371070150657`"}], "-", + RowBox[{"0.9720360274203972`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"1.039676267974265`", "\[VeryThinSpace]", "+", + RowBox[{"0.30258969284628234`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5321748277256968`", "\[VeryThinSpace]", "+", + RowBox[{"0.04114493055687651`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1419877834302623`"}], "-", - RowBox[{"0.44594089140916715`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.7750353020078973`"}], "-", - RowBox[{"0.6490719023018934`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.289333674657295`", "\[VeryThinSpace]", "+", - RowBox[{"1.0934326202942803`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.6087246362219432`"}], "-", - RowBox[{"1.4235582582158202`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.41260078782704035`", "\[VeryThinSpace]", "-", - RowBox[{"0.4048521851762019`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.11985106333281115`"}], "+", + RowBox[{"1.6651301721617382`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.8938301927605408`", "\[VeryThinSpace]", "-", + RowBox[{"1.6688738832179024`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.2143928950361778`"}], "-", + RowBox[{"0.41291076532495197`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.8078184101416581`", "\[VeryThinSpace]", "-", + RowBox[{"0.9949307999097354`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5035283793405654`", "\[VeryThinSpace]", "+", + RowBox[{"1.3612631407049145`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.4771867118498472`"}], "+", + RowBox[{"1.1429983833906454`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6997049261614423`", "\[VeryThinSpace]", "-", + RowBox[{"0.24129498707214037`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.7224003165489874`"}], "-", - RowBox[{"1.1193957454728323`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3582355373561996`"}], "-", - RowBox[{"0.8895504090476338`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.129249981903366`"}], "-", + RowBox[{"0.12912003232681446`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1798575129113953`", "\[VeryThinSpace]", "-", + RowBox[{"0.43465563619446845`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11985106333281115`", "\[VeryThinSpace]", "-", + RowBox[{"1.6651301721617382`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19502980018619853`", "\[VeryThinSpace]", "-", + RowBox[{"0.7761112412251792`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2891689594689275`", "\[VeryThinSpace]", "-", + RowBox[{"1.0721500730768128`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.30266870803875445`", "\[VeryThinSpace]", "+", + RowBox[{"0.20847595759532744`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.33282551306647745`"}], "+", + RowBox[{"0.49655775599686125`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.605216992524951`"}], "-", + RowBox[{"0.6737908093250362`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.7119890828088113`", "\[VeryThinSpace]", "-", + RowBox[{"1.6358142774463005`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.4108800452796828`", "\[VeryThinSpace]", "-", + RowBox[{"0.26013491258071175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7760301390316982`", "\[VeryThinSpace]", "+", + RowBox[{"0.2167904032803203`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.8069039638189275`"}], "-", - RowBox[{"0.4267259150394982`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.8938301927605408`"}], "+", + RowBox[{"1.6688738832179024`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.7384902359994618`"}], "-", - RowBox[{"0.4885231591526913`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1419877834302623`", "\[VeryThinSpace]", "+", - RowBox[{"0.44594089140916715`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.19502980018619853`"}], "+", + RowBox[{"0.7761112412251792`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17184024785220275`", "\[VeryThinSpace]", "+", - RowBox[{"1.4931151615125526`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0264685576469228`", "\[VeryThinSpace]", "-", - RowBox[{"0.4707646984079723`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.31149707574557617`", "\[VeryThinSpace]", "+", - RowBox[{"0.7852157303821756`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.8562590781835846`"}], "+", - RowBox[{"0.19644098057625436`", " ", "\[ImaginaryI]"}]}]}, - { RowBox[{ - RowBox[{"-", "0.17830317640240212`"}], "-", - RowBox[{"0.39486607921801875`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.44924769830808575`"}], "+", + RowBox[{"0.2025330837958772`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6535613043340622`", "\[VeryThinSpace]", "-", + RowBox[{"1.4738353707409502`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7731867768742151`", "\[VeryThinSpace]", "-", + RowBox[{"1.9815379449030437`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.957603021580407`", "\[VeryThinSpace]", "-", + RowBox[{"1.4891378255739762`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.7460080134220415`"}], "+", + RowBox[{"1.0357110345296467`", " ", "\[ImaginaryI]"}]}]}, + { RowBox[{ - RowBox[{"-", "0.5659492083140467`"}], "-", - RowBox[{"0.9189303726581821`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.4954208272165581`", "\[VeryThinSpace]", "-", - RowBox[{"0.4877722016632009`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.1127800267595824`"}], "+", + RowBox[{"0.38459832304441965`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.002786730096152379`"}], "+", - RowBox[{"0.22111338967076355`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7750353020078973`", "\[VeryThinSpace]", "+", - RowBox[{"0.6490719023018934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.9416753729718961`"}], "+", + RowBox[{"0.1958367759844677`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.2143928950361778`", "\[VeryThinSpace]", "+", + RowBox[{"0.41291076532495197`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.17184024785220275`"}], "-", - RowBox[{"1.4931151615125526`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2891689594689275`"}], "+", + RowBox[{"1.0721500730768128`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.44924769830808575`", "\[VeryThinSpace]", "-", + RowBox[{"0.2025330837958772`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.27501481530970295`", "\[VeryThinSpace]", "-", - RowBox[{"0.22981510463969945`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.0847897756854907`"}], "-", - RowBox[{"0.00422046969117762`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6761585632496474`", "\[VeryThinSpace]", "-", - RowBox[{"0.08055805647180314`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.20319434486832888`"}], "+", + RowBox[{"0.9955366010566338`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9743885344339582`"}], "+", + RowBox[{"0.06132245470692599`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.5210408949377219`"}], "+", + RowBox[{"0.13007543874019145`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.36834407098049526`", "\[VeryThinSpace]", "-", + RowBox[{"0.4860627584642909`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.036788681099508835`"}], "-", - RowBox[{"0.21669075375752067`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.4499496218777765`", "\[VeryThinSpace]", "-", - RowBox[{"0.5455869352413099`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.619906106470733`"}], "-", + RowBox[{"0.1492737613943369`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5799467531981048`"}], "-", - RowBox[{"0.08452813850930196`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.2075497645577355`", "\[VeryThinSpace]", "+", - RowBox[{"0.8696650918732547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.1621311174071645`"}], "+", + RowBox[{"0.9306224895072766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.289333674657295`"}], "-", - RowBox[{"1.0934326202942803`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.8078184101416581`"}], "+", + RowBox[{"0.9949307999097354`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.0264685576469228`"}], "+", - RowBox[{"0.4707646984079723`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.30266870803875445`"}], "-", + RowBox[{"0.20847595759532744`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.27501481530970295`"}], "+", - RowBox[{"0.22981510463969945`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6535613043340622`"}], "+", + RowBox[{"1.4738353707409502`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.20319434486832888`", "\[VeryThinSpace]", "-", + RowBox[{"0.9955366010566338`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.7505518087641283`", "\[VeryThinSpace]", "+", - RowBox[{"0.33742158702322644`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9063339873024687`", "\[VeryThinSpace]", "+", - RowBox[{"0.3727540669089695`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{ + RowBox[{"-", "0.9508509547959214`"}], "-", + RowBox[{"0.8607317935930028`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1804519124840156`"}], "+", + RowBox[{"1.6865486080078256`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2737688822675648`"}], "+", + RowBox[{"0.03615731158874569`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.10307093408018009`", "\[VeryThinSpace]", "+", - RowBox[{"1.1372906047114881`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6751538878865015`", "\[VeryThinSpace]", "+", - RowBox[{"0.44183573523206876`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.26578846001224177`"}], "-", - RowBox[{"1.6468153820828104`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.6129771957237402`"}], "-", - RowBox[{"1.394946353276509`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.6087246362219432`", "\[VeryThinSpace]", "+", - RowBox[{"1.4235582582158202`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31149707574557617`"}], "-", - RowBox[{"0.7852157303821756`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0847897756854907`", "\[VeryThinSpace]", "+", - RowBox[{"0.00422046969117762`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.7505518087641283`"}], "-", - RowBox[{"0.33742158702322644`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.8070182550274501`", "\[VeryThinSpace]", "+", + RowBox[{"0.5005147318586274`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.037491084512883`", "\[VeryThinSpace]", "-", + RowBox[{"0.9203314991678235`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5035283793405654`"}], "-", + RowBox[{"1.3612631407049145`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.33282551306647745`", "\[VeryThinSpace]", "-", + RowBox[{"0.49655775599686125`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.7731867768742151`"}], "+", + RowBox[{"1.9815379449030437`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9743885344339582`", "\[VeryThinSpace]", "-", + RowBox[{"0.06132245470692599`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9508509547959214`", "\[VeryThinSpace]", "+", + RowBox[{"0.8607317935930028`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.7843967207836045`"}], "+", - RowBox[{"0.8803197788008785`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "1.902386517999605`"}], "-", + RowBox[{"0.35378460490880137`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.5653194950997915`", "\[VeryThinSpace]", "-", + RowBox[{"0.02838867509536236`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.17546103323391904`"}], "-", - RowBox[{"0.07499097079953332`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8985401086121105`", "\[VeryThinSpace]", "+", - RowBox[{"0.07057810465710102`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.8979854694225238`"}], "-", - RowBox[{"0.5729503047721125`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.6876929182272233`", "\[VeryThinSpace]", "+", - RowBox[{"1.0051372627988706`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.41260078782704035`"}], "+", - RowBox[{"0.4048521851762019`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8562590781835846`", "\[VeryThinSpace]", "-", - RowBox[{"0.19644098057625436`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.6761585632496474`"}], "+", - RowBox[{"0.08055805647180314`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.35487167102404005`"}], "+", + RowBox[{"0.2818521852307998`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5744236617972711`", "\[VeryThinSpace]", "-", + RowBox[{"0.7642046241895546`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4771867118498472`", "\[VeryThinSpace]", "-", + RowBox[{"1.1429983833906454`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.605216992524951`", "\[VeryThinSpace]", "+", + RowBox[{"0.6737908093250362`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.957603021580407`"}], "+", + RowBox[{"1.4891378255739762`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.5210408949377219`", "\[VeryThinSpace]", "-", + RowBox[{"0.13007543874019145`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1804519124840156`", "\[VeryThinSpace]", "-", + RowBox[{"1.6865486080078256`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.902386517999605`", "\[VeryThinSpace]", "+", + RowBox[{"0.35378460490880137`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.9063339873024687`"}], "-", - RowBox[{"0.3727540669089695`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7843967207836045`", "\[VeryThinSpace]", "-", - RowBox[{"0.8803197788008785`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6505775265512836`"}], "-", + RowBox[{"0.13507389467030606`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"1.039684381689427`", "\[VeryThinSpace]", "-", + RowBox[{"0.26555681937476505`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03153371070150657`", "\[VeryThinSpace]", "+", + RowBox[{"0.9720360274203972`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6997049261614423`"}], "+", + RowBox[{"0.24129498707214037`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.7119890828088113`"}], "+", + RowBox[{"1.6358142774463005`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7460080134220415`", "\[VeryThinSpace]", "-", + RowBox[{"1.0357110345296467`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.36834407098049526`"}], "+", + RowBox[{"0.4860627584642909`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2737688822675648`", "\[VeryThinSpace]", "-", + RowBox[{"0.03615731158874569`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.5653194950997915`"}], "+", + RowBox[{"0.02838867509536236`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6505775265512836`", "\[VeryThinSpace]", "+", + RowBox[{"0.13507389467030606`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}]} }, @@ -2176,8 +2674,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[1]//MatrixForm=", - CellID->573479355,ExpressionUUID->"3bf3ee1d-8da3-4e4e-9d6a-77395636e071"] + CellLabel->"Out[2]//MatrixForm=", + CellID->1265443636,ExpressionUUID->"32686ae4-3ef2-492f-bf41-6faa6f38a742"] }, Open ]], Cell[CellGroupData[{ @@ -2187,18 +2685,17 @@ Cell[BoxData[ RowBox[{"val", "=", RowBox[{"Pfaffian", "[", "mat", "]"}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->495492788,ExpressionUUID->"09d28ab4-d5fb-465f-a548-3e92e413fa0f"], -Cell[BoxData["0.000512`"], "EchoTiming", - CellID->1452263033,ExpressionUUID->"b97d2ed2-15b2-4747-bd08-6a86d16d7e52"], +Cell[BoxData["0.000553`"], "EchoTiming", + CellID->112808710,ExpressionUUID->"c2da38eb-474c-4c97-92a2-16e89a0a1b28"], Cell[BoxData[ - RowBox[{ - RowBox[{"-", "3806.7625288642753`"}], "-", - RowBox[{"2964.9867007836615`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[2]=", - CellID->2033147476,ExpressionUUID->"0212728a-eea1-4df6-ae88-a0cc83b6b8b5"] + RowBox[{"3696.5774944707027`", "\[VeryThinSpace]", "+", + RowBox[{"1301.5062304056805`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[3]=", + CellID->1895412316,ExpressionUUID->"56eaafa3-9407-4705-8967-6e312bf5bedd"] }, Open ]], Cell[CellGroupData[{ @@ -2211,18 +2708,17 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1224484561,ExpressionUUID->"55f53446-0516-4aa1-8a87-bef8f8ceb832"], -Cell[BoxData["0.000591`"], "EchoTiming", - CellID->85995172,ExpressionUUID->"ae5042df-9182-4d4c-b2e2-a4466d9638f9"], +Cell[BoxData["0.000538`"], "EchoTiming", + CellID->756604679,ExpressionUUID->"c68b7082-aa0d-45cc-ae6f-f34649aa7956"], Cell[BoxData[ - RowBox[{ - RowBox[{"-", "3806.7625288642716`"}], "-", - RowBox[{"2964.9867007836688`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[3]=", - CellID->64361373,ExpressionUUID->"391f9375-9106-4fa8-a645-a6ecd438d541"] + RowBox[{"3696.5774944707027`", "\[VeryThinSpace]", "+", + RowBox[{"1301.5062304056805`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[4]=", + CellID->1004166066,ExpressionUUID->"6fa6cd14-57a6-466f-82d6-e60edc5c8301"] }, Open ]], Cell["\<\ @@ -2240,28 +2736,27 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->2051978772,ExpressionUUID->"45052a4f-2d1e-4e44-acd7-c76b5b7906d8"], Cell[BoxData[ TemplateBox[{ "Pfaffian", "Hessenberg", "\"Pfaffian computation with Hessenberg decomposition only works for real \ -matrices; instead, using Householder method.\"", 2, 327, 57, - 18609615029101194376, "Local", "Q3`Pfaffian"}, +matrices; instead, using Householder method.\"", 2, 107, 4, + 18664117129868519213, "Local", "Q3`Pfaffian"}, "MessageTemplate2"]], "Message", "MSG", - CellLabel->"During evaluation of In[4]:=", - CellID->1493118129,ExpressionUUID->"b5251682-926c-4cac-917e-cfbbee6daf21"], + CellLabel->"During evaluation of In[5]:=", + CellID->1067063765,ExpressionUUID->"352b8fa9-8e0b-47c5-a52d-dc50af3d64db"], -Cell[BoxData["0.001113`"], "EchoTiming", - CellID->1489978908,ExpressionUUID->"c826eb57-3cba-45d4-bd47-ccced1708dcd"], +Cell[BoxData["0.001128`"], "EchoTiming", + CellID->504762258,ExpressionUUID->"8c1934b5-b4ab-4dae-9a0d-e1cd3328a3c7"], Cell[BoxData[ - RowBox[{ - RowBox[{"-", "3806.7625288642716`"}], "-", - RowBox[{"2964.9867007836688`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[4]=", - CellID->268699089,ExpressionUUID->"7fa137ef-d304-4751-949e-64a134233283"] + RowBox[{"3696.5774944707027`", "\[VeryThinSpace]", "+", + RowBox[{"1301.5062304056805`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[5]=", + CellID->978864556,ExpressionUUID->"3effce71-03a3-443f-a348-2ceb8846fe3a"] }, Open ]], Cell["This method is quite slow.", "ExampleText", @@ -2277,21 +2772,219 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], "]"}]], "Input",\ CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1659481898,ExpressionUUID->"6f9127ab-65f9-4e3d-9d71-0512b292bdf9"], -Cell[BoxData["13.758575`"], "EchoTiming", - CellID->181389587,ExpressionUUID->"9e359503-e55e-4647-8a49-a4cef76d5962"], +Cell[BoxData["13.852387`"], "EchoTiming", + CellID->1231940524,ExpressionUUID->"353d9ddb-e398-4e5b-87c0-a9e566d619ee"], + +Cell[BoxData[ + RowBox[{"3696.5774944706936`", "\[VeryThinSpace]", "+", + RowBox[{"1301.5062304056796`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[6]=", + CellID->1334546141,ExpressionUUID->"6ab7b007-240e-46b0-a17b-b60ff8619c61"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "2de7fd32-8552-4135-b512-39b84c67fd0c"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->1903580638,ExpressionUUID->"fb8487cb-8d9a-4958-b65e-c41bdc368faa"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "3806.7625288642744`"}], "-", - RowBox[{"2964.986700783662`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[5]=", - CellID->1335493616,ExpressionUUID->"8e9cef2c-1058-457a-a08a-e29029e3c658"] + RowBox[{"SeedRandom", "[", "24", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->188809475,ExpressionUUID->"ebd66310-354d-4c38-8ef7-eae2a7ac091f"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "2000"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"RandomMatrix", "[", "$n", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"0.1", "*", + RowBox[{"(", + RowBox[{"mat", "-", + RowBox[{"Transpose", "[", "mat", "]"}]}], ")"}]}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"spr", "=", + RowBox[{"SparseArray", "@", "mat"}]}], ";"}], + "]"}], "\[IndentingNewLine]", + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"skw", "=", + RowBox[{"SymmetrizedArray", "[", "mat", "]"}]}], ";"}], "]"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->72726772,ExpressionUUID->"a43f5db6-867a-47f3-97dd-23d91796e5cb"], + +Cell[CellGroupData[{ + +Cell[BoxData["0.044432`"], "EchoTiming", + CellID->1103969946,ExpressionUUID->"c366526d-8f12-471b-9fce-3bbe07ae4426"], + +Cell[BoxData["11.338343`"], "EchoTiming", + CellID->1455870342,ExpressionUUID->"fa588bba-22bd-407e-909c-094c5b75ca8a"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", "mat", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->2124429811,ExpressionUUID->"1b75bd18-ad40-4d84-901b-87392d871f03"], + +Cell[BoxData["10.907006`"], "EchoTiming", + CellID->168240576,ExpressionUUID->"a6afe0bc-fe9a-4039-a787-d4afe18e2a35"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"val", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->285847889,ExpressionUUID->"46fdf57f-fe50-402e-846c-f3d43c9c9253"], + +Cell[BoxData["10.777104`"], "EchoTiming", + CellID->1530881380,ExpressionUUID->"142b16e0-4908-4af0-8086-9b50c51646e6"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"alt", "=", + RowBox[{"Pfaffian", "[", "spr", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->868323633,ExpressionUUID->"ff7a13ae-a5f0-4c4f-a00a-3d1901e9e462"], + +Cell[BoxData[ + TemplateBox[{ + "Pfaffian", "sparse", + "\"Too density for a sparse array; converted to a normal form.\"", 2, 318, + 27, 18669174818044740253, "Local", "Q3`Pfaffian"}, + "MessageTemplate2"]], "Message", "MSG", + CellLabel->"During evaluation of In[5]:=", + CellID->521778953,ExpressionUUID->"13e8bce1-6b46-4ece-b32c-533d1b6f317c"], + +Cell[BoxData["10.925981`"], "EchoTiming", + CellID->1363132370,ExpressionUUID->"631b08ce-ca59-4680-abd6-79af7f97a98c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"var", "=", + RowBox[{"Pfaffian", "[", "skw", "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->713116883,ExpressionUUID->"b64c3c21-0804-4c06-909c-f10547188f3f"], + +Cell[BoxData[ + TemplateBox[{ + "Pfaffian", "sparse", + "\"Too density for a sparse array; converted to a normal form.\"", 2, 319, + 28, 18669174818044740253, "Local", "Q3`Pfaffian"}, + "MessageTemplate2"]], "Message", "MSG", + CellLabel->"During evaluation of In[6]:=", + CellID->810196394,ExpressionUUID->"43734796-f244-4aba-b706-3a5930a9882e"], + +Cell[BoxData["16.449461`"], "EchoTiming", + CellID->1924471978,ExpressionUUID->"e1fd13ab-1245-4283-bb8a-53c15d6f072c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"mint", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->165911227,ExpressionUUID->"4f5c5fb4-0931-47a2-a493-82ce339bbba0"], + +Cell[BoxData[ + TemplateBox[{ + "Pfaffian", "Hessenberg", + "\"Pfaffian computation with Hessenberg decomposition only works for real \ +matrices of finite precision; using the Parlett-Reid method instead.\"", 2, + 320, 29, 18669174818044740253, "Local", "Q3`Pfaffian"}, + "MessageTemplate2"]], "Message", "MSG", + CellLabel->"During evaluation of In[7]:=", + CellID->1349326779,ExpressionUUID->"f66ab70c-9348-422b-a5a3-8e91172b0b02"], + +Cell[BoxData["10.9285`"], "EchoTiming", + CellID->707862333,ExpressionUUID->"00cec0cb-a750-4737-97a9-ec359e437bea"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"mint", "=", + RowBox[{"Pfaffian", "[", + RowBox[{"mat", ",", + RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->1998514409,ExpressionUUID->"00715c2f-6128-4e79-99fc-d273c8aaf00e"], + +Cell[BoxData["13.898321`"], "EchoTiming", + CellID->2130309998,ExpressionUUID->"0ac9defe-08f6-4cf7-b705-402edc345220"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"val", "-", "mint"}], ")"}], "/", "mint"}], "//", + "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[9]:=", + CellID->499488177,ExpressionUUID->"cb18b3d6-8627-44f4-be83-74b83dd85c95"], + +Cell[BoxData["0"], "Output", + CellLabel->"Out[9]=", + CellID->1272773602,ExpressionUUID->"fd7ef1db-01e2-413d-8a05-566ea29944ee"] +}, Open ]] }, Open ]] }, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "3"}, + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "4"}, Closed]]]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "3"}, @@ -2334,8 +3027,8 @@ Cell[BoxData[GridBox[{ "b36761db-5581-48d2-804a-85533c8ac5e2"] }], "SeeAlso",ExpressionUUID->"68bba4bb-9768-4c9d-b57d-f0e961348a86"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"2ac2ed84-0b69-4942-910f-\ -42fb1e403776"], + }]], "SeeAlsoSection",ExpressionUUID->"ff2765e9-f12f-4341-83ad-\ +4654ebd8340e"], Cell[BoxData[GridBox[{ { @@ -2374,8 +3067,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "a0436e86-6a43-48e9-9249-3a33f6b6ac6e"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"76faba38-a06f-457c-817a-\ -30981192c3cc"], + }]], "TechNotesSection",ExpressionUUID->"20bfde2b-d03c-422d-949c-\ +fd42d4575dd2"], Cell[BoxData[GridBox[{ { @@ -2393,7 +3086,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "a6e150c5-9c9b-49c9-af9f-5331594d0b39"]}]}, + "ea3918f0-697b-43de-bae7-3e470a20ae89"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -2402,7 +3095,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "12df6595-d055-44fc-8b2a-c58da066a5e7"]}]}, + "9cde418f-3280-494f-a494-cfea815fdb20"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -2411,7 +3104,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "575ea8f7-727b-4899-9aaa-a42db0b31f4a"]}]}, + "1c873f2c-3139-4224-aaba-618e4ec7b14c"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -2420,10 +3113,10 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "06997b05-467f-449b-a422-546f98437af6"]}]} + "b33d8c04-d0a0-472c-bc11-b7478bb468e4"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"f4509a49-31e1-4db6-8aae-\ -ec0b10473fae"], + }]], "MoreAboutSection",ExpressionUUID->"17ad8e58-b4f3-45e2-91b7-\ +7407b5bf8c94"], Cell[BoxData[GridBox[{ { @@ -2451,15 +3144,15 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1145/2331130.2331138"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "924ab50d-bae4-4c44-84d3-f45a90429672"]}]],ExpressionUUID-> - "59377a6e-e9fd-4889-9542-e82deefda948"], + "6d42f747-16ad-491e-9feb-552eee85747b"]}]],ExpressionUUID-> + "128e376a-003a-4c5d-b547-e574e802456f"], Cell[BoxData[ TemplateBox[{ Cell[ TextData["Wimmer"]], "https://doi.org/10.1145/2331130.2331138"}, "WebLink", BaseStyle->{"RelatedLinks", IgnoreSpellCheck -> True}]], - ExpressionUUID->"7923864b-2f9e-4c0e-84f9-278ca1ff4790"], + ExpressionUUID->"0f51b3dc-e454-4a37-b80f-7a6befa951d4"], ", ACM Transactions on Mathematical Software, Vol. 38, No. 4, Article \ 30 (2012), \[OpenCurlyDoubleQuote]Algorithm 923: Efficient Numerical \ Computation of the Pfaffian for Dense and Banded Skew-Symmetric Matrices.\ @@ -2483,16 +3176,16 @@ Computation of the Pfaffian for Dense and Banded Skew-Symmetric Matrices.\ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "994082d3-bfdd-4315-b8de-33b6877afc10"]}]],ExpressionUUID-> - "8e9dea04-49dd-4014-877e-7470dce8435f"], + "714c3f99-b814-4326-b23d-9ed3d9e5e766"]}]],ExpressionUUID-> + "bb311f5b-2c63-4918-a98c-9c89e921bce8"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "2a510177-28dd-4126-9419-3bb07ed4f106"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"5c91a667-5689-404e-9313-\ -bf7c5dfc37e7"], + }]], "RelatedLinksSection",ExpressionUUID->"c5409fd6-5a96-49b4-a75f-\ +58852e400526"], -Cell[" ", "FooterCell",ExpressionUUID->"c28b4516-f67b-4349-b2b7-78f9a0bf7722"] +Cell[" ", "FooterCell",ExpressionUUID->"b843754e-f7e7-4cfe-b6d4-33dfe664b027"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -2507,12 +3200,12 @@ TaggingRules->{ "ExampleSection" -> {"0" -> Open, "1" -> Closed, "3" -> Closed}, "AllOptsTable" -> Closed, "NotesSection" -> Closed, "ExampleSubsection" -> { - "0" -> Closed, "1" -> Closed, "2" -> Closed, "3" -> Closed}}, - "NewStyles" -> True, "CitationPopupData" -> $Failed, "ShowCitation" -> - False, "HasOptions" -> True, "RootCaptions" -> "", + "0" -> Closed, "1" -> Closed, "2" -> Closed, "3" -> Closed, "4" -> + Closed}}, "NewStyles" -> True, "CitationPopupData" -> $Failed, + "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 5, 5, 19, 3, 58.285709}", + "built" -> "{2024, 6, 30, 16, 36, 56.204304}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> { "Pfaffian", "skew-symmetric matrix", "anti-symmetric matrix"}, @@ -2535,7 +3228,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"d0e2d18e-ff34-4977-ad66-bd132eac33d2" +ExpressionUUID->"cdb8a076-c86e-41d7-82d7-47ac42a8288d" ] (* End of Notebook Content *) @@ -2543,315 +3236,493 @@ ExpressionUUID->"d0e2d18e-ff34-4977-ad66-bd132eac33d2" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[17904, 500, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"82abdb35-7c03-40fe-b251-49dc1a40e1e3", + Cell[19901, 547, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"bfc0e4f0-fde9-45d9-8066-a46af0a37b26", CellTags->"PrimaryExamplesSection", - CellID->1641647182]} + CellID->590115146]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 95336, 2544} + {"PrimaryExamplesSection", 116692, 3237} } *) (*NotebookFileOutline Notebook[{ -Cell[580, 21, 7544, 184, 57, "AnchorBarGrid",ExpressionUUID->"88665f15-b9bb-4a37-899c-b00893133f8d", +Cell[580, 21, 7544, 184, 57, "AnchorBarGrid",ExpressionUUID->"0590f9c8-92f8-45d9-97a7-209a45215fa0", CellID->1], -Cell[8127, 207, 85, 0, 23, "ContextNameCell",ExpressionUUID->"47692202-8188-4e94-a653-698c7a0aef0a"], +Cell[8127, 207, 85, 0, 23, "ContextNameCell",ExpressionUUID->"7a2636d8-9c80-4f9b-b68d-a47ec6c318ed"], Cell[CellGroupData[{ -Cell[8237, 211, 1382, 38, 60, "ObjectNameGrid",ExpressionUUID->"1e06df4d-26db-44a5-9775-84209bc525d5"], +Cell[8237, 211, 1382, 38, 60, "ObjectNameGrid",ExpressionUUID->"f8af762a-a89d-4790-837e-c0f249fadbd8"], Cell[9622, 251, 855, 22, 114, "Usage",ExpressionUUID->"dbd3aa71-c713-419d-aa14-1b00ac751316", CellID->1422330313] }, Open ]], Cell[CellGroupData[{ -Cell[10514, 278, 1898, 47, 37, "NotesSection",ExpressionUUID->"aa75a987-801c-49cc-93f8-1256ba34d925", +Cell[10514, 278, 1899, 47, 37, "NotesSection",ExpressionUUID->"adbd6825-0323-417c-a99b-c931bfef015b", CellGroupingRules->{"SectionGrouping", 50}, - CellID->170930403], -Cell[12415, 327, 185, 4, 70, "Notes",ExpressionUUID->"289a764f-7093-4a28-88cc-5be6396acd33", + CellID->2110208993], +Cell[12416, 327, 185, 4, 70, "Notes",ExpressionUUID->"289a764f-7093-4a28-88cc-5be6396acd33", CellID->1465095834], -Cell[12603, 333, 436, 13, 70, "Notes",ExpressionUUID->"e5ce9c8c-a99c-4fee-bf22-5147a6ba243c", +Cell[12604, 333, 436, 13, 70, "Notes",ExpressionUUID->"e5ce9c8c-a99c-4fee-bf22-5147a6ba243c", CellID->108077630], -Cell[13042, 348, 478, 15, 70, "Notes",ExpressionUUID->"e5bc447b-056c-4774-a46f-aa3784a8b8fb", +Cell[13043, 348, 478, 15, 70, "Notes",ExpressionUUID->"e5bc447b-056c-4774-a46f-aa3784a8b8fb", CellID->818154030], -Cell[13523, 365, 1568, 51, 70, "Notes",ExpressionUUID->"91bf03a7-8bef-4e53-8e5f-79e0ed4ee4e3", +Cell[13524, 365, 1568, 51, 70, "Notes",ExpressionUUID->"91bf03a7-8bef-4e53-8e5f-79e0ed4ee4e3", CellID->190812649], -Cell[15094, 418, 1046, 32, 70, "Notes",ExpressionUUID->"88653d8a-6f93-4c06-8ab8-dc2dd039d953", +Cell[15095, 418, 1046, 32, 70, "Notes",ExpressionUUID->"88653d8a-6f93-4c06-8ab8-dc2dd039d953", CellID->1638344201], -Cell[16143, 452, 414, 11, 70, "Notes",ExpressionUUID->"d544b462-9fcf-4441-ada3-43851449fcc4", - CellID->1768451127], -Cell[16560, 465, 804, 16, 70, "3ColumnTableMod",ExpressionUUID->"7784ffa9-bdd2-478f-9bb9-7fc1826ade07", - CellID->1058200331], -Cell[17367, 483, 410, 11, 70, "Notes",ExpressionUUID->"097c759d-cb32-4cce-b536-63f32697c705", +Cell[16144, 452, 1189, 35, 70, "Notes",ExpressionUUID->"51cde008-3b79-47a0-80d8-28cf98908082", + CellID->1347491459], +Cell[17336, 489, 2025, 39, 70, "2ColumnTableMod",ExpressionUUID->"95c886b3-717d-4a49-87aa-1e502ccfbed9", + CellID->487478069], +Cell[19364, 530, 410, 11, 70, "Notes",ExpressionUUID->"097c759d-cb32-4cce-b536-63f32697c705", CellID->188511912] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[17904, 500, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"82abdb35-7c03-40fe-b251-49dc1a40e1e3", +Cell[19901, 547, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"bfc0e4f0-fde9-45d9-8066-a46af0a37b26", CellTags->"PrimaryExamplesSection", - CellID->1641647182], -Cell[19297, 539, 192, 3, 31, "Input",ExpressionUUID->"1ce10fc9-7ff4-40cd-adac-4d30194a9bcb", + CellID->590115146], +Cell[21293, 586, 192, 3, 31, "Input",ExpressionUUID->"1ce10fc9-7ff4-40cd-adac-4d30194a9bcb", CellID->1959153757], Cell[CellGroupData[{ -Cell[19514, 546, 1367, 36, 31, "ExampleSection",ExpressionUUID->"4b45e59d-a4b8-42bc-9239-28679d115c1f", - CellID->294291218], +Cell[21510, 593, 1367, 36, 31, "ExampleSection",ExpressionUUID->"32f02b33-139d-4f42-81de-367010284c3a", + CellID->985776976], +Cell[22880, 631, 208, 5, 29, "Input",ExpressionUUID->"b2c2ffef-3f8b-41b6-b29d-1a2d1708a7c7", + CellID->2058804786], Cell[CellGroupData[{ -Cell[20906, 586, 464, 13, 66, "Input",ExpressionUUID->"a99bd0b0-30b9-4d03-8a6f-4b9156f4fdb3", +Cell[23113, 640, 464, 13, 66, "Input",ExpressionUUID->"a99bd0b0-30b9-4d03-8a6f-4b9156f4fdb3", CellID->1275722920], -Cell[21373, 601, 1027, 25, 100, "Output",ExpressionUUID->"204bca8a-f067-4241-b3c3-f99df0a21aca", - CellID->1210944017] +Cell[23580, 655, 1039, 27, 100, "Output",ExpressionUUID->"c3e15a7a-4662-4492-9491-5ecfc5882215", + CellID->1543863049] }, Open ]], Cell[CellGroupData[{ -Cell[22437, 631, 214, 5, 29, "Input",ExpressionUUID->"b5058323-58bb-4bcb-a8e0-57f62a024131", +Cell[24656, 687, 214, 5, 29, "Input",ExpressionUUID->"b5058323-58bb-4bcb-a8e0-57f62a024131", CellID->1702802685], -Cell[22654, 638, 145, 2, 37, "Output",ExpressionUUID->"d6f714ff-2725-4c5b-ac03-02e881a6ccc7", - CellID->1283948004] +Cell[24873, 694, 145, 2, 37, "Output",ExpressionUUID->"9059745c-23dd-4d9a-bac3-72c1ed7ee08b", + CellID->1199280373] }, Open ]], Cell[CellGroupData[{ -Cell[22836, 645, 209, 5, 29, "Input",ExpressionUUID->"c0ed919e-6841-45f6-b7d5-cd1bce48fce9", +Cell[25055, 701, 209, 5, 29, "Input",ExpressionUUID->"c0ed919e-6841-45f6-b7d5-cd1bce48fce9", CellID->1659712832], -Cell[23048, 652, 145, 2, 37, "Output",ExpressionUUID->"63038b6f-f338-4cb7-b3e5-2e7c7c2cfcd3", - CellID->154508863] +Cell[25267, 708, 144, 2, 37, "Output",ExpressionUUID->"2f1b0777-682d-4b9c-9ac6-e788bf9b5e41", + CellID->442050613] }, Open ]], Cell[CellGroupData[{ -Cell[23230, 659, 229, 6, 29, "Input",ExpressionUUID->"8ca50056-259d-4454-95cc-6951a381355d", +Cell[25448, 715, 229, 6, 29, "Input",ExpressionUUID->"8ca50056-259d-4454-95cc-6951a381355d", CellID->456349875], -Cell[23462, 667, 126, 2, 37, "Output",ExpressionUUID->"3af300ca-c522-4d0c-9400-d25347ea4be0", - CellID->206599370] +Cell[25680, 723, 127, 2, 37, "Output",ExpressionUUID->"63cab068-6fca-428d-8cee-e808a773d2ae", + CellID->1899161389] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], Cell[CellGroupData[{ -Cell[23737, 677, 1394, 36, 30, "ExampleSection",ExpressionUUID->"ba294011-2b84-4143-ad4f-c5b1fe7c87fa", +Cell[25956, 733, 1394, 36, 30, "ExampleSection",ExpressionUUID->"ba294011-2b84-4143-ad4f-c5b1fe7c87fa", CellID->1691347026], Cell[CellGroupData[{ -Cell[25156, 717, 1410, 36, 70, "ExampleSubsection",ExpressionUUID->"fd5faa4c-4564-40e6-9f74-3510c42312ac", +Cell[27375, 773, 1410, 36, 70, "ExampleSubsection",ExpressionUUID->"fd5faa4c-4564-40e6-9f74-3510c42312ac", CellID->652613165], -Cell[26569, 755, 194, 5, 70, "Input",ExpressionUUID->"ef904258-fe2d-42dd-8dde-85e8d3a05bfa", +Cell[28788, 811, 194, 5, 70, "Input",ExpressionUUID->"ef904258-fe2d-42dd-8dde-85e8d3a05bfa", CellID->1256462854], +Cell[28985, 818, 207, 5, 70, "Input",ExpressionUUID->"19ba66ba-812c-465e-ac55-c1e2b727bb55", + CellID->658423141], Cell[CellGroupData[{ -Cell[26788, 764, 571, 18, 70, "Input",ExpressionUUID->"64eae3ec-145f-48f3-b931-0ff7463c47ef", +Cell[29217, 827, 571, 18, 70, "Input",ExpressionUUID->"64eae3ec-145f-48f3-b931-0ff7463c47ef", CellID->855591634], -Cell[27362, 784, 2631, 57, 168, "Output",ExpressionUUID->"ae18bc51-b2fd-4a26-b677-89d5bedd7e5c", - CellID->1532929371] +Cell[29791, 847, 2672, 60, 168, "Output",ExpressionUUID->"19f8f5a5-af6e-4a17-829e-1d0d9f5d8722", + CellID->1964873824] }, Open ]], Cell[CellGroupData[{ -Cell[30030, 846, 213, 5, 70, "Input",ExpressionUUID->"7319fcd6-d548-4147-ad4b-5e032b3c1ad6", +Cell[32500, 912, 213, 5, 70, "Input",ExpressionUUID->"7319fcd6-d548-4147-ad4b-5e032b3c1ad6", CellID->378092326], -Cell[30246, 853, 144, 2, 37, "Output",ExpressionUUID->"c572f202-9f38-49b7-8ddf-88627a4cc492", - CellID->291293768] +Cell[32716, 919, 145, 2, 37, "Output",ExpressionUUID->"b04b8637-f63c-4f36-9e03-6e6d7d4cd072", + CellID->163133167] }, Open ]], Cell[CellGroupData[{ -Cell[30427, 860, 269, 6, 70, "Input",ExpressionUUID->"f14bbb05-0965-42b2-907d-9f54e7509931", +Cell[32898, 926, 269, 6, 70, "Input",ExpressionUUID->"f14bbb05-0965-42b2-907d-9f54e7509931", CellID->592587258], -Cell[30699, 868, 146, 2, 37, "Output",ExpressionUUID->"55c67d45-a022-4ce4-a23f-8992345a1df4", - CellID->113261168] +Cell[33170, 934, 146, 2, 37, "Output",ExpressionUUID->"20a69820-c2c3-42f4-aa2a-e4170b499e8c", + CellID->1530915428] }, Open ]], Cell[CellGroupData[{ -Cell[30882, 875, 264, 6, 70, "Input",ExpressionUUID->"98c858ac-ada9-473b-be75-8eb8dcd3d6cd", +Cell[33353, 941, 264, 6, 70, "Input",ExpressionUUID->"98c858ac-ada9-473b-be75-8eb8dcd3d6cd", CellID->1732374067], -Cell[31149, 883, 146, 2, 37, "Output",ExpressionUUID->"48fb2585-8145-4cea-ae9f-a9762f2c8ec4", - CellID->1248623407] +Cell[33620, 949, 145, 2, 37, "Output",ExpressionUUID->"e85a88db-bada-4e94-bab2-2233d96e6a88", + CellID->616818839] }, Open ]], -Cell[31310, 888, 306, 8, 70, "Input",ExpressionUUID->"44704509-08dd-4532-a55d-6918fe7e988a", +Cell[33780, 954, 306, 8, 70, "Input",ExpressionUUID->"44704509-08dd-4532-a55d-6918fe7e988a", CellID->1552348187], Cell[CellGroupData[{ -Cell[31641, 900, 187, 4, 70, "Input",ExpressionUUID->"b2925112-10a5-4a8d-9155-2b8efa77f118", +Cell[34111, 966, 214, 5, 70, "Input",ExpressionUUID->"b2925112-10a5-4a8d-9155-2b8efa77f118", CellID->1116434515], -Cell[31831, 906, 1375, 32, 168, "Output",ExpressionUUID->"b9fa2301-f8b2-4e27-a6ba-810ee977f7e8", - CellID->1328359037] +Cell[34328, 973, 1357, 32, 168, "Output",ExpressionUUID->"a48ef4e0-94ae-449a-b11a-000e288a70e4", + CellID->826806857] }, Open ]], Cell[CellGroupData[{ -Cell[33243, 943, 398, 11, 70, "Input",ExpressionUUID->"038289b9-f048-4feb-ad15-397ea902f062", +Cell[35722, 1010, 398, 11, 70, "Input",ExpressionUUID->"038289b9-f048-4feb-ad15-397ea902f062", CellID->704197535], -Cell[33644, 956, 934, 23, 168, "Output",ExpressionUUID->"d2cb9824-0cf2-4bfe-aa0c-196f39481f44", - CellID->931963832] +Cell[36123, 1023, 934, 23, 168, "Output",ExpressionUUID->"6542db8c-a724-4651-9de2-97e225769a15", + CellID->166061575] }, Open ]], Cell[CellGroupData[{ -Cell[34615, 984, 456, 13, 70, "Input",ExpressionUUID->"1b7c2a43-1d16-46ea-82bc-21bef68c7856", +Cell[37094, 1051, 457, 13, 70, "Input",ExpressionUUID->"1b7c2a43-1d16-46ea-82bc-21bef68c7856", CellID->344860820], -Cell[35074, 999, 145, 2, 37, "Output",ExpressionUUID->"282ff26b-6fb1-4936-bbcf-d32390600351", - CellID->306443748] +Cell[37554, 1066, 147, 2, 37, "Output",ExpressionUUID->"77eb0674-cb0f-4b7b-ae81-ac39d53bbaa0", + CellID->1187695348] }, Open ]], Cell[CellGroupData[{ -Cell[35256, 1006, 206, 5, 70, "Input",ExpressionUUID->"13e1129f-2bdc-4891-9f12-51042b73bec2", +Cell[37738, 1073, 206, 5, 70, "Input",ExpressionUUID->"13e1129f-2bdc-4891-9f12-51042b73bec2", CellID->686999127], -Cell[35465, 1013, 126, 2, 37, "Output",ExpressionUUID->"46b8351f-c76c-464a-8e9d-2268783a4c3b", - CellID->94899357] +Cell[37947, 1080, 127, 2, 37, "Output",ExpressionUUID->"38bec82d-2ab0-4f3e-95ed-360501bb7acb", + CellID->947566297] }, Open ]], Cell[CellGroupData[{ -Cell[35628, 1020, 262, 7, 70, "Input",ExpressionUUID->"8ea8fca7-5322-4909-a7f2-0c4eea9d61b3", +Cell[38111, 1087, 262, 7, 70, "Input",ExpressionUUID->"8ea8fca7-5322-4909-a7f2-0c4eea9d61b3", CellID->1540627025], -Cell[35893, 1029, 128, 2, 37, "Output",ExpressionUUID->"7c4a9f4a-786c-4620-982c-c084c791ee2c", - CellID->2129829109] +Cell[38376, 1096, 127, 2, 37, "Output",ExpressionUUID->"1f0b1b18-98cc-4cf9-9f3e-9bb9bd0442c6", + CellID->681974344] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed]]]], Cell[CellGroupData[{ -Cell[36173, 1039, 1413, 36, 70, "ExampleSubsection",ExpressionUUID->"37122c44-f5be-4570-b195-6544e85d1c4c", +Cell[38655, 1106, 1413, 36, 70, "ExampleSubsection",ExpressionUUID->"37122c44-f5be-4570-b195-6544e85d1c4c", CellID->388139012], -Cell[37589, 1077, 194, 5, 70, "Input",ExpressionUUID->"8ba1c672-bd53-48b8-96fc-0794bf76d108", +Cell[40071, 1144, 194, 5, 70, "Input",ExpressionUUID->"8ba1c672-bd53-48b8-96fc-0794bf76d108", CellID->1074905399], +Cell[40268, 1151, 207, 5, 70, "Input",ExpressionUUID->"aa1f3963-4ace-4ec0-858a-5844e4739dba", + CellID->911135961], Cell[CellGroupData[{ -Cell[37808, 1086, 438, 12, 70, "Input",ExpressionUUID->"baa9ad1a-d4db-43ea-9656-cc9ef8fba786", +Cell[40500, 1160, 438, 12, 70, "Input",ExpressionUUID->"baa9ad1a-d4db-43ea-9656-cc9ef8fba786", CellID->579677091], -Cell[38249, 1100, 8657, 179, 168, "Output",ExpressionUUID->"99da1724-f44f-4ce1-b5a4-440e38102add", - CellID->1424105427] +Cell[40941, 1174, 8651, 179, 168, "Output",ExpressionUUID->"2f5caea7-3099-4f3f-9935-22ce73e8b46e", + CellID->2001629468] }, Open ]], Cell[CellGroupData[{ -Cell[46943, 1284, 214, 5, 70, "Input",ExpressionUUID->"6d0f784e-42cc-4b2a-b07e-7b27ad135c8b", +Cell[49629, 1358, 214, 5, 70, "Input",ExpressionUUID->"6d0f784e-42cc-4b2a-b07e-7b27ad135c8b", CellID->1647045645], -Cell[47160, 1291, 234, 5, 37, "Output",ExpressionUUID->"a29e79eb-7953-43ee-9eba-4152f136c374", - CellID->24630174] +Cell[49846, 1365, 235, 5, 37, "Output",ExpressionUUID->"2a7b5f15-e292-4634-84e6-fa0f9d9b0b05", + CellID->921378123] }, Open ]], Cell[CellGroupData[{ -Cell[47431, 1301, 269, 6, 70, "Input",ExpressionUUID->"3d704a5b-967b-4bf9-a34d-6cdf8711eef7", +Cell[50118, 1375, 269, 6, 70, "Input",ExpressionUUID->"3d704a5b-967b-4bf9-a34d-6cdf8711eef7", CellID->245102178], -Cell[47703, 1309, 236, 5, 37, "Output",ExpressionUUID->"1efe1bec-34c9-42f0-b5cc-47e6a4fa65a5", - CellID->1629856417] +Cell[50390, 1383, 235, 5, 37, "Output",ExpressionUUID->"2a1c4ebc-c627-491b-874e-dfadc4ffc437", + CellID->435337571] }, Open ]], Cell[CellGroupData[{ -Cell[47976, 1319, 258, 6, 70, "Input",ExpressionUUID->"4fd1cea5-89b9-453e-a84d-05dd6b7ebf7f", +Cell[50662, 1393, 258, 6, 70, "Input",ExpressionUUID->"4fd1cea5-89b9-453e-a84d-05dd6b7ebf7f", CellID->558670700], -Cell[48237, 1327, 408, 8, 70, "Message",ExpressionUUID->"eba490b0-8c66-4b7b-98d8-32c2b3e88c3a", - CellID->1425041110], -Cell[48648, 1337, 236, 5, 37, "Output",ExpressionUUID->"16350ab1-e231-49ee-924a-c1bf1e16f317", - CellID->1928304426] +Cell[50923, 1401, 425, 8, 70, "Message",ExpressionUUID->"766d25b9-f420-4e08-9320-ad95c502b70d", + CellID->93188065], +Cell[51351, 1411, 235, 5, 37, "Output",ExpressionUUID->"9ac6b93e-23ee-4e99-90e1-935a6fc224cf", + CellID->696229792] }, Open ]], -Cell[48899, 1345, 306, 8, 70, "Input",ExpressionUUID->"af746a74-35c0-4ab0-85fa-287b97dba878", +Cell[51601, 1419, 306, 8, 70, "Input",ExpressionUUID->"af746a74-35c0-4ab0-85fa-287b97dba878", CellID->1336770905], Cell[CellGroupData[{ -Cell[49230, 1357, 186, 4, 70, "Input",ExpressionUUID->"2c1cfda3-024c-4af2-8925-8963c6b6dd22", +Cell[51932, 1431, 186, 4, 70, "Input",ExpressionUUID->"2c1cfda3-024c-4af2-8925-8963c6b6dd22", CellID->134685421], -Cell[49419, 1363, 3426, 78, 168, "Output",ExpressionUUID->"fdbb4d6b-9c0e-4faa-86cb-8b097baafe95", - CellID->2028017175] +Cell[52121, 1437, 3435, 78, 168, "Output",ExpressionUUID->"62bb6598-0a69-45ef-a279-fb9aaaa01744", + CellID->734379451] }, Open ]], Cell[CellGroupData[{ -Cell[52882, 1446, 398, 11, 70, "Input",ExpressionUUID->"02f576c8-899a-4936-b96f-a2fd7c68ebad", +Cell[55593, 1520, 398, 11, 70, "Input",ExpressionUUID->"02f576c8-899a-4936-b96f-a2fd7c68ebad", CellID->802023195], -Cell[53283, 1459, 935, 23, 168, "Output",ExpressionUUID->"604e77f8-a1c6-4396-950d-bc8947c1b97b", - CellID->1608855521] +Cell[55994, 1533, 934, 23, 168, "Output",ExpressionUUID->"546ced85-d7ef-41aa-b3ef-1d238400b473", + CellID->690492213] }, Open ]], Cell[CellGroupData[{ -Cell[54255, 1487, 456, 13, 70, "Input",ExpressionUUID->"99cb89b0-2b31-4979-9b25-a3ac31152a92", +Cell[56965, 1561, 457, 13, 70, "Input",ExpressionUUID->"99cb89b0-2b31-4979-9b25-a3ac31152a92", CellID->235826576], -Cell[54714, 1502, 236, 5, 37, "Output",ExpressionUUID->"09d4fb8b-95fb-4941-8e3f-3deda1a10dc8", - CellID->683943913] +Cell[57425, 1576, 239, 5, 37, "Output",ExpressionUUID->"34750acd-09b8-41ca-bc9f-080a616a67bd", + CellID->1663494774] }, Open ]], Cell[CellGroupData[{ -Cell[54987, 1512, 206, 5, 70, "Input",ExpressionUUID->"29bc2dfc-1923-4160-84d6-b27b89e9760d", +Cell[57701, 1586, 206, 5, 70, "Input",ExpressionUUID->"29bc2dfc-1923-4160-84d6-b27b89e9760d", CellID->413210842], -Cell[55196, 1519, 127, 2, 37, "Output",ExpressionUUID->"ef22be17-91bf-4d8a-a0b1-5fe409dd728e", - CellID->158653967] +Cell[57910, 1593, 127, 2, 37, "Output",ExpressionUUID->"80d81ee6-b30f-4f39-83b7-a9e617a1230f", + CellID->415668615] }, Open ]], Cell[CellGroupData[{ -Cell[55360, 1526, 262, 7, 70, "Input",ExpressionUUID->"40782e34-eb7f-49fc-b37d-ceb31766ec0f", +Cell[58074, 1600, 262, 7, 70, "Input",ExpressionUUID->"40782e34-eb7f-49fc-b37d-ceb31766ec0f", CellID->1931272606], -Cell[55625, 1535, 128, 2, 37, "Output",ExpressionUUID->"28dbb743-7344-4f50-b44e-49fde05a9cf1", - CellID->1860084752] +Cell[58339, 1609, 128, 2, 37, "Output",ExpressionUUID->"f4692196-7c4d-407e-9ee4-fe70206fe6d9", + CellID->1487116457] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "1"}, Closed]]]], +Cell[CellGroupData[{ +Cell[58619, 1619, 1422, 36, 70, "ExampleSubsection",ExpressionUUID->"65db0071-fb29-4bd3-8a66-4be218122fc8", + CellID->1835430906], +Cell[60044, 1657, 208, 5, 70, "Input",ExpressionUUID->"019584c5-2d7b-47d7-9a8d-73bb70dc2eb7", + CellID->2005225141], +Cell[CellGroupData[{ +Cell[60277, 1666, 679, 22, 70, "Input",ExpressionUUID->"151073dc-0416-4522-b800-48b28b683c28", + CellID->713362249], +Cell[60959, 1690, 1106, 37, 132, "Output",ExpressionUUID->"c5f5a9a5-fc70-47ea-8463-460f3f397f0d", + CellID->859851917] +}, Open ]], +Cell[62080, 1730, 363, 8, 70, "ExampleText",ExpressionUUID->"cfd3bde6-f17e-4928-9478-c6c618aeee40", + CellID->238081823], +Cell[CellGroupData[{ +Cell[62468, 1742, 212, 5, 70, "Input",ExpressionUUID->"deb0a7d9-63ac-46f8-8d76-055093517b64", + CellID->55780835], +Cell[62683, 1749, 145, 2, 37, "Output",ExpressionUUID->"afbf7e10-5ae9-4150-be04-c6d081e418b6", + CellID->1080481068] +}, Open ]], +Cell[CellGroupData[{ +Cell[62865, 1756, 294, 8, 70, "Input",ExpressionUUID->"23018450-da7e-4be9-b5c5-13f31554ee75", + CellID->631419725], +Cell[63162, 1766, 428, 8, 70, "Message",ExpressionUUID->"62268a3e-b097-477c-9a45-c42b4c277e73", + CellID->1448499529], +Cell[63593, 1776, 148, 3, 52, "Output",ExpressionUUID->"d57a70ed-4434-4942-af00-008111f256f7", + CellID->1056961511] +}, Open ]], +Cell[63756, 1782, 459, 14, 70, "ExampleText",ExpressionUUID->"f0ddf246-e5fa-42ec-bc2d-f4a0ed8bf43c", + CellID->89246312], +Cell[CellGroupData[{ +Cell[64240, 1800, 322, 9, 70, "Input",ExpressionUUID->"74d79ea1-b6c1-4a41-abbd-9e5dac2829cb", + CellID->5750608], +Cell[64565, 1811, 148, 3, 52, "Output",ExpressionUUID->"413fa084-912c-43dc-8ebd-9708c4ce9342", + CellID->1138026368] +}, Open ]], +Cell[CellGroupData[{ +Cell[64750, 1819, 205, 5, 70, "Input",ExpressionUUID->"70c68fb4-b035-48e1-8de3-b8bc0b9e830e", + CellID->392065435], +Cell[64958, 1826, 126, 2, 37, "Output",ExpressionUUID->"27839e7a-f066-4706-a24c-d34a277e7aa8", + CellID->389907132] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "1"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "2"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]], Cell[CellGroupData[{ -Cell[56017, 1548, 1409, 36, 24, "ExampleSection",ExpressionUUID->"659c79ff-ba84-4f86-8bec-ea2e5c55b904", +Cell[65348, 1839, 1409, 36, 24, "ExampleSection",ExpressionUUID->"659c79ff-ba84-4f86-8bec-ea2e5c55b904", CellID->2000516935], Cell[CellGroupData[{ -Cell[57451, 1588, 1428, 36, 70, "ExampleSubsection",ExpressionUUID->"3f60ab40-21dc-4ce5-96c9-226cccfa04f9", +Cell[66782, 1879, 1428, 36, 70, "ExampleSubsection",ExpressionUUID->"3f60ab40-21dc-4ce5-96c9-226cccfa04f9", CellID->2091485004], +Cell[68213, 1917, 208, 5, 70, "Input",ExpressionUUID->"9278d198-55c2-41fe-878c-2284b4e9be31", + CellID->1411708134], Cell[CellGroupData[{ -Cell[58904, 1628, 838, 28, 70, "Input",ExpressionUUID->"6723e2fa-6c55-44b0-85b5-bba7cf3aea3e", +Cell[68446, 1926, 838, 28, 70, "Input",ExpressionUUID->"6723e2fa-6c55-44b0-85b5-bba7cf3aea3e", CellID->1713576233], -Cell[59745, 1658, 3850, 77, 202, "Output",ExpressionUUID->"98cfe973-5938-4b8d-8f36-c90c78229dd0", - CellID->1225201766] +Cell[69287, 1956, 3860, 79, 202, "Output",ExpressionUUID->"b8f5cf2a-37d0-424a-830c-8a3fc65fa3d0", + CellID->1109197815] }, Open ]], Cell[CellGroupData[{ -Cell[63632, 1740, 252, 6, 70, "Input",ExpressionUUID->"60f3402b-3310-4402-a971-fcdbaf764b0e", +Cell[73184, 2040, 252, 6, 70, "Input",ExpressionUUID->"60f3402b-3310-4402-a971-fcdbaf764b0e", CellID->1081298548], -Cell[63887, 1748, 115, 1, 70, "EchoTiming",ExpressionUUID->"3df6b2aa-b59f-4f73-b79a-16a751232a04", - CellID->309948460], -Cell[64005, 1751, 162, 3, 37, "Output",ExpressionUUID->"620e9920-9924-40a8-b386-4a3ab1ef92d6", - CellID->1655923245] +Cell[73439, 2048, 116, 1, 70, "EchoTiming",ExpressionUUID->"cf86e22e-e46e-4444-8acd-50f0a1a13bef", + CellID->1376889965], +Cell[73558, 2051, 144, 2, 37, "Output",ExpressionUUID->"62b7acd7-8c9b-4fe7-a6ef-800da1e18486", + CellID->105861683] }, Open ]], Cell[CellGroupData[{ -Cell[64204, 1759, 330, 9, 70, "Input",ExpressionUUID->"eb078353-020d-4e53-b0ac-b85e9962fb8b", +Cell[73739, 2058, 330, 9, 70, "Input",ExpressionUUID->"eb078353-020d-4e53-b0ac-b85e9962fb8b", CellID->1611818765], -Cell[64537, 1770, 116, 1, 70, "EchoTiming",ExpressionUUID->"10da27df-9aae-4d01-bb04-ab52f1f13326", - CellID->1299753006], -Cell[64656, 1773, 161, 3, 37, "Output",ExpressionUUID->"e4e7833d-3c63-4c41-b628-35f6a992ee86", - CellID->745114558] +Cell[74072, 2069, 115, 1, 70, "EchoTiming",ExpressionUUID->"6f7fa749-1950-4b82-b4a3-cab1df24b436", + CellID->858376698], +Cell[74190, 2072, 146, 2, 37, "Output",ExpressionUUID->"1bb518a0-dbd6-4b1b-9bda-57a6e2cd314d", + CellID->2089506387] }, Open ]], -Cell[64832, 1779, 178, 3, 70, "ExampleText",ExpressionUUID->"41328d2b-de72-4f72-b48b-7215f82f205f", +Cell[74351, 2077, 178, 3, 70, "ExampleText",ExpressionUUID->"41328d2b-de72-4f72-b48b-7215f82f205f", CellID->1215816572], Cell[CellGroupData[{ -Cell[65035, 1786, 328, 9, 70, "Input",ExpressionUUID->"06f1152f-cab9-49d0-b2d3-78f96875bec6", +Cell[74554, 2084, 328, 9, 70, "Input",ExpressionUUID->"06f1152f-cab9-49d0-b2d3-78f96875bec6", CellID->532201306], -Cell[65366, 1797, 116, 1, 70, "EchoTiming",ExpressionUUID->"7bd38024-3a4e-4363-b7c6-b236ba4dd887", - CellID->1334123212], -Cell[65485, 1800, 161, 3, 37, "Output",ExpressionUUID->"eba6bee1-239f-4939-be91-38fb0813d382", - CellID->732065757] +Cell[74885, 2095, 116, 1, 70, "EchoTiming",ExpressionUUID->"74480b66-040b-4ea9-9b5b-9338d6a87620", + CellID->1421087035], +Cell[75004, 2098, 145, 2, 37, "Output",ExpressionUUID->"7170874c-437f-4d0c-8e4d-49490e0a7e6c", + CellID->2044158958] }, Open ]], -Cell[65661, 1806, 124, 1, 70, "ExampleText",ExpressionUUID->"a87cab5c-a9e3-4c03-bdd5-bc9634fa1dbc", +Cell[75164, 2103, 124, 1, 70, "ExampleText",ExpressionUUID->"a87cab5c-a9e3-4c03-bdd5-bc9634fa1dbc", CellID->443953595], Cell[CellGroupData[{ -Cell[65810, 1811, 327, 9, 70, "Input",ExpressionUUID->"8ab9a763-43fa-4aab-a813-e30f97ab72e1", +Cell[75313, 2108, 327, 9, 70, "Input",ExpressionUUID->"8ab9a763-43fa-4aab-a813-e30f97ab72e1", CellID->1169881487], -Cell[66140, 1822, 116, 1, 70, "EchoTiming",ExpressionUUID->"8b298e87-959d-4c61-82da-c9986525a678", - CellID->746658850], -Cell[66259, 1825, 162, 3, 37, "Output",ExpressionUUID->"e1bb8a59-1967-48fe-995e-8f5632801d41", - CellID->1348342529] +Cell[75643, 2119, 116, 1, 70, "EchoTiming",ExpressionUUID->"13ef9b7c-55a7-471c-8731-e92140752575", + CellID->652553930], +Cell[75762, 2122, 144, 2, 37, "Output",ExpressionUUID->"1d788690-50f0-431f-a19d-056571aa3b64", + CellID->274916281] +}, Open ]], +Cell[CellGroupData[{ +Cell[75943, 2129, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"c251227d-187f-4548-89cb-2f294a849148", + CellID->902171972], +Cell[76188, 2136, 208, 5, 70, "Input",ExpressionUUID->"24c1fbe8-2241-4c5b-8ec7-d1a792a575cc", + CellID->1738542156], +Cell[CellGroupData[{ +Cell[76421, 2145, 939, 30, 70, "Input",ExpressionUUID->"5aebfeb5-e2fe-456e-8aad-90e82fcf6eec", + CellID->1317873926], +Cell[CellGroupData[{ +Cell[77385, 2179, 116, 1, 70, "EchoTiming",ExpressionUUID->"70a4394d-66cb-4229-ac4e-a4523479d1b3", + CellID->1844562348], +Cell[77504, 2182, 115, 1, 70, "EchoTiming",ExpressionUUID->"8e67671a-9b08-49bc-b979-22f3697ed6bc", + CellID->485454744] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[77668, 2189, 272, 7, 70, "Input",ExpressionUUID->"45a5c6b9-5099-4828-a2cf-5f0883809f82", + CellID->1841340799], +Cell[77943, 2198, 115, 1, 70, "EchoTiming",ExpressionUUID->"e3ad7528-7624-485b-90c5-18aed08ed82e", + CellID->1673816918] +}, Open ]], +Cell[CellGroupData[{ +Cell[78095, 2204, 353, 10, 70, "Input",ExpressionUUID->"b788e403-cb5c-447e-82e4-11b404bf099f", + CellID->1971884886], +Cell[78451, 2216, 115, 1, 70, "EchoTiming",ExpressionUUID->"b5090c3a-cdc0-4ce2-a02c-373491759ea6", + CellID->722867435] +}, Open ]], +Cell[CellGroupData[{ +Cell[78603, 2222, 271, 7, 70, "Input",ExpressionUUID->"718e7df7-dd97-4b2e-a391-ac5e36484d5d", + CellID->810416342], +Cell[78877, 2231, 347, 7, 70, "Message",ExpressionUUID->"86c3ed19-d42f-45de-a746-5bedaf76ae63", + CellID->773460908], +Cell[79227, 2240, 115, 1, 70, "EchoTiming",ExpressionUUID->"b0703d4a-761f-49aa-bc00-40b0818eb470", + CellID->838965465] +}, Open ]], +Cell[CellGroupData[{ +Cell[79379, 2246, 271, 7, 70, "Input",ExpressionUUID->"5055ea7e-eb46-4bba-bb49-05d29789b38b", + CellID->448889019], +Cell[79653, 2255, 347, 7, 70, "Message",ExpressionUUID->"2d0189b5-c1f1-4fb9-a649-b40d724e0a54", + CellID->155189939], +Cell[80003, 2264, 116, 1, 70, "EchoTiming",ExpressionUUID->"37a9e283-b4fb-4c85-a72c-0e781495006c", + CellID->1845810626] +}, Open ]], +Cell[CellGroupData[{ +Cell[80156, 2270, 352, 10, 70, "Input",ExpressionUUID->"462b65f2-06fd-4d4e-9ff0-58e755fb567b", + CellID->1785219030], +Cell[80511, 2282, 116, 1, 70, "EchoTiming",ExpressionUUID->"d1c7e285-e8b3-49f2-8cff-9747ac77e887", + CellID->1653016894] +}, Open ]], +Cell[CellGroupData[{ +Cell[80664, 2288, 352, 10, 70, "Input",ExpressionUUID->"71f8962e-b838-4a12-9422-2b3c84d078de", + CellID->755602190], +Cell[81019, 2300, 115, 1, 70, "EchoTiming",ExpressionUUID->"b89b0301-e979-4748-82f1-b4a9c988f163", + CellID->207934770] +}, Open ]], +Cell[CellGroupData[{ +Cell[81171, 2306, 262, 8, 70, "Input",ExpressionUUID->"6bcc2ecd-aa71-458c-9e9d-c0beec095f59", + CellID->1693790030], +Cell[81436, 2316, 126, 2, 37, "Output",ExpressionUUID->"2737268d-3b7e-479c-ba05-eb5dd37bfc85", + CellID->485809578] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "2"}, Closed]]]], +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "3"}, Closed]]]], Cell[CellGroupData[{ -Cell[66573, 1836, 1430, 36, 70, "ExampleSubsection",ExpressionUUID->"46b0201c-271a-462f-94c0-5acf85a5560e", +Cell[81726, 2327, 1430, 36, 70, "ExampleSubsection",ExpressionUUID->"46b0201c-271a-462f-94c0-5acf85a5560e", CellID->122896778], +Cell[83159, 2365, 208, 5, 70, "Input",ExpressionUUID->"e4dbe356-0257-465f-8f87-49b7882ab120", + CellID->1326452091], Cell[CellGroupData[{ -Cell[68028, 1876, 920, 31, 70, "Input",ExpressionUUID->"9e0deed9-d651-48a6-8f17-4c8ca41f5f5a", +Cell[83392, 2374, 920, 31, 70, "Input",ExpressionUUID->"9e0deed9-d651-48a6-8f17-4c8ca41f5f5a", CellID->722617225], -Cell[68951, 1909, 13295, 270, 202, "Output",ExpressionUUID->"3bf3ee1d-8da3-4e4e-9d6a-77395636e071", - CellID->573479355] +Cell[84315, 2407, 13278, 270, 202, "Output",ExpressionUUID->"32686ae4-3ef2-492f-bf41-6faa6f38a742", + CellID->1265443636] }, Open ]], Cell[CellGroupData[{ -Cell[82283, 2184, 251, 6, 70, "Input",ExpressionUUID->"09d28ab4-d5fb-465f-a548-3e92e413fa0f", +Cell[97630, 2682, 251, 6, 70, "Input",ExpressionUUID->"09d28ab4-d5fb-465f-a548-3e92e413fa0f", CellID->495492788], -Cell[82537, 2192, 116, 1, 70, "EchoTiming",ExpressionUUID->"b97d2ed2-15b2-4747-bd08-6a86d16d7e52", - CellID->1452263033], -Cell[82656, 2195, 238, 5, 37, "Output",ExpressionUUID->"0212728a-eea1-4df6-ae88-a0cc83b6b8b5", - CellID->2033147476] +Cell[97884, 2690, 115, 1, 70, "EchoTiming",ExpressionUUID->"c2da38eb-474c-4c97-92a2-16e89a0a1b28", + CellID->112808710], +Cell[98002, 2693, 240, 4, 37, "Output",ExpressionUUID->"56eaafa3-9407-4705-8967-6e312bf5bedd", + CellID->1895412316] }, Open ]], Cell[CellGroupData[{ -Cell[82931, 2205, 330, 9, 70, "Input",ExpressionUUID->"55f53446-0516-4aa1-8a87-bef8f8ceb832", +Cell[98279, 2702, 330, 9, 70, "Input",ExpressionUUID->"55f53446-0516-4aa1-8a87-bef8f8ceb832", CellID->1224484561], -Cell[83264, 2216, 114, 1, 70, "EchoTiming",ExpressionUUID->"ae5042df-9182-4d4c-b2e2-a4466d9638f9", - CellID->85995172], -Cell[83381, 2219, 236, 5, 37, "Output",ExpressionUUID->"391f9375-9106-4fa8-a645-a6ecd438d541", - CellID->64361373] +Cell[98612, 2713, 115, 1, 70, "EchoTiming",ExpressionUUID->"c68b7082-aa0d-45cc-ae6f-f34649aa7956", + CellID->756604679], +Cell[98730, 2716, 240, 4, 37, "Output",ExpressionUUID->"6fa6cd14-57a6-466f-82d6-e60edc5c8301", + CellID->1004166066] }, Open ]], -Cell[83632, 2227, 182, 3, 70, "ExampleText",ExpressionUUID->"91fd3ebf-d569-42b8-9694-0909fe541ff7", +Cell[98985, 2723, 182, 3, 70, "ExampleText",ExpressionUUID->"91fd3ebf-d569-42b8-9694-0909fe541ff7", CellID->622748571], Cell[CellGroupData[{ -Cell[83839, 2234, 329, 9, 70, "Input",ExpressionUUID->"45052a4f-2d1e-4e44-acd7-c76b5b7906d8", +Cell[99192, 2730, 329, 9, 70, "Input",ExpressionUUID->"45052a4f-2d1e-4e44-acd7-c76b5b7906d8", CellID->2051978772], -Cell[84171, 2245, 410, 8, 70, "Message",ExpressionUUID->"b5251682-926c-4cac-917e-cfbbee6daf21", - CellID->1493118129], -Cell[84584, 2255, 116, 1, 70, "EchoTiming",ExpressionUUID->"c826eb57-3cba-45d4-bd47-ccced1708dcd", - CellID->1489978908], -Cell[84703, 2258, 237, 5, 37, "Output",ExpressionUUID->"7fa137ef-d304-4751-949e-64a134233283", - CellID->268699089] -}, Open ]], -Cell[84955, 2266, 125, 1, 70, "ExampleText",ExpressionUUID->"3d999420-598d-4e1a-af3e-dbbbf48b3583", +Cell[99524, 2741, 409, 8, 70, "Message",ExpressionUUID->"352b8fa9-8e0b-47c5-a52d-dc50af3d64db", + CellID->1067063765], +Cell[99936, 2751, 115, 1, 70, "EchoTiming",ExpressionUUID->"8c1934b5-b4ab-4dae-9a0d-e1cd3328a3c7", + CellID->504762258], +Cell[100054, 2754, 239, 4, 37, "Output",ExpressionUUID->"3effce71-03a3-443f-a348-2ceb8846fe3a", + CellID->978864556] +}, Open ]], +Cell[100308, 2761, 125, 1, 70, "ExampleText",ExpressionUUID->"3d999420-598d-4e1a-af3e-dbbbf48b3583", CellID->1007554109], Cell[CellGroupData[{ -Cell[85105, 2271, 327, 9, 70, "Input",ExpressionUUID->"6f9127ab-65f9-4e3d-9d71-0512b292bdf9", +Cell[100458, 2766, 327, 9, 70, "Input",ExpressionUUID->"6f9127ab-65f9-4e3d-9d71-0512b292bdf9", CellID->1659481898], -Cell[85435, 2282, 116, 1, 70, "EchoTiming",ExpressionUUID->"9e359503-e55e-4647-8a49-a4cef76d5962", - CellID->181389587], -Cell[85554, 2285, 237, 5, 37, "Output",ExpressionUUID->"8e9cef2c-1058-457a-a08a-e29029e3c658", - CellID->1335493616] +Cell[100788, 2777, 117, 1, 70, "EchoTiming",ExpressionUUID->"353d9ddb-e398-4e5b-87c0-a9e566d619ee", + CellID->1231940524], +Cell[100908, 2780, 240, 4, 37, "Output",ExpressionUUID->"6ab7b007-240e-46b0-a17b-b60ff8619c61", + CellID->1334546141] +}, Open ]], +Cell[CellGroupData[{ +Cell[101185, 2789, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"fb8487cb-8d9a-4958-b65e-c41bdc368faa", + CellID->1903580638], +Cell[101431, 2796, 207, 5, 70, "Input",ExpressionUUID->"ebd66310-354d-4c38-8ef7-eae2a7ac091f", + CellID->188809475], +Cell[CellGroupData[{ +Cell[101663, 2805, 805, 24, 70, "Input",ExpressionUUID->"a43f5db6-867a-47f3-97dd-23d91796e5cb", + CellID->72726772], +Cell[CellGroupData[{ +Cell[102493, 2833, 116, 1, 70, "EchoTiming",ExpressionUUID->"c366526d-8f12-471b-9fce-3bbe07ae4426", + CellID->1103969946], +Cell[102612, 2836, 117, 1, 70, "EchoTiming",ExpressionUUID->"fa588bba-22bd-407e-909c-094c5b75ca8a", + CellID->1455870342] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[102778, 2843, 272, 7, 70, "Input",ExpressionUUID->"1b75bd18-ad40-4d84-901b-87392d871f03", + CellID->2124429811], +Cell[103053, 2852, 116, 1, 70, "EchoTiming",ExpressionUUID->"a6afe0bc-fe9a-4039-a787-d4afe18e2a35", + CellID->168240576] +}, Open ]], +Cell[CellGroupData[{ +Cell[103206, 2858, 352, 10, 70, "Input",ExpressionUUID->"46fdf57f-fe50-402e-846c-f3d43c9c9253", + CellID->285847889], +Cell[103561, 2870, 117, 1, 70, "EchoTiming",ExpressionUUID->"142b16e0-4908-4af0-8086-9b50c51646e6", + CellID->1530881380] +}, Open ]], +Cell[CellGroupData[{ +Cell[103715, 2876, 271, 7, 70, "Input",ExpressionUUID->"ff7a13ae-a5f0-4c4f-a00a-3d1901e9e462", + CellID->868323633], +Cell[103989, 2885, 347, 7, 70, "Message",ExpressionUUID->"13e8bce1-6b46-4ece-b32c-533d1b6f317c", + CellID->521778953], +Cell[104339, 2894, 117, 1, 70, "EchoTiming",ExpressionUUID->"631b08ce-ca59-4680-abd6-79af7f97a98c", + CellID->1363132370] +}, Open ]], +Cell[CellGroupData[{ +Cell[104493, 2900, 271, 7, 70, "Input",ExpressionUUID->"b64c3c21-0804-4c06-909c-f10547188f3f", + CellID->713116883], +Cell[104767, 2909, 347, 7, 70, "Message",ExpressionUUID->"43734796-f244-4aba-b706-3a5930a9882e", + CellID->810196394], +Cell[105117, 2918, 117, 1, 70, "EchoTiming",ExpressionUUID->"e1fd13ab-1245-4283-bb8a-53c15d6f072c", + CellID->1924471978] +}, Open ]], +Cell[CellGroupData[{ +Cell[105271, 2924, 351, 10, 70, "Input",ExpressionUUID->"4f5c5fb4-0931-47a2-a493-82ce339bbba0", + CellID->165911227], +Cell[105625, 2936, 434, 8, 70, "Message",ExpressionUUID->"f66ab70c-9348-422b-a5a3-8e91172b0b02", + CellID->1349326779], +Cell[106062, 2946, 114, 1, 70, "EchoTiming",ExpressionUUID->"00cec0cb-a750-4737-97a9-ec359e437bea", + CellID->707862333] +}, Open ]], +Cell[CellGroupData[{ +Cell[106213, 2952, 353, 10, 70, "Input",ExpressionUUID->"00715c2f-6128-4e79-99fc-d273c8aaf00e", + CellID->1998514409], +Cell[106569, 2964, 117, 1, 70, "EchoTiming",ExpressionUUID->"0ac9defe-08f6-4cf7-b705-402edc345220", + CellID->2130309998] +}, Open ]], +Cell[CellGroupData[{ +Cell[106723, 2970, 261, 8, 70, "Input",ExpressionUUID->"cb18b3d6-8627-44f4-be83-74b83dd85c95", + CellID->499488177], +Cell[106987, 2980, 127, 2, 37, "Output",ExpressionUUID->"fd7ef1db-01e2-413d-8a05-566ea29944ee", + CellID->1272773602] +}, Open ]] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "3"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "4"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "3"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[86148, 2302, 1299, 35, 114, "SeeAlsoSection",ExpressionUUID->"2ac2ed84-0b69-4942-910f-42fb1e403776"], -Cell[87450, 2339, 1489, 38, 70, "TechNotesSection",ExpressionUUID->"76faba38-a06f-457c-817a-30981192c3cc"], -Cell[88942, 2379, 1793, 46, 70, "MoreAboutSection",ExpressionUUID->"f4509a49-31e1-4db6-8aae-ec0b10473fae"], -Cell[90738, 2427, 2452, 65, 70, "RelatedLinksSection",ExpressionUUID->"5c91a667-5689-404e-9313-bf7c5dfc37e7"], -Cell[93193, 2494, 78, 0, 70, "FooterCell",ExpressionUUID->"c28b4516-f67b-4349-b2b7-78f9a0bf7722"] +Cell[107483, 2995, 1299, 35, 114, "SeeAlsoSection",ExpressionUUID->"ff2765e9-f12f-4341-83ad-4654ebd8340e"], +Cell[108785, 3032, 1489, 38, 70, "TechNotesSection",ExpressionUUID->"20bfde2b-d03c-422d-949c-fd42d4575dd2"], +Cell[110277, 3072, 1793, 46, 70, "MoreAboutSection",ExpressionUUID->"17ad8e58-b4f3-45e2-91b7-7407b5bf8c94"], +Cell[112073, 3120, 2452, 65, 70, "RelatedLinksSection",ExpressionUUID->"c5409fd6-5a96-49b4-a75f-58852e400526"], +Cell[114528, 3187, 78, 0, 70, "FooterCell",ExpressionUUID->"b843754e-f7e7-4cfe-b6d4-33dfe664b027"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/SkewTridiagonalize.nb b/Q3/Documentation/English/ReferencePages/Symbols/SkewTridiagonalize.nb index 61b54eaf0..a5834aab8 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/SkewTridiagonalize.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/SkewTridiagonalize.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 89338, 2276] -NotebookOptionsPosition[ 77161, 2031] -NotebookOutlinePosition[ 79579, 2090] -CellTagsIndexPosition[ 79493, 2085] +NotebookDataLength[ 93835, 2393] +NotebookOptionsPosition[ 81198, 2140] +NotebookOutlinePosition[ 83618, 2199] +CellTagsIndexPosition[ 83532, 2194] WindowTitle->SkewTridiagonalize WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "550c9899-f883-4427-868f-526cd7283878"], + "2d68da29-c65e-4905-8b66-067ac26bb67e"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "9aebb3dd-bbb3-40ea-bd6a-6e5d1c94d761"], + "ab4c82df-5d67-4e2a-b732-8ade4de9d240"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "41145d82-14a6-4458-b3b8-aabb35db1f11"] - }],ExpressionUUID->"465147c3-00f9-4f29-928d-6fe21c43bd03"], + "41cdd3bd-14fd-41ea-814c-4dcdbb01bb94"] + }],ExpressionUUID->"68431897-869e-4711-82b0-642b92c6a1bd"], StripOnInput->False],{ "\"HessenbergDecomposition\"" :> Documentation`HelpLookup["paclet:ref/HessenbergDecomposition"], @@ -71,7 +71,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "3a3c5620-69a1-47f9-b0b8-53a0902c49d2"], + "c2cdc397-ecfa-4516-99de-f5fc4e6a8973"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -90,8 +90,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "b6a60ce6-cbb0-488d-95e2-8f04b990ba86"] - }],ExpressionUUID->"5fa73b2f-4061-4031-aa39-ac93d01b5b21"], + "d6566486-b466-4c46-b391-d48578aeda14"] + }],ExpressionUUID->"2e16c3cd-cb39-47d7-81b4-2c07bd777bec"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -107,7 +107,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "e440790b-063b-49fa-96fc-a1465ad9cb9e"], + "6c903980-b837-491d-a9b4-e1495e9da86f"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -126,8 +126,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "f1cbdbc3-788a-4361-be7a-f73bfc4162e2"] - }],ExpressionUUID->"e0696b62-9a90-438d-aee0-9bccf1783b95"], + "6fd73c9f-4c6b-4857-8024-c8edb0459a0a"] + }],ExpressionUUID->"99c897a7-6455-4408-84bd-22ec751a8cd4"], StripOnInput->False],{ "\"Quantum Information Systems with Q3\"" :> Documentation`HelpLookup[ @@ -142,7 +142,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "0373c6f5-d071-43e6-b153-83c8ac4ac9b9"], + "a741d138-6c64-49cd-beb8-ea968363c925"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -161,8 +161,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "3b02552b-5f8d-467c-9ed9-9cf791be48c4"] - }],ExpressionUUID->"98ff8591-d677-4316-b3c2-60d840bd7bfe"], + "8035327c-f706-4eba-943d-5f301856faf1"] + }],ExpressionUUID->"74009d70-036e-46ef-8989-35371dbec796"], StripOnInput->False],{ "\"Q3/ref/SkewTridiagonalize\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -199,14 +199,14 @@ SkewTridiagonalize.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "5d818853-37ea-46d4-89ff-d486251b74ab"] + "e6db4d5c-8e41-4abc-af97-dd47bbc2073c"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "b320395c-2972-473f-81de-bfdd57be1a3f"]} + "740d60bb-5a33-4708-90b2-3c6c4ff48c6c"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"daceb9b4-4eaa-4346-975c-fe294d7e4403"], + CellID->1,ExpressionUUID->"d126bd1d-c4c2-4716-bf75-b3d6fb04043b"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"c49b4ff3-41f2-49e4-bbaa-305b3c2624ec"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"af2255aa-fa9c-44fc-bdeb-7ddd7fb1f8ba"], Cell[CellGroupData[{ @@ -214,14 +214,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "SkewTridiagonalize", "ObjectName",ExpressionUUID-> - "6bb5b8eb-a136-4bd8-a89f-ac38ee5b54fa"], + "27f2e586-315f-4fb1-8aa9-cce2ca1442d6"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"9b4182f1-4c55-4b2c-8f0a-6348abfbf664"], + "Spacer1"]],ExpressionUUID->"a49d56c1-b1ad-4946-ac58-c9464d2236c1"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "3f6af7e0-23e0-46b4-a593-2506aec0d05f"] - }],ExpressionUUID->"25f1c15d-7d16-4e9f-aba3-5d59981219f3"], Cell[BoxData[ + "3fd91831-b0e4-4bf1-88f8-420ef56a02ce"] + }],ExpressionUUID->"befca63c-651c-4984-b113-98620e314114"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -246,9 +246,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "b7edfa45-3a42-45dc-b57a-6d8a3cbff2a7"]} + "15538d9b-bfc5-4eb2-ac2c-4f1930ec6683"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"56a98ab5-b988-475a-8db0-25400c2b199a"], + CacheGraphics->False,ExpressionUUID->"0d65dd1d-86a9-4358-bb81-ed674288d525"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -298,7 +298,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "d63d92e4-1366-4232-a314-316a78acd148"], " is a skew-symmetric tridiagonal matrix." - }],ExpressionUUID->"5b8ec2ab-1ab8-4004-92a7-9d08963e477d"]} + }],ExpressionUUID->"eb307d3f-f408-4c3e-b416-ed459059986c"]} }]], "Usage", CellID->1770390074,ExpressionUUID->"1825158d-4a60-4b9e-bf3d-924797181fc9"] }, Open ]], @@ -331,12 +331,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"811d0710-1916-4eab-9261-51ae3a392b6b"], + ExpressionUUID->"77379877-78b8-4ad1-b747-c870c637857b"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"94dbd762-1c45-41a7-bb09-0755228a5090"], + "Spacer1"]],ExpressionUUID->"e2307f9a-ffcb-4ec9-ad84-f143c6ba2072"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"2c1b5272-2de7-4b04-90aa-576d26d67082"], + }], "NotesFrameText",ExpressionUUID->"2e731058-f685-4e90-acd8-d8a316f48b02"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -347,15 +347,15 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"fadddaff-1246-4cdf-8505-1d26e35b3900"]], \ + "Preemptive"]],ExpressionUUID->"dac6555c-0aa0-432b-8311-b4142db934b8"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1901979777,ExpressionUUID->"382165ee-7d87-425a-bf51-9b6994f4e3a9"], + CellID->461381714,ExpressionUUID->"2b5584aa-3112-4f49-a8cf-24669cfaeb01"], Cell[TextData[{ - "In the ", + "For the ", StyleBox["Parlett", IgnoreSpellCheck->True, FontSlant->"Italic"], @@ -376,8 +376,8 @@ Cell[TextData[{ CellID->643587427,ExpressionUUID->"a30605ec-5398-4aaf-a91e-71ed256a1fbb"], Cell[TextData[{ - "In the ", - StyleBox["Householder method", + "For the ", + StyleBox["Householder and Hessenberg methods", FontSlant->"Italic"], ", ", Cell[BoxData[ @@ -393,26 +393,83 @@ Cell[TextData[{ }], "Notes", CellID->772113112,ExpressionUUID->"7efe7d18-ab84-450c-a9e9-e51320ff6b3f"], -Cell["The following options can be given: ", "Notes", - CellID->1560044533,ExpressionUUID->"45d87692-bb6b-4846-b034-fa078a73fefa"], +Cell[TextData[{ + "A ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Method"]], "paclet:ref/Method"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "5b358ab2-152f-4ca0-a1d6-15650caa1912"], + " option can be given. Default setting ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Method"]], "paclet:ref/Method"}, + "RefLink", + BaseStyle->{"InlineFormula"}], "\[Rule]", + TemplateBox[{ + Cell[ + TextData["Automatic"]], "paclet:ref/Automatic"}, + "RefLink", + BaseStyle->{"InlineFormula"}]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "01083d96-dcf2-491f-b2de-f2c0e0210d5a"], + " uses the ", + StyleBox["Hessenberg decomposition", + FontSlant->"Italic"], + " (\"Hessenberg\") for real matrices (note that it converts any exact number \ +to a finite-precision number, and hence the returned value is always an \ +inexact number) and the ", + StyleBox["Householder tridiagonalization", + FontSlant->"Italic"], + " for complex matrices. Other settings include: " +}], "Notes", + CellID->1347491459,ExpressionUUID->"003869a8-71ba-4699-9f57-56c2f11ba284"], Cell[BoxData[GridBox[{ {Cell[" ", "TableRowIcon",ExpressionUUID-> - "6a85c24b-7028-4bcd-8a2d-3f111d82b129"], - TemplateBox[{ - Cell[ - TextData["Method"]], "paclet:ref/Method"}, - "RefLink", - BaseStyle->{"3ColumnTableMod"}], "\"\\"", Cell["\<\ -\"ParlettReid\" uses the Parlett-Reid tridiagonalization. Other methods \ -include \"Householder\" based on the Householder tridiagonalization and \ -\"Hessenberg\" based on the Hessenberg decomposition.\ -\>", "TableText",ExpressionUUID->"b30c3d25-8977-48cf-9365-ac35690471dd"]} - }]], "3ColumnTableMod", + "06c11c35-209a-478b-a7e1-8d953871c8fa"], Cell[ + "\"Parlett-Reid\"", "TableText",ExpressionUUID-> + "032dabf8-bdc7-4764-993d-1784b197ddb0"], Cell[ + "Uses the Parlett-Reid tridiagonalization.", "TableText",ExpressionUUID-> + "02d0e403-d4f7-41cd-8097-2229e439a4b6"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "f259393e-f9f2-4529-883f-5e22e0dc7b4d"], Cell[ + "\"Householder\"", "TableText",ExpressionUUID-> + "e93b3e6d-e444-41e8-ae94-723322b9cd5b"], Cell["\<\ +Uses the Householder tridiagonalization, and is the default choice for \ +complex matrices.\ +\>", "TableText",ExpressionUUID->"95a65c8f-5bc4-4623-b67b-cacecfa06e72"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "97b1a5cc-8d1e-4c82-86a5-2f019399de5a"], Cell[ + "\"Hessenberg\"", "TableText",ExpressionUUID-> + "ebe0f332-8b7d-4908-bab4-1a63155aee3b"], Cell[TextData[{ + "Uses the Hessenberg decomposition, is usually the fastest for ", + StyleBox["real", + FontSlant->"Italic"], + " matrices, and hence is the default choice for ", + StyleBox["real", + FontSlant->"Italic"], + " matrices. However, it works only for finite-preision matrices. For \ +infinite-precision real matrices, use \"Householder\"." + }], "TableText",ExpressionUUID->"7a224475-a5cd-4fc5-8f5d-730d9d9b6554"]}, + {Cell[" ", "TableRowIcon",ExpressionUUID-> + "18e603c9-0daa-4b15-863b-301968b565a4"], Cell[ + "\"Heuristic\"", "TableText",ExpressionUUID-> + "1e99bde9-2ed3-46d1-a4d0-5729e66325e1"], Cell["\<\ +Uses the heuristic recursive method. This method is very slow for large \ +matrices.\ +\>", "TableText",ExpressionUUID->"50b65195-323f-4539-a862-8df3dba01037"]} + }]], "2ColumnTableMod", GridBoxOptions->{ - GridBoxBackground->{"Columns" -> {{None}}, "Rows" -> {{None}}}, - GridBoxDividers->{"Rows" -> {{True, True}}}}, - CellID->1040619908,ExpressionUUID->"81899564-8bc4-4df3-bef0-127fd212eb5d"], + GridBoxBackground->{ + "Columns" -> {{None}}, "Rows" -> {None, None, None, {None}}}, + GridBoxDividers->{"Rows" -> {{True, True, True, True, True}}}}, + CellID->487478069,ExpressionUUID->"61f1d9ee-b3da-4963-8c49-3ef8ab497f76"], Cell[TextData[{ "For ", @@ -456,19 +513,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "cf269af3-1f98-414e-95ed-840df1a364dc"], + "4a00ac49-0d2d-447a-82b1-ee33bded4c98"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"8da95549-731d-42ff-9fbe-f134c2ecd3ab"], + "Spacer1"]],ExpressionUUID->"e01bb1c4-e1d1-460f-b71d-834cf19f71b2"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(4)", "ExampleCount",ExpressionUUID-> - "1d73a49c-d19c-48f9-b4dd-d8bda832f8a9"] + "23a3f227-54a9-4907-9065-7135f8177c3b"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1280026444,ExpressionUUID->"f223a3f9-7347-4a02-871a-10b1b3f04910"], + CellID->2026501528,ExpressionUUID->"b7902595-8b4c-4a8e-a23c-a78ef192f73d"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -502,18 +559,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "63ba6946-de43-4bb4-abc9-9aba504253c4"], + "8d7a404c-1935-4143-b71d-3e03a89b58b0"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"3b080be6-c028-45d6-b94d-f3eb79e439b2"], + "Spacer1"]],ExpressionUUID->"aced26f0-ea70-421e-90e2-de3a44d02bd0"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "7518f87c-919f-46be-a4bd-569dbdf5cd5b"] + "1df52aa1-9209-4d96-b9ac-c3eb2b7f408c"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->2060752309,ExpressionUUID->"01ccfe24-0c97-44e4-9129-03a322ac40de"], + CellID->320539676,ExpressionUUID->"c2f48af7-4f99-450a-a09f-ccf855eb208f"], Cell[BoxData[ RowBox[{ @@ -522,6 +579,13 @@ Cell[BoxData[ CellLabel->"In[1]:=", CellID->2145830446,ExpressionUUID->"e26295ff-f536-4be8-8184-7265c61f0404"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->2033033256,ExpressionUUID->"512241a1-62ff-42ac-a203-6ef92469ad82"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -541,54 +605,57 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->1487591271,ExpressionUUID->"af37c794-c09a-4e3e-abc0-db2db0fd80ae"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.`", "0.2779745879175852`", "0.016446353325576313`", - "0.23421422893405675`", - RowBox[{"-", "0.6020574167060839`"}], - RowBox[{"-", "0.626218255223044`"}], - RowBox[{"-", "0.31558916089722877`"}], "0.06161105630571084`"}, + {"0.`", "0.017993377798202426`", + RowBox[{"-", "0.2838347476501446`"}], "0.7660199296924253`", + RowBox[{"-", "0.48034854474776445`"}], + RowBox[{"-", "0.06563848068992773`"}], "0.18040920224036605`", + RowBox[{"-", "0.05680983835760123`"}]}, { - RowBox[{"-", "0.2779745879175852`"}], "0.`", - RowBox[{"-", "0.22454747974158562`"}], "0.5899811914629836`", - RowBox[{"-", "0.2672233585138537`"}], "0.6754812362662443`", - RowBox[{"-", "0.1978880556095377`"}], - RowBox[{"-", "0.00576799825317309`"}]}, + RowBox[{"-", "0.017993377798202426`"}], "0.`", "0.05145180508689906`", + RowBox[{"-", "0.5785469302000219`"}], + RowBox[{"-", "0.23154963750423585`"}], "0.1456160975603047`", + "0.7066581770151461`", + RowBox[{"-", "0.46842279243974905`"}]}, + {"0.2838347476501446`", + RowBox[{"-", "0.05145180508689906`"}], "0.`", + RowBox[{"-", "0.33739899783212857`"}], + RowBox[{"-", "0.40889790977357743`"}], "0.12244058264564361`", + "0.5444619726410866`", + RowBox[{"-", "0.35571399781468616`"}]}, { - RowBox[{"-", "0.016446353325576313`"}], "0.22454747974158562`", "0.`", - RowBox[{"-", "0.4155913372954043`"}], - RowBox[{"-", "0.08835905856767035`"}], - RowBox[{"-", "0.6514068072289585`"}], "0.12634616022883205`", - "0.6848534091020086`"}, + RowBox[{"-", "0.7660199296924253`"}], "0.5785469302000219`", + "0.33739899783212857`", "0.`", "0.16207487656038944`", + RowBox[{"-", "0.47183857280304675`"}], "0.58062934881313`", + "0.33887152901990425`"}, + {"0.48034854474776445`", "0.23154963750423585`", "0.40889790977357743`", + + RowBox[{"-", "0.16207487656038944`"}], "0.`", + RowBox[{"-", "0.8298750713932548`"}], "0.20679630498742818`", + "0.7773289259059615`"}, + {"0.06563848068992773`", + RowBox[{"-", "0.1456160975603047`"}], + RowBox[{"-", "0.12244058264564361`"}], "0.47183857280304675`", + "0.8298750713932548`", "0.`", + RowBox[{"-", "0.3856904788538549`"}], + RowBox[{"-", "0.17048171455607775`"}]}, { - RowBox[{"-", "0.23421422893405675`"}], - RowBox[{"-", "0.5899811914629836`"}], "0.4155913372954043`", "0.`", - "0.4889859271133017`", "0.15897806061008546`", - RowBox[{"-", "0.19411918591411448`"}], - RowBox[{"-", "0.2984648037966178`"}]}, - {"0.6020574167060839`", "0.2672233585138537`", "0.08835905856767035`", - RowBox[{"-", "0.4889859271133017`"}], "0.`", - RowBox[{"-", "0.8716042851491039`"}], "0.0013706594891405022`", - RowBox[{"-", "0.4528267530543282`"}]}, - {"0.626218255223044`", - RowBox[{"-", "0.6754812362662443`"}], "0.6514068072289585`", - RowBox[{"-", "0.15897806061008546`"}], "0.8716042851491039`", "0.`", - "0.5851116649992727`", - RowBox[{"-", "0.020446012157338878`"}]}, - {"0.31558916089722877`", "0.1978880556095377`", - RowBox[{"-", "0.12634616022883205`"}], "0.19411918591411448`", - RowBox[{"-", "0.0013706594891405022`"}], - RowBox[{"-", "0.5851116649992727`"}], "0.`", - RowBox[{"-", "0.3209137400582591`"}]}, - { - RowBox[{"-", "0.06161105630571084`"}], "0.00576799825317309`", - RowBox[{"-", "0.6848534091020086`"}], "0.2984648037966178`", - "0.4528267530543282`", "0.020446012157338878`", "0.3209137400582591`", - "0.`"} + RowBox[{"-", "0.18040920224036605`"}], + RowBox[{"-", "0.7066581770151461`"}], + RowBox[{"-", "0.5444619726410866`"}], + RowBox[{"-", "0.58062934881313`"}], + RowBox[{"-", "0.20679630498742818`"}], "0.3856904788538549`", "0.`", + RowBox[{"-", "0.05152657777596703`"}]}, + {"0.05680983835760123`", "0.46842279243974905`", "0.35571399781468616`", + + RowBox[{"-", "0.33887152901990425`"}], + RowBox[{"-", "0.7773289259059615`"}], "0.17048171455607775`", + "0.05152657777596703`", "0.`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -600,8 +667,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[2]//MatrixForm=", - CellID->492181354,ExpressionUUID->"bb53397f-8095-4a4c-b440-a784a2d4138a"] + CellLabel->"Out[3]//MatrixForm=", + CellID->139765207,ExpressionUUID->"53f48e1c-af53-4d78-a871-cfdb3191d7cb"] }, Open ]], Cell[BoxData[ @@ -611,37 +678,38 @@ Cell[BoxData[ RowBox[{"tri", ",", "map", ",", "prm"}], "}"}], "=", RowBox[{"SkewTridiagonalize", "[", "mat", "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1002307080,ExpressionUUID->"ca3e69a8-5150-4f90-b75b-57934f0225d3"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"tri", "//", "MatrixForm"}]], "Input", + RowBox[{ + RowBox[{"tri", "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->685678934,ExpressionUUID->"f56b7616-dbdd-49a6-a1b7-7b48d943e5f8"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.`", - RowBox[{"-", "0.626218255223044`"}], "0", "0", "0", "0", "0", "0"}, - {"0.626218255223044`", "0.`", "0.8716042851491039`", "0", "0", "0", "0", + {"0", + RowBox[{"-", "0.9687571578471033`"}], "0", "0", "0", "0", "0", "0"}, + {"0.9687571578471033`", "0", "0.3812664411457054`", "0", "0", "0", "0", "0"}, {"0", - RowBox[{"-", "0.8716042851491039`"}], "0.`", - RowBox[{"-", "0.6621335544678353`"}], "0", "0", "0", "0"}, - {"0", "0", "0.6621335544678353`", "0.`", - RowBox[{"-", "0.522127514989997`"}], "0", "0", "0"}, - {"0", "0", "0", "0.522127514989997`", "0.`", - RowBox[{"-", "0.639062128501889`"}], "0", "0"}, - {"0", "0", "0", "0", "0.639062128501889`", "0.`", "0.8883594402451286`", + RowBox[{"-", "0.38126644114570557`"}], "0", + RowBox[{"-", "0.7500483366133857`"}], "0", "0", "0", "0"}, + {"0", "0", "0.7500483366133855`", "0", + RowBox[{"-", "0.9932956785870037`"}], "0", "0", "0"}, + {"0", "0", "0", "0.9932956785870036`", "0", + RowBox[{"-", "1.1574637892648996`"}], "0", "0"}, + {"0", "0", "0", "0", "1.1574637892648998`", "0", "1.0152060671557108`", "0"}, {"0", "0", "0", "0", "0", - RowBox[{"-", "0.8883594402451286`"}], "0.`", - RowBox[{"-", "0.2457320063382713`"}]}, - {"0", "0", "0", "0", "0", "0", "0.2457320063382713`", "0.`"} + RowBox[{"-", "1.0152060671557108`"}], "0", + RowBox[{"-", "0.04546096661842295`"}]}, + {"0", "0", "0", "0", "0", "0", "0.04546096661842286`", "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -653,8 +721,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->1700801214,ExpressionUUID->"fbc4868c-9042-4828-adf7-ca58c2ba96c0"] + CellLabel->"Out[5]//MatrixForm=", + CellID->2023855532,ExpressionUUID->"7b0ab42b-f253-4718-b2e0-22fc3d26252a"] }, Open ]], Cell[CellGroupData[{ @@ -662,34 +730,49 @@ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"map", "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1388800204,ExpressionUUID->"2675b202-5172-4d25-9a6f-23c2ea0cadb6"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"1", "0", "0", "0", "0", "0", "0", "0"}, - {"0", "1", "0", "0", "0", "0", "0", "0"}, - {"0", "0.9614178629967366`", "1", "0", "0", "0", "0", "0"}, - {"0", - RowBox[{"-", "0.37401373559548373`"}], - RowBox[{"-", "0.18239706173873313`"}], "1", "0", "0", "0", "0"}, - {"0", "0.5039603337415058`", "0.6713042546586133`", - "0.1841201972502902`", "1", "0", "0", "0"}, - {"0", - RowBox[{"-", "0.026262973313862455`"}], "0.7473653105291048`", - "0.8469681052665692`", - RowBox[{"-", "0.12689745089573073`"}], "1", "0", "0"}, - {"0", - RowBox[{"-", "0.09838591544056226`"}], - RowBox[{"-", "0.02345790688011729`"}], "0.7837137594583775`", - "0.7078510058861524`", "0.560369897635955`", "1", "0"}, - {"0", - RowBox[{"-", "0.4438940985816156`"}], - RowBox[{"-", "0.7749861350792818`"}], - RowBox[{"-", "0.8000547368860743`"}], "0.3108112819595659`", - RowBox[{"-", "0.7277036259309692`"}], - RowBox[{"-", "0.11123615455731378`"}], "1"} + {"1.`", "0.`", "0.`", "0.`", "0.`", "0.`", "0.`", "0.`"}, + {"0.`", + RowBox[{"-", "0.01857367210394556`"}], + RowBox[{"-", "0.5469462655767667`"}], + RowBox[{"-", "0.3700574993477384`"}], "0.20604154343058928`", + RowBox[{"-", "0.41883877521753526`"}], "0.40077095046729966`", + RowBox[{"-", "0.4301928131306414`"}]}, + {"0.`", "0.29298854243401784`", "0.12841469785333992`", + RowBox[{"-", "0.27414219390662575`"}], "0.6135907606034153`", + RowBox[{"-", "0.33876283646318317`"}], + RowBox[{"-", "0.1326102438945799`"}], "0.5600661382778355`"}, + {"0.`", + RowBox[{"-", "0.7907244075437575`"}], + RowBox[{"-", "0.1265384806529943`"}], + RowBox[{"-", "0.4117606729247284`"}], "0.14665232297648`", + "0.3138568017856155`", + RowBox[{"-", "0.0627473184801951`"}], "0.25543267336664677`"}, + {"0.`", "0.49583999545898244`", + RowBox[{"-", "0.5101490517741366`"}], + RowBox[{"-", "0.24330291908934495`"}], "0.014604081280577922`", + "0.6312997716416483`", + RowBox[{"-", "0.17918960450302168`"}], "0.06190911251982881`"}, + {"0.`", "0.06775535040773066`", + RowBox[{"-", "0.17586308687481844`"}], + RowBox[{"-", "0.2905401107213`"}], + RowBox[{"-", "0.7336016586496085`"}], + RowBox[{"-", "0.3220039308574529`"}], "0.05593842965361561`", + "0.48485131561626194`"}, + {"0.`", + RowBox[{"-", "0.18622747793811872`"}], + RowBox[{"-", "0.611894948543143`"}], "0.661325993702912`", + "0.119989678185326`", + RowBox[{"-", "0.17118219520373798`"}], + RowBox[{"-", "0.16525761305750003`"}], "0.28729929161380924`"}, + {"0.`", "0.058641980497828115`", "0.05246096126730372`", + "0.19337713568736498`", "0.08224452209077716`", "0.2824507954695459`", + "0.8690867859723665`", "0.3384668288510052`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -701,8 +784,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[5]//MatrixForm=", - CellID->365165912,ExpressionUUID->"099f17be-0db9-4d7e-84e6-59ece7981880"] + CellLabel->"Out[6]//MatrixForm=", + CellID->1513924520,ExpressionUUID->"ab399fbd-1372-49ce-80ad-e27a2c944a64"] }, Open ]], Cell[CellGroupData[{ @@ -717,7 +800,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->569010040,ExpressionUUID->"500c4ae9-5dd3-4456-82a1-b32fe44281df"], Cell[BoxData[ @@ -742,8 +825,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[6]//MatrixForm=", - CellID->286335362,ExpressionUUID->"6ac05a90-dcca-40ad-87c2-4f9627802ca9"] + CellLabel->"Out[7]//MatrixForm=", + CellID->367100152,ExpressionUUID->"e93f83f3-9919-47eb-b91f-70e6e706c59a"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -776,14 +859,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"68a743c7-d262-4b3b-88e7-1ab902792e54"], + ExpressionUUID->"92dca1b4-1ff6-4b7b-b3b2-0cca870aa54e"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"02f863a7-0e65-4807-9213-3018e9387056"], + "Spacer1"]],ExpressionUUID->"10c1cc1b-e362-451e-9668-529df377fc45"], "Options", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(2)", "ExampleCount",ExpressionUUID-> - "f62ba533-383a-41b5-8dde-296c2d1c4d9d"] + "e948cc29-4bb8-4c6e-b422-6f804ff414da"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -816,14 +899,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"bbf1ec7f-603b-425b-b0f0-94a3ce0e40fa"], + ExpressionUUID->"f7faed31-aa4d-44ab-b51c-e8f8ca9e7d58"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"a8fc2b6d-d3b7-420c-adbc-a6db7a317355"], + "Spacer1"]],ExpressionUUID->"1c12b4b6-b3c4-4126-9c2b-f7c8d889e270"], "Method", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(2)", "ExampleCount",ExpressionUUID-> - "1d98b0b5-3def-40a7-b0ca-43b3eb61b70d"] + "1f55deab-fff5-4ce9-a14d-fb62b6508b11"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -836,6 +919,13 @@ Cell[BoxData[ CellLabel->"In[1]:=", CellID->39682345,ExpressionUUID->"02239d56-95f2-4fed-b98c-7ae13c0d4e36"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->919314015,ExpressionUUID->"7a6df96d-0a44-4f97-9a0f-b5fc2c5b38c8"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -849,7 +939,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->1221241845,ExpressionUUID->"2874170a-571d-40cc-9730-d68254a9cb59"], Cell[BoxData[ @@ -858,165 +948,165 @@ Cell[BoxData[ { RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.33958756285960146`", "\[VeryThinSpace]", "+", - RowBox[{"0.3086332725068428`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.47779893955977704`", "\[VeryThinSpace]", "-", - RowBox[{"0.3731726221016469`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.9345652781975309`"}], "+", - RowBox[{"0.14611368191136398`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.7737330332271775`"}], "-", - RowBox[{"0.5182381676227195`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3785377004170285`", "\[VeryThinSpace]", "-", - RowBox[{"0.5446195633027107`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.2720906030006103`", "\[VeryThinSpace]", "-", - RowBox[{"0.5722747838557702`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.9044296600427617`"}], "+", - RowBox[{"0.8986819084688449`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.03598675559640485`", "\[VeryThinSpace]", "+", + RowBox[{"0.362202293199652`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5676694953002892`"}], "+", + RowBox[{"0.7871053356055966`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.5320398593848505`", "\[VeryThinSpace]", "+", + RowBox[{"0.397263866181794`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9606970894955289`"}], "+", + RowBox[{"0.5034325533814856`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.13127696137985545`"}], "+", + RowBox[{"0.7125443151882211`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3608184044807321`", "\[VeryThinSpace]", "+", + RowBox[{"0.03221372949314061`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11361967671520246`"}], "+", + RowBox[{"1.4024188992032154`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.33958756285960146`"}], "-", - RowBox[{"0.3086332725068428`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.03598675559640485`"}], "-", + RowBox[{"0.362202293199652`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.020135717170053358`", "\[VeryThinSpace]", "+", - RowBox[{"0.9398746554491013`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.09158843446047`"}], "-", - RowBox[{"1.2320049624064806`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1249704399303169`", "\[VeryThinSpace]", "+", - RowBox[{"0.43975386565911556`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.10222901004442164`", "\[VeryThinSpace]", "+", - RowBox[{"1.2393971999824474`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.15441869208743197`"}], "+", - RowBox[{"0.005946375900125922`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9551111242884698`", "\[VeryThinSpace]", "-", - RowBox[{"1.1787994122837993`", " ", "\[ImaginaryI]"}]}]}, - { + RowBox[{"0.10290361017379812`", "\[VeryThinSpace]", "+", + RowBox[{"0.2149449264792187`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.47779893955977704`"}], "+", - RowBox[{"0.3731726221016469`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.1570938604000438`"}], "-", + RowBox[{"0.47855836827657816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.020135717170053358`"}], "-", - RowBox[{"0.9398746554491013`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7810314949385067`", "\[VeryThinSpace]", "+", - RowBox[{"0.5416530584207506`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.4628073031271556`"}], "+", - RowBox[{"0.9625398549668573`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31052811782345824`"}], "+", - RowBox[{"0.17710953205622726`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1178489728000871`", "\[VeryThinSpace]", "+", - RowBox[{"0.9247674813714628`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5623810941282925`", "\[VeryThinSpace]", "-", - RowBox[{"0.46439857940766327`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.4630992750084717`"}], "+", + RowBox[{"0.2558776729038579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2912321951206094`", "\[VeryThinSpace]", "+", + RowBox[{"0.5213069358462303`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.4133163540302922`", "\[VeryThinSpace]", "-", + RowBox[{"0.6923685015654724`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9368455848794981`"}], "-", + RowBox[{"0.6790521181453779`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.9345652781975309`", "\[VeryThinSpace]", "-", - RowBox[{"0.14611368191136398`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.09158843446047`", "\[VeryThinSpace]", "+", - RowBox[{"1.2320049624064806`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5676694953002892`", "\[VeryThinSpace]", "-", + RowBox[{"0.7871053356055966`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.7810314949385067`"}], "-", - RowBox[{"0.5416530584207506`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10290361017379812`"}], "-", + RowBox[{"0.2149449264792187`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4499699693291421`"}], "-", - RowBox[{"0.8812273054307229`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6747979956642571`"}], "+", + RowBox[{"0.1357206859780451`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6133274220176181`"}], "-", - RowBox[{"0.2724528082428517`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.8177958195471549`"}], "+", + RowBox[{"1.1883299454011906`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.24488116529128723`", "\[VeryThinSpace]", "+", + RowBox[{"0.2946925567785623`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.0889239452821733`", "\[VeryThinSpace]", "-", + RowBox[{"0.9126421323050442`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.7643537127061188`"}], "-", - RowBox[{"0.058365901247452445`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.7114279956293723`"}], "-", + RowBox[{"0.5425866933771437`", " ", "\[ImaginaryI]"}]}]}, + { RowBox[{ - RowBox[{"-", "0.8538614761061316`"}], "+", - RowBox[{"0.16084316629942297`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "1.5320398593848505`"}], "-", + RowBox[{"0.397263866181794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1570938604000438`", "\[VeryThinSpace]", "+", + RowBox[{"0.47855836827657816`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6747979956642571`", "\[VeryThinSpace]", "-", + RowBox[{"0.1357206859780451`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32414975312077887`", "\[VeryThinSpace]", "+", + RowBox[{"0.9902924555316903`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9436771456060935`"}], "-", + RowBox[{"1.6475704807026341`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.16125869762626`", "\[VeryThinSpace]", "-", + RowBox[{"0.35205200004602055`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6777430580398085`", "\[VeryThinSpace]", "+", + RowBox[{"0.8783321256981362`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.7737330332271775`", "\[VeryThinSpace]", "+", - RowBox[{"0.5182381676227195`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1249704399303169`"}], "-", - RowBox[{"0.43975386565911556`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.4628073031271556`", "\[VeryThinSpace]", "-", - RowBox[{"0.9625398549668573`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.4499699693291421`", "\[VeryThinSpace]", "+", - RowBox[{"0.8812273054307229`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9606970894955289`", "\[VeryThinSpace]", "-", + RowBox[{"0.5034325533814856`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4630992750084717`", "\[VeryThinSpace]", "-", + RowBox[{"0.2558776729038579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.8177958195471549`", "\[VeryThinSpace]", "-", + RowBox[{"1.1883299454011906`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32414975312077887`"}], "-", + RowBox[{"0.9902924555316903`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.3931853575394482`"}], "+", - RowBox[{"0.2217319844820156`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6357152587248711`", "\[VeryThinSpace]", "-", - RowBox[{"0.13006586602974402`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2630498430039765`"}], "-", - RowBox[{"0.974213390435537`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "1.6597501427865096`"}], "-", + RowBox[{"0.9421773454948807`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.41359260997485636`", "\[VeryThinSpace]", "-", + RowBox[{"0.19326089388407075`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.554657851811923`", "\[VeryThinSpace]", "+", + RowBox[{"0.23037324769842016`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.3785377004170285`"}], "+", - RowBox[{"0.5446195633027107`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.10222901004442164`"}], "-", - RowBox[{"1.2393971999824474`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.31052811782345824`", "\[VeryThinSpace]", "-", - RowBox[{"0.17710953205622726`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6133274220176181`", "\[VeryThinSpace]", "+", - RowBox[{"0.2724528082428517`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.3931853575394482`", "\[VeryThinSpace]", "-", - RowBox[{"0.2217319844820156`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13127696137985545`", "\[VeryThinSpace]", "-", + RowBox[{"0.7125443151882211`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2912321951206094`"}], "-", + RowBox[{"0.5213069358462303`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.24488116529128723`"}], "-", + RowBox[{"0.2946925567785623`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9436771456060935`", "\[VeryThinSpace]", "+", + RowBox[{"1.6475704807026341`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.6597501427865096`", "\[VeryThinSpace]", "+", + RowBox[{"0.9421773454948807`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8371708811874607`", "\[VeryThinSpace]", "+", - RowBox[{"0.881358132914495`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5292209341728236`", "\[VeryThinSpace]", "+", - RowBox[{"0.06993094774929531`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{ + RowBox[{"-", "0.7713809577077098`"}], "-", + RowBox[{"0.11431169620507564`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3409634291121555`"}], "-", + RowBox[{"1.7915881925209365`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "1.2720906030006103`"}], "+", - RowBox[{"0.5722747838557702`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.15441869208743197`", "\[VeryThinSpace]", "-", - RowBox[{"0.005946375900125922`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3608184044807321`"}], "-", + RowBox[{"0.03221372949314061`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.4133163540302922`"}], "+", + RowBox[{"0.6923685015654724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1178489728000871`"}], "-", - RowBox[{"0.9247674813714628`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.7643537127061188`", "\[VeryThinSpace]", "+", - RowBox[{"0.058365901247452445`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.0889239452821733`"}], "+", + RowBox[{"0.9126421323050442`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6357152587248711`"}], "+", - RowBox[{"0.13006586602974402`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.16125869762626`"}], "+", + RowBox[{"0.35205200004602055`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.8371708811874607`"}], "-", - RowBox[{"0.881358132914495`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41359260997485636`"}], "+", + RowBox[{"0.19326089388407075`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7713809577077098`", "\[VeryThinSpace]", "+", + RowBox[{"0.11431169620507564`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10020628130636933`"}], "-", - RowBox[{"0.1163932584320988`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.10305315555193406`"}], "+", + RowBox[{"1.132323234536019`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.9044296600427617`", "\[VeryThinSpace]", "-", - RowBox[{"0.8986819084688449`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.9551111242884698`"}], "+", - RowBox[{"1.1787994122837993`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.5623810941282925`"}], "+", - RowBox[{"0.46439857940766327`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8538614761061316`", "\[VeryThinSpace]", "-", - RowBox[{"0.16084316629942297`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2630498430039765`", "\[VeryThinSpace]", "+", - RowBox[{"0.974213390435537`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.5292209341728236`"}], "-", - RowBox[{"0.06993094774929531`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.10020628130636933`", "\[VeryThinSpace]", "+", - RowBox[{"0.1163932584320988`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11361967671520246`", "\[VeryThinSpace]", "-", + RowBox[{"1.4024188992032154`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9368455848794981`", "\[VeryThinSpace]", "+", + RowBox[{"0.6790521181453779`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7114279956293723`", "\[VeryThinSpace]", "+", + RowBox[{"0.5425866933771437`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6777430580398085`"}], "-", + RowBox[{"0.8783321256981362`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.554657851811923`"}], "-", + RowBox[{"0.23037324769842016`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3409634291121555`", "\[VeryThinSpace]", "+", + RowBox[{"1.7915881925209365`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10305315555193406`", "\[VeryThinSpace]", "-", + RowBox[{"1.132323234536019`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}]} }, @@ -1030,8 +1120,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[2]//MatrixForm=", - CellID->86660871,ExpressionUUID->"f25977b5-83e2-4e06-813a-a235702d10b1"] + CellLabel->"Out[3]//MatrixForm=", + CellID->264279002,ExpressionUUID->"19d32d1a-acda-458f-a008-d95590ee3e22"] }, Open ]], Cell["Use the Householder tridiagonalization.", "ExampleText", @@ -1047,7 +1137,7 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1840992077,ExpressionUUID->"98c66b2f-a176-40fe-b6dd-1dc020c7014e"], Cell[TextData[{ @@ -1067,7 +1157,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->220659276,ExpressionUUID->"26f1e622-85f9-4359-997e-4c6917feb787"], Cell[BoxData[ @@ -1092,8 +1182,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->2084541059,ExpressionUUID->"083b2871-9ced-4b63-af06-18f922fd9465"] + CellLabel->"Out[5]//MatrixForm=", + CellID->895174871,ExpressionUUID->"e356fda4-289a-46f0-b7ca-010103c0c8ad"] }, Open ]], Cell["\<\ @@ -1114,18 +1204,18 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1273099968,ExpressionUUID->"56706982-c0d3-46f0-a92a-370f0532490f"], Cell[BoxData[ TemplateBox[{ "SkewTridiagonalize", "Hessenberg", "\"SkewTridiagonalize with the Hessenberg decomposition only works for \ -real matrices; instead, using Householder method.\"", 2, 187, 9, - 18609816369771105150, "Local", "Q3`SkewTridiagonalize"}, +real matrices; instead, using Householder method.\"", 2, 28, 2, + 18664511855671872832, "Local", "Q3`SkewTridiagonalize"}, "MessageTemplate2"]], "Message", "MSG", - CellLabel->"During evaluation of In[5]:=", - CellID->1504888348,ExpressionUUID->"ef14676a-b367-4bf1-88be-ba748020f3c4"] + CellLabel->"During evaluation of In[6]:=", + CellID->999767349,ExpressionUUID->"529ced0c-cb31-4f5c-a395-e00fd8e6967d"] }, Open ]], Cell[CellGroupData[{ @@ -1138,7 +1228,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1118238103,ExpressionUUID->"56297c94-a02f-4a57-80da-66871aa47aaa"], Cell[BoxData[ @@ -1163,8 +1253,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[6]//MatrixForm=", - CellID->1381979699,ExpressionUUID->"55597d16-82b8-4f9f-804a-2ba6e2048b37"] + CellLabel->"Out[7]//MatrixForm=", + CellID->1249015234,ExpressionUUID->"4b61c4ea-f60e-4e2d-b54c-1e2b50b84c1b"] }, Open ]], Cell[CellGroupData[{ @@ -1183,6 +1273,13 @@ Cell[BoxData[ CellLabel->"In[1]:=", CellID->218346890,ExpressionUUID->"08e1017d-4f9e-48cd-be51-6decceab1146"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1234664510,ExpressionUUID->"d9540336-7daf-4f11-afd5-9653767bd865"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -1202,53 +1299,57 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->1854111154,ExpressionUUID->"0cbcc9f8-8372-4f27-a490-f6d98f5db808"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.`", "0.2958067170277461`", - RowBox[{"-", "0.20901362060877293`"}], - RowBox[{"-", "0.060614676660792455`"}], - RowBox[{"-", "0.37509080321159516`"}], "0.8220777305407296`", - "0.68509007033338`", "0.5099706872766496`"}, + {"0.`", "0.017993377798202426`", + RowBox[{"-", "0.2838347476501446`"}], "0.7660199296924253`", + RowBox[{"-", "0.48034854474776445`"}], + RowBox[{"-", "0.06563848068992773`"}], "0.18040920224036605`", + RowBox[{"-", "0.05680983835760123`"}]}, { - RowBox[{"-", "0.2958067170277461`"}], "0.`", - RowBox[{"-", "0.6192479250681411`"}], "0.01129679427657293`", - RowBox[{"-", "0.5379219135250948`"}], "0.09985164517470113`", - RowBox[{"-", "0.07081600099969765`"}], - RowBox[{"-", "0.24068305624417818`"}]}, - {"0.20901362060877293`", "0.6192479250681411`", "0.`", - RowBox[{"-", "0.6114820738849969`"}], "0.4132511538389505`", - RowBox[{"-", "0.25984929839506377`"}], "0.6055013394620141`", - RowBox[{"-", "0.26109932340689057`"}]}, - {"0.060614676660792455`", - RowBox[{"-", "0.01129679427657293`"}], "0.6114820738849969`", "0.`", - RowBox[{"-", "0.0555185344822029`"}], "0.4276656243052952`", - "0.008636870829579868`", - RowBox[{"-", "0.9291112428605794`"}]}, - {"0.37509080321159516`", "0.5379219135250948`", - RowBox[{"-", "0.4132511538389505`"}], "0.0555185344822029`", "0.`", - "0.19255000562011992`", - RowBox[{"-", "0.40420026619650895`"}], "0.12909941814573456`"}, + RowBox[{"-", "0.017993377798202426`"}], "0.`", "0.05145180508689906`", + RowBox[{"-", "0.5785469302000219`"}], + RowBox[{"-", "0.23154963750423585`"}], "0.1456160975603047`", + "0.7066581770151461`", + RowBox[{"-", "0.46842279243974905`"}]}, + {"0.2838347476501446`", + RowBox[{"-", "0.05145180508689906`"}], "0.`", + RowBox[{"-", "0.33739899783212857`"}], + RowBox[{"-", "0.40889790977357743`"}], "0.12244058264564361`", + "0.5444619726410866`", + RowBox[{"-", "0.35571399781468616`"}]}, { - RowBox[{"-", "0.8220777305407296`"}], - RowBox[{"-", "0.09985164517470113`"}], "0.25984929839506377`", - RowBox[{"-", "0.4276656243052952`"}], - RowBox[{"-", "0.19255000562011992`"}], "0.`", "0.6530460366317452`", - "0.031532645998673337`"}, + RowBox[{"-", "0.7660199296924253`"}], "0.5785469302000219`", + "0.33739899783212857`", "0.`", "0.16207487656038944`", + RowBox[{"-", "0.47183857280304675`"}], "0.58062934881313`", + "0.33887152901990425`"}, + {"0.48034854474776445`", "0.23154963750423585`", "0.40889790977357743`", + + RowBox[{"-", "0.16207487656038944`"}], "0.`", + RowBox[{"-", "0.8298750713932548`"}], "0.20679630498742818`", + "0.7773289259059615`"}, + {"0.06563848068992773`", + RowBox[{"-", "0.1456160975603047`"}], + RowBox[{"-", "0.12244058264564361`"}], "0.47183857280304675`", + "0.8298750713932548`", "0.`", + RowBox[{"-", "0.3856904788538549`"}], + RowBox[{"-", "0.17048171455607775`"}]}, { - RowBox[{"-", "0.68509007033338`"}], "0.07081600099969765`", - RowBox[{"-", "0.6055013394620141`"}], - RowBox[{"-", "0.008636870829579868`"}], "0.40420026619650895`", - RowBox[{"-", "0.6530460366317452`"}], "0.`", - RowBox[{"-", "0.19127167021047486`"}]}, - { - RowBox[{"-", "0.5099706872766496`"}], "0.24068305624417818`", - "0.26109932340689057`", "0.9291112428605794`", - RowBox[{"-", "0.12909941814573456`"}], - RowBox[{"-", "0.031532645998673337`"}], "0.19127167021047486`", "0.`"} + RowBox[{"-", "0.18040920224036605`"}], + RowBox[{"-", "0.7066581770151461`"}], + RowBox[{"-", "0.5444619726410866`"}], + RowBox[{"-", "0.58062934881313`"}], + RowBox[{"-", "0.20679630498742818`"}], "0.3856904788538549`", "0.`", + RowBox[{"-", "0.05152657777596703`"}]}, + {"0.05680983835760123`", "0.46842279243974905`", "0.35571399781468616`", + + RowBox[{"-", "0.33887152901990425`"}], + RowBox[{"-", "0.7773289259059615`"}], "0.17048171455607775`", + "0.05152657777596703`", "0.`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -1260,8 +1361,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[2]//MatrixForm=", - CellID->233628960,ExpressionUUID->"aafa64b2-a8b8-4ed7-b42f-bc8344bcc9b9"] + CellLabel->"Out[3]//MatrixForm=", + CellID->4708683,ExpressionUUID->"502334a8-c5d6-4500-a628-fd34582213dd"] }, Open ]], Cell["Use the Householder tridiagonalization.", "ExampleText", @@ -1277,7 +1378,7 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1940412257,ExpressionUUID->"03d35fd6-d0ec-4eaa-97c9-6edecd98c88b"], Cell[TextData[{ @@ -1297,7 +1398,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->822140057,ExpressionUUID->"9591501b-0e38-49d1-a8b5-bdc0d2e4a29c"], Cell[BoxData[ @@ -1322,8 +1423,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->1302677916,ExpressionUUID->"4c0e48c3-37c1-42bf-a736-e096ac595c72"] + CellLabel->"Out[5]//MatrixForm=", + CellID->1493070178,ExpressionUUID->"326e4b74-1bf3-487c-b7ae-b5700c775d18"] }, Open ]], Cell[TextData[{ @@ -1346,7 +1447,7 @@ Cell[BoxData[ RowBox[{"Method", "->", "\"\\""}]}], "]"}]}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->1377990045,ExpressionUUID->"7d132863-a619-4409-98e7-bb92c200a0ba"], Cell[TextData[{ @@ -1366,7 +1467,7 @@ Cell[BoxData[ RowBox[{"Transpose", "[", "map", "]"}]}]}], "//", "Chop"}], "//", "MatrixForm"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1294078191,ExpressionUUID->"bf3d5b4b-32fc-4111-9267-b5427bbad0fd"], Cell[BoxData[ @@ -1391,8 +1492,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[6]//MatrixForm=", - CellID->1905183740,ExpressionUUID->"478db82f-bce6-460b-9cce-832084a35a6e"] + CellLabel->"Out[7]//MatrixForm=", + CellID->1976966489,ExpressionUUID->"2b838c1c-b250-4000-8ce9-5fa8f6941470"] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[ @@ -1429,14 +1530,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"e014b94e-ce94-4339-96a4-4cef6ecfe550"], + ExpressionUUID->"b18bceba-523e-4555-bfcc-c62b7f6aa1ac"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"63216c0b-2d51-40ee-b35d-9d458cdfb247"], + "Spacer1"]],ExpressionUUID->"b891450e-a050-4b6d-aa89-26e7bd7e1c0e"], "Properties & Relations", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "55b1fa14-abdb-4c69-a383-fcef834ca218"] + "12788bed-a23f-491b-88ad-f979f7ed174a"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -1449,6 +1550,13 @@ Cell[BoxData[ CellLabel->"In[1]:=", CellID->1088812704,ExpressionUUID->"244fae11-eb23-43c5-ae71-b4f7591fe95d"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "23", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->398946687,ExpressionUUID->"8746689f-10b5-4a5e-b1bf-8668b4b690a2"], + Cell[CellGroupData[{ Cell[BoxData[{ @@ -1462,7 +1570,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->298526523,ExpressionUUID->"81bda3db-a922-4be9-8b6b-239673a59c85"], Cell[BoxData[ @@ -1471,165 +1579,165 @@ Cell[BoxData[ { RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03598675559640485`", "\[VeryThinSpace]", "+", + RowBox[{"0.362202293199652`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.25690210761157806`"}], "-", - RowBox[{"0.6061748863906082`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6402752440789388`", "\[VeryThinSpace]", "-", - RowBox[{"0.4901310936283627`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.5676694953002892`"}], "+", + RowBox[{"0.7871053356055966`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.5320398593848505`", "\[VeryThinSpace]", "+", + RowBox[{"0.397263866181794`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.20034328853178085`"}], "-", - RowBox[{"0.13444663068633966`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7337957273422022`", "\[VeryThinSpace]", "+", - RowBox[{"1.013649853645382`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.9606970894955289`"}], "+", + RowBox[{"0.5034325533814856`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.30465087794749257`"}], "-", - RowBox[{"0.12623775617303012`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.15827248023687046`", "\[VeryThinSpace]", "-", - RowBox[{"0.007008965435126857`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.13127696137985545`"}], "+", + RowBox[{"0.7125443151882211`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3608184044807321`", "\[VeryThinSpace]", "+", + RowBox[{"0.03221372949314061`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.39191212470262515`"}], "+", - RowBox[{"1.889115880153771`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.11361967671520246`"}], "+", + RowBox[{"1.4024188992032154`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.25690210761157806`", "\[VeryThinSpace]", "+", - RowBox[{"0.6061748863906082`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03598675559640485`"}], "-", + RowBox[{"0.362202293199652`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5315103028834094`", "\[VeryThinSpace]", "-", - RowBox[{"1.266797807711526`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.509956664593159`"}], "-", - RowBox[{"0.4322057008961453`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.0269594579130046`"}], "+", - RowBox[{"0.8426364902405625`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10290361017379812`", "\[VeryThinSpace]", "+", + RowBox[{"0.2149449264792187`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.0037304264326194`"}], "-", - RowBox[{"0.5408150639063916`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.1570938604000438`"}], "-", + RowBox[{"0.47855836827657816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.8739226817767078`"}], "-", - RowBox[{"0.12206727594089628`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4630992750084717`"}], "+", + RowBox[{"0.2558776729038579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2912321951206094`", "\[VeryThinSpace]", "+", + RowBox[{"0.5213069358462303`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.4133163540302922`", "\[VeryThinSpace]", "-", + RowBox[{"0.6923685015654724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.9189388917598444`"}], "-", - RowBox[{"0.8430310911158183`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.9368455848794981`"}], "-", + RowBox[{"0.6790521181453779`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.5676694953002892`", "\[VeryThinSpace]", "-", + RowBox[{"0.7871053356055966`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6402752440789388`"}], "+", - RowBox[{"0.4901310936283627`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.5315103028834094`"}], "+", - RowBox[{"1.266797807711526`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10290361017379812`"}], "-", + RowBox[{"0.2149449264792187`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.42111949620089906`", "\[VeryThinSpace]", "-", - RowBox[{"0.9279596159685326`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3115154729616605`"}], "-", - RowBox[{"0.3019834636927645`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3762550502302173`", "\[VeryThinSpace]", "-", - RowBox[{"1.3646345112108538`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6246041405317251`", "\[VeryThinSpace]", "-", - RowBox[{"0.48475650312872043`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.2240972319711703`"}], "+", - RowBox[{"0.04350132219293723`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.20034328853178085`", "\[VeryThinSpace]", "+", - RowBox[{"0.13444663068633966`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.509956664593159`", "\[VeryThinSpace]", "+", - RowBox[{"0.4322057008961453`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.42111949620089906`"}], "+", - RowBox[{"0.9279596159685326`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6747979956642571`"}], "+", + RowBox[{"0.1357206859780451`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.288988284169533`"}], "+", - RowBox[{"0.033096382999887375`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0897290705849816`", "\[VeryThinSpace]", "+", - RowBox[{"0.34590151258333135`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.3553470700468577`", "\[VeryThinSpace]", "-", - RowBox[{"0.22840959051657928`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.8177958195471549`"}], "+", + RowBox[{"1.1883299454011906`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.24488116529128723`", "\[VeryThinSpace]", "+", + RowBox[{"0.2946925567785623`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.0889239452821733`", "\[VeryThinSpace]", "-", + RowBox[{"0.9126421323050442`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.8713597395737165`"}], "-", - RowBox[{"1.5326043754320118`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.7114279956293723`"}], "-", + RowBox[{"0.5425866933771437`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.7337957273422022`"}], "-", - RowBox[{"1.013649853645382`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0269594579130046`", "\[VeryThinSpace]", "-", - RowBox[{"0.8426364902405625`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3115154729616605`", "\[VeryThinSpace]", "+", - RowBox[{"0.3019834636927645`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.288988284169533`", "\[VeryThinSpace]", "-", - RowBox[{"0.033096382999887375`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.5320398593848505`"}], "-", + RowBox[{"0.397263866181794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1570938604000438`", "\[VeryThinSpace]", "+", + RowBox[{"0.47855836827657816`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6747979956642571`", "\[VeryThinSpace]", "-", + RowBox[{"0.1357206859780451`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2158700655619894`", "\[VeryThinSpace]", "+", - RowBox[{"0.4132953861973747`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1740529363222576`", "\[VeryThinSpace]", "-", - RowBox[{"0.4694601662319027`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.4717158023294741`", "\[VeryThinSpace]", "+", - RowBox[{"0.1998781970652601`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.32414975312077887`", "\[VeryThinSpace]", "+", + RowBox[{"0.9902924555316903`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.9436771456060935`"}], "-", + RowBox[{"1.6475704807026341`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.16125869762626`", "\[VeryThinSpace]", "-", + RowBox[{"0.35205200004602055`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.6777430580398085`", "\[VeryThinSpace]", "+", + RowBox[{"0.8783321256981362`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.30465087794749257`", "\[VeryThinSpace]", "+", - RowBox[{"0.12623775617303012`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.0037304264326194`", "\[VeryThinSpace]", "+", - RowBox[{"0.5408150639063916`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3762550502302173`"}], "+", - RowBox[{"1.3646345112108538`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.0897290705849816`"}], "-", - RowBox[{"0.34590151258333135`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9606970894955289`", "\[VeryThinSpace]", "-", + RowBox[{"0.5034325533814856`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4630992750084717`", "\[VeryThinSpace]", "-", + RowBox[{"0.2558776729038579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.8177958195471549`", "\[VeryThinSpace]", "-", + RowBox[{"1.1883299454011906`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32414975312077887`"}], "-", + RowBox[{"0.9902924555316903`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.2158700655619894`"}], "-", - RowBox[{"0.4132953861973747`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.6597501427865096`"}], "-", + RowBox[{"0.9421773454948807`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.41359260997485636`", "\[VeryThinSpace]", "-", + RowBox[{"0.19326089388407075`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.554657851811923`", "\[VeryThinSpace]", "+", + RowBox[{"0.23037324769842016`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.13127696137985545`", "\[VeryThinSpace]", "-", + RowBox[{"0.7125443151882211`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2912321951206094`"}], "-", + RowBox[{"0.5213069358462303`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.24488116529128723`"}], "-", + RowBox[{"0.2946925567785623`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9436771456060935`", "\[VeryThinSpace]", "+", + RowBox[{"1.6475704807026341`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.6597501427865096`", "\[VeryThinSpace]", "+", + RowBox[{"0.9421773454948807`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7189444649326244`", "\[VeryThinSpace]", "-", - RowBox[{"0.8622208934065378`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.195337533695366`", "\[VeryThinSpace]", "+", - RowBox[{"0.642299982068661`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{ + RowBox[{"-", "0.7713809577077098`"}], "-", + RowBox[{"0.11431169620507564`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3409634291121555`"}], "-", + RowBox[{"1.7915881925209365`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.15827248023687046`"}], "+", - RowBox[{"0.007008965435126857`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8739226817767078`", "\[VeryThinSpace]", "+", - RowBox[{"0.12206727594089628`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3608184044807321`"}], "-", + RowBox[{"0.03221372949314061`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6246041405317251`"}], "+", - RowBox[{"0.48475650312872043`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.4133163540302922`"}], "+", + RowBox[{"0.6923685015654724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "1.3553470700468577`"}], "+", - RowBox[{"0.22840959051657928`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.0889239452821733`"}], "+", + RowBox[{"0.9126421323050442`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1740529363222576`"}], "+", - RowBox[{"0.4694601662319027`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.16125869762626`"}], "+", + RowBox[{"0.35205200004602055`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.7189444649326244`"}], "+", - RowBox[{"0.8622208934065378`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41359260997485636`"}], "+", + RowBox[{"0.19326089388407075`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7713809577077098`", "\[VeryThinSpace]", "+", + RowBox[{"0.11431169620507564`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.30390386842641837`", "\[VeryThinSpace]", "+", - RowBox[{"0.7594148637187939`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{ + RowBox[{"-", "0.10305315555193406`"}], "+", + RowBox[{"1.132323234536019`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.39191212470262515`", "\[VeryThinSpace]", "-", - RowBox[{"1.889115880153771`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9189388917598444`", "\[VeryThinSpace]", "+", - RowBox[{"0.8430310911158183`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.2240972319711703`", "\[VeryThinSpace]", "-", - RowBox[{"0.04350132219293723`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8713597395737165`", "\[VeryThinSpace]", "+", - RowBox[{"1.5326043754320118`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.4717158023294741`"}], "-", - RowBox[{"0.1998781970652601`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.195337533695366`"}], "-", - RowBox[{"0.642299982068661`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.30390386842641837`"}], "-", - RowBox[{"0.7594148637187939`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11361967671520246`", "\[VeryThinSpace]", "-", + RowBox[{"1.4024188992032154`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9368455848794981`", "\[VeryThinSpace]", "+", + RowBox[{"0.6790521181453779`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7114279956293723`", "\[VeryThinSpace]", "+", + RowBox[{"0.5425866933771437`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6777430580398085`"}], "-", + RowBox[{"0.8783321256981362`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.554657851811923`"}], "-", + RowBox[{"0.23037324769842016`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3409634291121555`", "\[VeryThinSpace]", "+", + RowBox[{"1.7915881925209365`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10305315555193406`", "\[VeryThinSpace]", "-", + RowBox[{"1.132323234536019`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}]} }, @@ -1643,8 +1751,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[2]//MatrixForm=", - CellID->1129885328,ExpressionUUID->"e9308aac-1bc1-4731-b8ec-c7eeaf6faa14"] + CellLabel->"Out[3]//MatrixForm=", + CellID->280448860,ExpressionUUID->"d4ee2672-246b-4cba-a2c3-988929e342c7"] }, Open ]], Cell[CellGroupData[{ @@ -1658,7 +1766,7 @@ Cell[BoxData[{ ";"}], "\[IndentingNewLine]", RowBox[{"tri", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->81867643,ExpressionUUID->"206b2623-0152-4c65-9438-1afd040bf78c"], Cell[BoxData[ @@ -1668,62 +1776,63 @@ Cell[BoxData[ RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.39191212470262515`"}], "+", - RowBox[{"1.889115880153771`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", + RowBox[{"-", "0.26879693744965566`"}], "-", + RowBox[{"2.705408296352093`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", "0", "0", "0"}, { - RowBox[{"0.39191212470262515`", "\[VeryThinSpace]", "-", - RowBox[{"1.889115880153771`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26879693744965566`", "\[VeryThinSpace]", "+", + RowBox[{"2.705408296352093`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.8713597395737165`", "\[VeryThinSpace]", "+", - RowBox[{"1.5326043754320118`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", + RowBox[{"1.2625743092567498`", "\[VeryThinSpace]", "-", + RowBox[{"1.9305093866933543`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", "0", "0"}, {"0", RowBox[{ - RowBox[{"-", "0.8713597395737165`"}], "-", - RowBox[{"1.5326043754320118`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.2625743092567498`"}], "+", + RowBox[{"1.9305093866933543`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.3574122222477385`", "\[VeryThinSpace]", "-", - RowBox[{"0.32934530746551127`", " ", "\[ImaginaryI]"}]}], "0", "0", - "0", "0"}, - {"0", "0", RowBox[{ - RowBox[{"-", "1.3574122222477385`"}], "+", - RowBox[{"0.32934530746551127`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.6904101422878894`"}], "-", + RowBox[{"3.2273080178002176`", " ", "\[ImaginaryI]"}]}], "0", "0", "0", + "0"}, + {"0", "0", + RowBox[{"1.6904101422878894`", "\[VeryThinSpace]", "+", + RowBox[{"3.2273080178002176`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.944140992978262`", "\[VeryThinSpace]", "-", - RowBox[{"0.0947184430997533`", " ", "\[ImaginaryI]"}]}], "0", "0", "0"}, + RowBox[{"0.2940992195406005`", "\[VeryThinSpace]", "-", + RowBox[{"2.060903638584852`", " ", "\[ImaginaryI]"}]}], "0", "0", + "0"}, {"0", "0", "0", RowBox[{ - RowBox[{"-", "1.944140992978262`"}], "+", - RowBox[{"0.0947184430997533`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2940992195406005`"}], "+", + RowBox[{"2.060903638584852`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.7516346092825323`", "\[VeryThinSpace]", "-", - RowBox[{"2.0784884526674205`", " ", "\[ImaginaryI]"}]}], "0", "0"}, - {"0", "0", "0", "0", RowBox[{ - RowBox[{"-", "0.7516346092825323`"}], "+", - RowBox[{"2.0784884526674205`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.7622313798641738`"}], "+", + RowBox[{"0.30504707638031286`", " ", "\[ImaginaryI]"}]}], "0", "0"}, + {"0", "0", "0", "0", + RowBox[{"1.7622313798641738`", "\[VeryThinSpace]", "-", + RowBox[{"0.30504707638031286`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.03274263265776792`", "\[VeryThinSpace]", "+", - RowBox[{"0.28947131780527435`", " ", "\[ImaginaryI]"}]}], "0"}, + RowBox[{"1.9852396006569926`", "\[VeryThinSpace]", "-", + RowBox[{"0.6038045124695319`", " ", "\[ImaginaryI]"}]}], "0"}, {"0", "0", "0", "0", "0", RowBox[{ - RowBox[{"-", "0.03274263265776792`"}], "-", - RowBox[{"0.28947131780527435`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "1.9852396006569926`"}], "+", + RowBox[{"0.6038045124695319`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2538929883589711`"}], "+", - RowBox[{"0.217867650990288`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.2079176439546912`", "\[VeryThinSpace]", "-", + RowBox[{"0.25316919124410897`", " ", "\[ImaginaryI]"}]}]}, {"0", "0", "0", "0", "0", "0", - RowBox[{"0.2538929883589711`", "\[VeryThinSpace]", "-", - RowBox[{"0.217867650990288`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2079176439546912`"}], "+", + RowBox[{"0.25316919124410897`", " ", "\[ImaginaryI]"}]}], RowBox[{"0.`", "\[VeryThinSpace]", "+", RowBox[{"0.`", " ", "\[ImaginaryI]"}]}]} }, @@ -1737,8 +1846,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[3]//MatrixForm=", - CellID->1698880092,ExpressionUUID->"37256f84-075f-4b7f-9a9b-1c01cd479e62"] + CellLabel->"Out[4]//MatrixForm=", + CellID->810873092,ExpressionUUID->"f83abb8c-48f7-49ea-949f-804e1da4fa09"] }, Open ]], Cell[TextData[{ @@ -1762,15 +1871,15 @@ Cell[BoxData[ RowBox[{"pfn", "=", RowBox[{"Pfaffian", "[", "mat", "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->1015440103,ExpressionUUID->"ce1824fd-f7e7-47f5-be11-5c25898d33d6"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "1.8387666344965476`"}], "+", - RowBox[{"0.7680285412504293`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[4]=", - CellID->951277336,ExpressionUUID->"27b1c342-edb2-4511-b461-0420b4b82ae3"] + RowBox[{"-", "0.3790148642260016`"}], "-", + RowBox[{"5.79089304893498`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[5]=", + CellID->778733275,ExpressionUUID->"8a374021-221c-406c-a0c6-62206a6c27f2"] }, Open ]], Cell[CellGroupData[{ @@ -1787,15 +1896,15 @@ Cell[BoxData[ RowBox[{"[", RowBox[{";;", ";;", "2"}], "]"}], "]"}]}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->259018743,ExpressionUUID->"9586f183-041c-4e90-ab75-935aef2c9bd3"], Cell[BoxData[ RowBox[{ - RowBox[{"-", "1.8387666344965494`"}], "+", - RowBox[{"0.76802854125043`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[5]=", - CellID->673295974,ExpressionUUID->"8a733267-b4c3-4b70-a83e-65489c941082"] + RowBox[{"-", "0.37901486422600755`"}], "-", + RowBox[{"5.790893048934973`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[6]=", + CellID->1294247725,ExpressionUUID->"aed53d73-5968-48f3-9c29-72cc44622b61"] }, Open ]], Cell[CellGroupData[{ @@ -1804,12 +1913,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"pfn", "-", "new"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[7]:=", CellID->1106985548,ExpressionUUID->"c8edd44a-72e2-49d4-8107-95483241c91a"], Cell[BoxData["0"], "Output", - CellLabel->"Out[6]=", - CellID->61666528,ExpressionUUID->"112ff3b0-3974-4233-8d62-349c5309d5fb"] + CellLabel->"Out[7]=", + CellID->2094301002,ExpressionUUID->"a797322e-669d-4e64-a303-f8e3dd84a986"] }, Open ]], Cell[CellGroupData[{ @@ -1820,12 +1929,12 @@ Cell[BoxData[ RowBox[{"pfn", "^", "2"}], "-", RowBox[{"Det", "[", "mat", "]"}]}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", + CellLabel->"In[8]:=", CellID->588016621,ExpressionUUID->"c7bc16ab-c49c-478c-8192-609b571a515e"], Cell[BoxData["0"], "Output", - CellLabel->"Out[7]=", - CellID->1639303505,ExpressionUUID->"c3cf0443-44dd-41b3-bf6e-2d374e496528"] + CellLabel->"Out[8]=", + CellID->311552387,ExpressionUUID->"b180b28c-e57a-46e8-8891-bfe7dc338e97"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, @@ -1869,8 +1978,8 @@ Cell[BoxData[GridBox[{ "58f093d8-1795-46c7-9b9b-90348ecac445"] }], "SeeAlso",ExpressionUUID->"ec31168a-1f39-4555-99c7-c7120f7db17d"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"f0a95f0b-5fe7-400a-8c3c-\ -3161c3faccf5"], + }]], "SeeAlsoSection",ExpressionUUID->"f0c3b43e-f7c1-489e-a06b-\ +8586305e5bf4"], Cell[BoxData[GridBox[{ { @@ -1909,8 +2018,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "3c1c374a-6d65-4d54-bce7-3650e5c2080e"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"51976962-d9bd-4297-a288-\ -cb80fbcc9bf4"], + }]], "TechNotesSection",ExpressionUUID->"9f2a7c5a-4ece-4426-912f-\ +0fa0653dcde1"], Cell[BoxData[GridBox[{ { @@ -1928,7 +2037,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "2adbbab9-70ec-4c6a-8860-f6fcd95ac206"]}]}, + "aedf0104-3854-400d-a3ce-d5f43702c60e"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -1937,7 +2046,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "f78463ff-cfb4-4e10-af8f-d7a4c286c54c"]}]}, + "10e42692-a3bc-4a95-aabc-5607fe6704c6"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -1946,7 +2055,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "50b23082-6044-43a4-812e-cdf4432b6e4a"]}]}, + "0d248510-88cf-4f08-a12b-f1db2ebcc5df"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -1955,10 +2064,10 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "c7cdb76a-5340-446f-8028-f5db2f7aef6c"]}]} + "36f48ecf-9287-4396-bb17-bb3280933103"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"e9928a73-8a10-4302-83c8-\ -e4db3be9d64b"], + }]], "MoreAboutSection",ExpressionUUID->"f6607f98-7e71-4a35-a3ae-\ +4741130e53b4"], Cell[BoxData[GridBox[{ { @@ -1986,15 +2095,15 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1145/2331130.2331138"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "babb5da9-1ab7-4135-8175-ec97eb3a16fb"]}]],ExpressionUUID-> - "7a47facd-da25-4f91-8785-8e0a805ac531"], + "c8f7369b-03a1-48ba-8eff-9c0f956e0da1"]}]],ExpressionUUID-> + "51d9748c-abef-4ed9-8807-31b979f7b924"], Cell[BoxData[ TemplateBox[{ Cell[ TextData["Wimmer"]], "https://doi.org/10.1145/2331130.2331138"}, "WebLink", BaseStyle->{"RelatedLinks", IgnoreSpellCheck -> True}]], - ExpressionUUID->"80063ecc-fb1a-4fc8-9f94-13f1a129a6ba"], + ExpressionUUID->"c9cfd200-2221-488b-b704-36538d0ecf84"], ", ACM Transactions on Mathematical Software, Vol. 38, No. 4, Article \ 30 (2012), \[OpenCurlyDoubleQuote]Algorithm 923: Efficient Numerical \ Computation of the Pfaffian for Dense and Banded Skew-Symmetric Matrices.\ @@ -2018,16 +2127,16 @@ Computation of the Pfaffian for Dense and Banded Skew-Symmetric Matrices.\ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "64479823-4389-49c5-8a5c-2c116ce13430"]}]],ExpressionUUID-> - "b4896071-16c8-43b7-bc5f-6e65ffc72d34"], + "4488b12c-859a-4b99-b76b-5988454ca324"]}]],ExpressionUUID-> + "235d411d-63ff-4e0c-90fc-6eb916bc6b73"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "5b4fe345-dea1-4332-9e21-2526867939e9"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"cf548aa4-f931-43a8-986c-\ -59ecb9df1fd9"], + }]], "RelatedLinksSection",ExpressionUUID->"41b2386b-7662-4c70-8e45-\ +7e386aa24845"], -Cell[" ", "FooterCell",ExpressionUUID->"a62e9f3b-fd6d-4972-a372-c264f18a58a1"] +Cell[" ", "FooterCell",ExpressionUUID->"b9463564-e318-4fa4-badc-5a5b5fdfbe45"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -2045,7 +2154,7 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 5, 5, 19, 4, 0.160689}", + "built" -> "{2024, 6, 22, 10, 2, 30.563782}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> {"skew-symmetric matrix", "Pfaffian"}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, @@ -2069,7 +2178,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"2eca7604-237c-46d2-a1e4-a00400ff1f9c" +ExpressionUUID->"9ada496d-f801-4d83-beda-781ad2c1eeb4" ] (* End of Notebook Content *) @@ -2077,207 +2186,215 @@ ExpressionUUID->"2eca7604-237c-46d2-a1e4-a00400ff1f9c" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[16191, 433, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"f223a3f9-7347-4a02-871a-10b1b3f04910", + Cell[18496, 490, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"b7902595-8b4c-4a8e-a23c-a78ef192f73d", CellTags->"PrimaryExamplesSection", - CellID->1280026444]} + CellID->2026501528]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 79292, 2078} + {"PrimaryExamplesSection", 83331, 2187} } *) (*NotebookFileOutline Notebook[{ -Cell[590, 21, 7615, 185, 57, "AnchorBarGrid",ExpressionUUID->"daceb9b4-4eaa-4346-975c-fe294d7e4403", +Cell[590, 21, 7615, 185, 57, "AnchorBarGrid",ExpressionUUID->"d126bd1d-c4c2-4716-bf75-b3d6fb04043b", CellID->1], -Cell[8208, 208, 85, 0, 23, "ContextNameCell",ExpressionUUID->"c49b4ff3-41f2-49e4-bbaa-305b3c2624ec"], +Cell[8208, 208, 85, 0, 23, "ContextNameCell",ExpressionUUID->"af2255aa-fa9c-44fc-bdeb-7ddd7fb1f8ba"], Cell[CellGroupData[{ -Cell[8318, 212, 1392, 38, 60, "ObjectNameGrid",ExpressionUUID->"56a98ab5-b988-475a-8db0-25400c2b199a"], +Cell[8318, 212, 1392, 38, 60, "ObjectNameGrid",ExpressionUUID->"0d65dd1d-86a9-4358-bb81-ed674288d525"], Cell[9713, 252, 1885, 50, 136, "Usage",ExpressionUUID->"1825158d-4a60-4b9e-bf3d-924797181fc9", CellID->1770390074] }, Open ]], Cell[CellGroupData[{ -Cell[11635, 307, 1899, 47, 37, "NotesSection",ExpressionUUID->"382165ee-7d87-425a-bf51-9b6994f4e3a9", +Cell[11635, 307, 1898, 47, 37, "NotesSection",ExpressionUUID->"2b5584aa-3112-4f49-a8cf-24669cfaeb01", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1901979777], -Cell[13537, 356, 616, 19, 70, "Notes",ExpressionUUID->"a30605ec-5398-4aaf-a91e-71ed256a1fbb", + CellID->461381714], +Cell[13536, 356, 617, 19, 70, "Notes",ExpressionUUID->"a30605ec-5398-4aaf-a91e-71ed256a1fbb", CellID->643587427], -Cell[14156, 377, 553, 16, 70, "Notes",ExpressionUUID->"7efe7d18-ab84-450c-a9e9-e51320ff6b3f", +Cell[14156, 377, 570, 16, 70, "Notes",ExpressionUUID->"7efe7d18-ab84-450c-a9e9-e51320ff6b3f", CellID->772113112], -Cell[14712, 395, 129, 1, 70, "Notes",ExpressionUUID->"45d87692-bb6b-4846-b034-fa078a73fefa", - CellID->1560044533], -Cell[14844, 398, 797, 16, 70, "3ColumnTableMod",ExpressionUUID->"81899564-8bc4-4df3-bef0-127fd212eb5d", - CellID->1040619908], -Cell[15644, 416, 420, 11, 70, "Notes",ExpressionUUID->"ce9a228f-ecc8-4ebb-af14-669b2490f36e", +Cell[14729, 395, 1189, 35, 70, "Notes",ExpressionUUID->"003869a8-71ba-4699-9f57-56c2f11ba284", + CellID->1347491459], +Cell[15921, 432, 2025, 39, 70, "2ColumnTableMod",ExpressionUUID->"61f1d9ee-b3da-4963-8c49-3ef8ab497f76", + CellID->487478069], +Cell[17949, 473, 420, 11, 70, "Notes",ExpressionUUID->"ce9a228f-ecc8-4ebb-af14-669b2490f36e", CellID->188511912] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[16191, 433, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"f223a3f9-7347-4a02-871a-10b1b3f04910", +Cell[18496, 490, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"b7902595-8b4c-4a8e-a23c-a78ef192f73d", CellTags->"PrimaryExamplesSection", - CellID->1280026444], -Cell[17584, 472, 191, 3, 31, "Input",ExpressionUUID->"f4c3c0af-b1d5-4e88-8148-e21505105780", + CellID->2026501528], +Cell[19889, 529, 191, 3, 31, "Input",ExpressionUUID->"f4c3c0af-b1d5-4e88-8148-e21505105780", CellID->820763127], Cell[CellGroupData[{ -Cell[17800, 479, 1368, 36, 31, "ExampleSection",ExpressionUUID->"01ccfe24-0c97-44e4-9129-03a322ac40de", - CellID->2060752309], -Cell[19171, 517, 194, 5, 29, "Input",ExpressionUUID->"e26295ff-f536-4be8-8184-7265c61f0404", +Cell[20105, 536, 1367, 36, 31, "ExampleSection",ExpressionUUID->"c2f48af7-4f99-450a-a09f-ccf855eb208f", + CellID->320539676], +Cell[21475, 574, 194, 5, 29, "Input",ExpressionUUID->"e26295ff-f536-4be8-8184-7265c61f0404", CellID->2145830446], +Cell[21672, 581, 208, 5, 29, "Input",ExpressionUUID->"512241a1-62ff-42ac-a203-6ef92469ad82", + CellID->2033033256], Cell[CellGroupData[{ -Cell[19390, 526, 572, 18, 66, "Input",ExpressionUUID->"af37c794-c09a-4e3e-abc0-db2db0fd80ae", +Cell[21905, 590, 572, 18, 66, "Input",ExpressionUUID->"af37c794-c09a-4e3e-abc0-db2db0fd80ae", CellID->1487591271], -Cell[19965, 546, 2646, 57, 168, "Output",ExpressionUUID->"bb53397f-8095-4a4c-b440-a784a2d4138a", - CellID->492181354] +Cell[22480, 610, 2671, 60, 168, "Output",ExpressionUUID->"53f48e1c-af53-4d78-a871-cfdb3191d7cb", + CellID->139765207] }, Open ]], -Cell[22626, 606, 306, 8, 29, "Input",ExpressionUUID->"ca3e69a8-5150-4f90-b75b-57934f0225d3", +Cell[25166, 673, 306, 8, 29, "Input",ExpressionUUID->"ca3e69a8-5150-4f90-b75b-57934f0225d3", CellID->1002307080], Cell[CellGroupData[{ -Cell[22957, 618, 186, 4, 29, "Input",ExpressionUUID->"f56b7616-dbdd-49a6-a1b7-7b48d943e5f8", +Cell[25497, 685, 213, 5, 29, "Input",ExpressionUUID->"f56b7616-dbdd-49a6-a1b7-7b48d943e5f8", CellID->685678934], -Cell[23146, 624, 1365, 32, 168, "Output",ExpressionUUID->"fbc4868c-9042-4828-adf7-ca58c2ba96c0", - CellID->1700801214] +Cell[25713, 692, 1358, 32, 168, "Output",ExpressionUUID->"7b0ab42b-f253-4718-b2e0-22fc3d26252a", + CellID->2023855532] }, Open ]], Cell[CellGroupData[{ -Cell[24548, 661, 187, 4, 70, "Input",ExpressionUUID->"2675b202-5172-4d25-9a6f-23c2ea0cadb6", +Cell[27108, 729, 187, 4, 70, "Input",ExpressionUUID->"2675b202-5172-4d25-9a6f-23c2ea0cadb6", CellID->1388800204], -Cell[24738, 667, 1582, 37, 168, "Output",ExpressionUUID->"099f17be-0db9-4d7e-84e6-59ece7981880", - CellID->365165912] +Cell[27298, 735, 2415, 52, 168, "Output",ExpressionUUID->"ab399fbd-1372-49ce-80ad-e27a2c944a64", + CellID->1513924520] }, Open ]], Cell[CellGroupData[{ -Cell[26357, 709, 398, 11, 70, "Input",ExpressionUUID->"500c4ae9-5dd3-4456-82a1-b32fe44281df", +Cell[29750, 792, 398, 11, 70, "Input",ExpressionUUID->"500c4ae9-5dd3-4456-82a1-b32fe44281df", CellID->569010040], -Cell[26758, 722, 934, 23, 168, "Output",ExpressionUUID->"6ac05a90-dcca-40ad-87c2-4f9627802ca9", - CellID->286335362] +Cell[30151, 805, 934, 23, 168, "Output",ExpressionUUID->"e93f83f3-9919-47eb-b91f-70e6e706c59a", + CellID->367100152] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], Cell[CellGroupData[{ -Cell[27841, 753, 1395, 36, 70, "ExampleSection",ExpressionUUID->"36fa2c6f-38a7-4180-a257-f063d3ba9a37", +Cell[31234, 836, 1395, 36, 70, "ExampleSection",ExpressionUUID->"36fa2c6f-38a7-4180-a257-f063d3ba9a37", CellID->670847596], Cell[CellGroupData[{ -Cell[29261, 793, 1403, 36, 70, "ExampleSubsection",ExpressionUUID->"9b4a9f7f-b996-42a1-82bb-bfc66cdce8d9", +Cell[32654, 876, 1403, 36, 70, "ExampleSubsection",ExpressionUUID->"9b4a9f7f-b996-42a1-82bb-bfc66cdce8d9", CellID->646399222], -Cell[30667, 831, 192, 5, 70, "Input",ExpressionUUID->"02239d56-95f2-4fed-b98c-7ae13c0d4e36", +Cell[34060, 914, 192, 5, 70, "Input",ExpressionUUID->"02239d56-95f2-4fed-b98c-7ae13c0d4e36", CellID->39682345], +Cell[34255, 921, 207, 5, 70, "Input",ExpressionUUID->"7a6df96d-0a44-4f97-9a0f-b5fc2c5b38c8", + CellID->919314015], Cell[CellGroupData[{ -Cell[30884, 840, 439, 12, 70, "Input",ExpressionUUID->"2874170a-571d-40cc-9730-d68254a9cb59", +Cell[34487, 930, 439, 12, 70, "Input",ExpressionUUID->"2874170a-571d-40cc-9730-d68254a9cb59", CellID->1221241845], -Cell[31326, 854, 8663, 179, 168, "Output",ExpressionUUID->"f25977b5-83e2-4e06-813a-a235702d10b1", - CellID->86660871] +Cell[34929, 944, 8650, 179, 168, "Output",ExpressionUUID->"19d32d1a-acda-458f-a008-d95590ee3e22", + CellID->264279002] }, Open ]], -Cell[40004, 1036, 137, 1, 70, "ExampleText",ExpressionUUID->"23fc8fed-2ee1-4b7d-97c8-89a8a5b2658f", +Cell[43594, 1126, 137, 1, 70, "ExampleText",ExpressionUUID->"23fc8fed-2ee1-4b7d-97c8-89a8a5b2658f", CellID->535691942], -Cell[40144, 1039, 384, 11, 70, "Input",ExpressionUUID->"98c66b2f-a176-40fe-b6dd-1dc020c7014e", +Cell[43734, 1129, 384, 11, 70, "Input",ExpressionUUID->"98c66b2f-a176-40fe-b6dd-1dc020c7014e", CellID->1840992077], -Cell[40531, 1052, 210, 5, 70, "ExampleText",ExpressionUUID->"354354fd-4a7a-42f5-9292-e01a7a3c7cfc", +Cell[44121, 1142, 210, 5, 70, "ExampleText",ExpressionUUID->"354354fd-4a7a-42f5-9292-e01a7a3c7cfc", CellID->52281720], Cell[CellGroupData[{ -Cell[40766, 1061, 320, 9, 70, "Input",ExpressionUUID->"26f1e622-85f9-4359-997e-4c6917feb787", +Cell[44356, 1151, 320, 9, 70, "Input",ExpressionUUID->"26f1e622-85f9-4359-997e-4c6917feb787", CellID->220659276], -Cell[41089, 1072, 935, 23, 168, "Output",ExpressionUUID->"083b2871-9ced-4b63-af06-18f922fd9465", - CellID->2084541059] +Cell[44679, 1162, 934, 23, 168, "Output",ExpressionUUID->"e356fda4-289a-46f0-b7ca-010103c0c8ad", + CellID->895174871] }, Open ]], -Cell[42039, 1098, 188, 4, 70, "ExampleText",ExpressionUUID->"4cf7fea9-aff5-40bd-9905-9741dac65196", +Cell[45628, 1188, 188, 4, 70, "ExampleText",ExpressionUUID->"4cf7fea9-aff5-40bd-9905-9741dac65196", CellID->591991763], Cell[CellGroupData[{ -Cell[42252, 1106, 383, 11, 70, "Input",ExpressionUUID->"56706982-c0d3-46f0-a92a-370f0532490f", +Cell[45841, 1196, 383, 11, 70, "Input",ExpressionUUID->"56706982-c0d3-46f0-a92a-370f0532490f", CellID->1273099968], -Cell[42638, 1119, 431, 8, 70, "Message",ExpressionUUID->"ef14676a-b367-4bf1-88be-ba748020f3c4", - CellID->1504888348] +Cell[46227, 1209, 429, 8, 70, "Message",ExpressionUUID->"529ced0c-cb31-4f5c-a395-e00fd8e6967d", + CellID->999767349] }, Open ]], Cell[CellGroupData[{ -Cell[43106, 1132, 321, 9, 70, "Input",ExpressionUUID->"56297c94-a02f-4a57-80da-66871aa47aaa", +Cell[46693, 1222, 321, 9, 70, "Input",ExpressionUUID->"56297c94-a02f-4a57-80da-66871aa47aaa", CellID->1118238103], -Cell[43430, 1143, 935, 23, 168, "Output",ExpressionUUID->"55597d16-82b8-4f9f-804a-2ba6e2048b37", - CellID->1381979699] +Cell[47017, 1233, 935, 23, 168, "Output",ExpressionUUID->"4b61c4ea-f60e-4e2d-b54c-1e2b50b84c1b", + CellID->1249015234] }, Open ]], Cell[CellGroupData[{ -Cell[44402, 1171, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"865e7d93-4f53-4528-80e7-9cb8c60407e8", +Cell[47989, 1261, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"865e7d93-4f53-4528-80e7-9cb8c60407e8", CellID->1896295244], -Cell[44648, 1178, 193, 5, 70, "Input",ExpressionUUID->"08e1017d-4f9e-48cd-be51-6decceab1146", +Cell[48235, 1268, 193, 5, 70, "Input",ExpressionUUID->"08e1017d-4f9e-48cd-be51-6decceab1146", CellID->218346890], +Cell[48431, 1275, 208, 5, 70, "Input",ExpressionUUID->"d9540336-7daf-4f11-afd5-9653767bd865", + CellID->1234664510], Cell[CellGroupData[{ -Cell[44866, 1187, 572, 18, 70, "Input",ExpressionUUID->"0cbcc9f8-8372-4f27-a490-f6d98f5db808", +Cell[48664, 1284, 572, 18, 70, "Input",ExpressionUUID->"0cbcc9f8-8372-4f27-a490-f6d98f5db808", CellID->1854111154], -Cell[45441, 1207, 2641, 56, 168, "Output",ExpressionUUID->"aafa64b2-a8b8-4ed7-b42f-bc8344bcc9b9", - CellID->233628960] +Cell[49239, 1304, 2669, 60, 168, "Output",ExpressionUUID->"502334a8-c5d6-4500-a628-fd34582213dd", + CellID->4708683] }, Open ]], -Cell[48097, 1266, 137, 1, 70, "ExampleText",ExpressionUUID->"bd4cfb77-8ac2-4242-a944-f3b28c188aa1", +Cell[51923, 1367, 137, 1, 70, "ExampleText",ExpressionUUID->"bd4cfb77-8ac2-4242-a944-f3b28c188aa1", CellID->938603290], -Cell[48237, 1269, 384, 11, 70, "Input",ExpressionUUID->"03d35fd6-d0ec-4eaa-97c9-6edecd98c88b", +Cell[52063, 1370, 384, 11, 70, "Input",ExpressionUUID->"03d35fd6-d0ec-4eaa-97c9-6edecd98c88b", CellID->1940412257], -Cell[48624, 1282, 211, 5, 70, "ExampleText",ExpressionUUID->"4aaac8a3-0bee-4909-b1cb-b7dee6d5a962", +Cell[52450, 1383, 211, 5, 70, "ExampleText",ExpressionUUID->"4aaac8a3-0bee-4909-b1cb-b7dee6d5a962", CellID->362352386], Cell[CellGroupData[{ -Cell[48860, 1291, 320, 9, 70, "Input",ExpressionUUID->"9591501b-0e38-49d1-a8b5-bdc0d2e4a29c", +Cell[52686, 1392, 320, 9, 70, "Input",ExpressionUUID->"9591501b-0e38-49d1-a8b5-bdc0d2e4a29c", CellID->822140057], -Cell[49183, 1302, 935, 23, 168, "Output",ExpressionUUID->"4c0e48c3-37c1-42bf-a736-e096ac595c72", - CellID->1302677916] +Cell[53009, 1403, 935, 23, 168, "Output",ExpressionUUID->"326e4b74-1bf3-487c-b7ae-b5700c775d18", + CellID->1493070178] }, Open ]], -Cell[50133, 1328, 332, 8, 70, "ExampleText",ExpressionUUID->"a2fe4df6-e448-4855-8b97-b7f95630face", +Cell[53959, 1429, 332, 8, 70, "ExampleText",ExpressionUUID->"a2fe4df6-e448-4855-8b97-b7f95630face", CellID->20376165], -Cell[50468, 1338, 383, 11, 70, "Input",ExpressionUUID->"7d132863-a619-4409-98e7-bb92c200a0ba", +Cell[54294, 1439, 383, 11, 70, "Input",ExpressionUUID->"7d132863-a619-4409-98e7-bb92c200a0ba", CellID->1377990045], -Cell[50854, 1351, 210, 5, 70, "ExampleText",ExpressionUUID->"416b702b-28f5-4fec-b8a7-2ee6ea4fb2b9", +Cell[54680, 1452, 210, 5, 70, "ExampleText",ExpressionUUID->"416b702b-28f5-4fec-b8a7-2ee6ea4fb2b9", CellID->894040319], Cell[CellGroupData[{ -Cell[51089, 1360, 321, 9, 70, "Input",ExpressionUUID->"bf3d5b4b-32fc-4111-9267-b5427bbad0fd", +Cell[54915, 1461, 321, 9, 70, "Input",ExpressionUUID->"bf3d5b4b-32fc-4111-9267-b5427bbad0fd", CellID->1294078191], -Cell[51413, 1371, 935, 23, 168, "Output",ExpressionUUID->"478db82f-bce6-460b-9cce-832084a35a6e", - CellID->1905183740] +Cell[55239, 1472, 935, 23, 168, "Output",ExpressionUUID->"2b838c1c-b250-4000-8ce9-5fa8f6941470", + CellID->1976966489] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]], Cell[CellGroupData[{ -Cell[52624, 1406, 1410, 36, 70, "ExampleSection",ExpressionUUID->"b20d8829-e009-41cd-b304-3d97def521be", +Cell[56450, 1507, 1410, 36, 70, "ExampleSection",ExpressionUUID->"b20d8829-e009-41cd-b304-3d97def521be", CellID->460246247], -Cell[54037, 1444, 194, 5, 70, "Input",ExpressionUUID->"244fae11-eb23-43c5-ae71-b4f7591fe95d", +Cell[57863, 1545, 194, 5, 70, "Input",ExpressionUUID->"244fae11-eb23-43c5-ae71-b4f7591fe95d", CellID->1088812704], +Cell[58060, 1552, 207, 5, 70, "Input",ExpressionUUID->"8746689f-10b5-4a5e-b1bf-8668b4b690a2", + CellID->398946687], Cell[CellGroupData[{ -Cell[54256, 1453, 438, 12, 70, "Input",ExpressionUUID->"81bda3db-a922-4be9-8b6b-239673a59c85", +Cell[58292, 1561, 438, 12, 70, "Input",ExpressionUUID->"81bda3db-a922-4be9-8b6b-239673a59c85", CellID->298526523], -Cell[54697, 1467, 8657, 179, 168, "Output",ExpressionUUID->"e9308aac-1bc1-4731-b8ec-c7eeaf6faa14", - CellID->1129885328] +Cell[58733, 1575, 8650, 179, 168, "Output",ExpressionUUID->"d4ee2672-246b-4cba-a2c3-988929e342c7", + CellID->280448860] }, Open ]], Cell[CellGroupData[{ -Cell[63391, 1651, 371, 10, 70, "Input",ExpressionUUID->"206b2623-0152-4c65-9438-1afd040bf78c", +Cell[67420, 1759, 371, 10, 70, "Input",ExpressionUUID->"206b2623-0152-4c65-9438-1afd040bf78c", CellID->81867643], -Cell[63765, 1663, 3429, 77, 168, "Output",ExpressionUUID->"37256f84-075f-4b7f-9a9b-1c01cd479e62", - CellID->1698880092] +Cell[67794, 1771, 3435, 78, 168, "Output",ExpressionUUID->"f83abb8c-48f7-49ea-949f-804e1da4fa09", + CellID->810873092] }, Open ]], -Cell[67209, 1743, 543, 13, 70, "ExampleText",ExpressionUUID->"96155f85-8910-4775-95ac-9d8ab6c901f7", +Cell[71244, 1852, 543, 13, 70, "ExampleText",ExpressionUUID->"96155f85-8910-4775-95ac-9d8ab6c901f7", CellID->69415014], Cell[CellGroupData[{ -Cell[67777, 1760, 214, 5, 70, "Input",ExpressionUUID->"ce1824fd-f7e7-47f5-be11-5c25898d33d6", +Cell[71812, 1869, 214, 5, 70, "Input",ExpressionUUID->"ce1824fd-f7e7-47f5-be11-5c25898d33d6", CellID->1015440103], -Cell[67994, 1767, 237, 5, 37, "Output",ExpressionUUID->"27b1c342-edb2-4511-b461-0420b4b82ae3", - CellID->951277336] +Cell[72029, 1876, 235, 5, 37, "Output",ExpressionUUID->"8a374021-221c-406c-a0c6-62206a6c27f2", + CellID->778733275] }, Open ]], Cell[CellGroupData[{ -Cell[68268, 1777, 456, 13, 70, "Input",ExpressionUUID->"9586f183-041c-4e90-ab75-935aef2c9bd3", +Cell[72301, 1886, 456, 13, 70, "Input",ExpressionUUID->"9586f183-041c-4e90-ab75-935aef2c9bd3", CellID->259018743], -Cell[68727, 1792, 235, 5, 37, "Output",ExpressionUUID->"8a733267-b4c3-4b70-a83e-65489c941082", - CellID->673295974] +Cell[72760, 1901, 238, 5, 37, "Output",ExpressionUUID->"aed53d73-5968-48f3-9c29-72cc44622b61", + CellID->1294247725] }, Open ]], Cell[CellGroupData[{ -Cell[68999, 1802, 206, 5, 70, "Input",ExpressionUUID->"c8edd44a-72e2-49d4-8107-95483241c91a", +Cell[73035, 1911, 206, 5, 70, "Input",ExpressionUUID->"c8edd44a-72e2-49d4-8107-95483241c91a", CellID->1106985548], -Cell[69208, 1809, 125, 2, 37, "Output",ExpressionUUID->"112ff3b0-3974-4233-8d62-349c5309d5fb", - CellID->61666528] +Cell[73244, 1918, 127, 2, 37, "Output",ExpressionUUID->"a797322e-669d-4e64-a303-f8e3dd84a986", + CellID->2094301002] }, Open ]], Cell[CellGroupData[{ -Cell[69370, 1816, 260, 7, 70, "Input",ExpressionUUID->"c7bc16ab-c49c-478c-8192-609b571a515e", +Cell[73408, 1925, 260, 7, 70, "Input",ExpressionUUID->"c7bc16ab-c49c-478c-8192-609b571a515e", CellID->588016621], -Cell[69633, 1825, 127, 2, 37, "Output",ExpressionUUID->"c3cf0443-44dd-41b3-bf6e-2d374e496528", - CellID->1639303505] +Cell[73671, 1934, 126, 2, 37, "Output",ExpressionUUID->"b180b28c-e57a-46e8-8891-bfe7dc338e97", + CellID->311552387] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "2"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[70002, 1836, 1331, 36, 70, "SeeAlsoSection",ExpressionUUID->"f0a95f0b-5fe7-400a-8c3c-3161c3faccf5"], -Cell[71336, 1874, 1489, 38, 70, "TechNotesSection",ExpressionUUID->"51976962-d9bd-4297-a288-cb80fbcc9bf4"], -Cell[72828, 1914, 1793, 46, 70, "MoreAboutSection",ExpressionUUID->"e9928a73-8a10-4302-83c8-e4db3be9d64b"], -Cell[74624, 1962, 2452, 65, 70, "RelatedLinksSection",ExpressionUUID->"cf548aa4-f931-43a8-986c-59ecb9df1fd9"], -Cell[77079, 2029, 78, 0, 70, "FooterCell",ExpressionUUID->"a62e9f3b-fd6d-4972-a372-c264f18a58a1"] +Cell[74039, 1945, 1331, 36, 70, "SeeAlsoSection",ExpressionUUID->"f0c3b43e-f7c1-489e-a06b-8586305e5bf4"], +Cell[75373, 1983, 1489, 38, 70, "TechNotesSection",ExpressionUUID->"9f2a7c5a-4ece-4426-912f-0fa0653dcde1"], +Cell[76865, 2023, 1793, 46, 70, "MoreAboutSection",ExpressionUUID->"f6607f98-7e71-4a35-a3ae-4741130e53b4"], +Cell[78661, 2071, 2452, 65, 70, "RelatedLinksSection",ExpressionUUID->"41b2386b-7662-4c70-8e45-7e386aa24845"], +Cell[81116, 2138, 78, 0, 70, "FooterCell",ExpressionUUID->"b9463564-e318-4fa4-badc-5a5b5fdfbe45"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/WickExpectation.nb b/Q3/Documentation/English/ReferencePages/Symbols/WickExpectation.nb index f9b7e21a0..7332a88b5 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/WickExpectation.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/WickExpectation.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 463057, 10747] -NotebookOptionsPosition[ 447926, 10442] -NotebookOutlinePosition[ 450456, 10502] -CellTagsIndexPosition[ 450368, 10497] +NotebookDataLength[ 523751, 11937] +NotebookOptionsPosition[ 507334, 11606] +NotebookOutlinePosition[ 509863, 11666] +CellTagsIndexPosition[ 509775, 11661] WindowTitle->WickExpectation WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "e531bae5-d9de-4bc0-8926-7823867ebef2"], + "52579e5f-68e0-4e7b-ade7-52102c1b4bc3"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "899ad634-ac17-47df-99af-0da912e4bd6a"], + "da9e11b8-70fc-4bf0-8a81-de5588469331"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "8a25cba8-6b9b-4688-8c50-a21009f0a31e"] - }],ExpressionUUID->"1bfd430b-cbbc-4f4f-a0f7-659e9752c42d"], + "5996c59d-5ce2-4c75-889f-1b77bac9c50d"] + }],ExpressionUUID->"c139e1e4-8a68-45e5-8573-9ffd6d9ebe75"], StripOnInput->False],{ "\"WickState\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickState"], @@ -70,7 +70,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "4e6e4842-a5fe-4521-af42-0b7a08eed091"], + "3ad4dc59-a008-40cf-af75-0b1b2751ac94"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -89,8 +89,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "07878831-5100-4a3a-9533-03d580e6c49e"] - }],ExpressionUUID->"02a9bcf1-f8b3-4796-8b42-27ab0e88f311"], + "d8d58aa6-e53a-4169-b573-618372e828b1"] + }],ExpressionUUID->"64a4f751-f0fd-42a5-8f30-2b2952b1b538"], StripOnInput->False],{ "\"Quantum Many-Body Systems\"" :> Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], @@ -100,7 +100,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "5a75b7f8-9beb-4fc2-a57c-441d4acad847"], + "ed77576b-f23f-460a-888b-206a335e193d"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -119,8 +119,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "2717acf6-df28-4386-b9de-4024a99771d6"] - }],ExpressionUUID->"eaab656c-f4fe-46ac-bd4f-dc5d85f8c77e"], + "f7f13306-c8d6-4cc9-bcb6-92ee06b3ce82"] + }],ExpressionUUID->"42fdd818-d1df-4c0e-99e3-e1514be589a7"], StripOnInput->False],{ "\"Quantum Many-Body Systems with Q3\"" :> Documentation`HelpLookup[ @@ -131,7 +131,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "503aaf77-e701-4795-8496-cce061fe1c24"], + "41370da9-9977-4c1b-9f0d-788ea8ffadd1"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -150,8 +150,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "73bc042d-b3c5-4c1f-a675-90af9a5d7d15"] - }],ExpressionUUID->"2d7f8c75-4afe-44c5-b8f5-ed2a3f8308f6"], + "edec988a-a70a-46fb-94d8-e551fbd6a077"] + }],ExpressionUUID->"ab778f3b-9909-45d7-b8ee-190d740e2d8b"], StripOnInput->False],{ "\"Q3/ref/WickExpectation\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -188,14 +188,14 @@ WickExpectation.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "18a627ae-ca20-45fc-89ad-5621978962ba"] + "274fffcb-976b-4c1c-8020-1d30905becc6"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "8bcf9a5a-1cf2-4f66-b9fa-5f87b3bfb601"]} + "eaf20d44-8edc-4f15-aeec-88a63fc95278"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"5b527f20-5a04-4c22-b7df-7607144f8e8a"], + CellID->1,ExpressionUUID->"b58fb8df-9e37-4a90-be96-0bbd09933b07"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"eaea8a26-4d18-4507-b7c3-a1670a85b65e"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"39e43dcb-6964-40c7-aa41-9c923124ce7e"], Cell[CellGroupData[{ @@ -203,14 +203,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "WickExpectation", "ObjectName",ExpressionUUID-> - "e8c56763-99d8-4b3a-865a-c352791dba17"], + "44340b52-156f-415e-ac21-4d7fa0652ae2"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"1f3bdde9-96e9-46b7-8fe3-643870d654ab"], + "Spacer1"]],ExpressionUUID->"7cd44d04-ef85-4c12-90d7-e9d4c5e093ab"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "31b1e96f-ed4b-4e61-a61c-4ef32ae9d891"] - }],ExpressionUUID->"5c9ab443-a894-4f1c-8a7e-843767080dc7"], Cell[BoxData[ + "54e5f5f6-e5c3-467f-a824-b0b8f773b384"] + }],ExpressionUUID->"a8745524-09d0-4cc3-8a36-e01062191c67"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -235,9 +235,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "e395dd41-c207-4c57-bda5-8c576332d79a"]} + "00306e93-ef0e-423c-a85f-03b9e865a600"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"f201310f-28b9-44b6-8572-69ca552dee2a"], + CacheGraphics->False,ExpressionUUID->"8f363c98-a1be-462f-bd54-3b2eeeaed581"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -262,7 +262,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "f9cc9755-f6bd-42a8-92c6-b5787810e162"], "." - }],ExpressionUUID->"06b2f725-c461-460d-a3f8-015cac3ea63a"]}, + }],ExpressionUUID->"34383a1f-6bd8-459f-826f-ede82650bb9c"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -326,7 +326,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "22ed84e3-c7d8-41f2-a820-c2922c69b42b"], "." - }],ExpressionUUID->"d6bfc370-db75-432c-bcf3-1323a903ce5f"]}, + }],ExpressionUUID->"ec22a625-cb8e-4029-af20-d014896b38b5"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -347,7 +347,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "3702ec06-9883-4829-b150-b18acb1358cd"], " of fermion creation and annihilation operators." - }],ExpressionUUID->"55b0ac78-deba-4b0f-a63b-2a1b9686abfc"]}, + }],ExpressionUUID->"acfe30d1-35b6-46da-abe8-cf791d0b12f9"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -367,7 +367,7 @@ Cell[BoxData[GridBox[{ BaseStyle->"Link", ButtonData->"paclet:Q3/ref/WickState"], "." - }],ExpressionUUID->"c404cc4e-bd33-462d-b9c5-287b3d642129"]} + }],ExpressionUUID->"c8432200-0d4f-4565-bcc5-9b84efde6f02"]} }]], "Usage", CellID->181326928,ExpressionUUID->"5c22140a-88a9-4b46-bcc1-da07620acd10"] }, Open ]], @@ -399,19 +399,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "794d0bfa-7dad-4edf-841c-80b87f924278"], + "d7f98c3b-89c0-450a-ad5b-aa31af19be7f"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"c8317ebf-1d54-4769-a254-6affbaaa0db7"], + "Spacer1"]],ExpressionUUID->"6eaab40c-3015-429c-ac48-561ca226c9b7"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(3)", "ExampleCount",ExpressionUUID-> - "4fd1a540-7f76-4893-b59b-f44c4b0910b8"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "c46765c4-10a9-40ca-baab-3b3a493da571"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1676441622,ExpressionUUID->"a1d583dc-a2fd-45cf-bbd7-07840785a705"], + CellID->812325537,ExpressionUUID->"2a7f24c2-de7e-42e2-9661-6f4bbbfbae29"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -445,92 +445,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "b11ad25c-1f5a-43ff-b443-41d7834c03f3"], + "518f6b60-1672-4618-bc26-421351fc80b9"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"76f65a4a-6e41-477e-9364-abfb031dd1c8"], + "Spacer1"]],ExpressionUUID->"35934d2f-e897-4a15-83e4-bfb76874fc5e"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(3)", "ExampleCount",ExpressionUUID-> - "14484f1f-c738-46b0-89ed-3eb0999b8778"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "6dcdbd76-55f6-42ad-94f8-168b62fcdd17"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->968892314,ExpressionUUID->"99b09358-e8ae-4d41-9f2b-474b3300767b"], - -Cell[TextData[{ - "Note that unitary matrices in the Nambu space have the block structure: ", - Cell[BoxData[ - FormBox[ - RowBox[{ - UnderscriptBox["U", "_"], ":=", - RowBox[{"(", GridBox[{ - {"U", "V"}, - { - SuperscriptBox["V", "*"], - SuperscriptBox["U", "*"]} - }], ")"}]}], TraditionalForm]],ExpressionUUID-> - "1553c712-aa72-46cf-be8d-883a721c0cf8"], - ". Otherwise, the method does not work." -}], "ExampleText", - CellID->652045552,ExpressionUUID->"32096ea3-709e-498c-8d08-73c9f6039195"], - -Cell[BoxData[{ - RowBox[{"Clear", "[", "randomNambuHermitian", "]"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"randomNambuHermitian", "[", "n_Integer", "]"}], ":=", - RowBox[{"Module", "[", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"hh", "=", - RowBox[{"RandomHermitian", "[", "n", "]"}]}], ",", - "\[IndentingNewLine]", - RowBox[{"dd", "=", - RowBox[{"RandomMatrix", "[", "n", "]"}]}]}], "}"}], ",", - "\[IndentingNewLine]", - RowBox[{ - RowBox[{"dd", "=", - RowBox[{ - RowBox[{"(", - RowBox[{"dd", "-", - RowBox[{"Transpose", "[", "dd", "]"}]}], ")"}], "/", "2"}]}], ";", - "\[IndentingNewLine]", - RowBox[{"ArrayFlatten", "@", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"{", - RowBox[{"hh", ",", "dd"}], "}"}], ",", "\[IndentingNewLine]", - RowBox[{"{", - RowBox[{ - RowBox[{"Topple", "@", "dd"}], ",", - RowBox[{"-", - RowBox[{"Conjugate", "[", "hh", "]"}]}]}], "}"}]}], - "\[IndentingNewLine]", "}"}]}]}]}], "\[IndentingNewLine]", - "]"}]}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", - CellID->750645569,ExpressionUUID->"31deae11-6e82-480d-bbeb-6ccf9c3de6ac"], - -Cell[BoxData[{ - RowBox[{"Clear", "[", "randomNambuUnitary", "]"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"randomNambuUnitary", "[", "n_Integer", "]"}], ":=", - RowBox[{"MatrixExp", "[", - RowBox[{"I", "*", - RowBox[{"randomNambuHermitian", "[", "n", "]"}]}], "]"}]}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", - CellID->1784478746,ExpressionUUID->"1ae696ee-d22d-443d-9dde-918409a0e9bf"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - InterpretationBox[Cell[ - "\t", "ExampleDelimiter",ExpressionUUID-> - "9fb8d11c-faa5-4ff6-960e-55691af899c4"], - $Line = 0; Null]], "ExampleDelimiter", - CellID->1079196216,ExpressionUUID->"59575db8-8585-44f1-b87c-efb63a143262"], + CellID->1201756380,ExpressionUUID->"227b87d8-72ad-4bfc-b6df-0e3587ae3a6e"], Cell[BoxData[ RowBox[{"Let", "[", @@ -543,10 +469,10 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ - RowBox[{"$L", "=", "4"}], ";"}], "\[IndentingNewLine]", + RowBox[{"$n", "=", "4"}], ";"}], "\[IndentingNewLine]", RowBox[{"cc", "=", RowBox[{"c", "[", - RowBox[{"Range", "@", "$L"}], "]"}]}]}], "Input", + RowBox[{"Range", "@", "$n"}], "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[2]:=", CellID->767580696,ExpressionUUID->"35b5d99e-c4a4-4469-8550-aab96543ec74"], @@ -575,7 +501,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`c[4]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->241722811,ExpressionUUID->"3cb80ee6-03d6-485f-a9b9-fbd743d0ac38"] + CellID->1474023921,ExpressionUUID->"5f364dc8-7481-419c-a612-ed319c4017d7"] }, Open ]], Cell["\<\ @@ -583,6 +509,13 @@ Consider a initial state expressed in terms of bare fermion modes.\ \>", "ExampleText", CellID->403919750,ExpressionUUID->"c290bf3b-da87-41ed-8bcd-db82a7fb15ca"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "0", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1227292685,ExpressionUUID->"ecea5398-97fc-47ce-8ec0-87c29406469c"], + Cell[CellGroupData[{ Cell[BoxData[ @@ -592,23 +525,23 @@ Cell[BoxData[ RowBox[{"RandomChoice", "[", RowBox[{ RowBox[{"{", - RowBox[{"0", ",", "1"}], "}"}], ",", "$L"}], "]"}]}], "]"}]}]], "Input",\ + RowBox[{"0", ",", "1"}], "}"}], ",", "$n"}], "]"}]}], "]"}]}]], "Input",\ CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->591691975,ExpressionUUID->"64e1ed86-2371-4ae9-bdbb-073c911aba59"], Cell[BoxData[ InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", - SubscriptBox["0", + SubscriptBox["1", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], $CellContext`c[1]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", @@ -627,10 +560,10 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> 1, $CellContext`c[4] -> 0|>]]], "Output", - CellLabel->"Out[3]=", - CellID->1548384461,ExpressionUUID->"5f0408da-c14e-49ba-909e-d4d7c32c8bc7"] + CellLabel->"Out[4]=", + CellID->1485352473,ExpressionUUID->"02a21640-ca64-46b4-b127-52a66cee6e93"] }, Open ]], Cell["\<\ @@ -639,361 +572,36 @@ fermion operators in the Heisenberg picture.\ \>", "ExampleText", CellID->483430083,ExpressionUUID->"889d27e5-b5d0-4c0d-bc1b-f81ecce0f220"], -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"barU", "=", - RowBox[{"randomNambuUnitary", "[", "$L", "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"U1", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$L"}], ",", - RowBox[{";;", "$L"}]}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"V1", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$L"}], ",", - RowBox[{ - RowBox[{"$L", "+", "1"}], ";;"}]}], "]"}], "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{"MatrixForm", "/@", - RowBox[{"{", - RowBox[{"U1", ",", "V1"}], "}"}]}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", - CellID->1418416860,ExpressionUUID->"840672b8-7e3b-463d-8404-a07e109a3249"], - Cell[BoxData[ - RowBox[{"{", - RowBox[{ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.3711971141783463`", "\[VeryThinSpace]", "+", - RowBox[{"0.3098770030906684`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.13777738053668787`", "\[VeryThinSpace]", "-", - RowBox[{"0.29535796703959427`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.13427545304993116`"}], "+", - RowBox[{"0.22768024415208157`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.24660966787027744`", "\[VeryThinSpace]", "+", - RowBox[{"0.4287729439401215`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.3607985774367652`", "\[VeryThinSpace]", "+", - RowBox[{"0.3929772569817995`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.43134924994194757`", "\[VeryThinSpace]", "+", - RowBox[{"0.3403881897710415`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.017482803636439313`", "\[VeryThinSpace]", "-", - RowBox[{"0.03957931439704301`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.15938581825504994`", "\[VeryThinSpace]", "-", - RowBox[{"0.027970961489269103`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.24721606722630907`"}], "+", - RowBox[{"0.3659282332870538`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.11499619654809932`", "\[VeryThinSpace]", "-", - RowBox[{"0.06305024020868283`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5562342151528646`", "\[VeryThinSpace]", "-", - RowBox[{"0.13479178571467507`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17542276294825962`", "\[VeryThinSpace]", "-", - RowBox[{"0.06573421623814257`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.3211974532164147`"}], "+", - RowBox[{"0.10673004796039008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1378836645372165`", "\[VeryThinSpace]", "-", - RowBox[{"0.16355673240614915`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.11196253450014185`"}], "+", - RowBox[{"0.17966055206049392`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.6786346138658209`", "\[VeryThinSpace]", "-", - RowBox[{"0.1737639838695046`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], ",", - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{ - RowBox[{"-", "0.11771855377041823`"}], "+", - RowBox[{"0.11667010594161487`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.16056049965561614`", "\[VeryThinSpace]", "+", - RowBox[{"0.20945129228355727`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.4164286621696652`", "\[VeryThinSpace]", "+", - RowBox[{"0.16472815620936407`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.016831455387076456`"}], "-", - RowBox[{"0.2179189529680166`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.06528073435486333`"}], "-", - RowBox[{"0.16845949684755918`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.043119872479176896`", "\[VeryThinSpace]", "+", - RowBox[{"0.07563576623312547`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.30219332251152137`"}], "-", - RowBox[{"0.44846585169910186`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.1132886593216877`"}], "+", - RowBox[{"0.19977880022912656`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.038391688326638126`"}], "+", - RowBox[{"0.3165759350029084`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.361559394900991`", "\[VeryThinSpace]", "-", - RowBox[{"0.26718250642210256`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.020739116787077506`", "\[VeryThinSpace]", "+", - RowBox[{"0.2120262479987784`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1499839417213059`", "\[VeryThinSpace]", "+", - RowBox[{"0.23116113409360578`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.06039353113303273`", "\[VeryThinSpace]", "-", - RowBox[{"0.0809473511462467`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.4983402375857948`"}], "-", - RowBox[{"0.03476077219610159`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.12158100732619333`"}], "+", - RowBox[{"0.05218223160613797`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1407512946058387`", "\[VeryThinSpace]", "-", - RowBox[{"0.08401660199370685`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", - CellLabel->"Out[4]=", - CellID->1412048424,ExpressionUUID->"cbbf18a4-ee78-4226-84b2-68131db2dbd8"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"barU", "=", - RowBox[{"randomNambuUnitary", "[", "$L", "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"U2", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$L"}], ",", - RowBox[{";;", "$L"}]}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ - RowBox[{"V2", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$L"}], ",", - RowBox[{ - RowBox[{"$L", "+", "1"}], ";;"}]}], "]"}], "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{"MatrixForm", "/@", - RowBox[{"{", - RowBox[{"U2", ",", "V2"}], "}"}]}]}], "Input", + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[5]:=", - CellID->1179531126,ExpressionUUID->"0b6ef657-c644-4c77-a824-886f2b72de5e"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{ - RowBox[{"-", "0.009615644268567137`"}], "-", - RowBox[{"0.023050661265384246`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3942251281122748`", "\[VeryThinSpace]", "+", - RowBox[{"0.2486652786677027`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.09558341813623797`", "\[VeryThinSpace]", "+", - RowBox[{"0.28643063919535744`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.18531868179149316`", "\[VeryThinSpace]", "-", - RowBox[{"0.06155123142699295`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.11170237377979066`", "\[VeryThinSpace]", "-", - RowBox[{"0.261503994764113`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.23813566232057082`", "\[VeryThinSpace]", "+", - RowBox[{"0.2884521342358427`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3965213929440471`"}], "-", - RowBox[{"0.48267927522582055`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.29398155317517133`"}], "+", - RowBox[{"0.216826297923236`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.019229045874293117`"}], "-", - RowBox[{"0.01781507627202902`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.31738200882339557`", "\[VeryThinSpace]", "-", - RowBox[{"0.05431855476896714`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.42551049672635766`", "\[VeryThinSpace]", "+", - RowBox[{"0.19160291638236696`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.12671962889024352`"}], "-", - RowBox[{"0.2131987775834095`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.03232813320716888`"}], "-", - RowBox[{"0.05923990454982559`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3824087709901735`"}], "-", - RowBox[{"0.5737083109914258`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.08462361973410286`"}], "+", - RowBox[{"0.04523215951476303`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.16263900778519197`", "\[VeryThinSpace]", "+", - RowBox[{"0.21812556841203878`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], ",", - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.1976779848303363`", "\[VeryThinSpace]", "+", - RowBox[{"0.7247547592794024`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.11673224254270119`"}], "+", - RowBox[{"0.07072615122102333`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06191513985306676`", "\[VeryThinSpace]", "-", - RowBox[{"0.22036028455099316`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.12416904259383332`"}], "+", - RowBox[{"0.045092380260048706`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.07597444167873106`", "\[VeryThinSpace]", "-", - RowBox[{"0.02464545864886673`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.10443468149951914`"}], "+", - RowBox[{"0.03864535157698566`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.25575203821956277`"}], "-", - RowBox[{"0.15265068511478522`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.241951333731676`"}], "+", - RowBox[{"0.29924296682507756`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.5330980308102469`"}], "-", - RowBox[{"0.1560503283035429`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.01686669295896595`", "\[VeryThinSpace]", "+", - RowBox[{"0.04926731225750959`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2853024120065022`"}], "+", - RowBox[{"0.05499501285130727`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2538912391890599`"}], "+", - RowBox[{"0.39523275491472626`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.04032598619439881`"}], "+", - RowBox[{"0.17993298028505095`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.1678758588777737`"}], "+", - RowBox[{"0.043088661985365526`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.05155914464213625`"}], "-", - RowBox[{"0.25189501037048045`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.5373058470023172`"}], "+", - RowBox[{"0.13409884917708464`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", - CellLabel->"Out[5]=", - CellID->1282565066,ExpressionUUID->"38843219-773f-4d2a-8ad9-b6c4a32f280e"] -}, Open ]], - -Cell["Construct the corresponding state.", "ExampleText", - CellID->369736484,ExpressionUUID->"58fa1f9e-65e8-4ee4-98f2-29ac952e09be"], + CellID->250933633,ExpressionUUID->"6fd8c7f9-30db-4e7a-8dfc-a30cde5aa11e"], Cell[CellGroupData[{ -Cell[BoxData[ - RowBox[{"prj", "=", - RowBox[{"{", +Cell[BoxData[{ + RowBox[{"wu1", "=", + RowBox[{"WickUnitary", "[", RowBox[{ - RowBox[{"c", "[", "2", "]"}], ",", - RowBox[{"Dagger", "@", - RowBox[{"c", "[", "2", "]"}]}]}], "}"}]}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", - CellID->1192293500,ExpressionUUID->"26dcc9c4-d94c-479b-9f85-ae62dcdb8224"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, - "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript"], - Q3`Dagger[ - $CellContext`c[2]]]}], "}"}]], "Output", - CellLabel->"Out[6]=", - CellID->1257131085,ExpressionUUID->"19a47bea-1782-45ec-b12c-69b8fb6e8840"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"ws", "=", - RowBox[{"WickState", "[", + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}], ",", "cc"}], + "]"}]}], "\[IndentingNewLine]", + RowBox[{"wu2", "=", + RowBox[{"WickUnitary", "[", RowBox[{ - RowBox[{"{", - RowBox[{"U2", ",", "V2"}], "}"}], ",", "prj", ",", - RowBox[{"{", - RowBox[{"U1", ",", "V1"}], "}"}], ",", "in"}], "]"}]}]], "Input", + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}], ",", "cc"}], + "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", - CellID->168677970,ExpressionUUID->"29a3a8b0-1a61-4818-a1b8-526ce94d75dc"], + CellLabel->"In[6]:=", + CellID->269597871,ExpressionUUID->"6bdd7413-21e6-45f5-a508-8f9c3328a314"], Cell[BoxData[ InterpretationBox[ RowBox[{ - TagBox["WickState", + TagBox["WickUnitary", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -1012,7 +620,7 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -1034,12 +642,11 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"0", ",", "1", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { @@ -1066,7 +673,7 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -1088,73 +695,20 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"0", ",", "1", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}, { + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{ InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -1173,13 +727,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["3", "SummaryItem"]}]}, { + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -1191,10 +743,9 @@ Cell[BoxData[ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, @@ -1212,19 +763,1168 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["3", "SummaryItem"]}]}, { + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.3218223444752802`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.15585149261979706`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.10705289881018286`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.28069290214104864`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.07511062058234959`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.055688691894705156`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.12370903465536905`"}], "-", + + RowBox[{"0.033063805685920246`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2801415763221976`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.00970259630821051`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.35492958889224946`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5078482932237655`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2540260761038078`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4092454260318227`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.0022592437843307707`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.3115124591225889`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2205397495634385`"}], "+", + RowBox[{"0.3965592100375548`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.31343319002517483`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2971091523034821`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.1731789955687457`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.30002715491767395`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.32073829018588035`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.019607236827451857`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.19824516559855335`"}], "-", + RowBox[{"0.20431217906645477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3126404364247014`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.08336785741587734`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.008117524933198617`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2404635076704802`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08076370866206278`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.360321020962974`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.3218223444752802, 0.15585149261979706`], + Complex[0.10705289881018286`, -0.28069290214104864`], + Complex[0.07511062058234959, -0.055688691894705156`], + Complex[-0.12370903465536905`, -0.033063805685920246`]}, { + + Complex[0.2801415763221976, -0.00970259630821051], + Complex[0.35492958889224946`, 0.5078482932237655], + Complex[0.2540260761038078, 0.4092454260318227], + Complex[0.0022592437843307707`, -0.3115124591225889]}, { + Complex[-0.2205397495634385, 0.3965592100375548], + Complex[0.31343319002517483`, -0.2971091523034821], + Complex[0.1731789955687457, 0.30002715491767395`], + Complex[0.32073829018588035`, 0.019607236827451857`]}, { + Complex[-0.19824516559855335`, -0.20431217906645477`], + Complex[0.3126404364247014, 0.08336785741587734], + Complex[0.008117524933198617, -0.2404635076704802], + Complex[0.08076370866206278, 0.360321020962974]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.1639656612562539`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2106214952178339`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0604526288077517`"}], "-", + RowBox[{"0.19456572511539583`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.35291281622266907`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.34857854482546136`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.45157761689975595`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.44047541391934775`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.10836121795656652`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.023558684472622993`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16200868761024276`"}], "+", + RowBox[{"0.22330961980465866`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.2010322419519935`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26905237036125235`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.052340955622730355`", "\[VeryThinSpace]"}], + "-", + RowBox[{ + "0.06731708648609395`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34553619519411854`"}], "-", + RowBox[{"0.33319293598529265`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2445938928239593`"}], "-", + RowBox[{"0.12585523083617015`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03602669929767887`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0444234159130101`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2685838046029433`"}], "+", + + RowBox[{"0.05326271425192662`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.32899932628044104`"}], "+", + RowBox[{"0.29056665039401175`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1841838633378433`"}], "-", + RowBox[{"0.08627899214215969`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.4527396951556478`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.11936521559608519`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3475713406281903`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2143691210127707`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.1639656612562539, -0.2106214952178339], + Complex[-0.0604526288077517, -0.19456572511539583`], + Complex[0.35291281622266907`, 0.34857854482546136`], + Complex[0.45157761689975595`, -0.44047541391934775`]}, { + Complex[0.10836121795656652`, 0.023558684472622993`], + Complex[-0.16200868761024276`, 0.22330961980465866`], + Complex[0.2010322419519935, -0.26905237036125235`], + Complex[0.052340955622730355`, -0.06731708648609395]}, { + Complex[-0.34553619519411854`, -0.33319293598529265`], + Complex[-0.2445938928239593, -0.12585523083617015`], + Complex[0.03602669929767887, 0.0444234159130101], + Complex[-0.2685838046029433, 0.05326271425192662]}, { + Complex[-0.32899932628044104`, 0.29056665039401175`], + Complex[-0.1841838633378433, -0.08627899214215969], + Complex[0.4527396951556478, -0.11936521559608519`], + Complex[0.3475713406281903, 0.2143691210127707]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.3218223444752802, 0.15585149261979706`], + Complex[0.10705289881018286`, -0.28069290214104864`], + Complex[0.07511062058234959, -0.055688691894705156`], + Complex[-0.12370903465536905`, -0.033063805685920246`]}, { + Complex[0.2801415763221976, -0.00970259630821051], + Complex[0.35492958889224946`, 0.5078482932237655], + Complex[0.2540260761038078, 0.4092454260318227], + Complex[0.0022592437843307707`, -0.3115124591225889]}, { + Complex[-0.2205397495634385, 0.3965592100375548], + Complex[0.31343319002517483`, -0.2971091523034821], + Complex[0.1731789955687457, 0.30002715491767395`], + Complex[0.32073829018588035`, 0.019607236827451857`]}, { + Complex[-0.19824516559855335`, -0.20431217906645477`], + Complex[0.3126404364247014, 0.08336785741587734], + Complex[0.008117524933198617, -0.2404635076704802], + Complex[0.08076370866206278, 0.360321020962974]}}, {{ + Complex[0.1639656612562539, -0.2106214952178339], + Complex[-0.0604526288077517, -0.19456572511539583`], + Complex[0.35291281622266907`, 0.34857854482546136`], + Complex[0.45157761689975595`, -0.44047541391934775`]}, { + Complex[0.10836121795656652`, 0.023558684472622993`], + Complex[-0.16200868761024276`, 0.22330961980465866`], + Complex[0.2010322419519935, -0.26905237036125235`], + Complex[0.052340955622730355`, -0.06731708648609395]}, { + Complex[-0.34553619519411854`, -0.33319293598529265`], + Complex[-0.2445938928239593, -0.12585523083617015`], + Complex[0.03602669929767887, 0.0444234159130101], + Complex[-0.2685838046029433, 0.05326271425192662]}, { + Complex[-0.32899932628044104`, 0.29056665039401175`], + Complex[-0.1841838633378433, -0.08627899214215969], + Complex[0.4527396951556478, -0.11936521559608519`], + Complex[0.3475713406281903, 0.2143691210127707]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[6]=", + CellID->1769545814,ExpressionUUID->"21ce6170-5534-4512-a049-6bf8591914b3"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13330604660940434`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3655363005794486`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.04299016944674957`"}], "+", + RowBox[{"0.02021546298323537`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.001369385792250469`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.08387909745601001`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05293944472955923`"}], "+", + + RowBox[{"0.11180192805589405`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16286529206992018`"}], "+", + RowBox[{"0.33043068332721104`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13617770790107445`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.30536301185100656`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20222258550101135`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19665410456678914`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.25690349341350316`"}], "+", + RowBox[{"0.3374439256151567`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2765966533739662`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.12764465278593778`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03268198188992496`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.12424509183781066`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.2976632279790766`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.33237379987548726`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29028003676351327`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.05408818515300794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2386555800303219`"}], "+", + RowBox[{"0.37610496459471066`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36984438893439164`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3697151119476048`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.0048821365958788285`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2386157388296941`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4346314414671877`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.3027113611021651`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13330604660940434`, 0.3655363005794486], + Complex[-0.04299016944674957, 0.02021546298323537], + Complex[0.001369385792250469, -0.08387909745601001], + Complex[-0.05293944472955923, 0.11180192805589405`]}, { + Complex[-0.16286529206992018`, 0.33043068332721104`], + Complex[0.13617770790107445`, -0.30536301185100656`], + Complex[0.20222258550101135`, 0.19665410456678914`], + Complex[-0.25690349341350316`, 0.3374439256151567]}, { + Complex[0.2765966533739662, -0.12764465278593778`], + Complex[0.03268198188992496, 0.12424509183781066`], + Complex[0.2976632279790766, -0.33237379987548726`], + Complex[0.29028003676351327`, -0.05408818515300794]}, { + Complex[-0.2386555800303219, 0.37610496459471066`], + Complex[0.36984438893439164`, -0.3697151119476048], + Complex[0.0048821365958788285`, -0.2386157388296941], + Complex[0.4346314414671877, -0.3027113611021651]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.1224399354535299`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.24920054953220952`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.2607097817351336`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22524898515796155`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.323886292065578`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4417649666273703`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5268704242512152`"}], "-", + + RowBox[{"0.22486851710407413`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06992732644137517`"}], "+", + RowBox[{"0.34239581287557164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.01668942262016684`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.14081644781191674`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.32158353152031405`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.40619504627370917`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.28332225188716115`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04637337587628072`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.19201916924674267`"}], "+", + RowBox[{"0.288781717226375`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5877890251421138`"}], "+", + RowBox[{"0.2780945258373828`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2191965669844879`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.0036294449720273747`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0008933872248025013`"}], "+", + + RowBox[{"0.11520658223509143`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.1919388991080638`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.255673457448784`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.08028487939404333`"}], "-", + RowBox[{"0.16697449742489762`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1907235295215547`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06673674251763204`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09789303304450958`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.06055215647559214`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.1224399354535299, 0.24920054953220952`], + Complex[0.2607097817351336, 0.22524898515796155`], + Complex[0.323886292065578, 0.4417649666273703], + Complex[-0.5268704242512152, -0.22486851710407413`]}, { + Complex[-0.06992732644137517, 0.34239581287557164`], + Complex[0.01668942262016684, 0.14081644781191674`], + Complex[0.32158353152031405`, -0.40619504627370917`], + Complex[0.28332225188716115`, 0.04637337587628072]}, { + Complex[-0.19201916924674267`, 0.288781717226375], + Complex[-0.5877890251421138, 0.2780945258373828], + Complex[0.2191965669844879, -0.0036294449720273747`], + Complex[-0.0008933872248025013, 0.11520658223509143`]}, { + Complex[0.1919388991080638, -0.255673457448784], + Complex[-0.08028487939404333, -0.16697449742489762`], + Complex[0.1907235295215547, 0.06673674251763204], + Complex[0.09789303304450958, -0.06055215647559214]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.13330604660940434`, 0.3655363005794486], + Complex[-0.04299016944674957, 0.02021546298323537], + Complex[0.001369385792250469, -0.08387909745601001], + Complex[-0.05293944472955923, 0.11180192805589405`]}, { + Complex[-0.16286529206992018`, 0.33043068332721104`], + Complex[0.13617770790107445`, -0.30536301185100656`], + Complex[0.20222258550101135`, 0.19665410456678914`], + Complex[-0.25690349341350316`, 0.3374439256151567]}, { + Complex[0.2765966533739662, -0.12764465278593778`], + Complex[0.03268198188992496, 0.12424509183781066`], + Complex[0.2976632279790766, -0.33237379987548726`], + Complex[0.29028003676351327`, -0.05408818515300794]}, { + Complex[-0.2386555800303219, 0.37610496459471066`], + Complex[0.36984438893439164`, -0.3697151119476048], + Complex[0.0048821365958788285`, -0.2386157388296941], + Complex[0.4346314414671877, -0.3027113611021651]}}, {{ + Complex[0.1224399354535299, 0.24920054953220952`], + Complex[0.2607097817351336, 0.22524898515796155`], + Complex[0.323886292065578, 0.4417649666273703], + Complex[-0.5268704242512152, -0.22486851710407413`]}, { + Complex[-0.06992732644137517, 0.34239581287557164`], + Complex[0.01668942262016684, 0.14081644781191674`], + Complex[0.32158353152031405`, -0.40619504627370917`], + Complex[0.28332225188716115`, 0.04637337587628072]}, { + Complex[-0.19201916924674267`, 0.288781717226375], + Complex[-0.5877890251421138, 0.2780945258373828], + Complex[0.2191965669844879, -0.0036294449720273747`], + Complex[-0.0008933872248025013, 0.11520658223509143`]}, { + Complex[0.1919388991080638, -0.255673457448784], + Complex[-0.08028487939404333, -0.16697449742489762`], + Complex[0.1907235295215547, 0.06673674251763204], + Complex[0.09789303304450958, -0.06055215647559214]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[6]=", + CellID->255468595,ExpressionUUID->"fc42fe0e-6656-4eea-95ac-ca7a6994255c"] +}, Open ]], + +Cell["Construct the corresponding state.", "ExampleText", + CellID->369736484,ExpressionUUID->"58fa1f9e-65e8-4ee4-98f2-29ac952e09be"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"prj", "=", + RowBox[{"WickOperator", "@", + RowBox[{"{", + RowBox[{ + RowBox[{"RandomChoice", "[", "cc", "]"}], ",", + RowBox[{"RandomChoice", "[", + RowBox[{"Dagger", "@", "cc"}], "]"}]}], "}"}]}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->584143782,ExpressionUUID->"c6388b60-b3f2-4f28-a911-3d51f2b28060"], + +Cell[BoxData[ + RowBox[{"WickOperator", "[", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "}"}], "]"}]], "Output", + CellLabel->"Out[7]=", + CellID->832427179,ExpressionUUID->"17df6f11-9d64-42f7-adf9-1332baeb5e18"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ws", "=", + RowBox[{"wu2", "**", "prj", "**", "wu1", "**", "in"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->168677970,ExpressionUUID->"29a3a8b0-1a61-4818-a1b8-526ce94d75dc"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -1278,8 +1978,9 @@ Cell[BoxData[ Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Specified elements: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["4", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], @@ -1367,8 +2068,7 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, + PaneBox["1", ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -1638,72 +2338,71 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.3711971141783463`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3218223444752802`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3098770030906684`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.13777738053668787`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29535796703959427`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15585149261979706`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.13427545304993116`"}], "+", - RowBox[{"0.22768024415208157`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10705289881018286`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.28069290214104864`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.24660966787027744`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4287729439401215`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.07511062058234959`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.055688691894705156`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3607985774367652`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.12370903465536905`"}], "-", - RowBox[{"0.3929772569817995`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.43134924994194757`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3403881897710415`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.033063805685920246`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.017482803636439313`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.03957931439704301`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2801415763221976`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.15938581825504994`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.00970259630821051`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.027970961489269103`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.24721606722630907`"}], "+", - RowBox[{"0.3659282332870538`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35492958889224946`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5078482932237655`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.11499619654809932`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.06305024020868283`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2540260761038078`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4092454260318227`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.0022592437843307707`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.3115124591225889`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.5562342151528646`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2205397495634385`"}], "+", + RowBox[{"0.3965592100375548`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.31343319002517483`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2971091523034821`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.1731789955687457`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.13479178571467507`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.30002715491767395`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.17542276294825962`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32073829018588035`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.06573421623814257`", " ", + RowBox[{"0.019607236827451857`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3211974532164147`"}], "+", - RowBox[{"0.10673004796039008`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.19824516559855335`"}], "-", + RowBox[{"0.20431217906645477`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.1378836645372165`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3126404364247014`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.16355673240614915`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08336785741587734`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.11196253450014185`"}], "+", - RowBox[{"0.17966055206049392`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.008117524933198617`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2404635076704802`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.6786346138658209`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.1737639838695046`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + RowBox[{"0.08076370866206278`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.360321020962974`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], Function[BoxForm`e$, @@ -1721,22 +2420,23 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.3711971141783463, 0.3098770030906684], - Complex[0.13777738053668787`, -0.29535796703959427`], - Complex[-0.13427545304993116`, 0.22768024415208157`], - Complex[0.24660966787027744`, 0.4287729439401215]}, { - Complex[0.3607985774367652, 0.3929772569817995], - Complex[0.43134924994194757`, 0.3403881897710415], - Complex[0.017482803636439313`, -0.03957931439704301], - Complex[0.15938581825504994`, -0.027970961489269103`]}, { - Complex[-0.24721606722630907`, 0.3659282332870538], - Complex[0.11499619654809932`, -0.06305024020868283], - Complex[0.5562342151528646, -0.13479178571467507`], - Complex[0.17542276294825962`, -0.06573421623814257]}, { - Complex[-0.3211974532164147, 0.10673004796039008`], - Complex[0.1378836645372165, -0.16355673240614915`], - Complex[-0.11196253450014185`, 0.17966055206049392`], - Complex[0.6786346138658209, -0.1737639838695046]}}, + Complex[0.3218223444752802, 0.15585149261979706`], + Complex[0.10705289881018286`, -0.28069290214104864`], + Complex[0.07511062058234959, -0.055688691894705156`], + Complex[-0.12370903465536905`, -0.033063805685920246`]}, { + + Complex[0.2801415763221976, -0.00970259630821051], + Complex[0.35492958889224946`, 0.5078482932237655], + Complex[0.2540260761038078, 0.4092454260318227], + Complex[0.0022592437843307707`, -0.3115124591225889]}, { + Complex[-0.2205397495634385, 0.3965592100375548], + Complex[0.31343319002517483`, -0.2971091523034821], + Complex[0.1731789955687457, 0.30002715491767395`], + Complex[0.32073829018588035`, 0.019607236827451857`]}, { + Complex[-0.19824516559855335`, -0.20431217906645477`], + Complex[0.3126404364247014, 0.08336785741587734], + Complex[0.008117524933198617, -0.2404635076704802], + Complex[0.08076370866206278, 0.360321020962974]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -1809,73 +2509,75 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.11771855377041823`"}], "+", - RowBox[{"0.11667010594161487`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1639656612562539`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2106214952178339`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.16056049965561614`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.20945129228355727`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0604526288077517`"}], "-", + RowBox[{"0.19456572511539583`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4164286621696652`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.35291281622266907`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.34857854482546136`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.16472815620936407`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.45157761689975595`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.44047541391934775`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.016831455387076456`"}], "-", - RowBox[{"0.2179189529680166`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.10836121795656652`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.023558684472622993`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06528073435486333`"}], "-", - RowBox[{"0.16845949684755918`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16200868761024276`"}], "+", + RowBox[{"0.22330961980465866`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.043119872479176896`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.07563576623312547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2010322419519935`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"-", "0.30219332251152137`"}], "-", - RowBox[{"0.44846585169910186`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26905237036125235`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1132886593216877`"}], "+", - - RowBox[{"0.19977880022912656`", " ", + RowBox[{"0.052340955622730355`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.06731708648609395`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.038391688326638126`"}], "+", - RowBox[{"0.3165759350029084`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.34553619519411854`"}], "-", + RowBox[{"0.33319293598529265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.361559394900991`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.26718250642210256`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2445938928239593`"}], "-", + RowBox[{"0.12585523083617015`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.020739116787077506`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2120262479987784`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03602669929767887`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0444234159130101`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.1499839417213059`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.2685838046029433`"}], "+", - RowBox[{"0.23116113409360578`", " ", + RowBox[{"0.05326271425192662`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.06039353113303273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.0809473511462467`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.32899932628044104`"}], "+", + RowBox[{"0.29056665039401175`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.4983402375857948`"}], "-", - RowBox[{"0.03476077219610159`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1841838633378433`"}], "-", + RowBox[{"0.08627899214215969`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.12158100732619333`"}], "+", - RowBox[{"0.05218223160613797`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4527396951556478`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.11936521559608519`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.1407512946058387`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3475713406281903`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.08401660199370685`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2143691210127707`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -1891,22 +2593,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.11771855377041823`, 0.11667010594161487`], - Complex[0.16056049965561614`, 0.20945129228355727`], - Complex[0.4164286621696652, 0.16472815620936407`], - Complex[-0.016831455387076456`, -0.2179189529680166]}, { - Complex[-0.06528073435486333, -0.16845949684755918`], - Complex[0.043119872479176896`, 0.07563576623312547], - Complex[-0.30219332251152137`, -0.44846585169910186`], - Complex[-0.1132886593216877, 0.19977880022912656`]}, { - Complex[-0.038391688326638126`, 0.3165759350029084], - Complex[0.361559394900991, -0.26718250642210256`], - Complex[0.020739116787077506`, 0.2120262479987784], - Complex[0.1499839417213059, 0.23116113409360578`]}, { - Complex[0.06039353113303273, -0.0809473511462467], - Complex[-0.4983402375857948, -0.03476077219610159], - Complex[-0.12158100732619333`, 0.05218223160613797], - Complex[0.1407512946058387, -0.08401660199370685]}}, + Complex[0.1639656612562539, -0.2106214952178339], + Complex[-0.0604526288077517, -0.19456572511539583`], + Complex[0.35291281622266907`, 0.34857854482546136`], + Complex[0.45157761689975595`, -0.44047541391934775`]}, { + Complex[0.10836121795656652`, 0.023558684472622993`], + Complex[-0.16200868761024276`, 0.22330961980465866`], + Complex[0.2010322419519935, -0.26905237036125235`], + Complex[0.052340955622730355`, -0.06731708648609395]}, { + Complex[-0.34553619519411854`, -0.33319293598529265`], + Complex[-0.2445938928239593, -0.12585523083617015`], + Complex[0.03602669929767887, 0.0444234159130101], + Complex[-0.2685838046029433, 0.05326271425192662]}, { + Complex[-0.32899932628044104`, 0.29056665039401175`], + Complex[-0.1841838633378433, -0.08627899214215969], + Complex[0.4527396951556478, -0.11936521559608519`], + Complex[0.3475713406281903, 0.2143691210127707]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -1981,70 +2683,70 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.15960188332434702`"}], "+", - RowBox[{"0.08568855764260591`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10957752437973259`"}], "+", + RowBox[{"0.41944619666529437`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4472389673674956`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.02521563021884629`"}], "-", + RowBox[{"0.16638518737798869`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2261538697325777`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.28263358456591875`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3550960603175939`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0045164034053809116`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.004619377074249644`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.031136676146452102`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.016470806106816043`", " ", + RowBox[{"-", "0.391465041464807`"}], "+", + + RowBox[{"0.021577912981887992`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.3521446362656965`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.06764041587680475`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2054062823046009`"}], "+", + RowBox[{"0.22270855639887233`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07447219685333664`"}], "-", - RowBox[{"0.10743002631727186`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.17471714057231558`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22238555055070836`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.18237145027016616`"}], "-", - RowBox[{"0.2899528710794396`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3972246873778253`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.37519649226283425`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.18661863057891723`"}], "+", + RowBox[{"-", "0.33566728595097095`"}], "+", - RowBox[{"0.25381369693731365`", " ", + RowBox[{"0.10278424602964938`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.03857584960444773`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4275653829440216`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07338060458973097`"}], "+", + RowBox[{"0.2668105904719666`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.037263153424209786`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.10031641846063197`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08190883420256251`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.17736752580287649`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.10737927746485237`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.07716345798893622`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.054767258111071485`"}], "+", + RowBox[{"0.09024394601244266`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.03194890286535089`"}], "-", + RowBox[{"-", "0.15281656513561892`"}], "+", - RowBox[{"0.16119620581784908`", " ", + RowBox[{"0.046551252200917624`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.06894135927978014`"}], "-", - RowBox[{"0.5411011934357053`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.15511328647272501`"}], "+", + RowBox[{"0.016721583867004192`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3985950894212832`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.5007001837874587`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.43681119312206385`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1542674887101637`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.047835173178056106`"}], "+", - RowBox[{"0.05776973759342555`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32023148994245265`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.28195093340435384`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08692628316645784`"}], "-", + RowBox[{"0.25774907613355463`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011240523700759661`", " ", + RowBox[{"0.21413235058763416`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -2063,23 +2765,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.15960188332434702`, 0.08568855764260591], - Complex[0.4472389673674956, 0.2261538697325777], - Complex[0.28263358456591875`, 0.3550960603175939], - Complex[0.031136676146452102`, -0.016470806106816043`]}, { - - Complex[0.3521446362656965, 0.06764041587680475], - Complex[-0.07447219685333664, -0.10743002631727186`], - Complex[-0.18237145027016616`, -0.2899528710794396], - Complex[-0.18661863057891723`, 0.25381369693731365`]}, { - Complex[0.03857584960444773, 0.4275653829440216], - Complex[0.037263153424209786`, -0.10031641846063197`], - Complex[0.10737927746485237`, 0.07716345798893622], - Complex[-0.03194890286535089, -0.16119620581784908`]}, { - Complex[-0.06894135927978014, -0.5411011934357053], - Complex[0.3985950894212832, -0.5007001837874587], - Complex[-0.047835173178056106`, 0.05776973759342555], - Complex[-0.08692628316645784, -0.011240523700759661`]}}, + Complex[-0.10957752437973259`, 0.41944619666529437`], + Complex[-0.02521563021884629, -0.16638518737798869`], + Complex[0.0045164034053809116`, 0.004619377074249644], + Complex[-0.391465041464807, 0.021577912981887992`]}, { + Complex[-0.2054062823046009, 0.22270855639887233`], + Complex[0.17471714057231558`, 0.22238555055070836`], + Complex[0.3972246873778253, 0.37519649226283425`], + Complex[-0.33566728595097095`, 0.10278424602964938`]}, { + Complex[-0.07338060458973097, 0.2668105904719666], + Complex[0.08190883420256251, -0.17736752580287649`], + Complex[-0.054767258111071485`, 0.09024394601244266], + Complex[-0.15281656513561892`, 0.046551252200917624`]}, { + Complex[-0.15511328647272501`, 0.016721583867004192`], + Complex[0.43681119312206385`, 0.1542674887101637], + Complex[0.32023148994245265`, -0.28195093340435384`], + Complex[0.25774907613355463`, -0.21413235058763416`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -2152,71 +2853,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.16423126622046624`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.22924325525617859`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.45346412385611023`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1527888882366292`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.19851476538644153`"}], "+", - RowBox[{"0.3300345247085189`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.010898936553556976`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.16031643011110314`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.1338853165377863`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3017325764034613`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.46243859520860975`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.07194808697309682`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14200273263124827`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1703112477496942`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.07805355804700803`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5223790201807661`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.3333222646821179`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.0019121265168682428`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2165149288175871`"}], "-", + RowBox[{"0.090948277721072`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.17336798287769623`"}], "-", - RowBox[{"0.11527878589561391`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.45975020960706936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.004304447427938826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2055378427185261`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.34240388941721783`"}], "+", + RowBox[{"0.11376418557822206`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5471112344075016`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3751100945981208`"}], "-", + RowBox[{"-", "0.0795734889938205`"}], "-", - RowBox[{"0.03185210006660977`", " ", + RowBox[{"0.05811210676805825`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.13383761379846795`"}], "+", - RowBox[{"0.18403723168056252`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.5315949057278054`"}], "+", + RowBox[{"0.13877530533228546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13997739443326296`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08112585882447082`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.33726735640503397`"}], "+", + RowBox[{"0.44412943688192696`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1628883535677813`"}], "+", - RowBox[{"0.11435010316653282`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2757130067252378`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2661814166394663`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5365894930775175`"}], "+", - RowBox[{"0.5952010011245235`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.16691960072386552`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2470049352202606`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.060059015637726434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.3327745658540604`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06893663561108784`"}], "+", + RowBox[{"0.16919224720810447`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.2603703035197536`"}], "-", - RowBox[{"0.1583333269559574`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.017380872361438968`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.3006937097152488`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.0566661776095459`"}], "+", - RowBox[{"0.19342212700438527`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06069695640783647`"}], "-", + RowBox[{"0.36229039124218604`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.17753738441988612`"}], "+", - - RowBox[{"0.014797346035419344`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.36482986294529846`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2731110390250967`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -2232,22 +2931,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.16423126622046624`, 0.22924325525617859`], - Complex[-0.19851476538644153`, 0.3300345247085189], - Complex[0.1338853165377863, -0.46243859520860975`], - Complex[0.14200273263124827`, 0.1703112477496942]}, { - Complex[0.3333222646821179, -0.0019121265168682428`], - Complex[-0.17336798287769623`, -0.11527878589561391`], - Complex[0.2055378427185261, -0.5471112344075016], - Complex[-0.3751100945981208, -0.03185210006660977]}, { - Complex[-0.13383761379846795`, 0.18403723168056252`], - Complex[0.13997739443326296`, -0.08112585882447082], - Complex[-0.1628883535677813, 0.11435010316653282`], - Complex[-0.5365894930775175, 0.5952010011245235]}, { - Complex[0.060059015637726434`, 0.3327745658540604], - Complex[-0.2603703035197536, -0.1583333269559574], - Complex[-0.0566661776095459, 0.19342212700438527`], - Complex[-0.17753738441988612`, 0.014797346035419344`]}}, + Complex[0.45346412385611023`, -0.1527888882366292], + Complex[0.010898936553556976`, 0.16031643011110314`], + Complex[0.3017325764034613, 0.07194808697309682], + Complex[0.07805355804700803, 0.5223790201807661]}, { + Complex[-0.2165149288175871, -0.090948277721072], + Complex[0.45975020960706936`, -0.004304447427938826], + Complex[-0.34240388941721783`, 0.11376418557822206`], + Complex[-0.0795734889938205, -0.05811210676805825]}, { + Complex[-0.5315949057278054, 0.13877530533228546`], + Complex[-0.33726735640503397`, 0.44412943688192696`], + Complex[0.2757130067252378, 0.2661814166394663], + Complex[0.16691960072386552`, -0.2470049352202606]}, { + Complex[-0.06893663561108784, 0.16919224720810447`], + Complex[0.017380872361438968`, 0.3006937097152488], + Complex[-0.06069695640783647, -0.36229039124218604`], + Complex[0.36482986294529846`, 0.2731110390250967]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -2273,73 +2972,74 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.3711971141783463, 0.3098770030906684], - Complex[0.13777738053668787`, -0.29535796703959427`], - Complex[-0.13427545304993116`, 0.22768024415208157`], - Complex[0.24660966787027744`, 0.4287729439401215]}, { - Complex[0.3607985774367652, 0.3929772569817995], - Complex[0.43134924994194757`, 0.3403881897710415], - Complex[0.017482803636439313`, -0.03957931439704301], - Complex[0.15938581825504994`, -0.027970961489269103`]}, { - Complex[-0.24721606722630907`, 0.3659282332870538], - Complex[0.11499619654809932`, -0.06305024020868283], - Complex[0.5562342151528646, -0.13479178571467507`], - Complex[0.17542276294825962`, -0.06573421623814257]}, { - Complex[-0.3211974532164147, 0.10673004796039008`], - Complex[0.1378836645372165, -0.16355673240614915`], - Complex[-0.11196253450014185`, 0.17966055206049392`], - Complex[0.6786346138658209, -0.1737639838695046]}}, {{ - Complex[-0.11771855377041823`, 0.11667010594161487`], - Complex[0.16056049965561614`, 0.20945129228355727`], - Complex[0.4164286621696652, 0.16472815620936407`], - Complex[-0.016831455387076456`, -0.2179189529680166]}, { - Complex[-0.06528073435486333, -0.16845949684755918`], - Complex[0.043119872479176896`, 0.07563576623312547], - Complex[-0.30219332251152137`, -0.44846585169910186`], - Complex[-0.1132886593216877, 0.19977880022912656`]}, { - Complex[-0.038391688326638126`, 0.3165759350029084], - Complex[0.361559394900991, -0.26718250642210256`], - Complex[0.020739116787077506`, 0.2120262479987784], - Complex[0.1499839417213059, 0.23116113409360578`]}, { - Complex[0.06039353113303273, -0.0809473511462467], - Complex[-0.4983402375857948, -0.03476077219610159], - Complex[-0.12158100732619333`, 0.05218223160613797], - Complex[0.1407512946058387, -0.08401660199370685]}}}, {{{ - Complex[-0.15960188332434702`, 0.08568855764260591], - Complex[0.4472389673674956, 0.2261538697325777], - Complex[0.28263358456591875`, 0.3550960603175939], - Complex[0.031136676146452102`, -0.016470806106816043`]}, { - - Complex[0.3521446362656965, 0.06764041587680475], - Complex[-0.07447219685333664, -0.10743002631727186`], - Complex[-0.18237145027016616`, -0.2899528710794396], - Complex[-0.18661863057891723`, 0.25381369693731365`]}, { - Complex[0.03857584960444773, 0.4275653829440216], - Complex[0.037263153424209786`, -0.10031641846063197`], - Complex[0.10737927746485237`, 0.07716345798893622], - Complex[-0.03194890286535089, -0.16119620581784908`]}, { - Complex[-0.06894135927978014, -0.5411011934357053], - Complex[0.3985950894212832, -0.5007001837874587], - Complex[-0.047835173178056106`, 0.05776973759342555], - Complex[-0.08692628316645784, -0.011240523700759661`]}}, {{ - Complex[0.16423126622046624`, 0.22924325525617859`], - Complex[-0.19851476538644153`, 0.3300345247085189], - Complex[0.1338853165377863, -0.46243859520860975`], - Complex[0.14200273263124827`, 0.1703112477496942]}, { - Complex[0.3333222646821179, -0.0019121265168682428`], - Complex[-0.17336798287769623`, -0.11527878589561391`], - Complex[0.2055378427185261, -0.5471112344075016], - Complex[-0.3751100945981208, -0.03185210006660977]}, { - Complex[-0.13383761379846795`, 0.18403723168056252`], - Complex[0.13997739443326296`, -0.08112585882447082], - Complex[-0.1628883535677813, 0.11435010316653282`], - Complex[-0.5365894930775175, 0.5952010011245235]}, { - Complex[0.060059015637726434`, 0.3327745658540604], - Complex[-0.2603703035197536, -0.1583333269559574], - Complex[-0.0566661776095459, 0.19342212700438527`], - Complex[-0.17753738441988612`, 0.014797346035419344`]}}}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], "SummaryItem"]}]}, { + Complex[0.3218223444752802, 0.15585149261979706`], + Complex[0.10705289881018286`, -0.28069290214104864`], + Complex[0.07511062058234959, -0.055688691894705156`], + Complex[-0.12370903465536905`, -0.033063805685920246`]}, { + + Complex[0.2801415763221976, -0.00970259630821051], + Complex[0.35492958889224946`, 0.5078482932237655], + Complex[0.2540260761038078, 0.4092454260318227], + Complex[0.0022592437843307707`, -0.3115124591225889]}, { + Complex[-0.2205397495634385, 0.3965592100375548], + Complex[0.31343319002517483`, -0.2971091523034821], + Complex[0.1731789955687457, 0.30002715491767395`], + Complex[0.32073829018588035`, 0.019607236827451857`]}, { + Complex[-0.19824516559855335`, -0.20431217906645477`], + Complex[0.3126404364247014, 0.08336785741587734], + Complex[0.008117524933198617, -0.2404635076704802], + Complex[0.08076370866206278, 0.360321020962974]}}, {{ + Complex[0.1639656612562539, -0.2106214952178339], + Complex[-0.0604526288077517, -0.19456572511539583`], + Complex[0.35291281622266907`, 0.34857854482546136`], + Complex[0.45157761689975595`, -0.44047541391934775`]}, { + Complex[0.10836121795656652`, 0.023558684472622993`], + Complex[-0.16200868761024276`, 0.22330961980465866`], + Complex[0.2010322419519935, -0.26905237036125235`], + Complex[0.052340955622730355`, -0.06731708648609395]}, { + Complex[-0.34553619519411854`, -0.33319293598529265`], + Complex[-0.2445938928239593, -0.12585523083617015`], + Complex[0.03602669929767887, 0.0444234159130101], + Complex[-0.2685838046029433, 0.05326271425192662]}, { + Complex[-0.32899932628044104`, 0.29056665039401175`], + Complex[-0.1841838633378433, -0.08627899214215969], + Complex[0.4527396951556478, -0.11936521559608519`], + Complex[0.3475713406281903, 0.2143691210127707]}}}, {{{ + Complex[-0.10957752437973259`, 0.41944619666529437`], + Complex[-0.02521563021884629, -0.16638518737798869`], + Complex[0.0045164034053809116`, 0.004619377074249644], + Complex[-0.391465041464807, 0.021577912981887992`]}, { + Complex[-0.2054062823046009, 0.22270855639887233`], + Complex[0.17471714057231558`, 0.22238555055070836`], + Complex[0.3972246873778253, 0.37519649226283425`], + Complex[-0.33566728595097095`, 0.10278424602964938`]}, { + Complex[-0.07338060458973097, 0.2668105904719666], + Complex[0.08190883420256251, -0.17736752580287649`], + Complex[-0.054767258111071485`, 0.09024394601244266], + Complex[-0.15281656513561892`, 0.046551252200917624`]}, { + Complex[-0.15511328647272501`, 0.016721583867004192`], + Complex[0.43681119312206385`, 0.1542674887101637], + Complex[0.32023148994245265`, -0.28195093340435384`], + Complex[0.25774907613355463`, -0.21413235058763416`]}}, {{ + + Complex[0.45346412385611023`, -0.1527888882366292], + Complex[0.010898936553556976`, 0.16031643011110314`], + Complex[0.3017325764034613, 0.07194808697309682], + Complex[0.07805355804700803, 0.5223790201807661]}, { + Complex[-0.2165149288175871, -0.090948277721072], + Complex[0.45975020960706936`, -0.004304447427938826], + Complex[-0.34240388941721783`, 0.11376418557822206`], + Complex[-0.0795734889938205, -0.05811210676805825]}, { + Complex[-0.5315949057278054, 0.13877530533228546`], + Complex[-0.33726735640503397`, 0.44412943688192696`], + Complex[0.2757130067252378, 0.2661814166394663], + Complex[0.16691960072386552`, -0.2470049352202606]}, { + Complex[-0.06893663561108784, 0.16919224720810447`], + Complex[0.017380872361438968`, 0.3006937097152488], + Complex[-0.06069695640783647, -0.36229039124218604`], + Complex[0.36482986294529846`, 0.2731110390250967]}}}}, + Selectable -> False, Editable -> False, SelectWithContents -> + True], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -2366,16 +3066,16 @@ HACo2sx4 GraphicsBox[ RasterBox[CompressedData[" 1:eJxTTMoPSmVmYGDggGIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j -vGiL+Y8r9i8WKT4OXPXKfkUTX3fqlPP2Klv2nJa0vmQv4PZRobjqpf1d579z -DzpdtHeqrzR76PPIXqnUh0/7/VuS1eOyl1RxXP667dr0M93zkr27Umpf1JRV -9vcvCjq+uvPQ3koprr++54J9Sr7A3eVbztlfe2pgo2D9gmT1pLoTV/jgsrf6 -wKOnFhfP2YfLNjywzF9gb/tDaH9j6V2c5pOq/rES98VPvBfspTj/ht1muGPf -z6H7+LHSG/u+Odsm/Im+ZK9S/+nwvJ8H7PuncTCnOz7FHY8kho/ZFfaH6xIu -268QFv7H37jJPr6tMe3rlMc41f+Oq22JzX1g7/pZ7Eum6kv7wEuH1ta3vbcP -W6/zTHPRNXtf09Wa9enP7CccyP3H6/Te/teMIo0/EuftPTVC1MzSbth/nFQz -/33ia5qH/yvxHW7FHy7a7/8fvuXG9if264XMZPk/vRt04Y8rPGkd/qTmF1zh -g8teUtXv7DZw3bnlhf0N9+Xraqa9tT8Zkfsv/ivucCBVHFc84gofUtXjsheX -vwBJ8ggr +vGiL+Y8r9i8WKT4OXPXK/px13gHdk5fsGxbbnuOq3m1fqGSi8Ln3iX2N97XG +GU4X7dsc3n9c5n/SXjnSy+42/3OS1eOyl1RxXP66N/XGMfaey/Yzk6aba91f +b8/0YrHsDt/H9vrLSo7/M7pgf90idcf2tRfsP852yLU494Jk9aS6E1f44LI3 +aSuj/Z6Np+1VK7Z0hN+Zav90dW+aOP8tnOaTqn7jU5PahUvO2y+KaZ5+I/yW +vfwq/fOMp17b5zTm2Li1X7DXieU/3pd43/63Zu+nndff4IxHUsMngSXK8+37 +i/b7HtQ3KuoesV+5IL3o36enONV7abd2axk/tr/9l5vXZtEr+zXx6l8Xrn5v +f2+7/OkQ3kv2M79cunVY7ql9cEuDmrTse/tXN32/NHZftL/wY+EbxYDH9qkX +Vi+YFf2O5uFv57Mj/9CvC/bO0ccvBfg8tPf5Z5V0u/ntoAt/XOFJ6/AnNb/g +Ch9c9pKqfme3gevOLS/sb7gvX1cz7a39yYjcf/FfcYcDqeK44hFX+JCqHpe9 +uPwFAPm2G5Q= "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -2444,16 +3144,16 @@ vwBJ8ggr GraphicsBox[ RasterBox[CompressedData[" 1:eJxTTMoPSmVmYGDggGIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j -vGiL+Y8r9i8WKT4OXPXKfkUTX3fqlPP2Klv2nJa0vmQv4PZRobjqpf1d579z -DzpdtHeqrzR76PPIXqnUh0/7/VuS1eOyl1RxXP667dr0M93zkr27Umpf1JRV -9vcvCjq+uvPQ3koprr++54J9Sr7A3eVbztlfe2pgo2D9gmT1pLoTV/jgsrf6 -wKOnFhfP2YfLNjywzF9gb/tDaH9j6V2c5pOq/rES98VPvBfspTj/ht1muGPf -z6H7+LHSG/u+Odsm/Im+ZK9S/+nwvJ8H7PuncTCnOz7FHY8kho/ZFfaH6xIu -268QFv7H37jJPr6tMe3rlMc41f+Oq22JzX1g7/pZ7Eum6kv7wEuH1ta3vbcP -W6/zTHPRNXtf09Wa9enP7CccyP3H6/Te/teMIo0/EuftPTVC1MzSbth/nFQz -/33ia5qH/yvxHW7FHy7a7/8fvuXG9if264XMZPk/vRt04Y8rPGkd/qTmF1zh -g8teUtXv7DZw3bnlhf0N9+Xraqa9tT8Zkfsv/ivucCBVHFc84gofUtXjsheX -vwBJ8ggr +vGiL+Y8r9i8WKT4OXPXK/px13gHdk5fsGxbbnuOq3m1fqGSi8Ln3iX2N97XG +GU4X7dsc3n9c5n/SXjnSy+42/3OS1eOyl1RxXP66N/XGMfaey/Yzk6aba91f +b8/0YrHsDt/H9vrLSo7/M7pgf90idcf2tRfsP852yLU494Jk9aS6E1f44LI3 +aSuj/Z6Np+1VK7Z0hN+Zav90dW+aOP8tnOaTqn7jU5PahUvO2y+KaZ5+I/yW +vfwq/fOMp17b5zTm2Li1X7DXieU/3pd43/63Zu+nndff4IxHUsMngSXK8+37 +i/b7HtQ3KuoesV+5IL3o36enONV7abd2axk/tr/9l5vXZtEr+zXx6l8Xrn5v +f2+7/OkQ3kv2M79cunVY7ql9cEuDmrTse/tXN32/NHZftL/wY+EbxYDH9qkX +Vi+YFf2O5uFv57Mj/9CvC/bO0ccvBfg8tPf5Z5V0u/ntoAt/XOFJ6/AnNb/g +Ch9c9pKqfme3gevOLS/sb7gvX1cz7a39yYjcf/FfcYcDqeK44hFX+JCqHpe9 +uPwFAPm2G5Q= "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -2474,83 +3174,571 @@ vwBJ8ggr "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Specified independent elements: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["24", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["24", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.2010322419519935`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26905237036125235`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.2540260761038078`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.4092454260318227`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.2010322419519935`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26905237036125235`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.2540260761038078`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.4092454260318227`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[0.2010322419519935, -0.26905237036125235`], {1, + 4} -> Complex[0.2540260761038078, -0.4092454260318227], { + 1, 5} -> Complex[ + 0.2010322419519935, -0.26905237036125235`], {1, 6} -> + Complex[0.2540260761038078, -0.4092454260318227], {1, 8} -> + 1, {2, 3} -> + Complex[0.10836121795656652`, 0.023558684472622993`], {2, + 4} -> Complex[0.2801415763221976, 0.00970259630821051], { + 2, 5} -> Complex[ + 0.10836121795656652`, 0.023558684472622993`], {2, 6} -> + Complex[0.2801415763221976, 0.00970259630821051], {2, 7} -> + 1, {3, 4} -> Complex[0.791514527600664, 0.], {3, 5} -> + Complex[ + 4.5102810375396984`*^-17, 3.8163916471489756`*^-17], {3, + 6} -> Complex[0.791514527600664, 0.], {3, 7} -> + Complex[0.2801415763221976, -0.00970259630821051], {3, 8} -> + Complex[0.2540260761038078, 0.4092454260318227], {4, 5} -> + Complex[0.20848547239933582`, 0.], {4, 6} -> + Complex[ + 4.5102810375396984`*^-17, -3.8163916471489756`*^-17], {4, + 7} -> Complex[ + 0.10836121795656652`, -0.023558684472622993`], {4, 8} -> + Complex[0.2010322419519935, 0.26905237036125235`], {5, 6} -> + Complex[0.791514527600664, 0.], {5, 7} -> + Complex[0.2801415763221976, -0.00970259630821051], {5, 8} -> + Complex[0.2540260761038078, 0.4092454260318227], {6, 7} -> + Complex[0.10836121795656652`, -0.023558684472622993`], {6, + 8} -> Complex[0.2010322419519935, 0.26905237036125235`]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 2, 0], + $CellContext`c[2, 2, 1], + $CellContext`c[2, 2, 0], + $CellContext`c[2, 2, 1], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[0.3218223444752802, 0.15585149261979706`], + Complex[0.10705289881018286`, -0.28069290214104864`], + Complex[0.07511062058234959, -0.055688691894705156`], + Complex[-0.12370903465536905`, -0.033063805685920246`]}, { + Complex[0.2801415763221976, -0.00970259630821051], + Complex[0.35492958889224946`, 0.5078482932237655], + Complex[0.2540260761038078, 0.4092454260318227], + Complex[0.0022592437843307707`, -0.3115124591225889]}, { + Complex[-0.2205397495634385, 0.3965592100375548], + Complex[0.31343319002517483`, -0.2971091523034821], + Complex[0.1731789955687457, 0.30002715491767395`], + Complex[0.32073829018588035`, 0.019607236827451857`]}, { + Complex[-0.19824516559855335`, -0.20431217906645477`], + Complex[0.3126404364247014, 0.08336785741587734], + Complex[0.008117524933198617, -0.2404635076704802], + Complex[0.08076370866206278, 0.360321020962974]}}, {{ + Complex[0.1639656612562539, -0.2106214952178339], + Complex[-0.0604526288077517, -0.19456572511539583`], + Complex[0.35291281622266907`, 0.34857854482546136`], + Complex[0.45157761689975595`, -0.44047541391934775`]}, { + Complex[0.10836121795656652`, 0.023558684472622993`], + Complex[-0.16200868761024276`, 0.22330961980465866`], + Complex[0.2010322419519935, -0.26905237036125235`], + Complex[0.052340955622730355`, -0.06731708648609395]}, { + Complex[-0.34553619519411854`, -0.33319293598529265`], + Complex[-0.2445938928239593, -0.12585523083617015`], + Complex[0.03602669929767887, 0.0444234159130101], + Complex[-0.2685838046029433, 0.05326271425192662]}, { + Complex[-0.32899932628044104`, 0.29056665039401175`], + Complex[-0.1841838633378433, -0.08627899214215969], + Complex[0.4527396951556478, -0.11936521559608519`], + Complex[0.3475713406281903, 0.2143691210127707]}}}, {{{ + Complex[-0.10957752437973259`, 0.41944619666529437`], + Complex[-0.02521563021884629, -0.16638518737798869`], + Complex[0.0045164034053809116`, 0.004619377074249644], + Complex[-0.391465041464807, 0.021577912981887992`]}, { + Complex[-0.2054062823046009, 0.22270855639887233`], + Complex[0.17471714057231558`, 0.22238555055070836`], + Complex[0.3972246873778253, 0.37519649226283425`], + Complex[-0.33566728595097095`, 0.10278424602964938`]}, { + Complex[-0.07338060458973097, 0.2668105904719666], + Complex[0.08190883420256251, -0.17736752580287649`], + Complex[-0.054767258111071485`, 0.09024394601244266], + Complex[-0.15281656513561892`, 0.046551252200917624`]}, { + Complex[-0.15511328647272501`, 0.016721583867004192`], + Complex[0.43681119312206385`, 0.1542674887101637], + Complex[0.32023148994245265`, -0.28195093340435384`], + Complex[0.25774907613355463`, -0.21413235058763416`]}}, {{ + Complex[0.45346412385611023`, -0.1527888882366292], + Complex[0.010898936553556976`, 0.16031643011110314`], + Complex[0.3017325764034613, 0.07194808697309682], + Complex[0.07805355804700803, 0.5223790201807661]}, { + Complex[-0.2165149288175871, -0.090948277721072], + Complex[0.45975020960706936`, -0.004304447427938826], + Complex[-0.34240388941721783`, 0.11376418557822206`], + Complex[-0.0795734889938205, -0.05811210676805825]}, { + Complex[-0.5315949057278054, 0.13877530533228546`], + Complex[-0.33726735640503397`, 0.44412943688192696`], + Complex[0.2757130067252378, 0.2661814166394663], + Complex[0.16691960072386552`, -0.2470049352202606]}, { + Complex[-0.06893663561108784, 0.16919224720810447`], + Complex[0.017380872361438968`, 0.3006937097152488], + Complex[-0.06069695640783647, -0.36229039124218604`], + Complex[0.36482986294529846`, 0.2731110390250967]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[0.2010322419519935, -0.26905237036125235`], {1, 4} -> + Complex[0.2540260761038078, -0.4092454260318227], {1, 5} -> + Complex[0.2010322419519935, -0.26905237036125235`], {1, 6} -> + Complex[0.2540260761038078, -0.4092454260318227], {1, 8} -> 1, {2, 3} -> + Complex[0.10836121795656652`, 0.023558684472622993`], {2, 4} -> + Complex[0.2801415763221976, 0.00970259630821051], {2, 5} -> + Complex[0.10836121795656652`, 0.023558684472622993`], {2, 6} -> + Complex[0.2801415763221976, 0.00970259630821051], {2, 7} -> 1, {3, 4} -> + Complex[0.791514527600664, 0.], {3, 5} -> + Complex[4.5102810375396984`*^-17, 3.8163916471489756`*^-17], {3, 6} -> + Complex[0.791514527600664, 0.], {3, 7} -> + Complex[0.2801415763221976, -0.00970259630821051], {3, 8} -> + Complex[0.2540260761038078, 0.4092454260318227], {4, 5} -> + Complex[0.20848547239933582`, 0.], {4, 6} -> + Complex[4.5102810375396984`*^-17, -3.8163916471489756`*^-17], {4, 7} -> + Complex[0.10836121795656652`, -0.023558684472622993`], {4, 8} -> + Complex[0.2010322419519935, 0.26905237036125235`], {5, 6} -> + Complex[0.791514527600664, 0.], {5, 7} -> + Complex[0.2801415763221976, -0.00970259630821051], {5, 8} -> + Complex[0.2540260761038078, 0.4092454260318227], {6, 7} -> + Complex[0.10836121795656652`, -0.023558684472622993`], {6, 8} -> + Complex[0.2010322419519935, 0.26905237036125235`]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[8]=", + CellID->1079401054,ExpressionUUID->"5af391a1-f8bc-4631-ad6b-cb0e10da943b"] +}, Open ]], + +Cell["Take an operator to calculate the expectation value.", "ExampleText", + CellID->523732884,ExpressionUUID->"b7e5a053-d3b7-4c91-8d83-dc3c56b35619"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"obs", "=", + RowBox[{"WickOperator", "@", + RowBox[{"Join", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"RandomChoice", "@", + RowBox[{"Subsets", "[", + RowBox[{"cc", ",", + RowBox[{"{", "2", "}"}]}], "]"}]}], ",", "\[IndentingNewLine]", + RowBox[{"RandomChoice", "@", + RowBox[{"Subsets", "[", + RowBox[{ + RowBox[{"Dagger", "@", "cc"}], ",", + RowBox[{"{", "2", "}"}]}], "]"}]}]}], "\[IndentingNewLine]", + "]"}]}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[9]:=", + CellID->1378761713,ExpressionUUID->"763b178a-e5a4-4e1f-a902-24e49690b2b8"], + +Cell[BoxData[ + RowBox[{"WickOperator", "[", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}], "}"}], "]"}]], "Output", + CellLabel->"Out[9]=", + CellID->941566210,ExpressionUUID->"1d31b2a8-4799-426a-85ff-4322f2822cec"] +}, Open ]], + +Cell["Calculate the expectation value.", "ExampleText", + CellID->326682640,ExpressionUUID->"3e075c95-2ba4-4e21-97f8-d0d873d83e25"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"val", "=", + RowBox[{ + RowBox[{ + RowBox[{"WickExpectation", "[", "ws", "]"}], "[", "obs", "]"}], "//", + "Chop"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[10]:=", + CellID->1299047413,ExpressionUUID->"9d259649-9663-4e7c-8926-3d6b8b5d1b70"], + +Cell[BoxData[ + RowBox[{"0.049156810263716634`", "\[VeryThinSpace]", "-", + RowBox[{"0.012210277464923158`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[10]=", + CellID->291993413,ExpressionUUID->"5c22b100-4491-4200-9680-baed297fb7b3"] +}, Open ]], + +Cell["\<\ +Now, let us calculate the same expectation value with the traditional methods.\ +\>", "ExampleText", + CellID->1078768380,ExpressionUUID->"6e3c923d-cb91-4f59-b65d-656dc9e53150"], + +Cell["First, use the matrix representations.", "ExampleText", + CellID->1119510021,ExpressionUUID->"fb887378-e849-4221-9551-fb0d81157c4b"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{"vec", "=", + RowBox[{"Matrix", "[", + RowBox[{"ws", ",", "cc"}], "]"}]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"vec", "//", "Chop"}], "//", "Normal"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[11]:=", + CellID->1204968410,ExpressionUUID->"17aabf2f-5df9-49cc-abe5-af7b70939a7e"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBgBGIBIAaxFd6HagvXHbVngAKRLScfTva7bG9VvjtultI5 ++znGi7aY/7hi/2KR4uPAVa9wiv9ILzm7aMUF+3Pss6VWqT+wvyQou7KY8y1O +9df3sMXG9Fy0X/NknZmVwnH7G/cbsxdMe2YfFfzQtf7TJXt+zpYNoRw77f95 +Smdxez0h2T2LJKaE9JhesM84OXn3bMfF9p7zqgv2Gd+3N/Es+nbp3UX7Dz4r +l/CHrrT/cLrxh3fVQ5zmOKt+ZoxbecHeqjhh5fabZ+3/tWZFrON+QbJ7np3T +q3uTfdKefUnuTfbN3fa/nSJ3rZx63R4A7AfDXA== + "], {{0, 0}, {16, 1}}, {0, 1}], AspectRatio -> 1, Axes -> False, + AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, + FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> + Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", "16", "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBgBGIBIAaxFd6HagvXHbVngAKRLScfTva7bG9VvjtultI5 ++znGi7aY/7hi/2KR4uPAVa9wiv9ILzm7aMUF+3Pss6VWqT+wvyQou7KY8y1O +9df3sMXG9Fy0X/NknZmVwnH7G/cbsxdMe2YfFfzQtf7TJXt+zpYNoRw77f95 +Smdxez0h2T2LJKaE9JhesM84OXn3bMfF9p7zqgv2Gd+3N/Es+nbp3UX7Dz4r +l/CHrrT/cLrxh3fVQ5zmOKt+ZoxbecHeqjhh5fabZ+3/tWZFrON+QbJ7np3T +q3uTfdKefUnuTfbN3fa/nSJ3rZx63R4A7AfDXA== + "], {{0, 0}, {16, 1}}, {0, 1}], AspectRatio -> 1, Axes -> False, + AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, + FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> + Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", "16", "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{ + RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.5`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + RowBox[{"{", "1", "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.30219332251152137`"}], "-", - RowBox[{"0.44846585169910186`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.27485635109958567`"}], "-", + RowBox[{"0.06276440711434131`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + RowBox[{"{", "4", "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.017482803636439313`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.03957931439704301`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11450140085650654`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3373758602929957`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + RowBox[{"{", "6", "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.30219332251152137`"}], "-", - RowBox[{"0.44846585169910186`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07215518996074186`"}], "-", + RowBox[{"0.1042610358560863`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + RowBox[{"{", "7", "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.017482803636439313`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.03957931439704301`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11907054616824493`"}], "+", + RowBox[{"0.03202981667773762`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -2558,65 +3746,11 @@ vwBJ8ggr ItemBox[ "\"\[VerticalEllipsis]\"", Alignment -> Center, StripOnInput -> False]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SymmetrizedArray[ - - StructuredArray`StructuredData[{8, - 8}, {{{1, 3} -> - Complex[-0.30219332251152137`, -0.44846585169910186`], {1, - 4} -> Complex[ - 0.017482803636439313`, 0.03957931439704301], {1, 5} -> - Complex[-0.30219332251152137`, -0.44846585169910186`], {1, - 6} -> Complex[ - 0.017482803636439313`, 0.03957931439704301], {1, 8} -> - 1, {2, 3} -> - Complex[0.043119872479176896`, 0.07563576623312547], {2, - 4} -> Complex[ - 0.43134924994194757`, -0.3403881897710415], {2, 5} -> - Complex[0.043119872479176896`, 0.07563576623312547], {2, - 6} -> Complex[ - 0.43134924994194757`, -0.3403881897710415], {2, 7} -> - 1, {3, 4} -> Complex[0.6145914174450163, 0.], {3, 5} -> - - Complex[-2.949029909160572*^-17, \ --1.3877787807814457`*^-17], {3, 6} -> Complex[0.6145914174450163, 0.], {3, 7} -> - Complex[0.43134924994194757`, 0.3403881897710415], {3, 8} -> - Complex[0.017482803636439313`, -0.03957931439704301], {4, - 5} -> Complex[0.3854085825549834, 0.], {4, 6} -> - Complex[-2.949029909160572*^-17, - 1.3877787807814457`*^-17], {4, 7} -> - Complex[0.043119872479176896`, -0.07563576623312547], {4, - 8} -> Complex[-0.30219332251152137`, - 0.44846585169910186`], {5, 6} -> - Complex[0.6145914174450163, 0.], {5, 7} -> - Complex[0.43134924994194757`, 0.3403881897710415], {5, 8} -> - Complex[0.017482803636439313`, -0.03957931439704301], {6, - 7} -> Complex[ - 0.043119872479176896`, -0.07563576623312547], {6, 8} -> - Complex[-0.30219332251152137`, 0.44846585169910186`]}, - Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> - False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { @@ -2633,215 +3767,163 @@ vwBJ8ggr Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues:>{}], "]"}], - Q3`WickState[{ - $CellContext`c[1, 3, 0], - $CellContext`c[1, 2, 0], - $CellContext`c[2, 2, 0], - $CellContext`c[2, 2, 1], - $CellContext`c[2, 2, 0], - $CellContext`c[2, 2, 1], - $CellContext`c[1, 2, 1], - $CellContext`c[1, 3, 1]}, {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.3711971141783463, 0.3098770030906684], - Complex[0.13777738053668787`, -0.29535796703959427`], - Complex[-0.13427545304993116`, 0.22768024415208157`], - Complex[0.24660966787027744`, 0.4287729439401215]}, { - Complex[0.3607985774367652, 0.3929772569817995], - Complex[0.43134924994194757`, 0.3403881897710415], - Complex[0.017482803636439313`, -0.03957931439704301], - Complex[0.15938581825504994`, -0.027970961489269103`]}, { - Complex[-0.24721606722630907`, 0.3659282332870538], - Complex[0.11499619654809932`, -0.06305024020868283], - Complex[0.5562342151528646, -0.13479178571467507`], - Complex[0.17542276294825962`, -0.06573421623814257]}, { - Complex[-0.3211974532164147, 0.10673004796039008`], - Complex[0.1378836645372165, -0.16355673240614915`], - Complex[-0.11196253450014185`, 0.17966055206049392`], - Complex[0.6786346138658209, -0.1737639838695046]}}, {{ - Complex[-0.11771855377041823`, 0.11667010594161487`], - Complex[0.16056049965561614`, 0.20945129228355727`], - Complex[0.4164286621696652, 0.16472815620936407`], - Complex[-0.016831455387076456`, -0.2179189529680166]}, { - Complex[-0.06528073435486333, -0.16845949684755918`], - Complex[0.043119872479176896`, 0.07563576623312547], - Complex[-0.30219332251152137`, -0.44846585169910186`], - Complex[-0.1132886593216877, 0.19977880022912656`]}, { - Complex[-0.038391688326638126`, 0.3165759350029084], - Complex[0.361559394900991, -0.26718250642210256`], - Complex[0.020739116787077506`, 0.2120262479987784], - Complex[0.1499839417213059, 0.23116113409360578`]}, { - Complex[0.06039353113303273, -0.0809473511462467], - Complex[-0.4983402375857948, -0.03476077219610159], - Complex[-0.12158100732619333`, 0.05218223160613797], - Complex[0.1407512946058387, -0.08401660199370685]}}}, {{{ - Complex[-0.15960188332434702`, 0.08568855764260591], - Complex[0.4472389673674956, 0.2261538697325777], - Complex[0.28263358456591875`, 0.3550960603175939], - Complex[0.031136676146452102`, -0.016470806106816043`]}, { - Complex[0.3521446362656965, 0.06764041587680475], - Complex[-0.07447219685333664, -0.10743002631727186`], - Complex[-0.18237145027016616`, -0.2899528710794396], - Complex[-0.18661863057891723`, 0.25381369693731365`]}, { - Complex[0.03857584960444773, 0.4275653829440216], - Complex[0.037263153424209786`, -0.10031641846063197`], - Complex[0.10737927746485237`, 0.07716345798893622], - Complex[-0.03194890286535089, -0.16119620581784908`]}, { - Complex[-0.06894135927978014, -0.5411011934357053], - Complex[0.3985950894212832, -0.5007001837874587], - Complex[-0.047835173178056106`, 0.05776973759342555], - Complex[-0.08692628316645784, -0.011240523700759661`]}}, {{ - Complex[0.16423126622046624`, 0.22924325525617859`], - Complex[-0.19851476538644153`, 0.3300345247085189], - Complex[0.1338853165377863, -0.46243859520860975`], - Complex[0.14200273263124827`, 0.1703112477496942]}, { - Complex[0.3333222646821179, -0.0019121265168682428`], - Complex[-0.17336798287769623`, -0.11527878589561391`], - Complex[0.2055378427185261, -0.5471112344075016], - Complex[-0.3751100945981208, -0.03185210006660977]}, { - Complex[-0.13383761379846795`, 0.18403723168056252`], - Complex[0.13997739443326296`, -0.08112585882447082], - Complex[-0.1628883535677813, 0.11435010316653282`], - Complex[-0.5365894930775175, 0.5952010011245235]}, { - Complex[0.060059015637726434`, 0.3327745658540604], - Complex[-0.2603703035197536, -0.1583333269559574], - Complex[-0.0566661776095459, 0.19342212700438527`], - Complex[-0.17753738441988612`, 0.014797346035419344`]}}}}, - SymmetrizedArray[ - StructuredArray`StructuredData[{8, - 8}, {{{1, 3} -> - Complex[-0.30219332251152137`, -0.44846585169910186`], {1, 4} -> - Complex[0.017482803636439313`, 0.03957931439704301], {1, 5} -> - Complex[-0.30219332251152137`, -0.44846585169910186`], {1, 6} -> - Complex[0.017482803636439313`, 0.03957931439704301], {1, 8} -> - 1, {2, 3} -> - Complex[0.043119872479176896`, 0.07563576623312547], {2, 4} -> - Complex[0.43134924994194757`, -0.3403881897710415], {2, 5} -> - Complex[0.043119872479176896`, 0.07563576623312547], {2, 6} -> - Complex[0.43134924994194757`, -0.3403881897710415], {2, 7} -> - 1, {3, 4} -> Complex[0.6145914174450163, 0.], {3, 5} -> - Complex[-2.949029909160572*^-17, -1.3877787807814457`*^-17], {3, 6} -> - Complex[0.6145914174450163, 0.], {3, 7} -> - Complex[0.43134924994194757`, 0.3403881897710415], {3, 8} -> - Complex[0.017482803636439313`, -0.03957931439704301], {4, 5} -> - Complex[0.3854085825549834, 0.], {4, 6} -> - Complex[-2.949029909160572*^-17, 1.3877787807814457`*^-17], {4, 7} -> - Complex[0.043119872479176896`, -0.07563576623312547], {4, 8} -> - Complex[-0.30219332251152137`, 0.44846585169910186`], {5, 6} -> - Complex[0.6145914174450163, 0.], {5, 7} -> - Complex[0.43134924994194757`, 0.3403881897710415], {5, 8} -> - Complex[0.017482803636439313`, -0.03957931439704301], {6, 7} -> - Complex[0.043119872479176896`, -0.07563576623312547], {6, 8} -> - Complex[-0.30219332251152137`, 0.44846585169910186`]}, - Antisymmetric[{1, 2}]}]], { - $CellContext`c[1], - $CellContext`c[2], - $CellContext`c[3], - $CellContext`c[4]}], + SparseArray[Automatic, {16}, + Complex[0., 0.], { + 1, {{0, 8}, {{1}, {4}, {6}, {7}, {10}, {11}, {13}, {16}}}, { + Complex[-0.27485635109958567`, -0.06276440711434131], + Complex[0.11450140085650654`, -0.3373758602929957], + Complex[-0.07215518996074186, -0.1042610358560863], + Complex[-0.11907054616824493`, 0.03202981667773762], + Complex[-0.18169429924658564`, -0.15998623866933692`], + Complex[-0.17025456304994538`, 0.33364918340696414`], + Complex[-0.06024128708733547, 0.252674118527335], + Complex[-0.2550190095514565, -0.19211124744561905`]}}], Editable->False, SelectWithContents->True, Selectable->False]], "Output", - CellLabel->"Out[7]=", - CellID->473333065,ExpressionUUID->"6136a71a-f016-4261-ac94-054f61d524ae"] -}, Open ]], + CellLabel->"Out[11]=", + CellID->1065314867,ExpressionUUID->"bfe12ac6-145c-4797-910f-d9b67a3b9675"], -Cell["Take an operator to calculate the expectation value.", "ExampleText", - CellID->523732884,ExpressionUUID->"b7e5a053-d3b7-4c91-8d83-dc3c56b35619"], +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "0.27485635109958567`"}], "-", + RowBox[{"0.06276440711434131`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + "0", ",", + RowBox[{"0.11450140085650654`", "\[VeryThinSpace]", "-", + RowBox[{"0.3373758602929957`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + RowBox[{ + RowBox[{"-", "0.07215518996074186`"}], "-", + RowBox[{"0.1042610358560863`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.11907054616824493`"}], "+", + RowBox[{"0.03202981667773762`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + "0", ",", + RowBox[{ + RowBox[{"-", "0.18169429924658564`"}], "-", + RowBox[{"0.15998623866933692`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.17025456304994538`"}], "+", + RowBox[{"0.33364918340696414`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + RowBox[{ + RowBox[{"-", "0.06024128708733547`"}], "+", + RowBox[{"0.252674118527335`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + "0", ",", + RowBox[{ + RowBox[{"-", "0.2550190095514565`"}], "-", + RowBox[{"0.19211124744561905`", " ", "\[ImaginaryI]"}]}]}], + "}"}]], "Output", + CellLabel->"Out[11]=", + CellID->1175804630,ExpressionUUID->"56e2af4b-f0fd-4461-b620-003caf90d736"] +}, Open ]], Cell[CellGroupData[{ -Cell[BoxData[ - RowBox[{"msr", "=", - RowBox[{ - RowBox[{"Dagger", "[", - RowBox[{"c", "[", "1", "]"}], "]"}], "**", - RowBox[{"c", "[", "2", "]"}], "**", - RowBox[{"Dagger", "[", - RowBox[{"c", "[", "3", "]"}], "]"}], "**", - RowBox[{"c", "[", "3", "]"}]}]}]], "Input", +Cell[BoxData[{ + RowBox[{ + RowBox[{"mat", "=", + RowBox[{"Matrix", "[", + RowBox[{"obs", ",", "cc"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"mat", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", - CellID->1836937540,ExpressionUUID->"8bbb0d4f-b947-4640-8728-b4aada419578"], + CellLabel->"In[12]:=", + CellID->980388971,ExpressionUUID->"da48346b-f927-4abd-84f3-f397ee33064d"], Cell[BoxData[ - InterpretationBox[ - TemplateBox[{ - TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript", SyntaxForm -> SubsuperscriptBox], - Q3`Dagger[ - $CellContext`c[1]]], - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript", SyntaxForm -> SubsuperscriptBox], - Q3`Dagger[ - $CellContext`c[3]]], - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}, "RowWithSeparators"]}, - "RowDefault"], - Q3`Multiply[ - Q3`Dagger[ - $CellContext`c[1]], - Q3`Dagger[ - $CellContext`c[3]], - $CellContext`c[3], - $CellContext`c[2]]]], "Output", - CellLabel->"Out[8]=", - CellID->395463002,ExpressionUUID->"737357b1-9015-4837-beea-074f20a9d7e0"] + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "1", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "1", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", + "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {16, 16}, 0, { + 1, {{0, 0, 0, 0, 0, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2}, {{9}, {10}}}, { + 1, 1}}]]]]], "Output", + CellLabel->"Out[12]//MatrixForm=", + CellID->991144852,ExpressionUUID->"f73bc174-45b5-4fe6-bfa6-d0cbda40b860"] }, Open ]], -Cell["Calculate the expectation value.", "ExampleText", - CellID->326682640,ExpressionUUID->"3e075c95-2ba4-4e21-97f8-d0d873d83e25"], - Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"val", "=", + RowBox[{"new", "=", RowBox[{ RowBox[{ - RowBox[{"WickExpectation", "[", "ws", "]"}], "[", "msr", "]"}], "//", - "Chop"}]}]], "Input", + RowBox[{"Conjugate", "[", "vec", "]"}], ".", "mat", ".", "vec"}], "/", + RowBox[{ + RowBox[{"Norm", "[", "vec", "]"}], "^", "2"}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", - CellID->1299047413,ExpressionUUID->"9d259649-9663-4e7c-8926-3d6b8b5d1b70"], + CellLabel->"In[13]:=", + CellID->613998426,ExpressionUUID->"55113156-285b-445f-9a56-925e711b3c7e"], Cell[BoxData[ - RowBox[{ - RowBox[{"-", "0.07908072337218662`"}], "-", - RowBox[{"0.2048899788207198`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[9]=", - CellID->1932642881,ExpressionUUID->"d1a44f4a-4568-4996-b389-c6e07cfc9dda"] + RowBox[{"0.04915681026371675`", "\[VeryThinSpace]", "-", + RowBox[{"0.012210277464923133`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[13]=", + CellID->1450267272,ExpressionUUID->"e13cac52-b34e-4b68-b3e9-d64c80b3bddd"] }, Open ]], -Cell["\<\ -Now, let us calculate the same expectation value with the traditional method.\ -\ -\>", "ExampleText", - CellID->1078768380,ExpressionUUID->"6e3c923d-cb91-4f59-b65d-656dc9e53150"], +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"val", "-", "new"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[14]:=", + CellID->1045635579,ExpressionUUID->"4f97e1a2-ec54-46d1-a0c1-4ac492b72862"], + +Cell[BoxData["0"], "Output", + CellLabel->"Out[14]=", + CellID->799010841,ExpressionUUID->"0d13b5a5-48a2-4860-aac7-40b2a6ba7480"] +}, Open ]], Cell["\<\ -To do that, first calculate the transformation of the fermion operators in \ -the Heisenberg picture.\ +Another way is to use the canonical transformation of the fermion operators \ +in the Heisenberg picture. Recall the convention:\ \>", "ExampleText", CellID->1803214686,ExpressionUUID->"52e71a37-cfb8-4809-9198-0a043ec70d02"], -Cell["Recall the convention:", "ExampleText", - CellID->1583986999,ExpressionUUID->"d56ec007-6f13-4846-8354-e3ced3a27d27"], - Cell[TextData[{ "\t", Cell[BoxData[ @@ -2883,28 +3965,97 @@ Cell[TextData[{ Cell[CellGroupData[{ +Cell[BoxData[ + RowBox[{"ccdd", "=", + RowBox[{"Join", "[", + RowBox[{"cc", ",", + RowBox[{"Dagger", "@", "cc"}]}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[15]:=", + CellID->592478874,ExpressionUUID->"fcfec859-3592-4f4e-906e-5eef874ebbb4"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, + "RowWithSeparators"]], + $CellContext`c[4]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[4]]]}], "}"}]], "Output", + CellLabel->"Out[15]=", + CellID->1207381573,ExpressionUUID->"c4ee2bc5-860c-4b66-a3d6-8b58a9e5ecd2"] +}, Open ]], + +Cell[CellGroupData[{ + Cell[BoxData[{ RowBox[{"T1", "=", RowBox[{"Thread", "[", RowBox[{"cc", "->", RowBox[{ - RowBox[{"U1", ".", "cc"}], "+", - RowBox[{"V1", ".", - RowBox[{"Dagger", "[", "cc", "]"}]}]}]}], + RowBox[{"ArrayFlatten", "[", + RowBox[{"List", "@", + RowBox[{"First", "@", "wu1"}]}], "]"}], ".", "ccdd"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"T2", "=", RowBox[{ RowBox[{"Thread", "[", RowBox[{"cc", "->", RowBox[{ - RowBox[{"U2", ".", - RowBox[{"Values", "[", "T1", "]"}]}], "+", - RowBox[{"V2", ".", - RowBox[{"Dagger", "[", - RowBox[{"Values", "@", "T1"}], "]"}]}]}]}], "]"}], "//", + RowBox[{"ArrayFlatten", "[", + RowBox[{"List", "@", + RowBox[{"First", "@", "wu2"}]}], "]"}], ".", + RowBox[{"Join", "[", + RowBox[{ + RowBox[{"Values", "@", "T1"}], ",", + RowBox[{"Dagger", "@", + RowBox[{"Values", "@", "T1"}]}]}], "]"}]}]}], "]"}], "//", "Garner"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", + CellLabel->"In[16]:=", CellID->1957557603,ExpressionUUID->"c37ecf40-ef73-4465-a963-126ed568395e"], Cell[BoxData[ @@ -2919,8 +4070,9 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.3711971141783463`", "\[VeryThinSpace]", "+", - RowBox[{"0.3098770030906684`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.3218223444752802`", "\[VeryThinSpace]", "+", + RowBox[{"0.15585149261979706`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -2928,49 +4080,47 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.13777738053668787`", "\[VeryThinSpace]", "-", - RowBox[{"0.29535796703959427`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.10705289881018286`", "\[VeryThinSpace]", "-", + RowBox[{"0.28069290214104864`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "-", + $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.13427545304993116`", "\[VeryThinSpace]", "-", - RowBox[{"0.22768024415208157`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.07511062058234959`", "\[VeryThinSpace]", "-", + RowBox[{"0.055688691894705156`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "+", + $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.24660966787027744`", "\[VeryThinSpace]", "+", - RowBox[{"0.4287729439401215`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.12370903465536905`", "\[VeryThinSpace]", "+", + RowBox[{"0.033063805685920246`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "-", + $CellContext`c[4]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.11771855377041823`", "\[VeryThinSpace]", "-", - RowBox[{"0.11667010594161487`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.1639656612562539`", "\[VeryThinSpace]", "-", + RowBox[{"0.2106214952178339`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.16056049965561614`", "\[VeryThinSpace]", "+", - RowBox[{"0.20945129228355727`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0604526288077517`", "\[VeryThinSpace]", "+", + RowBox[{"0.19456572511539583`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -2981,8 +4131,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.4164286621696652`", "\[VeryThinSpace]", "+", - RowBox[{"0.16472815620936407`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.35291281622266907`", "\[VeryThinSpace]", "+", + RowBox[{"0.34857854482546136`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -2990,11 +4140,12 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.016831455387076456`", "\[VeryThinSpace]", "+", - RowBox[{"0.2179189529680166`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.45157761689975595`", "\[VeryThinSpace]", "-", + RowBox[{"0.44047541391934775`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], @@ -3011,8 +4162,9 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.3607985774367652`", "\[VeryThinSpace]", "+", - RowBox[{"0.3929772569817995`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2801415763221976`", "\[VeryThinSpace]", "-", + RowBox[{"0.00970259630821051`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -3020,8 +4172,8 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.43134924994194757`", "\[VeryThinSpace]", "+", - RowBox[{"0.3403881897710415`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.35492958889224946`", "\[VeryThinSpace]", "+", + RowBox[{"0.5078482932237655`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -3029,9 +4181,8 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.017482803636439313`", "\[VeryThinSpace]", "-", - RowBox[{"0.03957931439704301`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.2540260761038078`", "\[VeryThinSpace]", "+", + RowBox[{"0.4092454260318227`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -3039,29 +4190,28 @@ Cell[BoxData[ $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.15938581825504994`", "\[VeryThinSpace]", "-", - RowBox[{"0.027970961489269103`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0022592437843307707`", "\[VeryThinSpace]", "-", + RowBox[{"0.3115124591225889`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "-", + $CellContext`c[4]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.06528073435486333`", "\[VeryThinSpace]", "+", - RowBox[{"0.16845949684755918`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.10836121795656652`", "\[VeryThinSpace]", "+", + RowBox[{"0.023558684472622993`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.043119872479176896`", "\[VeryThinSpace]", "+", - RowBox[{"0.07563576623312547`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.16200868761024276`", "\[VeryThinSpace]", "-", + RowBox[{"0.22330961980465866`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3069,11 +4219,11 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.30219332251152137`", "\[VeryThinSpace]", "+", - RowBox[{"0.44846585169910186`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2010322419519935`", "\[VeryThinSpace]", "-", + RowBox[{"0.26905237036125235`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3081,11 +4231,11 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1132886593216877`", "\[VeryThinSpace]", "-", - RowBox[{"0.19977880022912656`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.052340955622730355`", "\[VeryThinSpace]", "-", + RowBox[{"0.06731708648609395`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3104,8 +4254,8 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.24721606722630907`"}], "+", - RowBox[{"0.3659282332870538`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.2205397495634385`"}], "+", + RowBox[{"0.3965592100375548`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -3113,9 +4263,8 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.11499619654809932`", "\[VeryThinSpace]", "-", - RowBox[{"0.06305024020868283`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.31343319002517483`", "\[VeryThinSpace]", "-", + RowBox[{"0.2971091523034821`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -3123,8 +4272,8 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.5562342151528646`", "\[VeryThinSpace]", "-", - RowBox[{"0.13479178571467507`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1731789955687457`", "\[VeryThinSpace]", "+", + RowBox[{"0.30002715491767395`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -3133,9 +4282,8 @@ Cell[BoxData[ $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.17542276294825962`", "\[VeryThinSpace]", "-", - RowBox[{"0.06573421623814257`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.32073829018588035`", "\[VeryThinSpace]", "+", + RowBox[{"0.019607236827451857`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, @@ -3143,19 +4291,20 @@ Cell[BoxData[ $CellContext`c[4]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.038391688326638126`", "\[VeryThinSpace]", "-", - RowBox[{"0.3165759350029084`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.34553619519411854`", "\[VeryThinSpace]", "+", + RowBox[{"0.33319293598529265`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.361559394900991`", "\[VeryThinSpace]", "-", - RowBox[{"0.26718250642210256`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2445938928239593`", "\[VeryThinSpace]", "+", + RowBox[{"0.12585523083617015`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3166,19 +4315,19 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.020739116787077506`", "\[VeryThinSpace]", "+", - RowBox[{"0.2120262479987784`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.03602669929767887`", "\[VeryThinSpace]", "+", + RowBox[{"0.0444234159130101`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.1499839417213059`", "\[VeryThinSpace]", "+", - RowBox[{"0.23116113409360578`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2685838046029433`", "\[VeryThinSpace]", "-", + RowBox[{"0.05326271425192662`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3197,8 +4346,8 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.3211974532164147`"}], "+", - RowBox[{"0.10673004796039008`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.19824516559855335`"}], "-", + RowBox[{"0.20431217906645477`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -3207,19 +4356,18 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1378836645372165`", "\[VeryThinSpace]", "-", - RowBox[{"0.16355673240614915`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.3126404364247014`", "\[VeryThinSpace]", "+", + RowBox[{"0.08336785741587734`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "-", + $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.11196253450014185`", "\[VeryThinSpace]", "-", - RowBox[{"0.17966055206049392`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.008117524933198617`", "\[VeryThinSpace]", "-", + RowBox[{"0.2404635076704802`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -3227,17 +4375,18 @@ Cell[BoxData[ $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.6786346138658209`", "\[VeryThinSpace]", "-", - RowBox[{"0.1737639838695046`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.08076370866206278`", "\[VeryThinSpace]", "+", + RowBox[{"0.360321020962974`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "+", + $CellContext`c[4]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.06039353113303273`", "\[VeryThinSpace]", "-", - RowBox[{"0.0809473511462467`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.32899932628044104`", "\[VeryThinSpace]", "-", + RowBox[{"0.29056665039401175`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], @@ -3247,8 +4396,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.4983402375857948`", "\[VeryThinSpace]", "+", - RowBox[{"0.03476077219610159`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1841838633378433`", "\[VeryThinSpace]", "+", + RowBox[{"0.08627899214215969`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3256,11 +4405,11 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.12158100732619333`", "\[VeryThinSpace]", "-", - RowBox[{"0.05218223160613797`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.4527396951556478`", "\[VeryThinSpace]", "-", + RowBox[{"0.11936521559608519`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3271,9 +4420,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1407512946058387`", "\[VeryThinSpace]", "-", - RowBox[{"0.08401660199370685`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.3475713406281903`", "\[VeryThinSpace]", "+", + RowBox[{"0.2143691210127707`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], @@ -3281,8 +4429,8 @@ Cell[BoxData[ "Subsuperscript"], Q3`Dagger[ $CellContext`c[4]]]}]}]}]}], "}"}]], "Output", - CellLabel->"Out[10]=", - CellID->973300431,ExpressionUUID->"e3a78ded-07dc-4630-8c5c-c45b8bd53d6a"], + CellLabel->"Out[16]=", + CellID->321197675,ExpressionUUID->"5de6207b-db2f-4227-8df2-48cbf80ab454"], Cell[BoxData[ RowBox[{"{", @@ -3297,18 +4445,18 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.15960188332434702`"}], "+", - RowBox[{"0.08568855764260591`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.10957752437973259`"}], "+", + RowBox[{"0.41944619666529437`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]]}], "+", + $CellContext`c[1]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.4472389673674956`", "\[VeryThinSpace]", "+", - RowBox[{"0.22615386973257767`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.025215630218846277`", "\[VeryThinSpace]", "+", + RowBox[{"0.16638518737798869`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -3317,17 +4465,18 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.28263358456591875`", "\[VeryThinSpace]", "+", - RowBox[{"0.3550960603175939`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0045164034053809116`", "\[VeryThinSpace]", "+", + RowBox[{"0.004619377074249642`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "+", + $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.031136676146452075`", "\[VeryThinSpace]", "-", - RowBox[{"0.016470806106816043`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.391465041464807`", "\[VeryThinSpace]", "-", + RowBox[{"0.02157791298188802`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, @@ -3335,20 +4484,20 @@ Cell[BoxData[ $CellContext`c[4]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.16423126622046624`", "\[VeryThinSpace]", "+", - RowBox[{"0.22924325525617859`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.4534641238561101`", "\[VeryThinSpace]", "-", + RowBox[{"0.1527888882366292`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.19851476538644153`", "\[VeryThinSpace]", "-", - RowBox[{"0.3300345247085189`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.010898936553556976`", "\[VeryThinSpace]", "+", + RowBox[{"0.16031643011110314`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], @@ -3358,8 +4507,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1338853165377863`", "\[VeryThinSpace]", "-", - RowBox[{"0.46243859520860975`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.3017325764034612`", "\[VeryThinSpace]", "+", + RowBox[{"0.07194808697309683`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3370,9 +4519,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.14200273263124827`", "\[VeryThinSpace]", "+", - RowBox[{"0.17031124774969417`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.07805355804700803`", "\[VeryThinSpace]", "+", + RowBox[{"0.5223790201807662`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], @@ -3389,28 +4537,30 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.3521446362656965`", "\[VeryThinSpace]", "+", - RowBox[{"0.06764041587680475`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{ + RowBox[{"-", "0.2054062823046009`"}], "+", + RowBox[{"0.22270855639887238`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]]}], "-", + $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07447219685333661`", "\[VeryThinSpace]", "+", - RowBox[{"0.10743002631727186`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.17471714057231555`", "\[VeryThinSpace]", "+", + RowBox[{"0.22238555055070833`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "-", + $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.18237145027016616`", "\[VeryThinSpace]", "+", - RowBox[{"0.2899528710794396`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.3972246873778253`", "\[VeryThinSpace]", "+", + RowBox[{"0.37519649226283425`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -3418,41 +4568,41 @@ Cell[BoxData[ $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.18661863057891726`", "\[VeryThinSpace]", "-", - RowBox[{"0.2538136969373137`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.33566728595097095`", "\[VeryThinSpace]", "-", + RowBox[{"0.1027842460296494`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "+", + $CellContext`c[4]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.3333222646821179`", "\[VeryThinSpace]", "-", - RowBox[{"0.0019121265168682428`", " ", "\[ImaginaryI]"}]}], ")"}], - " ", + RowBox[{"0.2165149288175871`", "\[VeryThinSpace]", "+", + RowBox[{"0.09094827772107197`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.17336798287769625`", "\[VeryThinSpace]", "+", - RowBox[{"0.11527878589561391`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.45975020960706936`", "\[VeryThinSpace]", "-", + RowBox[{"0.004304447427938826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.2055378427185261`", "\[VeryThinSpace]", "-", - RowBox[{"0.5471112344075016`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.34240388941721783`", "\[VeryThinSpace]", "-", + RowBox[{"0.11376418557822207`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], @@ -3462,8 +4612,9 @@ Cell[BoxData[ $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.3751100945981208`", "\[VeryThinSpace]", "+", - RowBox[{"0.031852100066609754`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07957348899382048`", "\[VeryThinSpace]", "+", + RowBox[{"0.05811210676805824`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], @@ -3480,8 +4631,10 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.03857584960444773`", "\[VeryThinSpace]", "+", - RowBox[{"0.4275653829440215`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{ + RowBox[{"-", "0.07338060458973095`"}], "+", + RowBox[{"0.26681059047196654`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -3489,18 +4642,19 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.037263153424209786`", "\[VeryThinSpace]", "-", - RowBox[{"0.10031641846063197`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.08190883420256251`", "\[VeryThinSpace]", "-", + RowBox[{"0.17736752580287646`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "+", + $CellContext`c[2]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.10737927746485235`", "\[VeryThinSpace]", "+", - RowBox[{"0.0771634579889362`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.054767258111071485`", "\[VeryThinSpace]", "-", + RowBox[{"0.09024394601244266`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -3508,8 +4662,8 @@ Cell[BoxData[ $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0319489028653509`", "\[VeryThinSpace]", "+", - RowBox[{"0.16119620581784908`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.15281656513561895`", "\[VeryThinSpace]", "-", + RowBox[{"0.04655125220091762`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -3518,20 +4672,19 @@ Cell[BoxData[ $CellContext`c[4]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.13383761379846798`", "\[VeryThinSpace]", "-", - RowBox[{"0.18403723168056252`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.5315949057278053`", "\[VeryThinSpace]", "-", + RowBox[{"0.1387753053322855`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.13997739443326293`", "\[VeryThinSpace]", "-", - RowBox[{"0.08112585882447082`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.33726735640503397`", "\[VeryThinSpace]", "-", + RowBox[{"0.44412943688192696`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", @@ -3539,23 +4692,22 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.16288835356778128`", "\[VeryThinSpace]", "-", - RowBox[{"0.11435010316653282`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.2757130067252378`", "\[VeryThinSpace]", "+", + RowBox[{"0.2661814166394664`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.5365894930775176`", "\[VeryThinSpace]", "-", - RowBox[{"0.5952010011245235`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1669196007238655`", "\[VeryThinSpace]", "-", + RowBox[{"0.2470049352202606`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], @@ -3573,8 +4725,9 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.06894135927978014`"}], "-", - RowBox[{"0.5411011934357053`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.15511328647272504`"}], "+", + RowBox[{"0.01672158386700419`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -3582,47 +4735,49 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.3985950894212832`", "\[VeryThinSpace]", "-", - RowBox[{"0.5007001837874588`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.43681119312206385`", "\[VeryThinSpace]", "+", + RowBox[{"0.1542674887101637`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "-", + $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.047835173178056106`", "\[VeryThinSpace]", "-", - RowBox[{"0.05776973759342556`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.32023148994245265`", "\[VeryThinSpace]", "-", + RowBox[{"0.28195093340435384`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "-", + $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.08692628316645784`", "\[VeryThinSpace]", "+", - RowBox[{"0.011240523700759647`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.25774907613355463`", "\[VeryThinSpace]", "-", + RowBox[{"0.21413235058763416`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "+", + $CellContext`c[4]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.06005901563772645`", "\[VeryThinSpace]", "+", - RowBox[{"0.3327745658540605`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06893663561108784`", "\[VeryThinSpace]", "-", + RowBox[{"0.16919224720810444`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.2603703035197536`", "\[VeryThinSpace]", "+", - RowBox[{"0.1583333269559574`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.017380872361438954`", "\[VeryThinSpace]", "+", + RowBox[{"0.3006937097152488`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], @@ -3632,20 +4787,19 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.05666617760954584`", "\[VeryThinSpace]", "-", - RowBox[{"0.19342212700438527`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.06069695640783648`", "\[VeryThinSpace]", "+", + RowBox[{"0.362290391242186`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.17753738441988612`", "\[VeryThinSpace]", "-", - RowBox[{"0.014797346035419344`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.36482986294529846`", "\[VeryThinSpace]", "+", + RowBox[{"0.2731110390250967`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], @@ -3653,8 +4807,8 @@ Cell[BoxData[ "Subsuperscript"], Q3`Dagger[ $CellContext`c[4]]]}]}]}]}], "}"}]], "Output", - CellLabel->"Out[10]=", - CellID->877404618,ExpressionUUID->"2b555924-e1c4-4fac-acb1-8d13eb889c99"] + CellLabel->"Out[16]=", + CellID->1742918814,ExpressionUUID->"1d2a7fa6-935e-4efa-b91a-0f10e230910a"] }, Open ]], Cell[CellGroupData[{ @@ -3666,18 +4820,20 @@ Cell[BoxData[ RowBox[{"(", RowBox[{ RowBox[{"(", - RowBox[{"Multiply", "@@", "prj"}], ")"}], "/.", "T1"}], ")"}], "**", - "in"}], "]"}]}]], "Input", + RowBox[{"Multiply", "@@", + RowBox[{"First", "[", "prj", "]"}]}], ")"}], "/.", "T1"}], ")"}], "**", + "in"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[17]:=", CellID->1776721761,ExpressionUUID->"46beb022-dc65-4d99-9a5d-edd0464b5d42"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.28076358692877507`", "\[VeryThinSpace]", "-", - RowBox[{"0.09361135098295009`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{ + RowBox[{"-", "0.02176013682431531`"}], "-", + RowBox[{"0.03506040782441612`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3707,11 +4863,11 @@ Cell[BoxData[ $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 0, $CellContext`c[3] -> - 0, $CellContext`c[4] -> 0|>]]}], "+", + 0, $CellContext`c[4] -> 0|>]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.04900453811903513`", "\[VeryThinSpace]", "+", - RowBox[{"0.049135192466321746`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.00043043994926454145`", "\[VeryThinSpace]", "-", + RowBox[{"0.09577331635163713`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3744,8 +4900,8 @@ Cell[BoxData[ 1, $CellContext`c[4] -> 1|>]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.05925247587464093`", "\[VeryThinSpace]", "+", - RowBox[{"0.10535854391524804`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.10679766537701185`", "\[VeryThinSpace]", "-", + RowBox[{"0.17372797385178795`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3761,13 +4917,13 @@ Cell[BoxData[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], $CellContext`c[2]]}, "RowWithSeparators"]], - SubscriptBox["0", + SubscriptBox["1", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], $CellContext`c[3]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", @@ -3775,45 +4931,45 @@ Cell[BoxData[ $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 0, $CellContext`c[4] -> 1|>]]}], "+", + 1, $CellContext`c[4] -> 0|>]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.6108154685798448`", "\[VeryThinSpace]", "+", - RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.15554518355399347`", "\[VeryThinSpace]", "-", + RowBox[{"0.07950731947409427`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", - SubscriptBox["0", + SubscriptBox["1", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], $CellContext`c[1]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], $CellContext`c[2]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], $CellContext`c[3]]}, "RowWithSeparators"]], - SubscriptBox["0", + SubscriptBox["1", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 1, $CellContext`c[4] -> 0|>]]}], "-", + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 0, $CellContext`c[4] -> 1|>]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.30495147294673514`", "\[VeryThinSpace]", "-", - RowBox[{"0.044372476738893905`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.6060303238449574`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3846,8 +5002,8 @@ Cell[BoxData[ 1, $CellContext`c[4] -> 0|>]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.10452173346456756`", "\[VeryThinSpace]", "+", - RowBox[{"0.04278165947676141`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.39064691409823044`", "\[VeryThinSpace]", "+", + RowBox[{"0.014942989535732809`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3877,11 +5033,11 @@ Cell[BoxData[ $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 0, $CellContext`c[4] -> 0|>]]}], "-", + 0, $CellContext`c[4] -> 0|>]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.043326986956789514`", "\[VeryThinSpace]", "+", - RowBox[{"0.14527579316658826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.05432023231621437`", "\[VeryThinSpace]", "-", + RowBox[{"0.0005108770044727137`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3912,8 +5068,8 @@ Cell[BoxData[ "Ket"], Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 1, $CellContext`c[3] -> 1, $CellContext`c[4] -> 1|>]]}]}]], "Output", - CellLabel->"Out[11]=", - CellID->1013280873,ExpressionUUID->"f556ce45-ef45-462f-9d06-d06e0cdafe3b"] + CellLabel->"Out[17]=", + CellID->1220789493,ExpressionUUID->"0c085668-2102-462f-b0f4-b03c7ac46ca5"] }, Open ]], Cell["\<\ @@ -3927,23 +5083,25 @@ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"EchoTiming", "[", RowBox[{"alt", "=", - RowBox[{"msr", "/.", "T2"}]}], "]"}]], "Input", + RowBox[{ + RowBox[{"Multiply", "@@", + RowBox[{"First", "[", "obs", "]"}]}], "/.", "T2"}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[12]:=", + CellLabel->"In[18]:=", CellID->1302208119,ExpressionUUID->"15601029-728a-40b2-9b82-b75709dc465a"], -Cell[BoxData["2.587838`"], "EchoTiming", - CellID->493757807,ExpressionUUID->"4f783906-c62c-44b8-a995-cde188936094"], +Cell[BoxData["2.569262`"], "EchoTiming", + CellID->1885490681,ExpressionUUID->"a9903945-073a-44ce-b05d-2d1a5af46803"], Cell[BoxData[ RowBox[{ RowBox[{"(", - RowBox[{"0.2488115368607372`", "\[VeryThinSpace]", "+", - RowBox[{"0.07666646961098034`", " ", "\[ImaginaryI]"}]}], ")"}], "-", + RowBox[{"0.009461723620606627`", "\[VeryThinSpace]", "-", + RowBox[{"0.004629775919699861`", " ", "\[ImaginaryI]"}]}], ")"}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.05050868411017906`", "\[VeryThinSpace]", "+", - RowBox[{"0.12609112273407772`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.002555288093396668`", "\[VeryThinSpace]", "-", + RowBox[{"0.01752788740145164`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3961,8 +5119,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.13663679561595543`", "\[VeryThinSpace]", "+", - RowBox[{"0.18438944291157863`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0014201666533639606`", "\[VeryThinSpace]", "-", + RowBox[{"0.0036213548980205956`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3980,8 +5138,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.08981947810197946`", "\[VeryThinSpace]", "-", - RowBox[{"0.13996581051362522`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.015480527329548969`", "\[VeryThinSpace]", "+", + RowBox[{"0.009180653791880274`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -3999,8 +5157,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0959573004417222`", "\[VeryThinSpace]", "-", - RowBox[{"0.14944310600120497`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.011499933058205944`", "\[VeryThinSpace]", "-", + RowBox[{"0.004127916766199509`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4015,11 +5173,11 @@ Cell[BoxData[ "RowDefault"], Q3`Multiply[ $CellContext`c[4], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.08217237854840631`", "\[VeryThinSpace]", "+", - RowBox[{"0.0024536889644609216`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.004633105595028525`", "\[VeryThinSpace]", "+", + RowBox[{"0.007392436622242288`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4037,8 +5195,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.02618206130269196`", "\[VeryThinSpace]", "+", - RowBox[{"0.02713947590493539`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.001074681036473013`", "\[VeryThinSpace]", "+", + RowBox[{"0.0023587462511685045`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4056,8 +5214,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.09623439614612261`", "\[VeryThinSpace]", "-", - RowBox[{"0.04707710796548616`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.10688311758553604`", "\[VeryThinSpace]", "-", + RowBox[{"0.03402522186581991`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4076,11 +5234,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[1]], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.07694552700263824`", "\[VeryThinSpace]", "+", - RowBox[{"0.1431016802221084`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.12146079386721861`", "\[VeryThinSpace]", "+", + RowBox[{"0.03048307387126327`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4099,11 +5257,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[1]], - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.04617248640896909`", "\[VeryThinSpace]", "+", - RowBox[{"0.1080390303964251`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06458140874044443`", "\[VeryThinSpace]", "-", + RowBox[{"0.050932185784895195`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4122,11 +5280,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[1]], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.03565681611321904`", "\[VeryThinSpace]", "-", - RowBox[{"0.030568165398268766`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.007956959095574603`", "\[VeryThinSpace]", "-", + RowBox[{"0.023643385037842093`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4148,8 +5306,8 @@ Cell[BoxData[ $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.1458670570067097`", "\[VeryThinSpace]", "-", - RowBox[{"0.11228323783019502`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.05298893022726019`", "\[VeryThinSpace]", "-", + RowBox[{"0.09120595249629146`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4175,8 +5333,8 @@ Cell[BoxData[ $CellContext`c[2]]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.19238471478982064`", "\[VeryThinSpace]", "-", - RowBox[{"0.21583490478966838`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.030849004590021184`", "\[VeryThinSpace]", "-", + RowBox[{"0.1338080106606379`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4202,8 +5360,8 @@ Cell[BoxData[ $CellContext`c[3]]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07398735436565188`", "\[VeryThinSpace]", "+", - RowBox[{"0.09339378349972602`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0295190460265346`", "\[VeryThinSpace]", "+", + RowBox[{"0.02850989749159999`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4226,11 +5384,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[1]], Q3`Dagger[ - $CellContext`c[4]]]]}], "+", + $CellContext`c[4]]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.21734203599082638`", "\[VeryThinSpace]", "-", - RowBox[{"0.10236718730787216`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.043520708272749564`", "\[VeryThinSpace]", "-", + RowBox[{"0.06919880373934632`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4252,8 +5410,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.050308074913753664`", "\[VeryThinSpace]", "+", - RowBox[{"0.08543721454935578`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.09913271511369716`", "\[VeryThinSpace]", "-", + RowBox[{"0.05022938918189562`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4272,11 +5430,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.14353632959779142`", "\[VeryThinSpace]", "+", - RowBox[{"0.006509338993111628`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.012263031026474074`", "\[VeryThinSpace]", "-", + RowBox[{"0.06492499752652964`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4295,11 +5453,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.01473886379680852`", "\[VeryThinSpace]", "+", - RowBox[{"0.055512873702631235`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.007650543823429931`", "\[VeryThinSpace]", "+", + RowBox[{"0.01852242087296077`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4318,11 +5476,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[4]]]}], "+", + $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.08721955689245112`", "\[VeryThinSpace]", "-", - RowBox[{"0.25436541255492356`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.016424386808997285`", "\[VeryThinSpace]", "-", + RowBox[{"0.07905841604425858`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4345,11 +5503,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[2]], Q3`Dagger[ - $CellContext`c[3]]]]}], "-", + $CellContext`c[3]]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.078649799701171`", "\[VeryThinSpace]", "-", - RowBox[{"0.07200676221284251`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07501300670546257`", "\[VeryThinSpace]", "+", + RowBox[{"0.08341365779548554`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4375,8 +5533,8 @@ Cell[BoxData[ $CellContext`c[4]]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.15606890366233928`", "\[VeryThinSpace]", "-", - RowBox[{"0.037993594420661955`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.025457473923794854`", "\[VeryThinSpace]", "+", + RowBox[{"0.06724279641079153`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4395,11 +5553,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.13121080201494814`", "\[VeryThinSpace]", "+", - RowBox[{"0.020801223081051222`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.01558188607033531`", "\[VeryThinSpace]", "-", + RowBox[{"0.08709944147829345`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4421,8 +5579,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.3419703790287689`", "\[VeryThinSpace]", "+", - RowBox[{"0.10012651005463899`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.04850366650946464`", "\[VeryThinSpace]", "+", + RowBox[{"0.03841708349688351`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4441,11 +5599,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.002231284164168644`", "\[VeryThinSpace]", "+", - RowBox[{"0.038337090064438584`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.017053021409822344`", "\[VeryThinSpace]", "+", + RowBox[{"0.004459271971292589`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4464,11 +5622,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[4]]]}], "-", + $CellContext`c[4]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07885000318299294`", "\[VeryThinSpace]", "-", - RowBox[{"0.14891997486212272`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0877830942539381`", "\[VeryThinSpace]", "+", + RowBox[{"0.07528886478777239`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4491,11 +5649,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], Q3`Dagger[ - $CellContext`c[4]]]]}], "-", + $CellContext`c[4]]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.03966472947985955`", "\[VeryThinSpace]", "+", - RowBox[{"0.054767652822000606`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.03276309532702279`", "\[VeryThinSpace]", "-", + RowBox[{"0.09569066751622962`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4514,11 +5672,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.012793246199766774`", "\[VeryThinSpace]", "+", - RowBox[{"0.054445464443274125`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.09504088365539828`", "\[VeryThinSpace]", "-", + RowBox[{"0.0803742905973556`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4540,8 +5698,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.005696164623878496`", "\[VeryThinSpace]", "+", - RowBox[{"0.040040295694878505`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.003666070576981359`", "\[VeryThinSpace]", "+", + RowBox[{"0.08166891916923553`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4560,11 +5718,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.2342271563199968`", "\[VeryThinSpace]", "+", - RowBox[{"0.08364235935077999`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.005010621645680696`", "\[VeryThinSpace]", "+", + RowBox[{"0.024763528561322225`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4583,11 +5741,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[4]]]}], "-", + $CellContext`c[4]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.01602278489972652`", "\[VeryThinSpace]", "+", - RowBox[{"0.05952438690344332`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.009273260021583902`", "\[VeryThinSpace]", "+", + RowBox[{"0.010959623793443424`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4612,11 +5770,11 @@ Cell[BoxData[ $CellContext`c[4], $CellContext`c[3], $CellContext`c[2], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0038897390217550783`", "\[VeryThinSpace]", "-", - RowBox[{"0.020345897466225667`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.09870356222399371`", "\[VeryThinSpace]", "+", + RowBox[{"0.00485571407762477`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4645,11 +5803,11 @@ Cell[BoxData[ $CellContext`c[1]], $CellContext`c[3], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.05868534912724779`", "\[VeryThinSpace]", "-", - RowBox[{"0.006375378275880188`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1241102178716535`", "\[VeryThinSpace]", "-", + RowBox[{"0.0009326127411462791`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4678,11 +5836,11 @@ Cell[BoxData[ $CellContext`c[1]], $CellContext`c[4], $CellContext`c[2], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.022665782373533113`", "\[VeryThinSpace]", "-", - RowBox[{"0.008230772828815555`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.09234369302310148`", "\[VeryThinSpace]", "-", + RowBox[{"0.015518989408014532`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4711,11 +5869,11 @@ Cell[BoxData[ $CellContext`c[1]], $CellContext`c[4], $CellContext`c[3], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.01068512975097349`", "\[VeryThinSpace]", "-", - RowBox[{"0.02170069880910254`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0020117868028456283`", "\[VeryThinSpace]", "-", + RowBox[{"0.08923769527545722`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4744,11 +5902,11 @@ Cell[BoxData[ $CellContext`c[1]], $CellContext`c[4], $CellContext`c[3], - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.008869539551777838`", "\[VeryThinSpace]", "+", - RowBox[{"0.015957518087033037`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.12025784168659535`", "\[VeryThinSpace]", "-", + RowBox[{"0.239751696711922`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4784,8 +5942,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.01868555949593804`", "\[VeryThinSpace]", "-", - RowBox[{"0.010056827101822874`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.00392679650546774`", "\[VeryThinSpace]", "-", + RowBox[{"0.1029745418405424`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4821,8 +5979,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.002079014797863061`", "\[VeryThinSpace]", "-", - RowBox[{"0.0009636799423418446`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.11538231563283295`", "\[VeryThinSpace]", "+", + RowBox[{"0.04118221810522309`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4855,11 +6013,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[2]], $CellContext`c[3], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.03231736703127898`", "\[VeryThinSpace]", "+", - RowBox[{"0.060902899151191264`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06509809656726087`", "\[VeryThinSpace]", "-", + RowBox[{"0.11689628757801354`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4895,8 +6053,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0006794883231384212`", "\[VeryThinSpace]", "+", - RowBox[{"0.01585354285284055`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07175830065130048`", "\[VeryThinSpace]", "+", + RowBox[{"0.05938891123848926`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4932,8 +6090,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.026356313916818346`", "\[VeryThinSpace]", "-", - RowBox[{"0.004025925364141576`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.022075355157023593`", "\[VeryThinSpace]", "+", + RowBox[{"0.013652277943230894`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -4969,8 +6127,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0007096490528051176`", "\[VeryThinSpace]", "-", - RowBox[{"0.0603171551068396`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.053029449982381335`", "\[VeryThinSpace]", "-", + RowBox[{"0.21628786404001532`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5007,11 +6165,11 @@ Cell[BoxData[ $CellContext`c[2]], Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.024893041800261466`", "\[VeryThinSpace]", "-", - RowBox[{"0.0037676345920158`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.09448506767310426`", "\[VeryThinSpace]", "+", + RowBox[{"0.011987623768999034`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5051,8 +6209,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.011530513669368444`", "\[VeryThinSpace]", "+", - RowBox[{"0.02963300725771544`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06605422705752384`", "\[VeryThinSpace]", "+", + RowBox[{"0.022844018716376504`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5092,8 +6250,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07023134040104773`", "\[VeryThinSpace]", "+", - RowBox[{"0.034197361519359516`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.022228485069324122`", "\[VeryThinSpace]", "+", + RowBox[{"0.026799174518203704`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5130,11 +6288,11 @@ Cell[BoxData[ $CellContext`c[2]], Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[4]]]}], "+", + $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.08144696228395534`", "\[VeryThinSpace]", "-", - RowBox[{"0.06698238536005738`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0006500184205057991`", "\[VeryThinSpace]", "+", + RowBox[{"0.16749448967469616`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5178,8 +6336,8 @@ Cell[BoxData[ $CellContext`c[4]]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.057387789724363855`", "\[VeryThinSpace]", "+", - RowBox[{"0.061981928004307206`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0890284752113622`", "\[VeryThinSpace]", "-", + RowBox[{"0.05088546333478779`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5219,8 +6377,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.033015244320475076`", "\[VeryThinSpace]", "-", - RowBox[{"0.057641657906597886`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07010548004235498`", "\[VeryThinSpace]", "-", + RowBox[{"0.16150261508754513`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5257,11 +6415,11 @@ Cell[BoxData[ $CellContext`c[2]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.07475713342315128`", "\[VeryThinSpace]", "+", - RowBox[{"0.032664018838417325`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.029189696697746487`", "\[VeryThinSpace]", "+", + RowBox[{"0.10516282528406273`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5301,8 +6459,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.14935311338347107`", "\[VeryThinSpace]", "-", - RowBox[{"0.14470782167285598`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.028138850031784554`", "\[VeryThinSpace]", "-", + RowBox[{"0.1130745055338894`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5339,11 +6497,11 @@ Cell[BoxData[ $CellContext`c[2]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[4]]]}], "+", + $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.019458266218396216`", "\[VeryThinSpace]", "-", - RowBox[{"0.013545923988003793`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1408632611079967`", "\[VeryThinSpace]", "+", + RowBox[{"0.25693550253204767`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5376,11 +6534,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.05994334220791302`", "\[VeryThinSpace]", "-", - RowBox[{"0.029165994417091817`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.17091893444042644`", "\[VeryThinSpace]", "+", + RowBox[{"0.05314265832155632`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5413,11 +6571,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[3], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.022895640031283658`", "\[VeryThinSpace]", "+", - RowBox[{"0.012272912651755112`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0986269405680269`", "\[VeryThinSpace]", "-", + RowBox[{"0.11178407913361643`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5450,11 +6608,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[3], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.1043443986254492`", "\[VeryThinSpace]", "+", - RowBox[{"0.12761471146842468`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.03561753789460759`", "\[VeryThinSpace]", "-", + RowBox[{"0.15477780360483195`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5487,11 +6645,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[4], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.04044582614633686`", "\[VeryThinSpace]", "-", - RowBox[{"0.08184690391291011`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.11288811498038157`", "\[VeryThinSpace]", "+", + RowBox[{"0.013818766013339482`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5527,8 +6685,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0751607426288476`", "\[VeryThinSpace]", "-", - RowBox[{"0.044467878419245495`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.024747584109926245`", "\[VeryThinSpace]", "+", + RowBox[{"0.03213853371945917`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5561,11 +6719,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[4], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.013370405504908436`", "\[VeryThinSpace]", "+", - RowBox[{"0.10774253568527845`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1046897772947791`", "\[VeryThinSpace]", "+", + RowBox[{"0.00524366997722049`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5602,11 +6760,11 @@ Cell[BoxData[ $CellContext`c[3]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.08350662118714507`", "\[VeryThinSpace]", "-", - RowBox[{"0.001998545651498434`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.15242363146493082`", "\[VeryThinSpace]", "+", + RowBox[{"0.20662064220939116`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5643,11 +6801,11 @@ Cell[BoxData[ $CellContext`c[3]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.13426107768546064`", "\[VeryThinSpace]", "+", - RowBox[{"0.0973501600996505`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.13907937661303532`", "\[VeryThinSpace]", "-", + RowBox[{"0.024877570985160573`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5684,11 +6842,11 @@ Cell[BoxData[ $CellContext`c[3]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.18666191055086706`", "\[VeryThinSpace]", "-", - RowBox[{"0.23929257869513437`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.012572525243319796`", "\[VeryThinSpace]", "+", + RowBox[{"0.10677574612322328`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5725,11 +6883,11 @@ Cell[BoxData[ $CellContext`c[3]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[4]]]}], "+", + $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.02641490018570789`", "\[VeryThinSpace]", "-", - RowBox[{"0.006205540733154227`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.16263414447170987`", "\[VeryThinSpace]", "-", + RowBox[{"0.09428442656868335`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5762,11 +6920,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0019363652205291564`", "\[VeryThinSpace]", "-", - RowBox[{"0.06491972402379606`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.011483561457391527`", "\[VeryThinSpace]", "-", + RowBox[{"0.08127477688291447`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5799,11 +6957,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[3], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.07015003360417252`", "\[VeryThinSpace]", "-", - RowBox[{"0.02952143876377962`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.013075195414791553`", "\[VeryThinSpace]", "-", + RowBox[{"0.0688898968493625`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5839,8 +6997,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1565711410951642`", "\[VeryThinSpace]", "-", - RowBox[{"0.0716070840228696`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.12279749415535446`", "\[VeryThinSpace]", "-", + RowBox[{"0.01751729329040437`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5873,11 +7031,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.10730585622847522`", "\[VeryThinSpace]", "+", - RowBox[{"0.16532055358506792`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.10053467454545659`", "\[VeryThinSpace]", "+", + RowBox[{"0.05726717889433066`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5910,11 +7068,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.04901594362427766`", "\[VeryThinSpace]", "+", - RowBox[{"0.1250608373962332`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07179427279179551`", "\[VeryThinSpace]", "-", + RowBox[{"0.05799992985813318`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5947,11 +7105,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4], - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.009799605925303838`", "\[VeryThinSpace]", "-", - RowBox[{"0.003973861254521827`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.046722286105594764`", "\[VeryThinSpace]", "-", + RowBox[{"0.04289809884431299`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -5983,8 +7141,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0254759705707471`", "\[VeryThinSpace]", "+", - RowBox[{"0.007809606498247593`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.09291137866758212`", "\[VeryThinSpace]", "-", + RowBox[{"0.06812435389517421`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6013,11 +7171,11 @@ Cell[BoxData[ $CellContext`c[2]], $CellContext`c[4], $CellContext`c[2], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.04677029679824423`", "\[VeryThinSpace]", "-", - RowBox[{"0.04376988687511922`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0458684932638525`", "\[VeryThinSpace]", "-", + RowBox[{"0.05897506818520917`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6049,8 +7207,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.007950640650048338`", "\[VeryThinSpace]", "+", - RowBox[{"0.003844639550587378`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.04692744322553974`", "\[VeryThinSpace]", "+", + RowBox[{"0.05748794443831046`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6079,11 +7237,11 @@ Cell[BoxData[ $CellContext`c[2]], $CellContext`c[4], $CellContext`c[3], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0242630388992948`", "\[VeryThinSpace]", "+", - RowBox[{"0.010055386324352373`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06868655403111407`", "\[VeryThinSpace]", "+", + RowBox[{"0.030600643384853927`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6116,11 +7274,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.02255828498176362`", "\[VeryThinSpace]", "+", - RowBox[{"0.0327016777942336`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0587785395875028`", "\[VeryThinSpace]", "-", + RowBox[{"0.0435803213698601`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6156,8 +7314,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0018922051704797485`", "\[VeryThinSpace]", "+", - RowBox[{"0.01163210590516044`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.009827910941713904`", "\[VeryThinSpace]", "+", + RowBox[{"0.04342798280658971`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6193,8 +7351,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.1511591307349999`", "\[VeryThinSpace]", "+", - RowBox[{"0.10390893936773396`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.02904181817397441`", "\[VeryThinSpace]", "-", + RowBox[{"0.0890438060988278`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6230,8 +7388,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.007431153959350425`", "\[VeryThinSpace]", "-", - RowBox[{"0.04641162067274981`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.04948907198033994`", "\[VeryThinSpace]", "+", + RowBox[{"0.002220824911108782`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6264,11 +7422,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[4], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0436052673186898`", "\[VeryThinSpace]", "+", - RowBox[{"0.029365360237024865`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.026985739504758313`", "\[VeryThinSpace]", "+", + RowBox[{"0.023098331713444525`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6301,11 +7459,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[4], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0001129316323702674`", "\[VeryThinSpace]", "-", - RowBox[{"0.12673528683443108`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1533019900547642`", "\[VeryThinSpace]", "+", + RowBox[{"0.05304401974770509`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6345,8 +7503,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.038330017675917774`", "\[VeryThinSpace]", "-", - RowBox[{"0.05224991911279084`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.04063023552635277`", "\[VeryThinSpace]", "+", + RowBox[{"0.0775589966952406`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6386,8 +7544,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.043219430286656514`", "\[VeryThinSpace]", "-", - RowBox[{"0.004999588640440013`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.055989715330494454`", "\[VeryThinSpace]", "-", + RowBox[{"0.08886897373860805`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6427,8 +7585,8 @@ Cell[BoxData[ $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.11702089598134102`", "\[VeryThinSpace]", "-", - RowBox[{"0.24889470697484575`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0159420973600971`", "\[VeryThinSpace]", "+", + RowBox[{"0.0559517702136037`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6465,11 +7623,11 @@ Cell[BoxData[ $CellContext`c[3]], Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[4]]]}], "+", + $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.015346574282136729`", "\[VeryThinSpace]", "-", - RowBox[{"0.046478036035658865`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.15422284734529546`", "\[VeryThinSpace]", "+", + RowBox[{"0.07075117410663456`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6502,11 +7660,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.09345606119665524`", "\[VeryThinSpace]", "-", - RowBox[{"0.01005390186762969`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.04123411019027247`", "\[VeryThinSpace]", "+", + RowBox[{"0.003986299740907147`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6539,11 +7697,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[3], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.025133446049556588`", "\[VeryThinSpace]", "+", - RowBox[{"0.02069762483942861`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.052559094230861116`", "\[VeryThinSpace]", "-", + RowBox[{"0.10366645738290811`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6576,11 +7734,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[3], - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1844365142207739`", "\[VeryThinSpace]", "-", - RowBox[{"0.167237550185884`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.11933686428026469`", "\[VeryThinSpace]", "+", + RowBox[{"0.03655527302888932`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6616,8 +7774,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.05362077447895421`", "\[VeryThinSpace]", "+", - RowBox[{"0.06389316178723631`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.022451698571238635`", "\[VeryThinSpace]", "-", + RowBox[{"0.0013502430684809385`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6650,11 +7808,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.12852270321886883`", "\[VeryThinSpace]", "+", - RowBox[{"0.010133820640769772`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.033289319584911006`", "\[VeryThinSpace]", "-", + RowBox[{"0.08281103255654987`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6687,11 +7845,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.0073904611040086325`", "\[VeryThinSpace]", "+", - RowBox[{"0.01426656800389743`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.009650304819368578`", "\[VeryThinSpace]", "+", + RowBox[{"0.04092548203814837`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6723,8 +7881,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.06720188120105386`", "\[VeryThinSpace]", "-", - RowBox[{"0.09358902821529747`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.0017061095509202512`", "\[VeryThinSpace]", "+", + RowBox[{"0.09106484086442057`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6756,8 +7914,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1324496701694546`", "\[VeryThinSpace]", "-", - RowBox[{"0.17186154280323107`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.028539475247507058`", "\[VeryThinSpace]", "+", + RowBox[{"0.059338086870217605`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6789,8 +7947,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.07334447243862642`", "\[VeryThinSpace]", "-", - RowBox[{"0.015244729427396707`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.05836807624483441`", "\[VeryThinSpace]", "-", + RowBox[{"0.010313153347727613`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6819,11 +7977,11 @@ Cell[BoxData[ $CellContext`c[3]], $CellContext`c[4], $CellContext`c[3], - $CellContext`c[2]]]}], "+", + $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.08628095561219659`", "\[VeryThinSpace]", "-", - RowBox[{"0.016857428933747625`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.18783052637532788`", "\[VeryThinSpace]", "-", + RowBox[{"0.050377100747409`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6856,11 +8014,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.17343323947702302`", "\[VeryThinSpace]", "-", - RowBox[{"0.00979687508200861`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07544575394775431`", "\[VeryThinSpace]", "-", + RowBox[{"0.09710265740975682`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6896,8 +8054,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.06533036504476969`", "\[VeryThinSpace]", "+", - RowBox[{"0.019597555388709987`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06972192335799499`", "\[VeryThinSpace]", "+", + RowBox[{"0.11559385302377215`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6930,11 +8088,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[3], - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07266220219893622`", "\[VeryThinSpace]", "-", - RowBox[{"0.11708579029985985`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06611950383519799`", "\[VeryThinSpace]", "+", + RowBox[{"0.030777027687178413`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -6970,8 +8128,8 @@ Cell[BoxData[ $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.11970830046485419`", "\[VeryThinSpace]", "+", - RowBox[{"0.07275014600381256`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.038828294739620475`", "\[VeryThinSpace]", "+", + RowBox[{"0.008271808535887982`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -7007,8 +8165,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.30696262638942795`", "\[VeryThinSpace]", "+", - RowBox[{"0.12046541353507004`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.014916980848278905`", "\[VeryThinSpace]", "+", + RowBox[{"0.03936558339715229`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -7041,11 +8199,11 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.045474492425620044`", "\[VeryThinSpace]", "-", - RowBox[{"0.04491933070013626`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.04476822442750824`", "\[VeryThinSpace]", "-", + RowBox[{"0.06969089618137865`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -7074,11 +8232,11 @@ Cell[BoxData[ $CellContext`c[4]], $CellContext`c[3], $CellContext`c[2], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.0976838641116477`", "\[VeryThinSpace]", "+", - RowBox[{"0.13737242494447013`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07731550914902581`", "\[VeryThinSpace]", "-", + RowBox[{"0.08265599044033872`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -7107,11 +8265,11 @@ Cell[BoxData[ $CellContext`c[4]], $CellContext`c[4], $CellContext`c[2], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1511856938730285`", "\[VeryThinSpace]", "+", - RowBox[{"0.19503951544639733`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.03707309923639251`", "\[VeryThinSpace]", "-", + RowBox[{"0.08042379769316403`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -7140,11 +8298,11 @@ Cell[BoxData[ $CellContext`c[4]], $CellContext`c[4], $CellContext`c[3], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.08432860609029798`", "\[VeryThinSpace]", "-", - RowBox[{"0.1337065962335919`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.05539122854507028`", "\[VeryThinSpace]", "+", + RowBox[{"0.0441907772300266`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -7174,8 +8332,8 @@ Cell[BoxData[ $CellContext`c[4], $CellContext`c[3], $CellContext`c[2]]]}]}]], "Output", - CellLabel->"Out[12]=", - CellID->710650241,ExpressionUUID->"94c72a20-2a8f-4f10-8ab9-abf0e8ff89bb"] + CellLabel->"Out[18]=", + CellID->1173180435,ExpressionUUID->"a198d191-47b1-44e9-92d7-20940b94aa7b"] }, Open ]], Cell[CellGroupData[{ @@ -7189,18 +8347,17 @@ Cell[BoxData[ RowBox[{ RowBox[{"Norm", "[", "ws", "]"}], "^", "2"}]}]}], "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[13]:=", + CellLabel->"In[19]:=", CellID->1553454996,ExpressionUUID->"2c0ae0ed-2916-4109-a4ce-aa92735b6f3f"], -Cell[BoxData["2.632201`"], "EchoTiming", - CellID->1425633375,ExpressionUUID->"7a8dd7c9-b1cf-4be7-a1c1-b464a45d31fe"], +Cell[BoxData["2.662671`"], "EchoTiming", + CellID->732199497,ExpressionUUID->"7be9884d-369d-4001-b54e-c51b6616fe24"], Cell[BoxData[ - RowBox[{ - RowBox[{"-", "0.07908072337218648`"}], "-", - RowBox[{"0.20488997882071988`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[13]=", - CellID->1145084046,ExpressionUUID->"3d3778c5-c3d1-4b85-975d-e9b4e8118232"] + RowBox[{"0.04915681026371661`", "\[VeryThinSpace]", "-", + RowBox[{"0.012210277464923185`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[19]=", + CellID->995648769,ExpressionUUID->"07165f4b-c5c3-40ac-a611-1393888234e2"] }, Open ]], Cell[CellGroupData[{ @@ -7209,13 +8366,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"val", "-", "new"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[14]:=", + CellLabel->"In[20]:=", CellID->2139257805,ExpressionUUID->"f4846edb-dbc5-4509-a277-87e1ed9f9440"], -Cell[BoxData["0"], "Output", - CellLabel->"Out[14]=", - CellID->1112873805,ExpressionUUID->"109c2d21-088b-4b75-968d-660591ad8ada"] -}, Open ]] +Cell[BoxData["0"], "Output", + CellLabel->"Out[20]=", + CellID->199623702,ExpressionUUID->"04ec6036-a8cb-43ac-bd71-8ad3117c9372"] }, Open ]], Cell[CellGroupData[{ @@ -7244,10 +8400,10 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ - RowBox[{"$L", "=", "4"}], ";"}], "\[IndentingNewLine]", + RowBox[{"$n", "=", "4"}], ";"}], "\[IndentingNewLine]", RowBox[{"cc", "=", RowBox[{"c", "[", - RowBox[{"Range", "@", "$L"}], "]"}]}]}], "Input", + RowBox[{"Range", "@", "$n"}], "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[2]:=", CellID->2081441484,ExpressionUUID->"473fcffe-2064-461b-b089-608b357a6e8a"], @@ -7276,7 +8432,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`c[4]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->1678144739,ExpressionUUID->"e8fd4369-22ee-4ec4-ba38-eacd6be67b75"] + CellID->1384093926,ExpressionUUID->"ec6b5c3b-782d-4630-b814-0b1200bc2cb8"] }, Open ]], Cell["\<\ @@ -7284,6 +8440,13 @@ Consider a initial state expressed in terms of bare fermion modes.\ \>", "ExampleText", CellID->211265417,ExpressionUUID->"297ea4dd-60a2-485d-a3d2-0a36b4a47e0a"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "0", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->1222051869,ExpressionUUID->"c65d8a8f-f79e-4c03-88aa-168934886c82"], + Cell[CellGroupData[{ Cell[BoxData[ @@ -7293,23 +8456,23 @@ Cell[BoxData[ RowBox[{"RandomChoice", "[", RowBox[{ RowBox[{"{", - RowBox[{"0", ",", "1"}], "}"}], ",", "$L"}], "]"}]}], "]"}]}]], "Input",\ + RowBox[{"0", ",", "1"}], "}"}], ",", "$n"}], "]"}]}], "]"}]}]], "Input",\ CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->1072961204,ExpressionUUID->"d66d69bf-cc71-4c54-b09d-55bc26a7e08f"], Cell[BoxData[ InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", - SubscriptBox["0", + SubscriptBox["1", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], $CellContext`c[1]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", @@ -7321,17 +8484,17 @@ Cell[BoxData[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], $CellContext`c[3]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 1, $CellContext`c[4] -> 1|>]]], "Output", - CellLabel->"Out[3]=", - CellID->1452385314,ExpressionUUID->"27082e46-b82f-4228-b389-153904e66eec"] + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 0|>]]], "Output", + CellLabel->"Out[4]=", + CellID->1663728056,ExpressionUUID->"3cb9bde6-ade1-4ccf-8ea3-b05a6dcf1a66"] }, Open ]], Cell["\<\ @@ -7340,70 +8503,75 @@ fermion operators in the Heisenberg picture.\ \>", "ExampleText", CellID->1840183255,ExpressionUUID->"7d875810-0d45-4684-80b6-a6c30de1702f"], +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->1746687844,ExpressionUUID->"b9d71532-fc5c-4e29-8e90-28042f949349"], + Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"U1", "=", - RowBox[{"RandomUnitary", "[", "$L", "]"}]}], + RowBox[{"RandomUnitary", "[", "$n", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"U2", "=", - RowBox[{"RandomUnitary", "[", "$L", "]"}]}], + RowBox[{"RandomUnitary", "[", "$n", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"U1", "//", "MatrixForm"}], "\[IndentingNewLine]", RowBox[{"U2", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[6]:=", CellID->1177047662,ExpressionUUID->"58526da8-1963-45f7-8cfc-c8287b07736f"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.2850552905056367`", "\[VeryThinSpace]", "+", - RowBox[{"0.330819776459948`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.13250732067715462`", "\[VeryThinSpace]", "-", - RowBox[{"0.4982697937926373`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.07013929181423029`", "\[VeryThinSpace]", "+", - RowBox[{"0.5933684429985872`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.10561559511221995`", "\[VeryThinSpace]", "-", - RowBox[{"0.418700962603221`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6290706957605858`"}], "+", - RowBox[{"0.49236877003948176`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.36033783310782486`"}], "-", + RowBox[{"0.17567162691109262`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1892918722958582`", "\[VeryThinSpace]", "+", + RowBox[{"0.03983943359713789`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5302017924188438`", "\[VeryThinSpace]", "-", + RowBox[{"0.026314194706386435`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.12882271549379162`"}], "-", - RowBox[{"0.07248481271586153`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.03981582361592212`", "\[VeryThinSpace]", "-", - RowBox[{"0.07777766442485846`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.5283791256900767`"}], "-", - RowBox[{"0.23059607231009566`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.12362176152530265`"}], "-", + RowBox[{"0.7104849151763434`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.5970585731629219`", "\[VeryThinSpace]", "-", + RowBox[{"0.2878328789990047`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3040026885052709`"}], "-", - RowBox[{"0.21830217497896942`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.20449585620989053`", "\[VeryThinSpace]", "-", - RowBox[{"0.011259673329178124`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2605360356387935`", "\[VeryThinSpace]", "+", - RowBox[{"0.619687719262315`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.09746648525719225`"}], "+", + RowBox[{"0.6117696652118927`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.009986162210116247`", "\[VeryThinSpace]", "-", + RowBox[{"0.23371420625605585`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.20916548650532435`"}], "+", - RowBox[{"0.5677491473481975`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.31455235187062464`"}], "-", + RowBox[{"0.15246710874484495`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.3470646995742765`", "\[VeryThinSpace]", "+", + RowBox[{"0.49009335690727246`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.7368705530170003`", "\[VeryThinSpace]", "+", + RowBox[{"0.1044171317160878`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.21892124648388725`", "\[VeryThinSpace]", "-", + RowBox[{"0.019955878673239308`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1893203365182903`", "\[VeryThinSpace]", "+", + RowBox[{"0.03614564220351931`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.1136895882551065`"}], "-", - RowBox[{"0.1347071422985462`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3927039732793543`"}], "-", - RowBox[{"0.7184413242424663`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.08796966705113862`"}], "-", + RowBox[{"0.1777226857017903`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.41483235618237435`"}], "-", - RowBox[{"0.10668611295244547`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.04164172824505477`", "\[VeryThinSpace]", "+", - RowBox[{"0.3366785891076618`", " ", "\[ImaginaryI]"}]}]} + RowBox[{"-", "0.14680625044942838`"}], "+", + RowBox[{"0.05819229434479463`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5649244302790469`", "\[VeryThinSpace]", "-", + RowBox[{"0.5440654442706583`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.36786000710711714`", "\[VeryThinSpace]", "+", + RowBox[{"0.4304297410371871`", " ", "\[ImaginaryI]"}]}]} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -7415,58 +8583,56 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->504147265,ExpressionUUID->"eb3edb89-5af8-4740-9b98-c7df9c157ce0"], + CellLabel->"Out[6]//MatrixForm=", + CellID->667870236,ExpressionUUID->"054285a7-f578-416a-add7-6d2558e703d0"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ { + RowBox[{"0.014174064725520186`", "\[VeryThinSpace]", "-", + RowBox[{"0.4531371577361726`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.37456402369732067`"}], "-", - RowBox[{"0.34203313460081625`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4580039273099567`"}], "-", + RowBox[{"0.26968481867500743`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.0420695416849453`"}], "+", - RowBox[{"0.4949262415592604`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.18075044288800604`", "\[VeryThinSpace]", "-", - RowBox[{"0.5824404776926091`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.12447047131574908`", "\[VeryThinSpace]", "-", - RowBox[{"0.32953416389911167`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.12486264811387737`"}], "-", + RowBox[{"0.6397508215102219`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.223367815912974`", "\[VeryThinSpace]", "+", + RowBox[{"0.19288166737686036`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.2222039096783304`", "\[VeryThinSpace]", "+", + RowBox[{"0.378215335886712`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19780461557107973`", "\[VeryThinSpace]", "-", + RowBox[{"0.10261974376532873`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.052688028060792785`"}], "-", - RowBox[{"0.5050110950030311`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.17408679977679933`"}], "-", - RowBox[{"0.037028128274142334`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6145996953453128`"}], "-", + RowBox[{"0.1558118853149285`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.22243718497144133`"}], "+", - RowBox[{"0.44362932444536995`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.43883726465496053`"}], "-", - RowBox[{"0.5211977032443331`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.2302204346914333`"}], "+", + RowBox[{"0.5503721711702234`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.21251469895100683`", "\[VeryThinSpace]", "+", + RowBox[{"0.5034941178497288`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.11592891370597715`"}], "+", - RowBox[{"0.6770769398644345`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.7056865530908821`"}], "-", + RowBox[{"0.276047142457202`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.000059568391398938226`", "\[VeryThinSpace]", "+", + RowBox[{"0.11955500606979624`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4763906050336535`"}], "+", - RowBox[{"0.21551997851706675`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.10240864735574196`", "\[VeryThinSpace]", "+", - RowBox[{"0.19619053120805885`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08185249629892746`", "\[VeryThinSpace]", "-", - RowBox[{"0.44615283034755904`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.19163651402420334`"}], "-", + RowBox[{"0.2758943337879884`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.053021886859144475`"}], "-", - RowBox[{"0.10108845925415254`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.21542230333758625`", "\[VeryThinSpace]", "+", - RowBox[{"0.6338747782163531`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.31108375863532994`"}], "+", + RowBox[{"0.45453543924044887`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.24151540441528854`"}], "+", - RowBox[{"0.5239266574782264`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.41333298730023516`", "\[VeryThinSpace]", "+", - RowBox[{"0.18733074576452238`", " ", "\[ImaginaryI]"}]}]} + RowBox[{"-", "0.19085071424525957`"}], "+", + RowBox[{"0.23921850303268083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3927828282982501`", "\[VeryThinSpace]", "-", + RowBox[{"0.06742642752161569`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4165655765405612`", "\[VeryThinSpace]", "+", + RowBox[{"0.5202147531297195`", " ", "\[ImaginaryI]"}]}]} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -7478,8 +8644,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[4]//MatrixForm=", - CellID->1380095440,ExpressionUUID->"62a8ac23-9235-4e4b-90e1-85f3e0087ab3"] + CellLabel->"Out[6]//MatrixForm=", + CellID->2145517230,ExpressionUUID->"5a27b307-9069-4164-8ed5-d1905a7f02ef"] }, Open ]], Cell["\<\ @@ -7497,7 +8663,7 @@ Cell[BoxData[ RowBox[{"c", "[", "2", "]"}], "]"}], "**", RowBox[{"c", "[", "3", "]"}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[7]:=", CellID->246320336,ExpressionUUID->"3a287df9-6c53-4c18-a865-4f2de4363e31"], Cell[BoxData[ @@ -7520,8 +8686,8 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[2]], $CellContext`c[3]]]], "Output", - CellLabel->"Out[5]=", - CellID->222259936,ExpressionUUID->"95094d4c-87c3-4967-9b8f-635a58938997"] + CellLabel->"Out[7]=", + CellID->2146461416,ExpressionUUID->"524fbdc1-ec08-4120-a70f-52639f037613"] }, Open ]], Cell["It is instructive to construct the corresponding state.", "ExampleText", @@ -7534,7 +8700,7 @@ Cell[BoxData[ RowBox[{"WickState", "[", RowBox[{"U2", ",", "prj", ",", "U1", ",", "in"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", + CellLabel->"In[8]:=", CellID->1544438968,ExpressionUUID->"926816b5-d4eb-4316-b14e-58a438601fcc"], Cell[BoxData[ @@ -7585,7 +8751,7 @@ Cell[BoxData[ "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"0", ",", "1", ",", "1", ",", "1"}], "}"}], + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> @@ -7639,7 +8805,7 @@ Cell[BoxData[ "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"0", ",", "1", ",", "1", ",", "1"}], "}"}], + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], @@ -7650,21 +8816,15 @@ Cell[BoxData[ InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "1", "4", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 4, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1", "3", "0"}, "RowWithSeparators"]], $CellContext`c[1, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "1", "2", "0"}, + TemplateBox[{",", "\",\"", "1", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[1, 2, 0]], ",", + $CellContext`c[1, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -7692,28 +8852,22 @@ Cell[BoxData[ InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "1", "2", "1"}, + TemplateBox[{",", "\",\"", "1", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[1, 2, 1]], ",", + $CellContext`c[1, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[1, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "4", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 4, 1]]}], "}"}], "SummaryItem"]}]}, { + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Transformations: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -7732,13 +8886,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["3", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -7771,19 +8923,17 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["3", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -7927,8 +9077,7 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, + PaneBox["1", ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -8198,63 +9347,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.2850552905056367`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.36033783310782486`"}], "-", + RowBox[{"0.17567162691109262`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.330819776459948`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.13250732067715462`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.4982697937926373`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07013929181423029`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5933684429985872`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.10561559511221995`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.418700962603221`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1892918722958582`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.03983943359713789`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6290706957605858`"}], "+", - RowBox[{"0.49236877003948176`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5302017924188438`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.026314194706386435`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.12882271549379162`"}], "-", - RowBox[{"0.07248481271586153`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12362176152530265`"}], "-", + RowBox[{"0.7104849151763434`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.5970585731629219`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2878328789990047`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09746648525719225`"}], "+", + RowBox[{"0.6117696652118927`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.03981582361592212`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07777766442485846`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.009986162210116247`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.23371420625605585`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5283791256900767`"}], "-", + RowBox[{"-", "0.31455235187062464`"}], "-", - RowBox[{"0.23059607231009566`", " ", + RowBox[{"0.15246710874484495`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3040026885052709`"}], "-", - RowBox[{"0.21830217497896942`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3470646995742765`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.49009335690727246`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20449585620989053`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011259673329178124`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2605360356387935`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.7368705530170003`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.619687719262315`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.1044171317160878`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.21892124648388725`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.019955878673239308`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.20916548650532435`"}], "+", - RowBox[{"0.5677491473481975`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1893203365182903`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.03614564220351931`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.1136895882551065`"}], "-", - RowBox[{"0.1347071422985462`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.08796966705113862`"}], "-", + RowBox[{"0.1777226857017903`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3927039732793543`"}], "-", - RowBox[{"0.7184413242424663`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14680625044942838`"}], "+", + RowBox[{"0.05819229434479463`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.41483235618237435`"}], "-", - RowBox[{"0.10668611295244547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5649244302790469`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.5440654442706583`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.04164172824505477`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3366785891076618`", " ", "\[ImaginaryI]"}]}]}}, + RowBox[{"0.36786000710711714`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4304297410371871`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -8273,22 +9428,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.2850552905056367, 0.330819776459948], - Complex[0.13250732067715462`, -0.4982697937926373], - Complex[0.07013929181423029, 0.5933684429985872], - Complex[0.10561559511221995`, -0.418700962603221]}, { - Complex[-0.6290706957605858, 0.49236877003948176`], - Complex[-0.12882271549379162`, -0.07248481271586153], - Complex[0.03981582361592212, -0.07777766442485846], - Complex[-0.5283791256900767, -0.23059607231009566`]}, { - Complex[-0.3040026885052709, -0.21830217497896942`], - Complex[0.20449585620989053`, -0.011259673329178124`], - Complex[0.2605360356387935, 0.619687719262315], - Complex[-0.20916548650532435`, 0.5677491473481975]}, { - Complex[-0.1136895882551065, -0.1347071422985462], - Complex[-0.3927039732793543, -0.7184413242424663], - Complex[-0.41483235618237435`, -0.10668611295244547`], - Complex[0.04164172824505477, 0.3366785891076618]}}, + Complex[-0.36033783310782486`, -0.17567162691109262`], + Complex[0.1892918722958582, 0.03983943359713789], + Complex[0.5302017924188438, -0.026314194706386435`], + Complex[-0.12362176152530265`, -0.7104849151763434]}, { + Complex[0.5970585731629219, -0.2878328789990047], + Complex[-0.09746648525719225, 0.6117696652118927], + Complex[0.009986162210116247, -0.23371420625605585`], + Complex[-0.31455235187062464`, -0.15246710874484495`]}, { + Complex[0.3470646995742765, 0.49009335690727246`], + Complex[0.7368705530170003, 0.1044171317160878], + Complex[0.21892124648388725`, -0.019955878673239308`], + Complex[0.1893203365182903, 0.03614564220351931]}, { + Complex[-0.08796966705113862, -0.1777226857017903], + Complex[-0.14680625044942838`, 0.05819229434479463], + Complex[0.5649244302790469, -0.5440654442706583], + Complex[0.36786000710711714`, 0.4304297410371871]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -8510,68 +9665,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.451479886221137`"}], "-", - RowBox[{"0.3951660665389056`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.43398948879323196`"}], "-", + RowBox[{"-", "0.150958056811666`"}], "-", + RowBox[{"0.20829110878142082`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.0005535048204536042`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5347313039854262`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.1395822072038282`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16113810615969112`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.8388874620480506`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3625909032441809`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11901261013987463`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.28640465172760105`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.12153018677696362`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.4239419780659338`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.19174463904849956`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.22211994405756613`"}], "+", + RowBox[{"0.24207420431853105`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.4814801582436494`"}], "+", - RowBox[{"0.5899040619332432`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05605937998481486`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.6563135823789111`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07972556833874772`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.18614857244114694`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.36434677285627903`"}], "-", + RowBox[{"0.06172464138738999`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.18170984235196722`"}], "-", - RowBox[{"0.3600990467713624`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.13747999764255406`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5617568190575852`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2689287329089981`"}], "-", + RowBox[{"0.1508548585958024`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.12117796330139549`"}], "-", - RowBox[{"0.2577860363108607`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.579666027353456`"}], "-", + RowBox[{"0.0806062980972616`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06947016866645395`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.30961557810845264`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2895751064573255`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.18358444446182434`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5885416002216809`"}], "+", - RowBox[{"0.3152569816137712`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.20160437843500942`"}], "+", + RowBox[{"0.3981089496903546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5934730006881362`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5552883917183267`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.14211251865258112`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1801462508806111`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.26324931761818826`"}], "-", - RowBox[{"0.52256955737054`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.37202524940940873`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1379254937570123`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.11042111916585337`"}], "-", - RowBox[{"0.3449088837387585`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00030451692396608887`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.12722716399408038`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.42493038905509967`"}], "-", - RowBox[{"0.16503868489265994`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5040283585361975`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.340818504706794`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.30838196467273643`"}], "-", - RowBox[{"0.4728243369945401`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> - Baseline, ColumnAlignments -> Center], "\[NoBreak]", - ")"}], + RowBox[{"0.46402365298523174`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.49078216970076505`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -8587,22 +9742,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.451479886221137, -0.3951660665389056], - Complex[-0.43398948879323196`, -0.0005535048204536042], - Complex[0.5347313039854262, -0.1395822072038282], - Complex[0.3625909032441809, 0.12153018677696362`]}, { - Complex[0.4239419780659338, -0.19174463904849956`], - Complex[-0.4814801582436494, 0.5899040619332432], - Complex[0.07972556833874772, 0.18614857244114694`], - Complex[-0.18170984235196722`, -0.3600990467713624]}, { - Complex[-0.12117796330139549`, -0.2577860363108607], - Complex[0.06947016866645395, 0.30961557810845264`], - Complex[-0.5885416002216809, 0.3152569816137712], - Complex[0.5934730006881362, 0.14211251865258112`]}, { - Complex[-0.26324931761818826`, -0.52256955737054], - Complex[-0.11042111916585337`, -0.3449088837387585], - Complex[-0.42493038905509967`, -0.16503868489265994`], - Complex[-0.30838196467273643`, -0.4728243369945401]}}, + Complex[-0.150958056811666, -0.20829110878142082`], + Complex[0.16113810615969112`, -0.8388874620480506], + Complex[0.11901261013987463`, -0.28640465172760105`], + Complex[-0.22211994405756613`, 0.24207420431853105`]}, { + Complex[0.05605937998481486, -0.6563135823789111], + Complex[-0.36434677285627903`, -0.06172464138738999], + Complex[0.13747999764255406`, 0.5617568190575852], + Complex[-0.2689287329089981, -0.1508548585958024]}, { + Complex[-0.579666027353456, -0.0806062980972616], + Complex[0.2895751064573255, -0.18358444446182434`], + Complex[-0.20160437843500942`, 0.3981089496903546], + Complex[0.5552883917183267, -0.1801462508806111]}, { + Complex[0.37202524940940873`, 0.1379254937570123], + Complex[0.00030451692396608887`, -0.12722716399408038`], + Complex[0.5040283585361975, 0.340818504706794], + Complex[0.46402365298523174`, 0.49078216970076505`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -8774,41 +9929,41 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.2850552905056367, 0.330819776459948], - Complex[0.13250732067715462`, -0.4982697937926373], - Complex[0.07013929181423029, 0.5933684429985872], - Complex[0.10561559511221995`, -0.418700962603221]}, { - Complex[-0.6290706957605858, 0.49236877003948176`], - Complex[-0.12882271549379162`, -0.07248481271586153], - Complex[0.03981582361592212, -0.07777766442485846], - Complex[-0.5283791256900767, -0.23059607231009566`]}, { - Complex[-0.3040026885052709, -0.21830217497896942`], - Complex[0.20449585620989053`, -0.011259673329178124`], - Complex[0.2605360356387935, 0.619687719262315], - Complex[-0.20916548650532435`, 0.5677491473481975]}, { - Complex[-0.1136895882551065, -0.1347071422985462], - Complex[-0.3927039732793543, -0.7184413242424663], - Complex[-0.41483235618237435`, -0.10668611295244547`], - Complex[0.04164172824505477, 0.3366785891076618]}}, + Complex[-0.36033783310782486`, -0.17567162691109262`], + Complex[0.1892918722958582, 0.03983943359713789], + Complex[0.5302017924188438, -0.026314194706386435`], + Complex[-0.12362176152530265`, -0.7104849151763434]}, { + Complex[0.5970585731629219, -0.2878328789990047], + Complex[-0.09746648525719225, 0.6117696652118927], + Complex[0.009986162210116247, -0.23371420625605585`], + Complex[-0.31455235187062464`, -0.15246710874484495`]}, { + Complex[0.3470646995742765, 0.49009335690727246`], + Complex[0.7368705530170003, 0.1044171317160878], + Complex[0.21892124648388725`, -0.019955878673239308`], + Complex[0.1893203365182903, 0.03614564220351931]}, { + Complex[-0.08796966705113862, -0.1777226857017903], + Complex[-0.14680625044942838`, 0.05819229434479463], + Complex[0.5649244302790469, -0.5440654442706583], + Complex[0.36786000710711714`, 0.4304297410371871]}}, SparseArray[ Automatic, {4, 4}, 0., { 1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.451479886221137, -0.3951660665389056], - Complex[-0.43398948879323196`, -0.0005535048204536042], - Complex[0.5347313039854262, -0.1395822072038282], - Complex[0.3625909032441809, 0.12153018677696362`]}, { - Complex[0.4239419780659338, -0.19174463904849956`], - Complex[-0.4814801582436494, 0.5899040619332432], - Complex[0.07972556833874772, 0.18614857244114694`], - Complex[-0.18170984235196722`, -0.3600990467713624]}, { - Complex[-0.12117796330139549`, -0.2577860363108607], - Complex[0.06947016866645395, 0.30961557810845264`], - Complex[-0.5885416002216809, 0.3152569816137712], - Complex[0.5934730006881362, 0.14211251865258112`]}, { - Complex[-0.26324931761818826`, -0.52256955737054], - Complex[-0.11042111916585337`, -0.3449088837387585], - Complex[-0.42493038905509967`, -0.16503868489265994`], - Complex[-0.30838196467273643`, -0.4728243369945401]}}, + Complex[-0.150958056811666, -0.20829110878142082`], + Complex[0.16113810615969112`, -0.8388874620480506], + Complex[0.11901261013987463`, -0.28640465172760105`], + Complex[-0.22211994405756613`, 0.24207420431853105`]}, { + Complex[0.05605937998481486, -0.6563135823789111], + Complex[-0.36434677285627903`, -0.06172464138738999], + Complex[0.13747999764255406`, 0.5617568190575852], + Complex[-0.2689287329089981, -0.1508548585958024]}, { + Complex[-0.579666027353456, -0.0806062980972616], + Complex[0.2895751064573255, -0.18358444446182434`], + Complex[-0.20160437843500942`, 0.3981089496903546], + Complex[0.5552883917183267, -0.1801462508806111]}, { + Complex[0.37202524940940873`, 0.1379254937570123], + Complex[0.00030451692396608887`, -0.12722716399408038`], + Complex[0.5040283585361975, 0.340818504706794], + Complex[0.46402365298523174`, 0.49078216970076505`]}}, SparseArray[ Automatic, {4, 4}, 0., {1, {{0, 0, 0, 0, 0}, {}}, {}}]}}, Selectable -> False, Editable -> False, SelectWithContents -> @@ -8838,19 +9993,16 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGDggmIQ231P6b+3m47bT2xYJW0pU2+/ZGF9U/fWq/ZW5bvj -Zimds59jvGiL+Y8r9i8WKT4OXPWKZPGDXa+fuZ++Zf/h1QRvy9bn9pXej2te -xb7Hqf6v2yE/TaOL9kZhLzT2CT6yD+Vq/Jx37S3V3INLnFrhkBbRpL1j3nn7 -Tp+3pe3ql+y1OQRmfy98iVN9UX++bRnfZfs8/eNBOgnb7dsm8XwRlXlCc/9S -KxzcdoZ+jjK5YL9M4+6TqUJ37d+erFmnFPMGp3oGh/WXetZetJ+/fY9Gm8ox -e3bGSTdEEp4NmH8HSryMV/txx7kL9oJrbn/cvu6BveGe63M/OL61LzrmZ7l6 -50X7GS9mBS/88theQ1bBJWPBO3u+pLPeIs6X7LXWrpnYvO2gvU5arEpY1lOc -+QtXOiQ1vhTeh2oL1x21Z4ACkS0nH072uzzowpPW4ju7DVx3bnlhf8N9+bqa -aW/tT0bk/ov/irscu9ysOlHl2AX7tL2/59f8P2M/n491e/Kd5/ZZr+beviN/ -3j4l5WzNjrob9vfmXTzBn/7a3kGuzKFa9qI9a+YEX7XiZfa2f7r3JE57gLM8 -xFVujOYv/PmL1PjCpX7DzYmvrPc/s7cryr6U2/nG/tRvi1nKt3GnB1qL4yo3 -cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= - "], {{0, 0}, {10, 10}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJxTTMoPSmVmYGDggGIQ+29ow3uz/BP2wQzH06v3ttjXzBbc0dF0zd6qfHfc +LKVz9nOMF20x/3HF/sUixceBq17hFNc80POaZdd5e/GE38xHP1+0l/vnvb8j ++iVO9bt4eP8q9V20N7pom3pI6Li9hrST89bJz0i2F5c4qf46t2Ga5XS7i/YJ +WSX2t58vsxfW8F6bu+sBTvXrFk81kXx0yX5nScpTAcZd9s+E+A7/S3lCNfcP +lPjTGVuSZOZctNffcKHTp/uxvdZt/qeRJe/shb+I3J2184L9kW3O8UopD+wn +7V1YvU/pLc54JzU8Fd6HagvXHbVngAKRLScfTva7POjCh1Txnd0Grju3vLC/ +4b58Xc20t/YnI3L/xX99j1O9p+TKkM2ht+xdDxj0rkt9bi+6w1juetR7e4ZJ +fXa8Ruftgy+y7uvcf8Ne5+aRL3NLXuPMRyMtfZIanrjUs3huUhSSeGa/7eoa +4336b+xL29XPpVzCrZ5UcVz5CJd6XPFOqr24/AUAhOMXPQ== + "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -8881,7 +10033,7 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"10", ",", "10"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -8917,19 +10069,16 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGDggmIQ231P6b+3m47bT2xYJW0pU2+/ZGF9U/fWq/ZW5bvj -Zimds59jvGiL+Y8r9i8WKT4OXPWKZPGDXa+fuZ++Zf/h1QRvy9bn9pXej2te -xb7Hqf6v2yE/TaOL9kZhLzT2CT6yD+Vq/Jx37S3V3INLnFrhkBbRpL1j3nn7 -Tp+3pe3ql+y1OQRmfy98iVN9UX++bRnfZfs8/eNBOgnb7dsm8XwRlXlCc/9S -KxzcdoZ+jjK5YL9M4+6TqUJ37d+erFmnFPMGp3oGh/WXetZetJ+/fY9Gm8ox -e3bGSTdEEp4NmH8HSryMV/txx7kL9oJrbn/cvu6BveGe63M/OL61LzrmZ7l6 -50X7GS9mBS/88theQ1bBJWPBO3u+pLPeIs6X7LXWrpnYvO2gvU5arEpY1lOc -+QtXOiQ1vhTeh2oL1x21Z4ACkS0nH072uzzowpPW4ju7DVx3bnlhf8N9+bqa -aW/tT0bk/ov/irscu9ysOlHl2AX7tL2/59f8P2M/n491e/Kd5/ZZr+beviN/ -3j4l5WzNjrob9vfmXTzBn/7a3kGuzKFa9qI9a+YEX7XiZfa2f7r3JE57gLM8 -xFVujOYv/PmL1PjCpX7DzYmvrPc/s7cryr6U2/nG/tRvi1nKt3GnB1qL4yo3 -cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= - "], {{0, 0}, {10, 10}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJxTTMoPSmVmYGDggGIQ+29ow3uz/BP2wQzH06v3ttjXzBbc0dF0zd6qfHfc +LKVz9nOMF20x/3HF/sUixceBq17hFNc80POaZdd5e/GE38xHP1+0l/vnvb8j ++iVO9bt4eP8q9V20N7pom3pI6Li9hrST89bJz0i2F5c4qf46t2Ga5XS7i/YJ +WSX2t58vsxfW8F6bu+sBTvXrFk81kXx0yX5nScpTAcZd9s+E+A7/S3lCNfcP +lPjTGVuSZOZctNffcKHTp/uxvdZt/qeRJe/shb+I3J2184L9kW3O8UopD+wn +7V1YvU/pLc54JzU8Fd6HagvXHbVngAKRLScfTva7POjCh1Txnd0Grju3vLC/ +4b58Xc20t/YnI3L/xX99j1O9p+TKkM2ht+xdDxj0rkt9bi+6w1juetR7e4ZJ +fXa8Ruftgy+y7uvcf8Ne5+aRL3NLXuPMRyMtfZIanrjUs3huUhSSeGa/7eoa +4336b+xL29XPpVzCrZ5UcVz5CJd6XPFOqr24/AUAhOMXPQ== + "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -8960,7 +10109,7 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"10", ",", "10"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -8976,25 +10125,25 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= TagBox[ "\"Specified independent elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["33", "SummaryItem"]}]}, { + TagBox["24", "SummaryItem"]}]}, { TagBox[ TagBox[ GridBox[{{ RowBox[{ RowBox[{"{", - RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.20916548650532435`"}], "-", - RowBox[{"0.5677491473481975`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + RowBox[{"0.21892124648388725`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.019955878673239308`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { RowBox[{ RowBox[{"{", - RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ "0.`", ContentPadding -> False, FrameMargins -> 0, @@ -9003,19 +10152,20 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= False]}]}, { RowBox[{ RowBox[{"{", - RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.5283791256900767`"}], "+", - RowBox[{"0.23059607231009566`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.009986162210116247`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.23371420625605585`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { RowBox[{ RowBox[{"{", - RowBox[{"1", ",", "7"}], "}"}], "\[Rule]", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ "0.`", ContentPadding -> False, FrameMargins -> 0, @@ -9049,32 +10199,23 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= "SummaryPanel"], DynamicModuleValues :> {}], "]"}], SymmetrizedArray[ - StructuredArray`StructuredData[{10, - 10}, {{{1, 4} -> - Complex[-0.20916548650532435`, -0.5677491473481975], {1, - 5} -> 0., {1, 6} -> - Complex[-0.5283791256900767, 0.23059607231009566`], {1, - 7} -> 0., {1, 10} -> 1, {2, 4} -> - Complex[0.2605360356387935, -0.619687719262315], {2, 5} -> - 0., {2, 6} -> - Complex[0.03981582361592212, 0.07777766442485846], {2, 7} -> - 0., {2, 9} -> 1, {3, 4} -> - Complex[0.20449585620989053`, 0.011259673329178124`], {3, - 5} -> 0., {3, 6} -> - Complex[-0.12882271549379162`, 0.07248481271586153], {3, - 7} -> 0., {3, 8} -> 1, {4, 5} -> 0., {4, 6} -> 0., {4, 7} -> - 0., {4, 8} -> 0., {4, 9} -> 0., {4, 10} -> 0., {5, 6} -> - Complex[1.0000000000000004`, 0.], {5, 7} -> 0., {5, 8} -> - Complex[-0.12882271549379162`, -0.07248481271586153], {5, - 9} -> Complex[ - 0.03981582361592212, -0.07777766442485846], {5, 10} -> - Complex[-0.5283791256900767, -0.23059607231009566`], {6, - 7} -> 0., {6, 8} -> 0., {6, 9} -> 0., {6, 10} -> - 0., {7, 8} -> - Complex[0.20449585620989053`, -0.011259673329178124`], {7, - 9} -> Complex[0.2605360356387935, 0.619687719262315], {7, - 10} -> Complex[-0.20916548650532435`, - 0.5677491473481975]}, + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[0.21892124648388725`, 0.019955878673239308`], {1, + 4} -> 0., {1, 5} -> + Complex[0.009986162210116247, 0.23371420625605585`], {1, + 6} -> 0., {1, 8} -> 1, {2, 3} -> + Complex[0.3470646995742765, -0.49009335690727246`], {2, + 4} -> 0., {2, 5} -> + Complex[0.5970585731629219, 0.2878328789990047], {2, 6} -> + 0., {2, 7} -> 1, {3, 4} -> 0., {3, 5} -> 0., {3, 6} -> + 0., {3, 7} -> 0., {3, 8} -> 0., {4, 5} -> + Complex[1.0000000000000002`, 0.], {4, 6} -> 0., {4, 7} -> + Complex[0.5970585731629219, -0.2878328789990047], {4, 8} -> + Complex[0.009986162210116247, -0.23371420625605585`], {5, + 6} -> 0., {5, 7} -> 0., {5, 8} -> 0., {6, 7} -> + Complex[0.3470646995742765, 0.49009335690727246`], {6, 8} -> + Complex[0.21892124648388725`, -0.019955878673239308`]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -9094,77 +10235,68 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= "SummaryPanel"], DynamicModuleValues:>{}], "]"}], Q3`WickState[{ - $CellContext`c[1, 4, 0], $CellContext`c[1, 3, 0], - $CellContext`c[1, 2, 0], + $CellContext`c[1, 1, 0], $CellContext`c[2, 3, 1], $CellContext`c[2, 2, 0], $CellContext`c[2, 2, 1], $CellContext`c[2, 3, 0], - $CellContext`c[1, 2, 1], - $CellContext`c[1, 3, 1], - $CellContext`c[1, 4, 1]}, {{ + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ SparseArray[ Automatic, {4, 4}, 0, { 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.2850552905056367, 0.330819776459948], - Complex[0.13250732067715462`, -0.4982697937926373], - Complex[0.07013929181423029, 0.5933684429985872], - Complex[0.10561559511221995`, -0.418700962603221]}, { - Complex[-0.6290706957605858, 0.49236877003948176`], - Complex[-0.12882271549379162`, -0.07248481271586153], - Complex[0.03981582361592212, -0.07777766442485846], - Complex[-0.5283791256900767, -0.23059607231009566`]}, { - Complex[-0.3040026885052709, -0.21830217497896942`], - Complex[0.20449585620989053`, -0.011259673329178124`], - Complex[0.2605360356387935, 0.619687719262315], - Complex[-0.20916548650532435`, 0.5677491473481975]}, { - Complex[-0.1136895882551065, -0.1347071422985462], - Complex[-0.3927039732793543, -0.7184413242424663], - Complex[-0.41483235618237435`, -0.10668611295244547`], - Complex[0.04164172824505477, 0.3366785891076618]}}, SparseArray[ + Complex[-0.36033783310782486`, -0.17567162691109262`], + Complex[0.1892918722958582, 0.03983943359713789], + Complex[0.5302017924188438, -0.026314194706386435`], + Complex[-0.12362176152530265`, -0.7104849151763434]}, { + Complex[0.5970585731629219, -0.2878328789990047], + Complex[-0.09746648525719225, 0.6117696652118927], + Complex[0.009986162210116247, -0.23371420625605585`], + Complex[-0.31455235187062464`, -0.15246710874484495`]}, { + Complex[0.3470646995742765, 0.49009335690727246`], + Complex[0.7368705530170003, 0.1044171317160878], + Complex[0.21892124648388725`, -0.019955878673239308`], + Complex[0.1893203365182903, 0.03614564220351931]}, { + Complex[-0.08796966705113862, -0.1777226857017903], + Complex[-0.14680625044942838`, 0.05819229434479463], + Complex[0.5649244302790469, -0.5440654442706583], + Complex[0.36786000710711714`, 0.4304297410371871]}}, SparseArray[ Automatic, {4, 4}, 0., {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.451479886221137, -0.3951660665389056], - Complex[-0.43398948879323196`, -0.0005535048204536042], - Complex[0.5347313039854262, -0.1395822072038282], - Complex[0.3625909032441809, 0.12153018677696362`]}, { - Complex[0.4239419780659338, -0.19174463904849956`], - Complex[-0.4814801582436494, 0.5899040619332432], - Complex[0.07972556833874772, 0.18614857244114694`], - Complex[-0.18170984235196722`, -0.3600990467713624]}, { - Complex[-0.12117796330139549`, -0.2577860363108607], - Complex[0.06947016866645395, 0.30961557810845264`], - Complex[-0.5885416002216809, 0.3152569816137712], - Complex[0.5934730006881362, 0.14211251865258112`]}, { - Complex[-0.26324931761818826`, -0.52256955737054], - Complex[-0.11042111916585337`, -0.3449088837387585], - Complex[-0.42493038905509967`, -0.16503868489265994`], - Complex[-0.30838196467273643`, -0.4728243369945401]}}, SparseArray[ + Complex[-0.150958056811666, -0.20829110878142082`], + Complex[0.16113810615969112`, -0.8388874620480506], + Complex[0.11901261013987463`, -0.28640465172760105`], + Complex[-0.22211994405756613`, 0.24207420431853105`]}, { + Complex[0.05605937998481486, -0.6563135823789111], + Complex[-0.36434677285627903`, -0.06172464138738999], + Complex[0.13747999764255406`, 0.5617568190575852], + Complex[-0.2689287329089981, -0.1508548585958024]}, { + Complex[-0.579666027353456, -0.0806062980972616], + Complex[0.2895751064573255, -0.18358444446182434`], + Complex[-0.20160437843500942`, 0.3981089496903546], + Complex[0.5552883917183267, -0.1801462508806111]}, { + Complex[0.37202524940940873`, 0.1379254937570123], + Complex[0.00030451692396608887`, -0.12722716399408038`], + Complex[0.5040283585361975, 0.340818504706794], + Complex[0.46402365298523174`, 0.49078216970076505`]}}, SparseArray[ Automatic, {4, 4}, 0., {1, {{0, 0, 0, 0, 0}, {}}, {}}]}}, SymmetrizedArray[ - StructuredArray`StructuredData[{10, - 10}, {{{1, 4} -> - Complex[-0.20916548650532435`, -0.5677491473481975], {1, 5} -> - 0., {1, 6} -> - Complex[-0.5283791256900767, 0.23059607231009566`], {1, 7} -> - 0., {1, 10} -> 1, {2, 4} -> - Complex[0.2605360356387935, -0.619687719262315], {2, 5} -> 0., {2, 6} -> - Complex[0.03981582361592212, 0.07777766442485846], {2, 7} -> - 0., {2, 9} -> 1, {3, 4} -> - Complex[0.20449585620989053`, 0.011259673329178124`], {3, 5} -> - 0., {3, 6} -> - Complex[-0.12882271549379162`, 0.07248481271586153], {3, 7} -> - 0., {3, 8} -> 1, {4, 5} -> 0., {4, 6} -> 0., {4, 7} -> 0., {4, 8} -> - 0., {4, 9} -> 0., {4, 10} -> 0., {5, 6} -> - Complex[1.0000000000000004`, 0.], {5, 7} -> 0., {5, 8} -> - Complex[-0.12882271549379162`, -0.07248481271586153], {5, 9} -> - Complex[0.03981582361592212, -0.07777766442485846], {5, 10} -> - Complex[-0.5283791256900767, -0.23059607231009566`], {6, 7} -> - 0., {6, 8} -> 0., {6, 9} -> 0., {6, 10} -> 0., {7, 8} -> - Complex[0.20449585620989053`, -0.011259673329178124`], {7, 9} -> - Complex[0.2605360356387935, 0.619687719262315], {7, 10} -> - Complex[-0.20916548650532435`, 0.5677491473481975]}, + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[0.21892124648388725`, 0.019955878673239308`], {1, 4} -> + 0., {1, 5} -> + Complex[0.009986162210116247, 0.23371420625605585`], {1, 6} -> + 0., {1, 8} -> 1, {2, 3} -> + Complex[0.3470646995742765, -0.49009335690727246`], {2, 4} -> + 0., {2, 5} -> Complex[0.5970585731629219, 0.2878328789990047], {2, 6} -> + 0., {2, 7} -> 1, {3, 4} -> 0., {3, 5} -> 0., {3, 6} -> 0., {3, 7} -> + 0., {3, 8} -> 0., {4, 5} -> Complex[1.0000000000000002`, 0.], {4, 6} -> + 0., {4, 7} -> Complex[0.5970585731629219, -0.2878328789990047], {4, 8} -> + Complex[0.009986162210116247, -0.23371420625605585`], {5, 6} -> + 0., {5, 7} -> 0., {5, 8} -> 0., {6, 7} -> + Complex[0.3470646995742765, 0.49009335690727246`], {6, 8} -> + Complex[0.21892124648388725`, -0.019955878673239308`]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -9173,8 +10305,8 @@ cKnHlQ5JtXegwgFXeYhLPa78RS334AoHACR45TI= Editable->False, SelectWithContents->True, Selectable->False]], "Output", - CellLabel->"Out[6]=", - CellID->1473765303,ExpressionUUID->"11b46c73-3d8c-40ad-aec4-f4966369a8e6"] + CellLabel->"Out[8]=", + CellID->334503293,ExpressionUUID->"e04bf97e-d0c1-4270-96a2-0c3a87d2b43d"] }, Open ]], Cell["We will take the expectation value of this operator.", "ExampleText", @@ -9189,7 +10321,7 @@ Cell[BoxData[ RowBox[{"c", "[", "3", "]"}], "]"}], "**", RowBox[{"c", "[", "1", "]"}]}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", + CellLabel->"In[9]:=", CellID->889371961,ExpressionUUID->"b3d81630-0601-48dd-9c86-a9c54dbe911a"], Cell[BoxData[ @@ -9212,8 +10344,8 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[3]], $CellContext`c[1]]]], "Output", - CellLabel->"Out[7]=", - CellID->804459638,ExpressionUUID->"3d53512b-8ccf-481e-b89e-9aa8675651e0"] + CellLabel->"Out[9]=", + CellID->1381843488,ExpressionUUID->"d013d013-3a56-4870-a1f3-43437435f2c4"] }, Open ]], Cell["\<\ @@ -9230,14 +10362,14 @@ Cell[BoxData[ RowBox[{"WickExpectation", "[", "ws", "]"}], "[", "msr", "]"}], "//", "Chop"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", + CellLabel->"In[10]:=", CellID->662420490,ExpressionUUID->"12b1a4bb-ac33-422c-a1d1-eadd36961522"], Cell[BoxData[ - RowBox[{"0.09575889835047648`", "\[VeryThinSpace]", "+", - RowBox[{"0.09510846689202225`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[8]=", - CellID->1576300494,ExpressionUUID->"4613eb94-695a-40bd-aeef-da91ed3ec39a"] + RowBox[{"0.32299645825451445`", "\[VeryThinSpace]", "+", + RowBox[{"0.041700076635530575`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[10]=", + CellID->1776243266,ExpressionUUID->"91c91606-d299-4914-a827-3cf920367e28"] }, Open ]], Cell["\<\ @@ -9264,7 +10396,7 @@ Cell[BoxData[{ RowBox[{"cc", "->", RowBox[{"U2", ".", "U1", ".", "cc"}]}], "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", + CellLabel->"In[11]:=", CellID->811619388,ExpressionUUID->"0831df7c-f82e-40cc-acd0-cf27f2b58b9f"], Cell[BoxData[ @@ -9279,8 +10411,10 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.2850552905056367`", "\[VeryThinSpace]", "+", - RowBox[{"0.330819776459948`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{ + RowBox[{"-", "0.36033783310782486`"}], "-", + RowBox[{"0.17567162691109262`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -9288,8 +10422,9 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.13250732067715462`", "\[VeryThinSpace]", "-", - RowBox[{"0.4982697937926373`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1892918722958582`", "\[VeryThinSpace]", "+", + RowBox[{"0.03983943359713789`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -9297,17 +10432,17 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07013929181423029`", "\[VeryThinSpace]", "+", - RowBox[{"0.5933684429985872`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.5302017924188438`", "\[VeryThinSpace]", "-", + RowBox[{"0.026314194706386435`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "+", + $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.10561559511221995`", "\[VeryThinSpace]", "-", - RowBox[{"0.418700962603221`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.12362176152530265`", "\[VeryThinSpace]", "+", + RowBox[{"0.7104849151763434`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, @@ -9322,10 +10457,8 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{ - RowBox[{"-", "0.6290706957605858`"}], "+", - RowBox[{"0.49236877003948176`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.5970585731629219`", "\[VeryThinSpace]", "-", + RowBox[{"0.2878328789990047`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -9333,9 +10466,8 @@ Cell[BoxData[ $CellContext`c[1]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.12882271549379162`", "\[VeryThinSpace]", "+", - RowBox[{"0.07248481271586153`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.09746648525719225`", "\[VeryThinSpace]", "-", + RowBox[{"0.6117696652118927`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -9343,8 +10475,8 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.03981582361592212`", "\[VeryThinSpace]", "-", - RowBox[{"0.07777766442485846`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.009986162210116247`", "\[VeryThinSpace]", "-", + RowBox[{"0.23371420625605585`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -9353,8 +10485,8 @@ Cell[BoxData[ $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.5283791256900767`", "\[VeryThinSpace]", "+", - RowBox[{"0.23059607231009566`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.31455235187062464`", "\[VeryThinSpace]", "+", + RowBox[{"0.15246710874484495`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -9370,9 +10502,8 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{ - RowBox[{"-", "0.3040026885052709`"}], "-", - RowBox[{"0.21830217497896942`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.3470646995742765`", "\[VeryThinSpace]", "+", + RowBox[{"0.49009335690727246`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -9381,8 +10512,8 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.20449585620989053`", "\[VeryThinSpace]", "-", - RowBox[{"0.011259673329178124`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.7368705530170003`", "\[VeryThinSpace]", "+", + RowBox[{"0.1044171317160878`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -9390,17 +10521,18 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.2605360356387935`", "\[VeryThinSpace]", "+", - RowBox[{"0.619687719262315`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.21892124648388725`", "\[VeryThinSpace]", "-", + RowBox[{"0.019955878673239308`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "-", + $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.20916548650532435`", "\[VeryThinSpace]", "-", - RowBox[{"0.5677491473481975`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1893203365182903`", "\[VeryThinSpace]", "+", + RowBox[{"0.03614564220351931`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, @@ -9416,8 +10548,8 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.1136895882551065`"}], "-", - RowBox[{"0.1347071422985462`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.08796966705113862`"}], "-", + RowBox[{"0.1777226857017903`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -9425,18 +10557,18 @@ Cell[BoxData[ $CellContext`c[1]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.3927039732793543`", "\[VeryThinSpace]", "+", - RowBox[{"0.7184413242424663`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.14680625044942838`", "\[VeryThinSpace]", "-", + RowBox[{"0.05819229434479463`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "-", + $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.41483235618237435`", "\[VeryThinSpace]", "+", - RowBox[{"0.10668611295244547`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.5649244302790469`", "\[VeryThinSpace]", "-", + RowBox[{"0.5440654442706583`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -9444,15 +10576,15 @@ Cell[BoxData[ $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.04164172824505477`", "\[VeryThinSpace]", "+", - RowBox[{"0.3366785891076618`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.36786000710711714`", "\[VeryThinSpace]", "+", + RowBox[{"0.4304297410371871`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}]}]}]}], "}"}]], "Output", - CellLabel->"Out[9]=", - CellID->1569236731,ExpressionUUID->"23d07e98-251d-4f56-8ee7-ec283b23d072"], + CellLabel->"Out[11]=", + CellID->509356299,ExpressionUUID->"9fadaacb-e544-4bd1-bef0-e6525d5a9687"], Cell[BoxData[ RowBox[{"{", @@ -9467,18 +10599,18 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.451479886221137`"}], "-", - RowBox[{"0.3951660665389056`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.150958056811666`"}], "-", + RowBox[{"0.20829110878142082`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]]}], "-", + $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.43398948879323196`", "\[VeryThinSpace]", "+", - RowBox[{"0.0005535048204536042`", " ", "\[ImaginaryI]"}]}], ")"}], - " ", + RowBox[{"0.16113810615969112`", "\[VeryThinSpace]", "-", + RowBox[{"0.8388874620480506`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -9486,17 +10618,18 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.5347313039854262`", "\[VeryThinSpace]", "-", - RowBox[{"0.1395822072038282`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.11901261013987463`", "\[VeryThinSpace]", "-", + RowBox[{"0.28640465172760105`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "+", + $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.3625909032441809`", "\[VeryThinSpace]", "+", - RowBox[{"0.12153018677696362`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.22211994405756613`", "\[VeryThinSpace]", "-", + RowBox[{"0.24207420431853105`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -9512,9 +10645,8 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.4239419780659338`", "\[VeryThinSpace]", "-", - RowBox[{"0.19174463904849956`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.05605937998481486`", "\[VeryThinSpace]", "-", + RowBox[{"0.6563135823789111`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -9522,8 +10654,9 @@ Cell[BoxData[ $CellContext`c[1]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.4814801582436494`", "\[VeryThinSpace]", "-", - RowBox[{"0.5899040619332432`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.36434677285627903`", "\[VeryThinSpace]", "+", + RowBox[{"0.06172464138738999`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, @@ -9531,9 +10664,8 @@ Cell[BoxData[ $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07972556833874772`", "\[VeryThinSpace]", "+", - RowBox[{"0.18614857244114694`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.13747999764255406`", "\[VeryThinSpace]", "+", + RowBox[{"0.5617568190575852`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -9541,8 +10673,8 @@ Cell[BoxData[ $CellContext`c[3]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.18170984235196722`", "\[VeryThinSpace]", "+", - RowBox[{"0.3600990467713624`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2689287329089981`", "\[VeryThinSpace]", "+", + RowBox[{"0.1508548585958024`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, @@ -9558,8 +10690,8 @@ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{ - RowBox[{"-", "0.12117796330139549`"}], "-", - RowBox[{"0.2577860363108607`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"-", "0.579666027353456`"}], "-", + RowBox[{"0.0806062980972616`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, @@ -9567,8 +10699,8 @@ Cell[BoxData[ $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.06947016866645395`", "\[VeryThinSpace]", "+", - RowBox[{"0.30961557810845264`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2895751064573255`", "\[VeryThinSpace]", "-", + RowBox[{"0.18358444446182434`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", @@ -9577,8 +10709,8 @@ Cell[BoxData[ $CellContext`c[2]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.5885416002216809`", "\[VeryThinSpace]", "-", - RowBox[{"0.3152569816137712`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.20160437843500942`", "\[VeryThinSpace]", "-", + RowBox[{"0.3981089496903546`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, @@ -9586,9 +10718,8 @@ Cell[BoxData[ $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.5934730006881362`", "\[VeryThinSpace]", "+", - RowBox[{"0.14211251865258112`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.5552883917183267`", "\[VeryThinSpace]", "-", + RowBox[{"0.1801462508806111`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, @@ -9603,44 +10734,44 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{ - RowBox[{"-", "0.26324931761818826`"}], "-", - RowBox[{"0.52256955737054`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.37202524940940873`", "\[VeryThinSpace]", "+", + RowBox[{"0.1379254937570123`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]]}], "-", + $CellContext`c[1]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.11042111916585337`", "\[VeryThinSpace]", "+", - RowBox[{"0.3449088837387585`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.00030451692396608887`", "\[VeryThinSpace]", "-", + RowBox[{"0.12722716399408038`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]]}], "-", + $CellContext`c[2]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.42493038905509967`", "\[VeryThinSpace]", "+", - RowBox[{"0.16503868489265994`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - + RowBox[{"0.5040283585361975`", "\[VeryThinSpace]", "+", + RowBox[{"0.340818504706794`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]]}], "-", + $CellContext`c[3]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.30838196467273643`", "\[VeryThinSpace]", "+", - RowBox[{"0.4728243369945401`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.46402365298523174`", "\[VeryThinSpace]", "+", + RowBox[{"0.49078216970076505`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}]}]}]}], "}"}]], "Output", - CellLabel->"Out[9]=", - CellID->915069110,ExpressionUUID->"9c3914f1-4251-41ad-8cb2-455134092d8f"] + CellLabel->"Out[11]=", + CellID->881500351,ExpressionUUID->"1c1a4a80-e93d-4c12-bb72-43caec496550"] }, Open ]], Cell["Calculate the vector after the overall time-evolution.", "ExampleText", @@ -9655,16 +10786,15 @@ Cell[BoxData[ RowBox[{"(", RowBox[{"prj", "/.", "T1"}], ")"}], "**", "in"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", + CellLabel->"In[12]:=", CellID->2118625828,ExpressionUUID->"7f4e3311-63fb-4cbe-88fd-57267b5fc0d7"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{ - RowBox[{"-", "0.08375400937976052`"}], "-", - RowBox[{"0.28700893092810537`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.18389313464506768`", "\[VeryThinSpace]", "+", + RowBox[{"0.10124406675986383`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9674,7 +10804,7 @@ Cell[BoxData[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], $CellContext`c[1]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", @@ -9693,12 +10823,46 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], + Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 1|>]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.26599707245338666`", "\[VeryThinSpace]", "-", + RowBox[{"0.26009133201107176`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 1, $CellContext`c[4] -> 1|>]]}], "-", + 1, $CellContext`c[4] -> 0|>]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.13418626205424636`", "\[VeryThinSpace]", "+", - RowBox[{"0.09360424266501152`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.06581957783218373`", "\[VeryThinSpace]", "-", + RowBox[{"0.0396554580645281`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9714,7 +10878,7 @@ Cell[BoxData[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], $CellContext`c[2]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", @@ -9728,11 +10892,11 @@ Cell[BoxData[ $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> - 1, $CellContext`c[4] -> 1|>]]}], "-", + 0, $CellContext`c[4] -> 1|>]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.14121929493175708`", "\[VeryThinSpace]", "-", - RowBox[{"0.5181071921290704`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.07300312784901589`", "\[VeryThinSpace]", "+", + RowBox[{"0.44347679478216306`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9742,31 +10906,31 @@ Cell[BoxData[ SubscriptBox["c", TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], $CellContext`c[1]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], $CellContext`c[2]]}, "RowWithSeparators"]], - SubscriptBox["0", + SubscriptBox["1", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], $CellContext`c[3]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], - Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 0, $CellContext`c[4] -> 1|>]]}], "+", + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 0|>]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.41112182749580234`", "\[VeryThinSpace]", "-", - RowBox[{"0.25416779781447363`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.03354588565784471`", "\[VeryThinSpace]", "+", + RowBox[{"0.13198434831471836`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9782,7 +10946,7 @@ Cell[BoxData[ SubscriptBox["c", TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], $CellContext`c[2]]}, "RowWithSeparators"]], - SubscriptBox["1", + SubscriptBox["0", TemplateBox[{",", "\",\"", InterpretationBox[ SubscriptBox["c", @@ -9796,9 +10960,9 @@ Cell[BoxData[ $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, "Ket"], Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 1, $CellContext`c[3] -> - 1, $CellContext`c[4] -> 0|>]]}]}]], "Output", - CellLabel->"Out[10]=", - CellID->1106184951,ExpressionUUID->"79dacb6d-cb2d-4977-bcf7-1f94e69cc67f"] + 0, $CellContext`c[4] -> 0|>]]}]}]], "Output", + CellLabel->"Out[12]=", + CellID->382278033,ExpressionUUID->"ab2a87c2-5149-485a-bda4-76a33bcd6824"] }, Open ]], Cell["\<\ @@ -9813,15 +10977,15 @@ Cell[BoxData[ RowBox[{"alt", "=", RowBox[{"msr", "/.", "T2"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[13]:=", CellID->1541026710,ExpressionUUID->"84503f34-c98d-4a8e-8c12-11a4881bbbfe"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", - RowBox[{"0.15657770706144147`", "\[VeryThinSpace]", "-", - RowBox[{"0.06849979123401698`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.1042948322944601`", "\[VeryThinSpace]", "+", + RowBox[{"0.10857110943282826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9840,11 +11004,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[1]], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.05273264815992134`", "\[VeryThinSpace]", "-", - RowBox[{"0.11180935752976391`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.025786673016947217`", "\[VeryThinSpace]", "-", + RowBox[{"0.4992633087419528`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9866,8 +11030,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.028815306395857207`", "\[VeryThinSpace]", "-", - RowBox[{"0.15476055092781427`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.045901548191149354`", "\[VeryThinSpace]", "-", + RowBox[{"0.17561221261275653`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9886,11 +11050,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[1]], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.07526681230809523`", "\[VeryThinSpace]", "-", - RowBox[{"0.07874409123642157`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.10924268009286431`", "\[VeryThinSpace]", "-", + RowBox[{"0.15822645876612296`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9912,8 +11076,8 @@ Cell[BoxData[ $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.15371395398558035`", "\[VeryThinSpace]", "-", - RowBox[{"0.11233295268297881`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.005474687879854605`", "\[VeryThinSpace]", "+", + RowBox[{"0.08802947099630051`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9932,11 +11096,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.030320696700904506`", "\[VeryThinSpace]", "-", - RowBox[{"0.13433145439247374`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.2006682729316055`", "\[VeryThinSpace]", "-", + RowBox[{"0.2133384764273225`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9955,11 +11119,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[2]]]}], "-", + $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.006068951897966669`", "\[VeryThinSpace]", "+", - RowBox[{"0.17525794129342032`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.08704252812971228`", "\[VeryThinSpace]", "-", + RowBox[{"0.06108679359741273`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -9978,11 +11142,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.06281689024187295`", "\[VeryThinSpace]", "-", - RowBox[{"0.10382106955135179`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.10876146476512058`", "\[VeryThinSpace]", "-", + RowBox[{"0.02932089695241121`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10001,11 +11165,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[2]], - $CellContext`c[4]]]}], "+", + $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.14113583333124835`", "\[VeryThinSpace]", "+", - RowBox[{"0.3749038553435192`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.05248874933353808`", "\[VeryThinSpace]", "-", + RowBox[{"0.1020901529640065`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10024,11 +11188,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[1]]]}], "+", + $CellContext`c[1]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.2552463719547531`", "\[VeryThinSpace]", "+", - RowBox[{"0.13714397690181807`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.36645475415887574`", "\[VeryThinSpace]", "-", + RowBox[{"0.1049728631647923`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10050,8 +11214,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.3587158826662757`", "\[VeryThinSpace]", "+", - RowBox[{"0.08642784127862613`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.13801371837888457`", "\[VeryThinSpace]", "-", + RowBox[{"0.010360446569745219`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10070,11 +11234,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[3]], - $CellContext`c[3]]]}], "-", + $CellContext`c[3]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.1750865905628915`", "\[VeryThinSpace]", "+", - RowBox[{"0.18583488431832537`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.14115226048812338`", "\[VeryThinSpace]", "+", + RowBox[{"0.03962471813725105`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10096,8 +11260,8 @@ Cell[BoxData[ $CellContext`c[4]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.32409916782787385`", "\[VeryThinSpace]", "+", - RowBox[{"0.1703594475271055`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.046302394245135305`", "\[VeryThinSpace]", "+", + RowBox[{"0.14285616277930613`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10116,11 +11280,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[1]]]}], "-", + $CellContext`c[1]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.25763970414535065`", "\[VeryThinSpace]", "-", - RowBox[{"0.061346849154462375`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.24060055101265912`", "\[VeryThinSpace]", "-", + RowBox[{"0.4367960439346606`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10142,8 +11306,8 @@ Cell[BoxData[ $CellContext`c[2]]]}], "+", RowBox[{ RowBox[{"(", - RowBox[{"0.29751221251328835`", "\[VeryThinSpace]", "-", - RowBox[{"0.15883028376367703`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.11768104512226565`", "\[VeryThinSpace]", "-", + RowBox[{"0.13759750291425282`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10162,11 +11326,11 @@ Cell[BoxData[ Q3`Multiply[ Q3`Dagger[ $CellContext`c[4]], - $CellContext`c[3]]]}], "+", + $CellContext`c[3]]]}], "-", RowBox[{ RowBox[{"(", - RowBox[{"0.23245887230573864`", "\[VeryThinSpace]", "+", - RowBox[{"0.02059617812016936`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + RowBox[{"0.166949386847181`", "\[VeryThinSpace]", "-", + RowBox[{"0.0944069204247491`", " ", "\[ImaginaryI]"}]}], ")"}], " ", InterpretationBox[ TemplateBox[{ TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", @@ -10186,8 +11350,8 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]], $CellContext`c[4]]]}]}]], "Output", - CellLabel->"Out[11]=", - CellID->1443119972,ExpressionUUID->"72b791c3-df7c-4380-8786-70c6586cf888"] + CellLabel->"Out[13]=", + CellID->1819326288,ExpressionUUID->"ad4f4518-844a-48e4-913c-e324a93adc38"] }, Open ]], Cell["Calculate the expectation value with the traditional method.", \ @@ -10206,14 +11370,14 @@ Cell[BoxData[ RowBox[{"Norm", "[", "ws", "]"}], "^", "2"}]}], "//", "Chop"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[12]:=", + CellLabel->"In[14]:=", CellID->1114693032,ExpressionUUID->"8725c9cd-6ca3-41b9-845b-bf32ff64b7d9"], Cell[BoxData[ - RowBox[{"0.09575889835047653`", "\[VeryThinSpace]", "+", - RowBox[{"0.09510846689202221`", " ", "\[ImaginaryI]"}]}]], "Output", - CellLabel->"Out[12]=", - CellID->366430286,ExpressionUUID->"b18e9836-824e-4106-b0e0-b6c9b7a756cd"] + RowBox[{"0.32299645825451445`", "\[VeryThinSpace]", "+", + RowBox[{"0.04170007663553047`", " ", "\[ImaginaryI]"}]}]], "Output", + CellLabel->"Out[14]=", + CellID->1036086048,ExpressionUUID->"0ad55486-fd74-46b0-9cb7-9481198f6fa3"] }, Open ]], Cell["Compare the two results.", "ExampleText", @@ -10225,12 +11389,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"avg", "-", "new"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[13]:=", + CellLabel->"In[15]:=", CellID->1962460341,ExpressionUUID->"cc6fbfc8-7aa7-4986-9367-f83a02225a72"], Cell[BoxData["0"], "Output", - CellLabel->"Out[13]=", - CellID->578707906,ExpressionUUID->"6e2612ef-810d-4b85-9c21-976148c5dbdb"] + CellLabel->"Out[15]=", + CellID->1167929688,ExpressionUUID->"bb4ce6b0-6095-4679-aec7-6ebcdc1ac0e8"] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[ @@ -10317,8 +11481,8 @@ Cell[BoxData[GridBox[{ "8304099a-2563-4d04-b329-bd2c9214b082"] }], "SeeAlso",ExpressionUUID->"1bf51282-e84f-430f-9a82-f3b69f138f76"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"071f6ef8-bc5a-4a6f-add7-\ -9e8b71a238e5"], + }]], "SeeAlsoSection",ExpressionUUID->"91e4b7ff-0fdc-40ab-9a1b-\ +254d67746022"], Cell[BoxData[GridBox[{ { @@ -10347,8 +11511,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "0233c41b-43cc-4152-baa6-aead8d73bfed"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"4d895410-cf1b-4872-94b0-\ -eba35af108de"], + }]], "TechNotesSection",ExpressionUUID->"fe19b5c1-2bc6-4f66-81f8-\ +062699511c2f"], Cell[BoxData[GridBox[{ { @@ -10366,7 +11530,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "3a81596e-c6ac-4fae-a5c6-6ccbf0495a42"]}]}, + "42ab5e0b-5efd-46c5-b615-5757c7c75760"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -10374,10 +11538,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "0ea2fb2f-23c9-4063-8af2-3f623aae4281"]}]} + "32f2fdfe-ec0d-41ff-aa95-e9c29618e0f1"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"1e53cc0a-4750-4df0-a70c-\ -a72f920d3d1f"], + }]], "MoreAboutSection",ExpressionUUID->"e2685174-8dcc-448e-8a15-\ +87a25d4f4c64"], Cell[BoxData[GridBox[{ { @@ -10406,8 +11570,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1103/PhysRevA.65.032325"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "4bd3b0be-76cf-43f2-97ca-8f52ea96fc10"]}]],ExpressionUUID-> - "6d692e2a-3e9e-4cb4-830c-0066f4a966c2"], + "c90891b7-6fe9-4286-8eab-1736da07dee3"]}]],ExpressionUUID-> + "79952747-edcb-4944-86f0-ba7dc68af060"], ", Physical Review A 65, 032325, \"Classical simulation of \ noninteracting-fermion quantum circuits.\"" }], "RelatedLinks",ExpressionUUID-> @@ -10429,16 +11593,16 @@ noninteracting-fermion quantum circuits.\"" "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "b5bbeea1-5494-47ae-ba1d-5571e8367053"]}]],ExpressionUUID-> - "fead0058-b70e-4af4-b984-45de9d639d0f"], + "4c4a5d32-aefb-46da-9b25-cc5d7b985ba4"]}]],ExpressionUUID-> + "f3e71e23-274b-4993-9d6d-cd07c9e288f8"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "b7f6eaa4-abf3-4bc4-8982-f8bfae8332fa"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"dfa77594-f28e-40e0-8838-\ -fc12d5707860"], + }]], "RelatedLinksSection",ExpressionUUID->"8e970183-447a-43f7-b9c1-\ +bf5dbaa09f5f"], -Cell[" ", "FooterCell",ExpressionUUID->"45f1a982-79d7-4927-aa0d-daaffc769b01"] +Cell[" ", "FooterCell",ExpressionUUID->"b494da58-ccd9-485b-8261-58504671cc2e"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -10454,7 +11618,7 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 6, 20, 18, 55, 25.583307}", + "built" -> "{2024, 6, 27, 19, 53, 33.483979}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> {"Wick theorem"}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", @@ -10481,7 +11645,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"eb466f4d-2eab-4516-81fe-53fe2bc486ce" +ExpressionUUID->"feb04f2d-cc9e-4363-bff0-969cfd9294fb" ] (* End of Notebook Content *) @@ -10489,266 +11653,292 @@ ExpressionUUID->"eb466f4d-2eab-4516-81fe-53fe2bc486ce" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[13888, 376, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"a1d583dc-a2fd-45cf-bbd7-07840785a705", + Cell[13888, 376, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2a7f24c2-de7e-42e2-9661-6f4bbbfbae29", CellTags->"PrimaryExamplesSection", - CellID->1676441622]} + CellID->812325537]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 450167, 10490} + {"PrimaryExamplesSection", 509575, 11654} } *) (*NotebookFileOutline Notebook[{ -Cell[587, 21, 7089, 174, 57, "AnchorBarGrid",ExpressionUUID->"5b527f20-5a04-4c22-b7df-7607144f8e8a", +Cell[587, 21, 7089, 174, 57, "AnchorBarGrid",ExpressionUUID->"b58fb8df-9e37-4a90-be96-0bbd09933b07", CellID->1], -Cell[7679, 197, 85, 0, 23, "ContextNameCell",ExpressionUUID->"eaea8a26-4d18-4507-b7c3-a1670a85b65e"], +Cell[7679, 197, 85, 0, 23, "ContextNameCell",ExpressionUUID->"39e43dcb-6964-40c7-aa41-9c923124ce7e"], Cell[CellGroupData[{ -Cell[7789, 201, 1389, 38, 60, "ObjectNameGrid",ExpressionUUID->"f201310f-28b9-44b6-8572-69ca552dee2a"], +Cell[7789, 201, 1389, 38, 60, "ObjectNameGrid",ExpressionUUID->"8f363c98-a1be-462f-bd54-3b2eeeaed581"], Cell[9181, 241, 4670, 130, 348, "Usage",ExpressionUUID->"5c22140a-88a9-4b46-bcc1-da07620acd10", CellID->181326928] }, Open ]], Cell[CellGroupData[{ -Cell[13888, 376, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"a1d583dc-a2fd-45cf-bbd7-07840785a705", +Cell[13888, 376, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2a7f24c2-de7e-42e2-9661-6f4bbbfbae29", CellTags->"PrimaryExamplesSection", - CellID->1676441622], -Cell[15281, 415, 192, 3, 31, "Input",ExpressionUUID->"01468630-bdf3-45ba-8977-78072c7ce9a8", + CellID->812325537], +Cell[15280, 415, 192, 3, 31, "Input",ExpressionUUID->"01468630-bdf3-45ba-8977-78072c7ce9a8", CellID->1273144629], Cell[CellGroupData[{ -Cell[15498, 422, 1367, 36, 31, "ExampleSection",ExpressionUUID->"99b09358-e8ae-4d41-9f2b-474b3300767b", - CellID->968892314], -Cell[16868, 460, 525, 15, 55, "ExampleText",ExpressionUUID->"32096ea3-709e-498c-8d08-73c9f6039195", - CellID->652045552], -Cell[17396, 477, 1281, 35, 192, "Input",ExpressionUUID->"31deae11-6e82-480d-bbeb-6ccf9c3de6ac", - CellID->750645569], -Cell[18680, 514, 416, 9, 48, "Input",ExpressionUUID->"1ae696ee-d22d-443d-9dde-918409a0e9bf", - CellID->1784478746], -Cell[CellGroupData[{ -Cell[19121, 527, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"59575db8-8585-44f1-b87c-efb63a143262", - CellID->1079196216], -Cell[19367, 534, 210, 5, 70, "Input",ExpressionUUID->"8c299309-f5a0-4ae0-984b-51854e97c4cb", +Cell[15497, 422, 1368, 36, 31, "ExampleSection",ExpressionUUID->"227b87d8-72ad-4bfc-b6df-0e3587ae3a6e", + CellID->1201756380], +Cell[16868, 460, 210, 5, 29, "Input",ExpressionUUID->"8c299309-f5a0-4ae0-984b-51854e97c4cb", CellID->751578375], Cell[CellGroupData[{ -Cell[19602, 543, 303, 8, 70, "Input",ExpressionUUID->"35b5d99e-c4a4-4469-8550-aab96543ec74", +Cell[17103, 469, 303, 8, 48, "Input",ExpressionUUID->"35b5d99e-c4a4-4469-8550-aab96543ec74", CellID->767580696], -Cell[19908, 553, 719, 24, 37, "Output",ExpressionUUID->"3cb80ee6-03d6-485f-a9b9-fbd743d0ac38", - CellID->241722811] +Cell[17409, 479, 720, 24, 37, "Output",ExpressionUUID->"5f364dc8-7481-419c-a612-ed319c4017d7", + CellID->1474023921] }, Open ]], -Cell[20642, 580, 172, 3, 70, "ExampleText",ExpressionUUID->"c290bf3b-da87-41ed-8bcd-db82a7fb15ca", +Cell[18144, 506, 172, 3, 38, "ExampleText",ExpressionUUID->"c290bf3b-da87-41ed-8bcd-db82a7fb15ca", CellID->403919750], +Cell[18319, 511, 207, 5, 29, "Input",ExpressionUUID->"ecea5398-97fc-47ce-8ec0-87c29406469c", + CellID->1227292685], Cell[CellGroupData[{ -Cell[20839, 587, 356, 11, 70, "Input",ExpressionUUID->"64e1ed86-2371-4ae9-bdbb-073c911aba59", +Cell[18551, 520, 356, 11, 29, "Input",ExpressionUUID->"64e1ed86-2371-4ae9-bdbb-073c911aba59", CellID->591691975], -Cell[21198, 600, 1328, 32, 41, "Output",ExpressionUUID->"5f0408da-c14e-49ba-909e-d4d7c32c8bc7", - CellID->1548384461] +Cell[18910, 533, 1328, 32, 41, "Output",ExpressionUUID->"02a21640-ca64-46b4-b127-52a66cee6e93", + CellID->1485352473] }, Open ]], -Cell[22541, 635, 229, 4, 70, "ExampleText",ExpressionUUID->"889d27e5-b5d0-4c0d-bc1b-f81ecce0f220", +Cell[20253, 568, 229, 4, 38, "ExampleText",ExpressionUUID->"889d27e5-b5d0-4c0d-bc1b-f81ecce0f220", CellID->483430083], +Cell[20485, 574, 208, 5, 70, "Input",ExpressionUUID->"6fd8c7f9-30db-4e7a-8dfc-a30cde5aa11e", + CellID->250933633], Cell[CellGroupData[{ -Cell[22795, 643, 788, 26, 70, "Input",ExpressionUUID->"840672b8-7e3b-463d-8404-a07e109a3249", - CellID->1418416860], -Cell[23586, 671, 5467, 114, 156, "Output",ExpressionUUID->"cbbf18a4-ee78-4226-84b2-68131db2dbd8", - CellID->1412048424] -}, Open ]], -Cell[CellGroupData[{ -Cell[29090, 790, 788, 26, 70, "Input",ExpressionUUID->"0b6ef657-c644-4c77-a824-886f2b72de5e", - CellID->1179531126], -Cell[29881, 818, 5508, 122, 156, "Output",ExpressionUUID->"38843219-773f-4d2a-8ad9-b6c4a32f280e", - CellID->1282565066] +Cell[20718, 583, 538, 15, 70, "Input",ExpressionUUID->"6bdd7413-21e6-45f5-a508-8f9c3328a314", + CellID->269597871], +Cell[21259, 600, 27132, 522, 70, "Output",ExpressionUUID->"21ce6170-5534-4512-a049-6bf8591914b3", + CellID->1769545814], +Cell[48394, 1124, 27127, 523, 70, "Output",ExpressionUUID->"fc42fe0e-6656-4eea-95ac-ca7a6994255c", + CellID->255468595] }, Open ]], -Cell[35404, 943, 132, 1, 70, "ExampleText",ExpressionUUID->"58fa1f9e-65e8-4ee4-98f2-29ac952e09be", +Cell[75536, 1650, 132, 1, 70, "ExampleText",ExpressionUUID->"58fa1f9e-65e8-4ee4-98f2-29ac952e09be", CellID->369736484], Cell[CellGroupData[{ -Cell[35561, 948, 315, 9, 70, "Input",ExpressionUUID->"26dcc9c4-d94c-479b-9f85-ae62dcdb8224", - CellID->1192293500], -Cell[35879, 959, 546, 16, 40, "Output",ExpressionUUID->"19a47bea-1782-45ec-b12c-69b8fb6e8840", - CellID->1257131085] +Cell[75693, 1655, 377, 10, 70, "Input",ExpressionUUID->"c6388b60-b3f2-4f28-a911-3d51f2b28060", + CellID->584143782], +Cell[76073, 1667, 597, 17, 40, "Output",ExpressionUUID->"17df6f11-9d64-42f7-adf9-1332baeb5e18", + CellID->832427179] }, Open ]], Cell[CellGroupData[{ -Cell[36462, 980, 364, 10, 70, "Input",ExpressionUUID->"29a3a8b0-1a61-4818-a1b8-526ce94d75dc", +Cell[76707, 1689, 228, 5, 70, "Input",ExpressionUUID->"29a3a8b0-1a61-4818-a1b8-526ce94d75dc", CellID->168677970], -Cell[36829, 992, 96229, 1755, 70, "Output",ExpressionUUID->"6136a71a-f016-4261-ac94-054f61d524ae", - CellID->473333065] +Cell[76938, 1696, 96123, 1749, 70, "Output",ExpressionUUID->"5af391a1-f8bc-4631-ad6b-cb0e10da943b", + CellID->1079401054] }, Open ]], -Cell[133073, 2750, 150, 1, 70, "ExampleText",ExpressionUUID->"b7e5a053-d3b7-4c91-8d83-dc3c56b35619", +Cell[173076, 3448, 150, 1, 70, "ExampleText",ExpressionUUID->"b7e5a053-d3b7-4c91-8d83-dc3c56b35619", CellID->523732884], Cell[CellGroupData[{ -Cell[133248, 2755, 409, 11, 70, "Input",ExpressionUUID->"8bbb0d4f-b947-4640-8728-b4aada419578", - CellID->1836937540], -Cell[133660, 2768, 1295, 35, 39, "Output",ExpressionUUID->"737357b1-9015-4837-beea-074f20a9d7e0", - CellID->395463002] +Cell[173251, 3453, 642, 17, 70, "Input",ExpressionUUID->"763b178a-e5a4-4e1f-a902-24e49690b2b8", + CellID->1378761713], +Cell[173896, 3472, 1003, 29, 40, "Output",ExpressionUUID->"1d31b2a8-4799-426a-85ff-4322f2822cec", + CellID->941566210] }, Open ]], -Cell[134970, 2806, 130, 1, 70, "ExampleText",ExpressionUUID->"3e075c95-2ba4-4e21-97f8-d0d873d83e25", +Cell[174914, 3504, 130, 1, 70, "ExampleText",ExpressionUUID->"3e075c95-2ba4-4e21-97f8-d0d873d83e25", CellID->326682640], Cell[CellGroupData[{ -Cell[135125, 2811, 284, 8, 70, "Input",ExpressionUUID->"9d259649-9663-4e7c-8926-3d6b8b5d1b70", +Cell[175069, 3509, 285, 8, 70, "Input",ExpressionUUID->"9d259649-9663-4e7c-8926-3d6b8b5d1b70", CellID->1299047413], -Cell[135412, 2821, 239, 5, 37, "Output",ExpressionUUID->"d1a44f4a-4568-4996-b389-c6e07cfc9dda", - CellID->1932642881] +Cell[175357, 3519, 244, 4, 37, "Output",ExpressionUUID->"5c22b100-4491-4200-9680-baed297fb7b3", + CellID->291993413] }, Open ]], -Cell[135666, 2829, 186, 4, 70, "ExampleText",ExpressionUUID->"6e3c923d-cb91-4f59-b65d-656dc9e53150", +Cell[175616, 3526, 185, 3, 70, "ExampleText",ExpressionUUID->"6e3c923d-cb91-4f59-b65d-656dc9e53150", CellID->1078768380], -Cell[135855, 2835, 207, 4, 70, "ExampleText",ExpressionUUID->"52e71a37-cfb8-4809-9198-0a043ec70d02", +Cell[175804, 3531, 137, 1, 70, "ExampleText",ExpressionUUID->"fb887378-e849-4221-9551-fb0d81157c4b", + CellID->1119510021], +Cell[CellGroupData[{ +Cell[175966, 3536, 324, 8, 70, "Input",ExpressionUUID->"17aabf2f-5df9-49cc-abe5-af7b70939a7e", + CellID->1204968410], +Cell[176293, 3546, 11778, 238, 70, "Output",ExpressionUUID->"bfe12ac6-145c-4797-910f-d9b67a3b9675", + CellID->1065314867], +Cell[188074, 3786, 1275, 31, 55, "Output",ExpressionUUID->"56e2af4b-f0fd-4461-b620-003caf90d736", + CellID->1175804630] +}, Open ]], +Cell[CellGroupData[{ +Cell[189386, 3822, 321, 8, 70, "Input",ExpressionUUID->"da48346b-f927-4abd-84f3-f397ee33064d", + CellID->980388971], +Cell[189710, 3832, 2191, 51, 304, "Output",ExpressionUUID->"f73bc174-45b5-4fe6-bfa6-d0cbda40b860", + CellID->991144852] +}, Open ]], +Cell[CellGroupData[{ +Cell[191938, 3888, 337, 9, 70, "Input",ExpressionUUID->"55113156-285b-445f-9a56-925e711b3c7e", + CellID->613998426], +Cell[192278, 3899, 244, 4, 37, "Output",ExpressionUUID->"e13cac52-b34e-4b68-b3e9-d64c80b3bddd", + CellID->1450267272] +}, Open ]], +Cell[CellGroupData[{ +Cell[192559, 3908, 207, 5, 70, "Input",ExpressionUUID->"4f97e1a2-ec54-46d1-a0c1-4ac492b72862", + CellID->1045635579], +Cell[192769, 3915, 127, 2, 37, "Output",ExpressionUUID->"0d13b5a5-48a2-4860-aac7-40b2a6ba7480", + CellID->799010841] +}, Open ]], +Cell[192911, 3920, 235, 4, 70, "ExampleText",ExpressionUUID->"52e71a37-cfb8-4809-9198-0a043ec70d02", CellID->1803214686], -Cell[136065, 2841, 121, 1, 70, "ExampleText",ExpressionUUID->"d56ec007-6f13-4846-8354-e3ced3a27d27", - CellID->1583986999], -Cell[136189, 2844, 1146, 37, 70, "ExampleText",ExpressionUUID->"7dc54958-55fd-4c56-aac9-1e60a144a136", +Cell[193149, 3926, 1146, 37, 70, "ExampleText",ExpressionUUID->"7dc54958-55fd-4c56-aac9-1e60a144a136", CellID->487265615], Cell[CellGroupData[{ -Cell[137360, 2885, 699, 22, 70, "Input",ExpressionUUID->"c37ecf40-ef73-4465-a963-126ed568395e", +Cell[194320, 3967, 265, 7, 70, "Input",ExpressionUUID->"fcfec859-3592-4f4e-906e-5eef874ebbb4", + CellID->592478874], +Cell[194588, 3976, 1729, 52, 40, "Output",ExpressionUUID->"c4ee2bc5-860c-4b66-a3d6-8b58a9e5ecd2", + CellID->1207381573] +}, Open ]], +Cell[CellGroupData[{ +Cell[196354, 4033, 824, 25, 70, "Input",ExpressionUUID->"c37ecf40-ef73-4465-a963-126ed568395e", CellID->1957557603], -Cell[138062, 2909, 13658, 375, 236, "Output",ExpressionUUID->"e3a78ded-07dc-4630-8c5c-c45b8bd53d6a", - CellID->973300431], -Cell[151723, 3286, 13627, 370, 236, "Output",ExpressionUUID->"2b555924-e1c4-4fac-acb1-8d13eb889c99", - CellID->877404618] +Cell[197181, 4060, 13637, 372, 236, "Output",ExpressionUUID->"5de6207b-db2f-4227-8df2-48cbf80ab454", + CellID->321197675], +Cell[210821, 4434, 13664, 376, 236, "Output",ExpressionUUID->"1d2a7fa6-935e-4efa-b91a-0f10e230910a", + CellID->1742918814] }, Open ]], Cell[CellGroupData[{ -Cell[165387, 3661, 361, 11, 70, "Input",ExpressionUUID->"46beb022-dc65-4d99-9a5d-edd0464b5d42", +Cell[224522, 4815, 399, 12, 70, "Input",ExpressionUUID->"46beb022-dc65-4d99-9a5d-edd0464b5d42", CellID->1776721761], -Cell[165751, 3674, 10188, 241, 101, "Output",ExpressionUUID->"f556ce45-ef45-462f-9d06-d06e0cdafe3b", - CellID->1013280873] +Cell[224924, 4829, 10192, 242, 101, "Output",ExpressionUUID->"0c085668-2102-462f-b0f4-b03c7ac46ca5", + CellID->1220789493] }, Open ]], -Cell[175954, 3918, 188, 4, 70, "ExampleText",ExpressionUUID->"d0400ab1-af48-49b3-8612-c101a943368c", +Cell[235131, 5074, 188, 4, 70, "ExampleText",ExpressionUUID->"d0400ab1-af48-49b3-8612-c101a943368c", CellID->1340001138], Cell[CellGroupData[{ -Cell[176167, 3926, 243, 6, 70, "Input",ExpressionUUID->"15601029-728a-40b2-9b82-b75709dc465a", +Cell[235344, 5082, 311, 8, 70, "Input",ExpressionUUID->"15601029-728a-40b2-9b82-b75709dc465a", CellID->1302208119], -Cell[176413, 3934, 115, 1, 70, "EchoTiming",ExpressionUUID->"4f783906-c62c-44b8-a995-cde188936094", - CellID->493757807], -Cell[176531, 3937, 123768, 3240, 703, "Output",ExpressionUUID->"94c72a20-2a8f-4f10-8ab9-abf0e8ff89bb", - CellID->710650241] +Cell[235658, 5092, 116, 1, 70, "EchoTiming",ExpressionUUID->"a9903945-073a-44ce-b05d-2d1a5af46803", + CellID->1885490681], +Cell[235777, 5095, 123772, 3240, 649, "Output",ExpressionUUID->"a198d191-47b1-44e9-92d7-20940b94aa7b", + CellID->1173180435] }, Open ]], Cell[CellGroupData[{ -Cell[300336, 7182, 378, 10, 70, "Input",ExpressionUUID->"2c0ae0ed-2916-4109-a4ce-aa92735b6f3f", +Cell[359586, 8340, 378, 10, 70, "Input",ExpressionUUID->"2c0ae0ed-2916-4109-a4ce-aa92735b6f3f", CellID->1553454996], -Cell[300717, 7194, 116, 1, 70, "EchoTiming",ExpressionUUID->"7a8dd7c9-b1cf-4be7-a1c1-b464a45d31fe", - CellID->1425633375], -Cell[300836, 7197, 241, 5, 37, "Output",ExpressionUUID->"3d3778c5-c3d1-4b85-975d-e9b4e8118232", - CellID->1145084046] +Cell[359967, 8352, 115, 1, 70, "EchoTiming",ExpressionUUID->"7be9884d-369d-4001-b54e-c51b6616fe24", + CellID->732199497], +Cell[360085, 8355, 243, 4, 37, "Output",ExpressionUUID->"07165f4b-c5c3-40ac-a611-1393888234e2", + CellID->995648769] }, Open ]], Cell[CellGroupData[{ -Cell[301114, 7207, 207, 5, 70, "Input",ExpressionUUID->"f4846edb-dbc5-4509-a277-87e1ed9f9440", +Cell[360365, 8364, 207, 5, 70, "Input",ExpressionUUID->"f4846edb-dbc5-4509-a277-87e1ed9f9440", CellID->2139257805], -Cell[301324, 7214, 128, 2, 37, "Output",ExpressionUUID->"109c2d21-088b-4b75-968d-660591ad8ada", - CellID->1112873805] -}, Open ]] +Cell[360575, 8371, 127, 2, 37, "Output",ExpressionUUID->"04ec6036-a8cb-43ac-bd71-8ad3117c9372", + CellID->199623702] }, Open ]], Cell[CellGroupData[{ -Cell[301501, 7222, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"a0480ecf-daa4-44ac-9877-1482ac82c695", +Cell[360739, 8378, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"a0480ecf-daa4-44ac-9877-1482ac82c695", CellID->2099496634], -Cell[301747, 7229, 206, 4, 70, "ExampleText",ExpressionUUID->"a9fb3be3-e7ea-4236-b0af-fc0e74dbf0ec", +Cell[360985, 8385, 206, 4, 70, "ExampleText",ExpressionUUID->"a9fb3be3-e7ea-4236-b0af-fc0e74dbf0ec", CellID->125614049], -Cell[301956, 7235, 210, 5, 70, "Input",ExpressionUUID->"fc63c3c9-43c2-4e9a-a099-60673e837082", +Cell[361194, 8391, 210, 5, 70, "Input",ExpressionUUID->"fc63c3c9-43c2-4e9a-a099-60673e837082", CellID->642232351], Cell[CellGroupData[{ -Cell[302191, 7244, 304, 8, 70, "Input",ExpressionUUID->"473fcffe-2064-461b-b089-608b357a6e8a", +Cell[361429, 8400, 304, 8, 70, "Input",ExpressionUUID->"473fcffe-2064-461b-b089-608b357a6e8a", CellID->2081441484], -Cell[302498, 7254, 720, 24, 37, "Output",ExpressionUUID->"e8fd4369-22ee-4ec4-ba38-eacd6be67b75", - CellID->1678144739] +Cell[361736, 8410, 720, 24, 37, "Output",ExpressionUUID->"ec6b5c3b-782d-4630-b814-0b1200bc2cb8", + CellID->1384093926] }, Open ]], -Cell[303233, 7281, 172, 3, 70, "ExampleText",ExpressionUUID->"297ea4dd-60a2-485d-a3d2-0a36b4a47e0a", +Cell[362471, 8437, 172, 3, 70, "ExampleText",ExpressionUUID->"297ea4dd-60a2-485d-a3d2-0a36b4a47e0a", CellID->211265417], +Cell[362646, 8442, 207, 5, 70, "Input",ExpressionUUID->"c65d8a8f-f79e-4c03-88aa-168934886c82", + CellID->1222051869], Cell[CellGroupData[{ -Cell[303430, 7288, 357, 11, 70, "Input",ExpressionUUID->"d66d69bf-cc71-4c54-b09d-55bc26a7e08f", +Cell[362878, 8451, 357, 11, 70, "Input",ExpressionUUID->"d66d69bf-cc71-4c54-b09d-55bc26a7e08f", CellID->1072961204], -Cell[303790, 7301, 1328, 32, 41, "Output",ExpressionUUID->"27082e46-b82f-4228-b389-153904e66eec", - CellID->1452385314] +Cell[363238, 8464, 1328, 32, 41, "Output",ExpressionUUID->"3cb9bde6-ade1-4ccf-8ea3-b05a6dcf1a66", + CellID->1663728056] }, Open ]], -Cell[305133, 7336, 229, 4, 70, "ExampleText",ExpressionUUID->"7d875810-0d45-4684-80b6-a6c30de1702f", +Cell[364581, 8499, 229, 4, 70, "ExampleText",ExpressionUUID->"7d875810-0d45-4684-80b6-a6c30de1702f", CellID->1840183255], +Cell[364813, 8505, 209, 5, 70, "Input",ExpressionUUID->"b9d71532-fc5c-4e29-8e90-28042f949349", + CellID->1746687844], Cell[CellGroupData[{ -Cell[305387, 7344, 477, 13, 70, "Input",ExpressionUUID->"58526da8-1963-45f7-8cfc-c8287b07736f", +Cell[365047, 8514, 477, 13, 70, "Input",ExpressionUUID->"58526da8-1963-45f7-8cfc-c8287b07736f", CellID->1177047662], -Cell[305867, 7359, 2672, 59, 100, "Output",ExpressionUUID->"eb3edb89-5af8-4740-9b98-c7df9c157ce0", - CellID->504147265], -Cell[308542, 7420, 2691, 61, 100, "Output",ExpressionUUID->"62a8ac23-9235-4e4b-90e1-85f3e0087ab3", - CellID->1380095440] +Cell[365527, 8529, 2673, 57, 100, "Output",ExpressionUUID->"054285a7-f578-416a-add7-6d2558e703d0", + CellID->667870236], +Cell[368203, 8588, 2676, 59, 100, "Output",ExpressionUUID->"5a27b307-9069-4164-8ed5-d1905a7f02ef", + CellID->2145517230] }, Open ]], -Cell[311248, 7484, 207, 4, 70, "ExampleText",ExpressionUUID->"448676b8-5b2e-4dc3-abe6-acd4fa081a19", +Cell[370894, 8650, 207, 4, 70, "ExampleText",ExpressionUUID->"448676b8-5b2e-4dc3-abe6-acd4fa081a19", CellID->342905876], Cell[CellGroupData[{ -Cell[311480, 7492, 293, 8, 70, "Input",ExpressionUUID->"3a287df9-6c53-4c18-a865-4f2de4363e31", +Cell[371126, 8658, 293, 8, 70, "Input",ExpressionUUID->"3a287df9-6c53-4c18-a865-4f2de4363e31", CellID->246320336], -Cell[311776, 7502, 786, 21, 39, "Output",ExpressionUUID->"95094d4c-87c3-4967-9b8f-635a58938997", - CellID->222259936] +Cell[371422, 8668, 787, 21, 39, "Output",ExpressionUUID->"524fbdc1-ec08-4120-a70f-52639f037613", + CellID->2146461416] }, Open ]], -Cell[312577, 7526, 154, 1, 70, "ExampleText",ExpressionUUID->"96577bae-d05f-4f8e-9e3e-b350429026f5", +Cell[372224, 8692, 154, 1, 70, "ExampleText",ExpressionUUID->"96577bae-d05f-4f8e-9e3e-b350429026f5", CellID->1031968923], Cell[CellGroupData[{ -Cell[312756, 7531, 261, 6, 70, "Input",ExpressionUUID->"926816b5-d4eb-4316-b14e-58a438601fcc", +Cell[372403, 8697, 261, 6, 70, "Input",ExpressionUUID->"926816b5-d4eb-4316-b14e-58a438601fcc", CellID->1544438968], -Cell[313020, 7539, 89683, 1637, 70, "Output",ExpressionUUID->"11b46c73-3d8c-40ad-aec4-f4966369a8e6", - CellID->1473765303] +Cell[372667, 8705, 87995, 1603, 70, "Output",ExpressionUUID->"e04bf97e-d0c1-4270-96a2-0c3a87d2b43d", + CellID->334503293] }, Open ]], -Cell[402718, 9179, 151, 1, 70, "ExampleText",ExpressionUUID->"a2694bce-7376-4313-a0c9-ba9e050d7105", +Cell[460677, 10311, 151, 1, 70, "ExampleText",ExpressionUUID->"a2694bce-7376-4313-a0c9-ba9e050d7105", CellID->2030733412], Cell[CellGroupData[{ -Cell[402894, 9184, 293, 8, 70, "Input",ExpressionUUID->"b3d81630-0601-48dd-9c86-a9c54dbe911a", +Cell[460853, 10316, 293, 8, 70, "Input",ExpressionUUID->"b3d81630-0601-48dd-9c86-a9c54dbe911a", CellID->889371961], -Cell[403190, 9194, 786, 21, 39, "Output",ExpressionUUID->"3d53512b-8ccf-481e-b89e-9aa8675651e0", - CellID->804459638] +Cell[461149, 10326, 787, 21, 39, "Output",ExpressionUUID->"d013d013-3a56-4870-a1f3-43437435f2c4", + CellID->1381843488] }, Open ]], -Cell[403991, 9218, 184, 3, 70, "ExampleText",ExpressionUUID->"33dec2e5-7389-4151-bd69-2999de0a37ec", +Cell[461951, 10350, 184, 3, 70, "ExampleText",ExpressionUUID->"33dec2e5-7389-4151-bd69-2999de0a37ec", CellID->291580177], Cell[CellGroupData[{ -Cell[404200, 9225, 283, 8, 70, "Input",ExpressionUUID->"12b1a4bb-ac33-422c-a1d1-eadd36961522", +Cell[462160, 10357, 284, 8, 70, "Input",ExpressionUUID->"12b1a4bb-ac33-422c-a1d1-eadd36961522", CellID->662420490], -Cell[404486, 9235, 242, 4, 37, "Output",ExpressionUUID->"4613eb94-695a-40bd-aeef-da91ed3ec39a", - CellID->1576300494] +Cell[462447, 10367, 244, 4, 37, "Output",ExpressionUUID->"91c91606-d299-4914-a827-3cf920367e28", + CellID->1776243266] }, Open ]], -Cell[404743, 9242, 185, 4, 70, "ExampleText",ExpressionUUID->"d5311be1-53c8-4c26-9ced-855aa2658de9", +Cell[462706, 10374, 185, 4, 70, "ExampleText",ExpressionUUID->"d5311be1-53c8-4c26-9ced-855aa2658de9", CellID->358366140], -Cell[404931, 9248, 221, 4, 70, "ExampleText",ExpressionUUID->"78b93c85-aaec-4b7e-bea5-9634191e7f1c", +Cell[462894, 10380, 221, 4, 70, "ExampleText",ExpressionUUID->"78b93c85-aaec-4b7e-bea5-9634191e7f1c", CellID->1352111716], Cell[CellGroupData[{ -Cell[405177, 9256, 411, 11, 70, "Input",ExpressionUUID->"0831df7c-f82e-40cc-acd0-cf27f2b58b9f", +Cell[463140, 10388, 412, 11, 70, "Input",ExpressionUUID->"0831df7c-f82e-40cc-acd0-cf27f2b58b9f", CellID->811619388], -Cell[405591, 9269, 6308, 185, 123, "Output",ExpressionUUID->"23d07e98-251d-4f56-8ee7-ec283b23d072", - CellID->1569236731], -Cell[411902, 9456, 6315, 186, 123, "Output",ExpressionUUID->"9c3914f1-4251-41ad-8cb2-455134092d8f", - CellID->915069110] +Cell[463555, 10401, 6318, 185, 123, "Output",ExpressionUUID->"9fadaacb-e544-4bd1-bef0-e6525d5a9687", + CellID->509356299], +Cell[469876, 10588, 6314, 185, 123, "Output",ExpressionUUID->"1c1a4a80-e93d-4c12-bb72-43caec496550", + CellID->881500351] }, Open ]], -Cell[418232, 9645, 153, 1, 70, "ExampleText",ExpressionUUID->"84233daa-6587-472f-896e-d58c85dd8925", +Cell[476205, 10776, 153, 1, 70, "ExampleText",ExpressionUUID->"84233daa-6587-472f-896e-d58c85dd8925", CellID->1951471032], Cell[CellGroupData[{ -Cell[418410, 9650, 293, 8, 70, "Input",ExpressionUUID->"7f4e3311-63fb-4cbe-88fd-57267b5fc0d7", +Cell[476383, 10781, 293, 8, 70, "Input",ExpressionUUID->"7f4e3311-63fb-4cbe-88fd-57267b5fc0d7", CellID->2118625828], -Cell[418706, 9660, 5886, 140, 61, "Output",ExpressionUUID->"79dacb6d-cb2d-4977-bcf7-1f94e69cc67f", - CellID->1106184951] +Cell[476679, 10791, 7323, 173, 81, "Output",ExpressionUUID->"ab2a87c2-5149-485a-bda4-76a33bcd6824", + CellID->382278033] }, Open ]], -Cell[424607, 9803, 216, 4, 70, "ExampleText",ExpressionUUID->"8d301eee-0395-4188-8aa0-07ce8665b02d", +Cell[484017, 10967, 216, 4, 70, "ExampleText",ExpressionUUID->"8d301eee-0395-4188-8aa0-07ce8665b02d", CellID->1101221534], Cell[CellGroupData[{ -Cell[424848, 9811, 205, 5, 70, "Input",ExpressionUUID->"84503f34-c98d-4a8e-8c12-11a4881bbbfe", +Cell[484258, 10975, 205, 5, 70, "Input",ExpressionUUID->"84503f34-c98d-4a8e-8c12-11a4881bbbfe", CellID->1541026710], -Cell[425056, 9818, 14145, 371, 129, "Output",ExpressionUUID->"72b791c3-df7c-4380-8786-70c6586cf888", - CellID->1443119972] +Cell[484466, 10982, 14141, 371, 129, "Output",ExpressionUUID->"ad4f4518-844a-48e4-913c-e324a93adc38", + CellID->1819326288] }, Open ]], -Cell[439216, 10192, 160, 2, 70, "ExampleText",ExpressionUUID->"cecff693-83c7-4472-8d31-f55bdba25577", +Cell[498622, 11356, 160, 2, 70, "ExampleText",ExpressionUUID->"cecff693-83c7-4472-8d31-f55bdba25577", CellID->911311823], Cell[CellGroupData[{ -Cell[439401, 10198, 372, 11, 70, "Input",ExpressionUUID->"8725c9cd-6ca3-41b9-845b-bf32ff64b7d9", +Cell[498807, 11362, 372, 11, 70, "Input",ExpressionUUID->"8725c9cd-6ca3-41b9-845b-bf32ff64b7d9", CellID->1114693032], -Cell[439776, 10211, 242, 4, 37, "Output",ExpressionUUID->"b18e9836-824e-4106-b0e0-b6c9b7a756cd", - CellID->366430286] +Cell[499182, 11375, 243, 4, 37, "Output",ExpressionUUID->"0ad55486-fd74-46b0-9cb7-9481198f6fa3", + CellID->1036086048] }, Open ]], -Cell[440033, 10218, 122, 1, 70, "ExampleText",ExpressionUUID->"d702bf35-022e-494f-9933-585f1970464c", +Cell[499440, 11382, 122, 1, 70, "ExampleText",ExpressionUUID->"d702bf35-022e-494f-9933-585f1970464c", CellID->947911960], Cell[CellGroupData[{ -Cell[440180, 10223, 207, 5, 70, "Input",ExpressionUUID->"cc6fbfc8-7aa7-4986-9367-f83a02225a72", +Cell[499587, 11387, 207, 5, 70, "Input",ExpressionUUID->"cc6fbfc8-7aa7-4986-9367-f83a02225a72", CellID->1962460341], -Cell[440390, 10230, 127, 2, 37, "Output",ExpressionUUID->"6e2612ef-810d-4b85-9c21-976148c5dbdb", - CellID->578707906] +Cell[499797, 11394, 128, 2, 37, "Output",ExpressionUUID->"bb4ce6b0-6095-4679-aec7-6ebcdc1ac0e8", + CellID->1167929688] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[440771, 10242, 2858, 78, 70, "SeeAlsoSection",ExpressionUUID->"071f6ef8-bc5a-4a6f-add7-9e8b71a238e5"], -Cell[443632, 10322, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"4d895410-cf1b-4872-94b0-eba35af108de"], -Cell[444719, 10352, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"1e53cc0a-4750-4df0-a70c-a72f920d3d1f"], -Cell[445762, 10381, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"dfa77594-f28e-40e0-8838-fc12d5707860"], -Cell[447844, 10440, 78, 0, 70, "FooterCell",ExpressionUUID->"45f1a982-79d7-4927-aa0d-daaffc769b01"] +Cell[500179, 11406, 2858, 78, 70, "SeeAlsoSection",ExpressionUUID->"91e4b7ff-0fdc-40ab-9a1b-254d67746022"], +Cell[503040, 11486, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"fe19b5c1-2bc6-4f66-81f8-062699511c2f"], +Cell[504127, 11516, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"e2685174-8dcc-448e-8a15-87a25d4f4c64"], +Cell[505170, 11545, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"8e970183-447a-43f7-b9c1-bf5dbaa09f5f"], +Cell[507252, 11604, 78, 0, 70, "FooterCell",ExpressionUUID->"b494da58-ccd9-485b-8261-58504671cc2e"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/WickGreensFunction.nb b/Q3/Documentation/English/ReferencePages/Symbols/WickGreensFunction.nb index 59de780a1..ef47d9a8a 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/WickGreensFunction.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/WickGreensFunction.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 236123, 4969] -NotebookOptionsPosition[ 226089, 4770] -NotebookOutlinePosition[ 228793, 4834] -CellTagsIndexPosition[ 228669, 4828] +NotebookDataLength[ 269651, 5599] +NotebookOptionsPosition[ 259738, 5402] +NotebookOutlinePosition[ 262442, 5466] +CellTagsIndexPosition[ 262318, 5460] WindowTitle->WickGreensFunction WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "ac593fae-6c01-420e-92bd-8ad824aa6a2b"], + "283fb540-af5c-4064-ac78-42ce33041a0a"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "110e24b1-5e61-4c0a-a997-7afcb69f4fab"], + "e49c43d8-6fa2-4873-9cdd-72364b3a7df6"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,21 +54,23 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "44e1c718-00f7-44c6-b4c1-b7f0c58a663c"] - }],ExpressionUUID->"1620ac9b-a9b0-465a-b2c6-1e09e09fb406"], + "455d26be-cb14-4e32-b884-adde996bd217"] + }],ExpressionUUID->"b5adfe7f-4d2f-4898-9db0-11ef1670f478"], StripOnInput->False],{ "\"WickState\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickState"], "\"WickExpectation\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickExpectation"], "\"WickOperator\"" :> - Documentation`HelpLookup["paclet:Q3/ref/WickOperator"]}, + Documentation`HelpLookup["paclet:Q3/ref/WickOperator"], + "\"NambuMatrix\"" :> + Documentation`HelpLookup["paclet:Q3/ref/NambuMatrix"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "7baabaaf-1fa8-4247-97ef-e1141fa177ce"], + "d0e6d8ee-3385-48b0-bc70-59120e89ec5d"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -87,8 +89,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "498813f5-f6d6-4c09-9b79-e7e45799bf8f"] - }],ExpressionUUID->"2b4eb7cb-b13e-4328-8536-df7fa4bdc70d"], + "3ee4e4d2-5af5-4cd0-b832-7fc402fe66e9"] + }],ExpressionUUID->"c6b7890b-d38c-40a9-9bb0-ee4c512bb178"], StripOnInput->False],{ "\"Quantum Many-Body Systems\"" :> Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], @@ -98,7 +100,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "2d189553-859a-422a-99d6-25b842463164"], + "94eeafd6-b9ca-4a2d-bb5c-c3c0aff17e9c"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -117,8 +119,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "48b12206-53b0-45f8-ac22-4d21c1af045f"] - }],ExpressionUUID->"c2977a39-7865-412d-b1fd-10c3d479d237"], + "89e1c9d1-00f1-44da-be9e-08768bb32372"] + }],ExpressionUUID->"4717d340-e3c6-4ee9-8c9f-f25e36cf544f"], StripOnInput->False],{ "\"Quantum Many-Body Systems with Q3\"" :> Documentation`HelpLookup[ @@ -129,7 +131,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "d3d7e98a-3007-4d30-adaf-3cd436846cac"], + "e1771e22-6aa4-43c2-baf3-a3cf582bbdd2"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -148,8 +150,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "0c0ab444-6844-4e45-a3f5-e264e26d327a"] - }],ExpressionUUID->"ee0d3a12-619c-447c-92c2-8c4b7683a415"], + "05e2556b-5c5c-466b-84fb-8df0bcbae6a6"] + }],ExpressionUUID->"72f8716c-0a84-4792-86ad-f9cb0065d7c8"], StripOnInput->False],{ "\"Q3/ref/WickGreensFunction\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -186,14 +188,14 @@ WickGreensFunction.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "ddc2633d-01ad-4e35-b8f6-2ed6ecb9533a"] + "1e55ee8f-08dd-4b4c-8d9f-0cea71c0fbc9"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "5237d20c-53ee-45b7-bc38-713491e3e2d8"]} + "06b3ec4c-34ba-4a08-83cc-1b4155376a5b"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"9388d719-11ec-4149-87d3-8eb6427a9c49"], + CellID->1,ExpressionUUID->"5022c7d4-9c76-41e8-82a7-c2f35ed31d9c"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"4f0867b0-5c0c-44c1-8d6e-5550ef3454d2"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"960b00af-3635-47f5-bf34-e4e4c8b34360"], Cell[CellGroupData[{ @@ -201,14 +203,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "WickGreensFunction", "ObjectName",ExpressionUUID-> - "b512a193-96da-4e48-ba08-d02e59d82c12"], + "d2d927ad-3dee-41a2-94e3-d41cc8d21663"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"eb06e09e-a75c-4958-ae49-1963cc69518a"], + "Spacer1"]],ExpressionUUID->"4d962654-398d-4545-a880-b316f62cc5cf"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "7cd0a115-81f7-4147-a95e-920ad42785f4"] - }],ExpressionUUID->"9772e3f8-3451-475c-ae59-1ff205428ab3"], Cell[BoxData[ + "05a33a36-b615-4b1f-97cc-8726a7e75c8f"] + }],ExpressionUUID->"2496c0d8-1843-4261-b91e-4c6d0d47ba91"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -233,9 +235,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "01cd825e-e0f1-483a-b025-5bd27e24a093"]} + "5178e613-949c-4681-afeb-4229e61b27fd"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"8fe5a713-f4ad-41c9-b8eb-f70d6d1f6a7d"], + CacheGraphics->False,ExpressionUUID->"7833ce2c-ff81-4cc2-9879-842c217428f8"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -278,7 +280,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "543f2036-98a0-491c-98a4-f70b128f9ba9"], "." - }],ExpressionUUID->"f0fcbef1-d19f-42d1-813a-b1f4db1e941a"]}, + }],ExpressionUUID->"48b96635-6179-48c4-9764-f44e297e2215"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -345,7 +347,7 @@ fermion modes ", FontFamily->"Source Sans Pro",ExpressionUUID-> "47624cfa-b243-432a-92f5-3fc565f3291c"], ").." - }],ExpressionUUID->"3701959d-8947-419e-bdcb-b3477c91a2d3"]} + }],ExpressionUUID->"46f34d50-d09b-4d7f-ac9c-64d540f2a344"]} }]], "Usage", CellID->1552081390,ExpressionUUID->"5ecd6367-9942-4d6e-aa32-c42fbd123e54"] }, Open ]], @@ -378,12 +380,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"aa503bdd-de63-4d19-ab2a-d61471d83f49"], + ExpressionUUID->"1c61e9ce-d541-4f23-9f37-090f8a95e74b"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"19c7f468-20db-46c1-932b-6f701e5298a2"], + "Spacer1"]],ExpressionUUID->"fc408294-90b7-486f-8f32-3f63d25671b9"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"095f4711-2430-431a-86a4-5c912d18b374"], + }], "NotesFrameText",ExpressionUUID->"3525d54f-2c9e-4abf-b971-c12f4b6bd56c"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -394,12 +396,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"6949b141-3ad0-406f-8f2e-7fbc5f0fda48"]], \ + "Preemptive"]],ExpressionUUID->"8876740d-2310-4735-a478-5e06b86e5987"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1641847414,ExpressionUUID->"dce31c72-75f7-44ac-aab3-e3acb5abf8a7"], + CellID->289459697,ExpressionUUID->"3e63de41-9def-4b62-8864-923d4d6eb08b"], Cell[TextData[{ "The (normal) Green\[CloseCurlyQuote]s function of fermion modes ", @@ -554,19 +556,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "dcb66e08-4509-40d9-b129-de880b8f00c2"], + "923537f7-419f-4e54-a6f6-8f84329acad1"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"dec7c875-b71d-4bcb-b9e0-872fa661fb0c"], + "Spacer1"]],ExpressionUUID->"7a393bd0-cc28-48a2-9759-85032572991b"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "19860d56-7f71-4eb6-a138-db37106b77de"] + "b8f309e3-58d7-412b-8fe5-949ac7940f94"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1512106795,ExpressionUUID->"288b77ec-26a1-4051-9593-865b0bd6569a"], + CellID->898667024,ExpressionUUID->"7297a19b-b531-4143-b735-0987d8bb7ea2"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -600,18 +602,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "7ac4147f-5e9e-4314-8325-6200ad62bd23"], + "54b9696a-1841-47d3-b08c-06f3a19b8668"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"a95352d3-f192-4aba-8701-83817fa7cf5a"], + "Spacer1"]],ExpressionUUID->"f70daa3d-0047-44d5-881b-401b8e1114f1"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "66a20b48-3906-4964-b536-ff09922d47f5"] + "5c860489-14fa-4525-b8ec-329bc658da5e"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->657424967,ExpressionUUID->"0e4b6db0-0831-45a1-a927-13b49f246124"], + CellID->644183017,ExpressionUUID->"40527d70-6efe-4d8b-a46d-7d2723a59c17"], Cell[TextData[{ "Consider a Kitaev chain consisting of ", @@ -670,7 +672,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`c[4]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->534030956,ExpressionUUID->"6d17e27e-bee1-46c9-a507-eccd91f2048b"], + CellID->1710157691,ExpressionUUID->"2be05284-5415-4ca6-b550-1ea36f832e5a"], Cell[BoxData[ RowBox[{"{", @@ -724,7 +726,7 @@ Cell[BoxData[ Q3`Dagger[ $CellContext`c[4]]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->1124116679,ExpressionUUID->"0691e867-65f2-4ce5-bdcc-c3f8ba01e8ed"] + CellID->699181189,ExpressionUUID->"73218991-30b0-4b82-8533-2200b0236748"] }, Open ]], Cell[CellGroupData[{ @@ -876,7 +878,7 @@ PRbgHgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+CP/B2e15v4= PlotRange->{{0, 439.}, {0, 36.}}]], "Output", CellTags->"RasterizedOutput", CellLabel->"Out[3]=", - CellID->538056554,ExpressionUUID->"92a69e83-1d69-47e7-a955-3393ec9403da"] + CellID->1318902192,ExpressionUUID->"a69258ab-65e2-4d2f-aca5-587b656be601"] }, Open ]], Cell["\<\ @@ -1065,7 +1067,7 @@ Cell[BoxData[ ImageSize->Large, PlotRangePadding->Automatic]], "Output", CellLabel->"Out[4]=", - CellID->154942876,ExpressionUUID->"f65aebb8-6230-4903-b989-19ed02f0c9df"] + CellID->740516595,ExpressionUUID->"5581f2ab-3375-47e9-ac85-c0f154d5620e"] }, Open ]], Cell["\<\ @@ -1187,7 +1189,7 @@ Cell[BoxData[ Rational[-1, 2] $CellContext`\[CapitalDelta], Rational[1, 2] $CellContext`t, Rational[1, 2]}}]]]]], "Output", CellLabel->"Out[5]//MatrixForm=", - CellID->1668139262,ExpressionUUID->"065b8a80-9e09-456f-92a6-b12aa9a564b9"] + CellID->957490318,ExpressionUUID->"e103786f-216d-43b1-80ba-2b06074f7a28"] }, Open ]], Cell["\<\ @@ -1382,7 +1384,7 @@ Cell[BoxData[ Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellLabel->"Out[6]//MatrixForm=", - CellID->239527591,ExpressionUUID->"dc6283c5-03ca-44c6-8bf8-dd2a553ea8b2"] + CellID->1376010557,ExpressionUUID->"76c97811-307b-420d-862a-67f66f74a345"] }, Open ]], Cell["\<\ @@ -1434,147 +1436,136 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ - RowBox[{"u", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$m"}], ",", - RowBox[{";;", "$m"}]}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"v", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$m"}], ",", - RowBox[{ - RowBox[{"$m", "+", "1"}], ";;"}]}], "]"}], "]"}]}], + RowBox[{ + RowBox[{"{", + RowBox[{"u", ",", "v"}], "}"}], "=", + RowBox[{"NambuMatrix", "[", "barU", "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{"u", "//", "MatrixForm"}], "\[IndentingNewLine]", - RowBox[{"v", "//", "MatrixForm"}]}], "Input", + RowBox[{"MatrixForm", "/@", + RowBox[{"{", + RowBox[{"u", ",", "v"}], "}"}]}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[7]:=", - CellID->1059257203,ExpressionUUID->"e63900b3-40a5-4e50-a0cc-577f88288138"], - -Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411801`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - RowBox[{"3.3198626353946485`*^-7", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.975137171273682`", "\[VeryThinSpace]", "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]", "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947762`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - RowBox[{"3.3198626353948343`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616012`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[7]//MatrixForm=", - CellID->363258892,ExpressionUUID->"11dc0b31-a26e-4acd-8ca6-c8556e94f349"], + CellID->338787879,ExpressionUUID->"57f047b4-673b-4a22-954a-e33728d2378d"], Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.009950108200502423`", "\[VeryThinSpace]", "+", - RowBox[{"2.5290913197495183`*^-22", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404289255492`*^-8", "-", - RowBox[{"0.0003316699566825005`", " ", "\[ImaginaryI]"}]}], - RowBox[{"8.92745146730816`*^-21", "+", - RowBox[{"3.3214464132095884`*^-7", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404291230823`*^-8", "+", - RowBox[{"4.433254424948396`*^-21", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.6727401305043303`*^-18", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - RowBox[{"0.00033166995668250094`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"1.1079404294454617`*^-8", "+", - RowBox[{"0.0003316699566825008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1579790325831189`*^-18", "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.107940429399415`*^-8"}], "-", - RowBox[{"2.241454781417565`*^-19", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]", "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "9.943302374432365`*^-21"}], "-", - RowBox[{"3.3214464132085747`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - RowBox[{"0.0003316699566825007`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]", "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.00995010820050242`"}], "+", - RowBox[{"2.083853062282483`*^-19", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[7]//MatrixForm=", - CellID->2143673070,ExpressionUUID->"f125e9c1-f44b-4539-b451-40f2c88475c7"] + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.9850706849009015`", "\[VeryThinSpace]", "+", + RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.009933502547815196`"}], "+", + RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]", "-", + RowBox[{"0.0003313378120411801`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.1079404292417903`*^-8"}], "+", + RowBox[{"3.3198626353946485`*^-7", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.009933502547815196`"}], "+", + RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.975137171273682`", "\[VeryThinSpace]", "+", + RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.009916907974532265`"}], "+", + RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]", "-", + RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]", "-", + RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.009916907974532263`"}], "+", + RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9751371712736823`", "\[VeryThinSpace]", "+", + RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.009933502547815193`"}], "+", + RowBox[{"0.09883740970947762`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "1.1079404292422813`*^-8"}], "+", + RowBox[{"3.3198626353948343`*^-7", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]", "-", + RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.009933502547815193`"}], "+", + RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.9850706849009013`", "\[VeryThinSpace]", "+", + RowBox[{"0.09916907966616012`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.009950108200502423`", "\[VeryThinSpace]", "+", + RowBox[{"2.5290913197495183`*^-22", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.000016605652687225092`"}], "+", + RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1079404289255492`*^-8", "-", + RowBox[{"0.0003316699566825005`", " ", "\[ImaginaryI]"}]}], + RowBox[{"8.92745146730816`*^-21", "+", + RowBox[{"3.3214464132095884`*^-7", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.000016605652687225828`"}], "-", + RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1079404291230823`*^-8", "+", + RowBox[{"4.433254424948396`*^-21", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.6727401305043303`*^-18", "+", + RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.1079404289878503`*^-8"}], "-", + RowBox[{"0.00033166995668250094`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"1.1079404294454617`*^-8", "+", + RowBox[{"0.0003316699566825008`", " ", "\[ImaginaryI]"}]}], + RowBox[{"1.1579790325831189`*^-18", "-", + RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.107940429399415`*^-8"}], "-", + RowBox[{"2.241454781417565`*^-19", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]", "+", + RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "9.943302374432365`*^-21"}], "-", + RowBox[{"3.3214464132085747`*^-7", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "1.1079404291781963`*^-8"}], "+", + RowBox[{"0.0003316699566825007`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]", "-", + RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.00995010820050242`"}], "+", + RowBox[{"2.083853062282483`*^-19", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", + CellLabel->"Out[7]=", + CellID->890088923,ExpressionUUID->"49d99eed-30a2-47c6-a8cb-342618aabd28"] }, Open ]], Cell[TextData[{ @@ -1952,7 +1943,7 @@ Cell[BoxData[ TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuTransforms", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -1971,13 +1962,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["4", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -2010,19 +1999,17 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["4", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -2531,8 +2518,8 @@ HACo2sx4 Complex[-0.009933502547815196, 0.09883740970947764], Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417911`*^-8, - 3.319862635394647*^-7]}, { + Complex[-1.1079404292417903`*^-8, + 3.3198626353946485`*^-7]}, { Complex[-0.009933502547815196, 0.09883740970947764], Complex[0.975137171273682, 0.09850607189743646], Complex[-0.009916907974532265, 0.09883807384038253], @@ -2542,8 +2529,9 @@ HACo2sx4 Complex[-0.009916907974532263, 0.09883807384038251], Complex[0.9751371712736823, 0.09850607189743646], Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422818`*^-8, 3.319862635394833*^-7], + Complex[-1.1079404292422813`*^-8, + 3.3198626353948343`*^-7], Complex[0.000016594573282933133`, -0.0003313378120411798], Complex[-0.009933502547815193, 0.09883740970947763], Complex[0.9850706849009013, 0.09916907966616012]}}, @@ -2689,27 +2677,27 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.009950108200502423, 2.529091319749519*^-22], + Complex[0.009950108200502423, 2.5290913197495183`*^-22], Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255499`*^-8, -0.0003316699566825005], + Complex[1.1079404289255492`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095853`*^-7]}, { + Complex[8.92745146730816*^-21, 3.3214464132095884`*^-7]}, { Complex[-0.000016605652687225828`, -0.09916907966616018], Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.672740130504331*^-18, 0.09916907966616016], + Complex[1.6727401305043303`*^-18, 0.09916907966616016], Complex[-1.1079404289878503`*^-8, \ -0.00033166995668250094`]}, { - Complex[1.107940429445462*^-8, 0.0003316699566825008], + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], Complex[1.1579790325831189`*^-18, -0.09916907966616013], Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], Complex[0.000016605652687226302`, 0.0991690796661601]}, { Complex[-9.943302374432365*^-21, \ --3.3214464132085715`*^-7], +-3.3214464132085747`*^-7], Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], Complex[0.000016605652687224523`, -0.0991690796661601], @@ -3372,9 +3360,11 @@ HACo2sx4 Complex[7.894016335854154*^-6, 0.008602132075960674], Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797068`*^-18], + Complex[-7.89401633587497*^-6, -1.5178830414797062`*^-18], Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], + + Complex[-3.2526065174565133`*^-19, \ +-0.00007843130586222762], Complex[-7.894016335826398*^-6, 0.00860213207596067], Complex[0.0013060825544481298`, -0.2780792901080425], Complex[-0.08602810901114219, 1.734723475976807*^-18]}}, @@ -3407,8 +3397,8 @@ HACo2sx4 Complex[-0.009933502547815196, 0.09883740970947764], Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417911`*^-8, - 3.319862635394647*^-7]}, { + Complex[-1.1079404292417903`*^-8, + 3.3198626353946485`*^-7]}, { Complex[-0.009933502547815196, 0.09883740970947764], Complex[0.975137171273682, 0.09850607189743646], Complex[-0.009916907974532265, 0.09883807384038253], @@ -3418,32 +3408,33 @@ HACo2sx4 Complex[-0.009916907974532263, 0.09883807384038251], Complex[0.9751371712736823, 0.09850607189743646], Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422818`*^-8, 3.319862635394833*^-7], + Complex[-1.1079404292422813`*^-8, + 3.3198626353948343`*^-7], Complex[0.000016594573282933133`, -0.0003313378120411798], Complex[-0.009933502547815193, 0.09883740970947763], Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.529091319749519*^-22], + Complex[0.009950108200502423, 2.5290913197495183`*^-22], Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255499`*^-8, -0.0003316699566825005], + Complex[1.1079404289255492`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095853`*^-7]}, { + Complex[8.92745146730816*^-21, 3.3214464132095884`*^-7]}, { Complex[-0.000016605652687225828`, -0.09916907966616018], Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.672740130504331*^-18, 0.09916907966616016], + Complex[1.6727401305043303`*^-18, 0.09916907966616016], Complex[-1.1079404289878503`*^-8, \ -0.00033166995668250094`]}, { - Complex[1.107940429445462*^-8, 0.0003316699566825008], + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], Complex[1.1579790325831189`*^-18, -0.09916907966616013], Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], Complex[0.000016605652687226302`, 0.0991690796661601]}, { Complex[-9.943302374432365*^-21, \ --3.3214464132085715`*^-7], +-3.3214464132085747`*^-7], Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], Complex[0.000016605652687224523`, -0.0991690796661601], @@ -3520,9 +3511,11 @@ HACo2sx4 Complex[7.894016335854154*^-6, 0.008602132075960674], Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797068`*^-18], + Complex[-7.89401633587497*^-6, -1.5178830414797062`*^-18], Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], + + Complex[-3.2526065174565133`*^-19, \ +-0.00007843130586222762], Complex[-7.894016335826398*^-6, 0.00860213207596067], Complex[0.0013060825544481298`, -0.2780792901080425], Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, @@ -3822,8 +3815,8 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ {1, 5} -> Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.672740130504331*^-18, 0.09916907966616016], {1, - 7} -> Complex[ + Complex[1.6727401305043303`*^-18, 0.09916907966616016], { + 1, 7} -> Complex[ 0.0002620773276979446, 0.002603237866672337], {1, 8} -> Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 9} -> Complex[ @@ -3831,18 +3824,19 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 11} -> Complex[-0.009916907974532265, \ -0.09883807384038253], {1, 12} -> - Complex[1.672740130504331*^-18, 0.09916907966616016], {1, - 13} -> Complex[ + Complex[1.6727401305043303`*^-18, 0.09916907966616016], { + 1, 13} -> Complex[ 0.9751371712736823, -0.09850607189743646], {1, 14} -> Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ {1, 16} -> 1, {2, 3} -> Complex[ 0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.107940429445462*^-8, 0.0003316699566825008], {2, - 5} -> Complex[-0.009933502547815196, \ --0.09883740970947764], {2, 6} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], \ -{2, 7} -> Complex[0.9411238678566561, -0.19341019859437134`], {2, 8} -> - Complex[0.03920689940953653, 0.], {2, 9} -> + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], { + 2, 5} -> + Complex[-0.009933502547815196, -0.09883740970947764], {2, + 6} -> Complex[-0.000016605652687225828`, \ +-0.09916907966616018], {2, 7} -> + Complex[0.9411238678566561, -0.19341019859437134`], {2, + 8} -> Complex[0.03920689940953653, 0.], {2, 9} -> Complex[0.9411238678566561, -0.19341019859437134`], {2, 10} -> Complex[0.03920689940953653, 0.], {2, 11} -> Complex[-0.009933502547815196, -0.09883740970947764], {2, @@ -3850,8 +3844,8 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp -0.09916907966616018], {2, 13} -> Complex[ 0.000016594573282932862`, 0.0003313378120411798], {2, 14} -> - Complex[1.107940429445462*^-8, 0.0003316699566825008], {2, - 15} -> 1, {3, 4} -> + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], { + 2, 15} -> 1, {3, 4} -> Complex[0.01966912300437454, 0.], {3, 5} -> Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ @@ -3865,10 +3859,10 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ {3, 13} -> Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 14} -> Complex[0.01966912300437454, 0.], {3, 15} -> - Complex[1.107940429445462*^-8, -0.0003316699566825008], { - 3, 16} -> Complex[-1.107940429399415*^-8, - 2.241454781417565*^-19], {4, 5} -> Complex[ + 1.1079404294454617`*^-8, -0.0003316699566825008], {3, 16} -> + Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { + 4, 5} -> Complex[ 0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> Complex[-0.009768833833459008, 0.09670511030136167], {4, 7} -> Complex[ @@ -3892,7 +3886,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp 0.01942284716938378, 0.09330760721542969], {5, 10} -> Complex[-0.0002598580324258793, 0.003888044555498485], {5, 11} -> - Complex[-1.552346694521116*^-18, \ + Complex[-1.5523466945211156`*^-18, \ -1.2661074609920407`*^-19], {5, 12} -> Complex[0.019669123004374556`, 0.], {5, 13} -> Complex[-0.009768833833459008, -0.09670511030136167], {5, @@ -3900,7 +3894,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp 7.28006620191595*^-19], {5, 15} -> Complex[-0.000016605652687225828`, 0.09916907966616018], { 5, 16} -> Complex[ - 1.672740130504331*^-18, -0.09916907966616016], {6, 7} -> + 1.6727401305043303`*^-18, -0.09916907966616016], {6, 7} -> Complex[-0.009673644515389308, -0.09494936515397917], {6, 8} -> Complex[-0.019439452822070994`, 0.1924766868815898], {6, 9} -> @@ -3908,7 +3902,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp 10} -> Complex[-0.019439452822070994`, 0.1924766868815898], {6, 11} -> Complex[0.9803308769956256, 0.], {6, 12} -> - Complex[-1.552346694521116*^-18, + Complex[-1.5523466945211156`*^-18, 1.2661074609920407`*^-19], {6, 13} -> Complex[0.00006578280908219793, 4.254244153408405*^-17], { 6, 14} -> Complex[ @@ -3918,7 +3912,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp 0.09883807384038253], {7, 8} -> Complex[0.03895158675127773, 0.], {7, 9} -> Complex[-4.787980228365168*^-18, \ --2.648859758904743*^-18], {7, 10} -> +-2.6488597589047426`*^-18], {7, 10} -> Complex[0.03895158675127773, 0.], {7, 11} -> Complex[-0.019439452822070994`, -0.1924766868815898], {7, 12} -> Complex[-0.0002598580324258793, \ @@ -3930,7 +3924,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[7.0302419351298*^-7, 0.002613753063531294], {8, 9} -> Complex[0.9610484132487226, 0.], {8, 10} -> Complex[-4.787980228365168*^-18, - 2.648859758904743*^-18], {8, 11} -> + 2.6488597589047426`*^-18], {8, 11} -> Complex[-0.009673644515389308, 0.09494936515397917], {8, 12} -> Complex[ 0.01942284716938378, -0.09330760721542969], {8, 13} -> @@ -3964,7 +3958,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp 7.28006620191595*^-19], {11, 15} -> Complex[-0.000016605652687225828`, 0.09916907966616018], { 11, 16} -> - Complex[1.672740130504331*^-18, -0.09916907966616016], { + Complex[1.6727401305043303`*^-18, -0.09916907966616016], { 12, 13} -> Complex[0.00006578280908219793, 4.254244153408405*^-17], { 12, 14} -> @@ -3973,10 +3967,10 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp 0.09883740970947764], {12, 16} -> Complex[-0.009916907974532265, 0.09883807384038253], {13, 14} -> Complex[0.01966912300437454, 0.], {13, 15} -> - Complex[1.107940429445462*^-8, -0.0003316699566825008], { - 13, 16} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { - 14, 15} -> + Complex[ + 1.1079404294454617`*^-8, -0.0003316699566825008], {13, + 16} -> Complex[-1.107940429399415*^-8, + 2.241454781417565*^-19], {14, 15} -> Complex[ 0.000016594573282932862`, -0.0003313378120411798], {14, 16} -> Complex[0.9751371712736823, 0.09850607189743646]}, @@ -4023,7 +4017,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[0.9850706849009015, 0.09916907966616015], Complex[-0.009933502547815196, 0.09883740970947764], Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417911`*^-8, 3.319862635394647*^-7]}, { + Complex[-1.1079404292417903`*^-8, 3.3198626353946485`*^-7]}, { Complex[-0.009933502547815196, 0.09883740970947764], Complex[0.975137171273682, 0.09850607189743646], Complex[-0.009916907974532265, 0.09883807384038253], @@ -4032,23 +4026,23 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-0.009916907974532263, 0.09883807384038251], Complex[0.9751371712736823, 0.09850607189743646], Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422818`*^-8, 3.319862635394833*^-7], + Complex[-1.1079404292422813`*^-8, 3.3198626353948343`*^-7], Complex[0.000016594573282933133`, -0.0003313378120411798], Complex[-0.009933502547815193, 0.09883740970947763], Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.529091319749519*^-22], + Complex[0.009950108200502423, 2.5290913197495183`*^-22], Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255499`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095853`*^-7]}, { + Complex[1.1079404289255492`*^-8, -0.0003316699566825005], + Complex[8.92745146730816*^-21, 3.3214464132095884`*^-7]}, { Complex[-0.000016605652687225828`, -0.09916907966616018], Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.672740130504331*^-18, 0.09916907966616016], + Complex[1.6727401305043303`*^-18, 0.09916907966616016], Complex[-1.1079404289878503`*^-8, -0.00033166995668250094`]}, { - Complex[1.107940429445462*^-8, 0.0003316699566825008], + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], Complex[1.1579790325831189`*^-18, -0.09916907966616013], Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], Complex[0.000016605652687226302`, 0.0991690796661601]}, { - Complex[-9.943302374432365*^-21, -3.3214464132085715`*^-7], + Complex[-9.943302374432365*^-21, -3.3214464132085747`*^-7], Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], Complex[0.000016605652687224523`, -0.0991690796661601], Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}, {{{ @@ -4110,9 +4104,9 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { Complex[7.894016335854154*^-6, 0.008602132075960674], Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797068`*^-18], + Complex[-7.89401633587497*^-6, -1.5178830414797062`*^-18], Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], + Complex[-3.2526065174565133`*^-19, -0.00007843130586222762], Complex[-7.894016335826398*^-6, 0.00860213207596067], Complex[0.0013060825544481298`, -0.2780792901080425], Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, @@ -4122,18 +4116,18 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 5} -> Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.672740130504331*^-18, 0.09916907966616016], {1, 7} -> + Complex[1.6727401305043303`*^-18, 0.09916907966616016], {1, 7} -> Complex[0.0002620773276979446, 0.002603237866672337], {1, 8} -> Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 9} -> Complex[0.0002620773276979446, 0.002603237866672337], {1, 10} -> Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 11} -> Complex[-0.009916907974532265, -0.09883807384038253], {1, 12} -> - Complex[1.672740130504331*^-18, 0.09916907966616016], {1, 13} -> + Complex[1.6727401305043303`*^-18, 0.09916907966616016], {1, 13} -> Complex[0.9751371712736823, -0.09850607189743646], {1, 14} -> Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 16} -> 1, {2, 3} -> Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.107940429445462*^-8, 0.0003316699566825008], {2, 5} -> + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], {2, 5} -> Complex[-0.009933502547815196, -0.09883740970947764], {2, 6} -> Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 7} -> Complex[0.9411238678566561, -0.19341019859437134`], {2, 8} -> @@ -4143,7 +4137,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-0.009933502547815196, -0.09883740970947764], {2, 12} -> Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 13} -> Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 14} -> - Complex[1.107940429445462*^-8, 0.0003316699566825008], {2, 15} -> + Complex[1.1079404294454617`*^-8, 0.0003316699566825008], {2, 15} -> 1, {3, 4} -> Complex[0.01966912300437454, 0.], {3, 5} -> Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 7} -> @@ -4155,7 +4149,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 13} -> Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 14} -> Complex[0.01966912300437454, 0.], {3, 15} -> - Complex[1.107940429445462*^-8, -0.0003316699566825008], {3, 16} -> + Complex[1.1079404294454617`*^-8, -0.0003316699566825008], {3, 16} -> Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {4, 5} -> Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> Complex[-0.009768833833459008, 0.09670511030136167], {4, 7} -> @@ -4174,24 +4168,24 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-0.0002598580324258793, 0.003888044555498485], {5, 9} -> Complex[0.01942284716938378, 0.09330760721542969], {5, 10} -> Complex[-0.0002598580324258793, 0.003888044555498485], {5, 11} -> - Complex[-1.552346694521116*^-18, -1.2661074609920407`*^-19], {5, 12} -> + Complex[-1.5523466945211156`*^-18, -1.2661074609920407`*^-19], {5, 12} -> Complex[0.019669123004374556`, 0.], {5, 13} -> Complex[-0.009768833833459008, -0.09670511030136167], {5, 14} -> Complex[-0.00006578280908219912, 7.28006620191595*^-19], {5, 15} -> Complex[-0.000016605652687225828`, 0.09916907966616018], {5, 16} -> - Complex[1.672740130504331*^-18, -0.09916907966616016], {6, 7} -> + Complex[1.6727401305043303`*^-18, -0.09916907966616016], {6, 7} -> Complex[-0.009673644515389308, -0.09494936515397917], {6, 8} -> Complex[-0.019439452822070994`, 0.1924766868815898], {6, 9} -> Complex[-0.009673644515389308, -0.09494936515397917], {6, 10} -> Complex[-0.019439452822070994`, 0.1924766868815898], {6, 11} -> Complex[0.9803308769956256, 0.], {6, 12} -> - Complex[-1.552346694521116*^-18, 1.2661074609920407`*^-19], {6, 13} -> + Complex[-1.5523466945211156`*^-18, 1.2661074609920407`*^-19], {6, 13} -> Complex[0.00006578280908219793, 4.254244153408405*^-17], {6, 14} -> Complex[0.00976883383345901, -0.09670511030136163], {6, 15} -> Complex[-0.009933502547815196, 0.09883740970947764], {6, 16} -> Complex[-0.009916907974532265, 0.09883807384038253], {7, 8} -> Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-4.787980228365168*^-18, -2.648859758904743*^-18], {7, 10} -> + Complex[-4.787980228365168*^-18, -2.6488597589047426`*^-18], {7, 10} -> Complex[0.03895158675127773, 0.], {7, 11} -> Complex[-0.019439452822070994`, -0.1924766868815898], {7, 12} -> Complex[-0.0002598580324258793, -0.003888044555498485], {7, 13} -> @@ -4200,7 +4194,7 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[0.03920689940953653, 0.], {7, 16} -> Complex[7.0302419351298*^-7, 0.002613753063531294], {8, 9} -> Complex[0.9610484132487226, 0.], {8, 10} -> - Complex[-4.787980228365168*^-18, 2.648859758904743*^-18], {8, 11} -> + Complex[-4.787980228365168*^-18, 2.6488597589047426`*^-18], {8, 11} -> Complex[-0.009673644515389308, 0.09494936515397917], {8, 12} -> Complex[0.01942284716938378, -0.09330760721542969], {8, 13} -> Complex[0.019195862749159683`, -0.0002922745793314728], {8, 14} -> @@ -4224,13 +4218,13 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Complex[-0.009768833833459008, -0.09670511030136167], {11, 14} -> Complex[-0.00006578280908219912, 7.28006620191595*^-19], {11, 15} -> Complex[-0.000016605652687225828`, 0.09916907966616018], {11, 16} -> - Complex[1.672740130504331*^-18, -0.09916907966616016], {12, 13} -> + Complex[1.6727401305043303`*^-18, -0.09916907966616016], {12, 13} -> Complex[0.00006578280908219793, 4.254244153408405*^-17], {12, 14} -> Complex[0.00976883383345901, -0.09670511030136163], {12, 15} -> Complex[-0.009933502547815196, 0.09883740970947764], {12, 16} -> Complex[-0.009916907974532265, 0.09883807384038253], {13, 14} -> Complex[0.01966912300437454, 0.], {13, 15} -> - Complex[1.107940429445462*^-8, -0.0003316699566825008], {13, 16} -> + Complex[1.1079404294454617`*^-8, -0.0003316699566825008], {13, 16} -> Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {14, 15} -> Complex[0.000016594573282932862`, -0.0003313378120411798], {14, 16} -> Complex[0.9751371712736823, 0.09850607189743646]}, @@ -4243,145 +4237,757 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[8]=", - CellID->1862897508,ExpressionUUID->"3a1a4fcc-7e6e-4f3a-98a6-bc462e95ecba"] + CellID->1198044638,ExpressionUUID->"e0d84d2b-a5a5-4846-a3e8-4736e5bc56e9"] }, Open ]], Cell["Calculate the normal and anomalous Green's functions.", "ExampleText", CellID->908585160,ExpressionUUID->"8b0b2618-b526-4fff-aa8f-728588c7b828"], -Cell[BoxData[ - RowBox[{ - RowBox[{"GG", "=", - RowBox[{ - RowBox[{"WickGreensFunction", "[", "ws", "]"}], "//", "Chop"}]}], - ";"}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", - CellID->591811922,ExpressionUUID->"63dfe884-89ec-4506-987e-fe3fe32edb82"], - Cell[CellGroupData[{ -Cell[BoxData[ - RowBox[{"MatrixForm", "/@", "GG"}]], "Input", +Cell[BoxData[{ + RowBox[{"GG", "=", + RowBox[{"WickGreensFunction", "[", "ws", "]"}]}], "\[IndentingNewLine]", + RowBox[{"GG", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", - CellID->1586203797,ExpressionUUID->"6dc592b7-8d9b-4d2e-833d-f7f4ba1edb18"], + CellLabel->"In[9]:=", + CellID->591811922,ExpressionUUID->"63dfe884-89ec-4506-987e-fe3fe32edb82"], Cell[BoxData[ - RowBox[{"{", + InterpretationBox[ RowBox[{ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.00995012903822958`", - RowBox[{ - RowBox[{"-", "6.683630370644095`*^-6"}], "+", - RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.0003935609148975572`", "\[VeryThinSpace]", "+", - RowBox[{"0.006716423393459381`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.016218665570069953`"}], "-", - RowBox[{"0.04635739977591684`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "6.683630370404614`*^-6"}], "-", - RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}], - "0.4995743215590868`", - RowBox[{"0.02279189603860087`", "\[VeryThinSpace]", "-", - RowBox[{"0.17555897042541777`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0692011581282914`"}], "-", - RowBox[{"0.0010213748463816154`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.0003935609148975896`", "\[VeryThinSpace]", "-", - RowBox[{"0.00671642339345938`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.022791896038600025`", "\[VeryThinSpace]", "+", - RowBox[{"0.17555897042541788`", " ", "\[ImaginaryI]"}]}], - "0.14771209635803745`", - RowBox[{"0.024946590782489862`", "\[VeryThinSpace]", "+", - RowBox[{"0.17567167416609109`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.016218665570070175`"}], "+", - RowBox[{"0.046357399775916755`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0692011581282914`"}], "+", - RowBox[{"0.0010213748463812815`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.02494659078249071`", "\[VeryThinSpace]", "-", - RowBox[{"0.17567167416609097`", " ", "\[ImaginaryI]"}]}], - "0.49935844680927155`"} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], ",", - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0", - RowBox[{ - RowBox[{"-", "0.0049595501022124755`"}], "+", - RowBox[{"0.04936809640601312`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.0010379538916680863`", "\[VeryThinSpace]", "-", - RowBox[{"0.006982704034800833`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.02081463985955065`"}], "+", - RowBox[{"0.0445557889252589`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.0049595501022124755`", "\[VeryThinSpace]", "-", - RowBox[{"0.04936809640601312`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{ - RowBox[{"-", "0.06095706703413286`"}], "+", - RowBox[{"0.16671983752871664`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3704303204666534`", "\[VeryThinSpace]", "+", - RowBox[{"0.2005346854490313`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.0010379538916680863`"}], "+", - RowBox[{"0.006982704034800833`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06095706703413286`", "\[VeryThinSpace]", "-", - RowBox[{"0.16671983752871664`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{ - RowBox[{"-", "0.06289531472127662`"}], "+", - RowBox[{"0.16585460871344665`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.02081463985955065`", "\[VeryThinSpace]", "-", - RowBox[{"0.0445557889252589`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.3704303204666534`"}], "-", - RowBox[{"0.2005346854490313`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06289531472127662`", "\[VeryThinSpace]", "-", - RowBox[{"0.16585460871344665`", " ", "\[ImaginaryI]"}]}], "0"} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", - CellLabel->"Out[10]=", - CellID->1855688627,ExpressionUUID->"6e7628b9-01c0-43da-a647-4c36ad8a3c64"] -}, Open ]], - -Cell[TextData[{ - "Compare the above results with the ones from ", - Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["WickExpectation"]], "paclet:Q3/ref/WickExpectation", - "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "353ab5ed-7ad7-45a9-a8c1-ceea2fd17939"], + TagBox["NambuMatrix", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Green's\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Green's\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ+/YFFVbz+Av2km9mSnCxXbAP2WAn1tP6wn7rbq3o +ksqL9kmhBSZz1h+3n9W3/simrc/suRa3decdvGBf7Sg4ja3hgf2TxS4/MvTe +2pf8ujsle9sze63DBk6bW97YL7RI61976739j08llquenbNv6HU88mTTdfv5 +e17H5Nu8trf9s/NpUswF+4gJVX8e69+zVzNda3d2+hv7aMOJbm+/XLSfs0+p +/czxJ/Y3iu5Z7v7xDqe984wemT9yO2/fF7dVUuDcJftM37XfVHa9tN/ZbeC6 +c8sL+xvuy9fVTHtrfzIi91/81/c47cXl356gqmKJU+ftXRd/Loi6e8v+xzaJ +yrdPX+O0F5d/cYUzAFOlzJE= + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Hermitian", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ+/YFFVbz+Av2km9mSnCxXbAP2WAn1tP6wn7rbq3o +ksqL9kmhBSZz1h+3n9W3/simrc/suRa3decdvGBf7Sg4ja3hgf2TxS4/MvTe +2pf8ujsle9sze63DBk6bW97YL7RI61976739j08llquenbNv6HU88mTTdfv5 +e17H5Nu8trf9s/NpUswF+4gJVX8e69+zVzNda3d2+hv7aMOJbm+/XLSfs0+p +/czxJ/Y3iu5Z7v7xDqe984wemT9yO2/fF7dVUuDcJftM37XfVHa9tN/ZbeC6 +c8sL+xvuy9fVTHtrfzIi91/81/c47cXl356gqmKJU+ftXRd/Loi6e8v+xzaJ +yrdPX+O0F5d/cYUzAFOlzJE= + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Hermitian", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "0.00995012903822958`", ContentPadding -> False, + FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> + Baseline, ImageSize -> {{1, 300}, Automatic}], + LineBreakWithin -> False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "6.683630370524355`*^-6"}], "+", + RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.0003935609148975734`", "\[VeryThinSpace]"}], + "+", + RowBox[{ + "0.0067164233934593805`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.016218665570070064`"}], "-", + RowBox[{"0.0463573997759168`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{4, + 4}, {{{1, 1} -> 0.00995012903822958, {1, 2} -> + Complex[-6.683630370524355*^-6, 0.04963563157959885], {1, + 3} -> Complex[ + 0.0003935609148975734, 0.0067164233934593805`], {1, 4} -> + Complex[-0.016218665570070064`, -0.0463573997759168], {2, + 2} -> 0.4995743215590868, {2, 3} -> + Complex[0.022791896038600448`, -0.17555897042541782`], {2, + 4} -> Complex[-0.0692011581282914, \ +-0.0010213748463814485`], {3, 3} -> 0.14771209635803745`, {3, 4} -> + Complex[0.024946590782490285`, 0.17567167416609103`], {4, + 4} -> 0.49935844680927155`}, + Hermitian[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW9896P+CPRfs31Xf5HiZ98D+zxqXEAf1t/YK70O1 +heuO2jNAgciWkw8n+122b/nrZL9G65L9RJ7Jx/eZPLVPPfJ+jYrKe3ur8t1x +s5TO2c8xXrTF/McV+xeLFB8HrnplH1PJ4V288rx9W9MnBn3hS/bvsnjN1TJf +2ltlLt7zof+i/Ve2Zcfexj+2/9MUxmqW9A6nOVFRK5LTui/bXxZ0T4tkXm8v +vmLLhkrrx/aRfWIKG6Uv2F9f7LjyXNIde5FbIm/jzd/gNEfYR+7jlfNAdzS3 +OiqK7bbfziPHyNL8xH5nt4Hrzi0v7G+4L19XM+2t/cmI3H/xX3H7K79nvo7C +wgv2GUoTYi0kgPLMbUcsJV/Y72Mz1GNWP28/zfHKW6MZN+y/veC6mpzz2j72 +8/OHayZdtN+0+czesA/H7P+Wqu2173lmDwDkn74m + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW9896P+CPRfs31Xf5HiZ98D+zxqXEAf1t/YK70O1 +heuO2jNAgciWkw8n+122b/nrZL9G65L9RJ7Jx/eZPLVPPfJ+jYrKe3ur8t1x +s5TO2c8xXrTF/McV+xeLFB8HrnplH1PJ4V288rx9W9MnBn3hS/bvsnjN1TJf +2ltlLt7zof+i/Ve2Zcfexj+2/9MUxmqW9A6nOVFRK5LTui/bXxZ0T4tkXm8v +vmLLhkrrx/aRfWIKG6Uv2F9f7LjyXNIde5FbIm/jzd/gNEfYR+7jlfNAdzS3 +OiqK7bbfziPHyNL8xH5nt4Hrzi0v7G+4L19XM+2t/cmI3H/xX3H7K79nvo7C +wgv2GUoTYi0kgPLMbUcsJV/Y72Mz1GNWP28/zfHKW6MZN+y/veC6mpzz2j72 +8/OHayZdtN+0+czesA/H7P+Wqu2173lmDwDkn74m + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["6", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.004959550102212357`"}], "+", + RowBox[{"0.04936809640601313`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.0010379538916680693`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.006982704034800836`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.02081463985955054`"}], "+", + RowBox[{"0.04455578892525895`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.06095706703413246`"}], "+", + RowBox[{"0.16671983752871677`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{4, + 4}, {{{1, 2} -> + Complex[-0.004959550102212357, 0.04936809640601313], {1, + 3} -> Complex[ + 0.0010379538916680693`, -0.006982704034800836], {1, 4} -> + Complex[-0.02081463985955054, 0.04455578892525895], {2, + 3} -> Complex[-0.06095706703413246, + 0.16671983752871677`], {2, 4} -> + Complex[0.3704303204666539, 0.20053468544903041`], {3, 4} -> + Complex[-0.06289531472127621, 0.1658546087134468]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`NambuMatrix[{ + SymmetrizedArray[ + StructuredArray`StructuredData[{4, + 4}, {{{1, 1} -> 0.00995012903822958, {1, 2} -> + Complex[-6.683630370524355*^-6, 0.04963563157959885], {1, 3} -> + Complex[0.0003935609148975734, 0.0067164233934593805`], {1, 4} -> + Complex[-0.016218665570070064`, -0.0463573997759168], {2, 2} -> + 0.4995743215590868, {2, 3} -> + Complex[0.022791896038600448`, -0.17555897042541782`], {2, 4} -> + Complex[-0.0692011581282914, -0.0010213748463814485`], {3, 3} -> + 0.14771209635803745`, {3, 4} -> + Complex[0.024946590782490285`, 0.17567167416609103`], {4, 4} -> + 0.49935844680927155`}, + Hermitian[{1, 2}]}]], + SymmetrizedArray[ + StructuredArray`StructuredData[{4, + 4}, {{{1, 2} -> + Complex[-0.004959550102212357, 0.04936809640601313], {1, 3} -> + Complex[0.0010379538916680693`, -0.006982704034800836], {1, 4} -> + Complex[-0.02081463985955054, 0.04455578892525895], {2, 3} -> + Complex[-0.06095706703413246, 0.16671983752871677`], {2, 4} -> + Complex[0.3704303204666539, 0.20053468544903041`], {3, 4} -> + Complex[-0.06289531472127621, 0.1658546087134468]}, + Antisymmetric[{1, 2}]}]]}, "Green's"], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[9]=", + CellID->995067970,ExpressionUUID->"a5ac28f4-9657-4486-ac4d-10d7077f42b9"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.00995012903822958`", + RowBox[{ + RowBox[{"-", "6.683630370524355`*^-6"}], "+", + RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0003935609148975734`", "\[VeryThinSpace]", "+", + RowBox[{"0.0067164233934593805`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.016218665570070064`"}], "-", + RowBox[{"0.0463573997759168`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "6.683630370524355`*^-6"}], "-", + RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}], + "0.4995743215590868`", + RowBox[{"0.022791896038600448`", "\[VeryThinSpace]", "-", + RowBox[{"0.17555897042541782`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0692011581282914`"}], "-", + RowBox[{"0.0010213748463814485`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.0003935609148975734`", "\[VeryThinSpace]", "-", + RowBox[{"0.0067164233934593805`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.022791896038600448`", "\[VeryThinSpace]", "+", + RowBox[{"0.17555897042541782`", " ", "\[ImaginaryI]"}]}], + "0.14771209635803745`", + RowBox[{"0.024946590782490285`", "\[VeryThinSpace]", "+", + RowBox[{"0.17567167416609103`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.016218665570070064`"}], "+", + RowBox[{"0.0463573997759168`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0692011581282914`"}], "+", + RowBox[{"0.0010213748463814485`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.024946590782490285`", "\[VeryThinSpace]", "-", + RowBox[{"0.17567167416609103`", " ", "\[ImaginaryI]"}]}], + "0.49935844680927155`"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{4, + 4}, {{{1, 1} -> 0.00995012903822958, {1, 2} -> + Complex[-6.683630370524355*^-6, 0.04963563157959885], {1, 3} -> + Complex[0.0003935609148975734, 0.0067164233934593805`], {1, 4} -> + Complex[-0.016218665570070064`, -0.0463573997759168], {2, 2} -> + 0.4995743215590868, {2, 3} -> + Complex[0.022791896038600448`, -0.17555897042541782`], {2, 4} -> + Complex[-0.0692011581282914, -0.0010213748463814485`], {3, 3} -> + 0.14771209635803745`, {3, 4} -> + Complex[0.024946590782490285`, 0.17567167416609103`], {4, 4} -> + 0.49935844680927155`}, + Hermitian[{1, 2}]}]]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", + RowBox[{ + RowBox[{"-", "0.004959550102212357`"}], "+", + RowBox[{"0.04936809640601313`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0010379538916680693`", "\[VeryThinSpace]", "-", + RowBox[{"0.006982704034800836`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.02081463985955054`"}], "+", + RowBox[{"0.04455578892525895`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.004959550102212357`", "\[VeryThinSpace]", "-", + RowBox[{"0.04936809640601313`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{ + RowBox[{"-", "0.06095706703413246`"}], "+", + RowBox[{"0.16671983752871677`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3704303204666539`", "\[VeryThinSpace]", "+", + RowBox[{"0.20053468544903041`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.0010379538916680693`"}], "+", + RowBox[{"0.006982704034800836`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06095706703413246`", "\[VeryThinSpace]", "-", + RowBox[{"0.16671983752871677`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{ + RowBox[{"-", "0.06289531472127621`"}], "+", + RowBox[{"0.1658546087134468`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.02081463985955054`", "\[VeryThinSpace]", "-", + RowBox[{"0.04455578892525895`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3704303204666539`"}], "-", + RowBox[{"0.20053468544903041`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06289531472127621`", "\[VeryThinSpace]", "-", + RowBox[{"0.1658546087134468`", " ", "\[ImaginaryI]"}]}], "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{4, + 4}, {{{1, 2} -> + Complex[-0.004959550102212357, 0.04936809640601313], {1, 3} -> + Complex[0.0010379538916680693`, -0.006982704034800836], {1, 4} -> + Complex[-0.02081463985955054, 0.04455578892525895], {2, 3} -> + Complex[-0.06095706703413246, 0.16671983752871677`], {2, 4} -> + Complex[0.3704303204666539, 0.20053468544903041`], {3, 4} -> + Complex[-0.06289531472127621, 0.1658546087134468]}, + Antisymmetric[{1, 2}]}]]]]]}], "}"}]], "Output", + CellLabel->"Out[9]=", + CellID->1652212601,ExpressionUUID->"90a1494a-6dac-4bad-9d59-4f25089d02e7"] +}, Open ]], + +Cell[TextData[{ + "Compare the above results with the ones from ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickExpectation"]], "paclet:Q3/ref/WickExpectation", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "353ab5ed-7ad7-45a9-a8c1-ceea2fd17939"], ". Note that ", Cell[BoxData[ TemplateBox[{ @@ -4420,7 +5026,7 @@ Cell[BoxData[{ RowBox[{"WickExpectation", "[", "ws", "]"}], ",", "dd", ",", RowBox[{"{", "2", "}"}]}], "]"}], "//", "Chop"}]}], ";"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[10]:=", CellID->3590320,ExpressionUUID->"01aa45e5-8e2f-4077-98e9-9169a3503186"], Cell[BoxData[{ @@ -4437,7 +5043,7 @@ Cell[BoxData[{ RowBox[{"WickExpectation", "[", "ws", "]"}], ",", "dd", ",", RowBox[{"{", "2", "}"}]}], "]"}], "//", "Chop"}]}], ";"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[12]:=", + CellLabel->"In[11]:=", CellID->601121677,ExpressionUUID->"360befe7-05a6-4583-8218-e5dbc4ea5c71"], Cell[CellGroupData[{ @@ -4449,9 +5055,10 @@ Cell[BoxData[{ RowBox[{"grn", ",", "anm"}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "/@", RowBox[{"Chop", "[", - RowBox[{"new", "-", "GG"}], "]"}]}]}], "Input", + RowBox[{"new", "-", + RowBox[{"First", "[", "GG", "]"}]}], "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[13]:=", + CellLabel->"In[12]:=", CellID->437786665,ExpressionUUID->"1053c511-42eb-4735-aa54-30555f680a5a"], Cell[BoxData[ @@ -4491,8 +5098,8 @@ Cell[BoxData[ Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", - CellLabel->"Out[13]=", - CellID->1542019264,ExpressionUUID->"93bd173c-a188-4cb4-a1fe-0a77fbd4905b"] + CellLabel->"Out[12]=", + CellID->230128367,ExpressionUUID->"54e9a36d-0180-4af7-8541-336e911eeddd"] }, Open ]], Cell["Take a part of the whole fermion modes.", "ExampleText", @@ -4507,7 +5114,7 @@ Cell[BoxData[ RowBox[{"Ceiling", "[", RowBox[{"$m", "/", "2"}], "]"}]}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[14]:=", + CellLabel->"In[13]:=", CellID->746638707,ExpressionUUID->"2c3a4d88-bb14-4fd8-8578-a5e29cbfb688"], Cell[BoxData[ @@ -4523,8 +5130,8 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], $CellContext`c[2]]}], "}"}]], "Output", - CellLabel->"Out[14]=", - CellID->1176092631,ExpressionUUID->"1c493e86-ba97-4eb9-843b-1069e2126472"] + CellLabel->"Out[13]=", + CellID->46781452,ExpressionUUID->"e5c8a57d-0d47-49e7-961e-fb32bd886178"] }, Open ]], Cell[CellGroupData[{ @@ -4536,9 +5143,9 @@ Cell[BoxData[{ RowBox[{"WickGreensFunction", "[", RowBox[{"ws", ",", "aa"}], "]"}], "//", "Chop"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{"MatrixForm", "/@", "gg"}]}], "Input", + RowBox[{"gg", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[15]:=", + CellLabel->"In[14]:=", CellID->715578038,ExpressionUUID->"cae1dfdc-dd6a-4618-abc0-2a92a402491c"], Cell[BoxData[ @@ -4548,11 +5155,11 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0.00995012903822958`", RowBox[{ - RowBox[{"-", "6.683630370644095`*^-6"}], "+", + RowBox[{"-", "6.683630370524355`*^-6"}], "+", RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "6.683630370404614`*^-6"}], "-", + RowBox[{"-", "6.683630370524355`*^-6"}], "-", RowBox[{"0.04963563157959885`", " ", "\[ImaginaryI]"}]}], "0.4995743215590868`"} }, @@ -4565,16 +5172,22 @@ Cell[BoxData[ Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], ",", + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{2, + 2}, {{{1, 1} -> 0.00995012903822958, {1, 2} -> + Complex[-6.683630370524355*^-6, 0.04963563157959885], {2, 2} -> + 0.4995743215590868}, + Hermitian[{1, 2}]}]]]]], ",", TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", RowBox[{ - RowBox[{"-", "0.0049595501022124755`"}], "+", - RowBox[{"0.04936809640601312`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.004959550102212357`"}], "+", + RowBox[{"0.04936809640601313`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.0049595501022124755`", "\[VeryThinSpace]", "-", - RowBox[{"0.04936809640601312`", " ", "\[ImaginaryI]"}]}], "0"} + RowBox[{"0.004959550102212357`", "\[VeryThinSpace]", "-", + RowBox[{"0.04936809640601313`", " ", "\[ImaginaryI]"}]}], "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -4585,9 +5198,14 @@ Cell[BoxData[ Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", - CellLabel->"Out[15]=", - CellID->1291652773,ExpressionUUID->"f43745d7-c98b-4a22-9833-ca9daa6b46c9"] + MatrixForm[ + SymmetrizedArray[ + StructuredArray`StructuredData[{2, + 2}, {{{1, 2} -> Complex[-0.004959550102212357, 0.04936809640601313]}, + + Antisymmetric[{1, 2}]}]]]]]}], "}"}]], "Output", + CellLabel->"Out[14]=", + CellID->1048604861,ExpressionUUID->"52dc364e-9529-4904-9de1-17b742706fb5"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -4614,7 +5232,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "2e4b5df8-d413-4113-9d87-e572c171f00d"], + "76b6c232-52ee-490d-83c9-d5020442f3c4"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -4628,7 +5246,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "15f3b3ad-7130-4aa2-bf1c-2d54da9580be"], + "943cb489-2494-4e1e-8caa-95a3bfd497b9"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -4642,11 +5260,25 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "45e501f9-c9e5-4fda-9981-21ea6cfc7ba8"] - }], "SeeAlso",ExpressionUUID->"eecb03ae-71c7-43cd-acbb-829a90dbfdf5"]} + "96ba2c3f-25d7-4d5d-b2b5-8ac091e84554"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c8ec1093-15db-4fc3-816d-89a87822a30b"] + }], "SeeAlso",ExpressionUUID->"ef6fff20-3fb0-4651-b259-86b8c980b83b"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"ebd01ec1-be84-42de-bc7e-\ -3955751f57e2"], + }]], "SeeAlsoSection",ExpressionUUID->"8b965fba-7d08-4faa-8497-\ +bba02661f276"], Cell[BoxData[GridBox[{ { @@ -4675,8 +5307,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "83daea03-4d60-4b2d-be58-86db8a9bec2f"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"994d5052-795e-4ee7-a0d9-\ -9268d9356cce"], + }]], "TechNotesSection",ExpressionUUID->"7fa7d0ec-b0cf-46ba-8453-\ +29c7f270b39e"], Cell[BoxData[GridBox[{ { @@ -4694,7 +5326,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "6d52fd6e-f9df-439c-a13d-e467afe51d15"]}]}, + "b3f9c89c-8d3d-499e-9407-84f674080caf"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -4702,10 +5334,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "508bec0d-bb82-42ea-b36c-02e1d8c49430"]}]} + "accdbcff-39e3-4159-9248-a7482efd9cf1"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"95489e44-907f-4e9e-b666-\ -bea0756b6b4e"], + }]], "MoreAboutSection",ExpressionUUID->"6a368828-6a25-4d84-82ce-\ +aefc5195552f"], Cell[BoxData[GridBox[{ { @@ -4734,8 +5366,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1103/PhysRevA.65.032325"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "f4c6c800-4afe-4a30-a651-8539b8232681"]}]],ExpressionUUID-> - "29e17202-7ae8-4f58-8e22-666ad504586d"], + "26628bb3-a827-4270-96d4-1c4ba558647e"]}]],ExpressionUUID-> + "bcc6aa50-ac66-4e14-a0d1-e220c7ca3312"], ", Physical Review A 65, 032325, \"Classical simulation of \ noninteracting-fermion quantum circuits.\"" }], "RelatedLinks",ExpressionUUID-> @@ -4757,16 +5389,16 @@ noninteracting-fermion quantum circuits.\"" "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "d4dd09fb-ae4c-4ff7-8694-52f6a4fb2049"]}]],ExpressionUUID-> - "323ed292-3acd-4cd4-8ccf-adf09337d46a"], + "260bfa23-e58a-473b-a28b-ccd0c16592ee"]}]],ExpressionUUID-> + "c45905b9-7850-46b7-b428-9bc587340ffb"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "b320e05d-7f35-4522-8edb-856a77a9f658"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"1d1904bc-2b04-4943-9c58-\ -d604e97e5b7c"], + }]], "RelatedLinksSection",ExpressionUUID->"61c8c7dd-9daa-469d-8b61-\ +22fab6072dd0"], -Cell[" ", "FooterCell",ExpressionUUID->"fdd06882-83ce-4244-8d47-5ba64f1383ae"] +Cell[" ", "FooterCell",ExpressionUUID->"1e3bb290-8d05-44b0-b215-8919dfd85c66"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -4782,7 +5414,7 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 6, 20, 17, 33, 59.049542}", + "built" -> "{2024, 6, 22, 12, 53, 53.203115}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> @@ -4808,7 +5440,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"8287f388-06d8-411a-b00c-6efc258c4d8c" +ExpressionUUID->"ddae36d2-ac0b-4259-96f3-0404cdc36284" ] (* End of Notebook Content *) @@ -4816,161 +5448,159 @@ ExpressionUUID->"8287f388-06d8-411a-b00c-6efc258c4d8c" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[18874, 531, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"288b77ec-26a1-4051-9593-865b0bd6569a", + Cell[18969, 533, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"7297a19b-b531-4143-b735-0987d8bb7ea2", CellTags->"PrimaryExamplesSection", - CellID->1512106795]}, + CellID->898667024]}, "RasterizedOutput"->{ - Cell[25812, 747, 7582, 131, 57, "Output",ExpressionUUID->"92a69e83-1d69-47e7-a955-3393ec9403da", + Cell[25906, 749, 7583, 131, 57, "Output",ExpressionUUID->"a69258ab-65e2-4d2f-aca5-587b656be601", CellTags->"RasterizedOutput", - CellID->538056554]} + CellID->1318902192]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 228289, 4817}, - {"RasterizedOutput", 228490, 4821} + {"PrimaryExamplesSection", 261938, 5449}, + {"RasterizedOutput", 262138, 5453} } *) (*NotebookFileOutline Notebook[{ -Cell[590, 21, 6937, 172, 57, "AnchorBarGrid",ExpressionUUID->"9388d719-11ec-4149-87d3-8eb6427a9c49", +Cell[590, 21, 7033, 174, 57, "AnchorBarGrid",ExpressionUUID->"5022c7d4-9c76-41e8-82a7-c2f35ed31d9c", CellID->1], -Cell[7530, 195, 85, 0, 23, "ContextNameCell",ExpressionUUID->"4f0867b0-5c0c-44c1-8d6e-5550ef3454d2"], +Cell[7626, 197, 85, 0, 23, "ContextNameCell",ExpressionUUID->"960b00af-3635-47f5-bf34-e4e4c8b34360"], Cell[CellGroupData[{ -Cell[7640, 199, 1392, 38, 60, "ObjectNameGrid",ExpressionUUID->"8fe5a713-f4ad-41c9-b8eb-f70d6d1f6a7d"], -Cell[9035, 239, 3861, 110, 196, "Usage",ExpressionUUID->"5ecd6367-9942-4d6e-aa32-c42fbd123e54", +Cell[7736, 201, 1392, 38, 60, "ObjectNameGrid",ExpressionUUID->"7833ce2c-ff81-4cc2-9879-842c217428f8"], +Cell[9131, 241, 3861, 110, 196, "Usage",ExpressionUUID->"5ecd6367-9942-4d6e-aa32-c42fbd123e54", CellID->1552081390] }, Open ]], Cell[CellGroupData[{ -Cell[12933, 354, 1899, 47, 37, "NotesSection",ExpressionUUID->"dce31c72-75f7-44ac-aab3-e3acb5abf8a7", +Cell[13029, 356, 1898, 47, 37, "NotesSection",ExpressionUUID->"3e63de41-9def-4b62-8864-923d4d6eb08b", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1641847414], -Cell[14835, 403, 1482, 43, 70, "Notes",ExpressionUUID->"0df520ba-a728-4dd0-a60d-791970800399", + CellID->289459697], +Cell[14930, 405, 1482, 43, 70, "Notes",ExpressionUUID->"0df520ba-a728-4dd0-a60d-791970800399", CellID->348061621], -Cell[16320, 448, 992, 30, 70, "Notes",ExpressionUUID->"bef8b4ea-3e38-4a67-b7ab-3a5ca349bc7b", +Cell[16415, 450, 992, 30, 70, "Notes",ExpressionUUID->"bef8b4ea-3e38-4a67-b7ab-3a5ca349bc7b", CellID->1383491325], -Cell[17315, 480, 1432, 45, 70, "Notes",ExpressionUUID->"d121539f-af12-41b3-993a-5b5db53f38cd", +Cell[17410, 482, 1432, 45, 70, "Notes",ExpressionUUID->"d121539f-af12-41b3-993a-5b5db53f38cd", CellID->795234925] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[18874, 531, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"288b77ec-26a1-4051-9593-865b0bd6569a", +Cell[18969, 533, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"7297a19b-b531-4143-b735-0987d8bb7ea2", CellTags->"PrimaryExamplesSection", - CellID->1512106795], -Cell[20267, 570, 192, 3, 31, "Input",ExpressionUUID->"bd603189-e058-4bd0-bf70-56b60d45555d", + CellID->898667024], +Cell[20361, 572, 192, 3, 31, "Input",ExpressionUUID->"bd603189-e058-4bd0-bf70-56b60d45555d", CellID->1070195861], Cell[CellGroupData[{ -Cell[20484, 577, 1367, 36, 31, "ExampleSection",ExpressionUUID->"0e4b6db0-0831-45a1-a927-13b49f246124", - CellID->657424967], -Cell[21854, 615, 212, 6, 38, "ExampleText",ExpressionUUID->"338220fc-c200-4ded-8284-02d02a633c0c", +Cell[20578, 579, 1367, 36, 31, "ExampleSection",ExpressionUUID->"40527d70-6efe-4d8b-a46d-7d2723a59c17", + CellID->644183017], +Cell[21948, 617, 212, 6, 38, "ExampleText",ExpressionUUID->"338220fc-c200-4ded-8284-02d02a633c0c", CellID->857188823], -Cell[22069, 623, 211, 5, 29, "Input",ExpressionUUID->"b017b141-e895-41fb-bb2b-83f80a421636", +Cell[22163, 625, 211, 5, 29, "Input",ExpressionUUID->"b017b141-e895-41fb-bb2b-83f80a421636", CellID->1720633530], Cell[CellGroupData[{ -Cell[22305, 632, 518, 14, 84, "Input",ExpressionUUID->"85db1cca-9223-4aa9-b2f5-dc59ef984481", +Cell[22399, 634, 518, 14, 84, "Input",ExpressionUUID->"85db1cca-9223-4aa9-b2f5-dc59ef984481", CellID->471988081], -Cell[22826, 648, 719, 24, 37, "Output",ExpressionUUID->"6d17e27e-bee1-46c9-a507-eccd91f2048b", - CellID->534030956], -Cell[23548, 674, 1728, 52, 40, "Output",ExpressionUUID->"0691e867-65f2-4ce5-bdcc-c3f8ba01e8ed", - CellID->1124116679] +Cell[22920, 650, 720, 24, 37, "Output",ExpressionUUID->"2be05284-5415-4ca6-b550-1ea36f832e5a", + CellID->1710157691], +Cell[23643, 676, 1727, 52, 40, "Output",ExpressionUUID->"73218991-30b0-4b82-8533-2200b0236748", + CellID->699181189] }, Open ]], Cell[CellGroupData[{ -Cell[25313, 731, 496, 14, 29, "Input",ExpressionUUID->"7dc184ab-36ff-4dd1-85ee-996f99a3e897", +Cell[25407, 733, 496, 14, 29, "Input",ExpressionUUID->"7dc184ab-36ff-4dd1-85ee-996f99a3e897", CellID->2106863009], -Cell[25812, 747, 7582, 131, 57, "Output",ExpressionUUID->"92a69e83-1d69-47e7-a955-3393ec9403da", +Cell[25906, 749, 7583, 131, 57, "Output",ExpressionUUID->"a69258ab-65e2-4d2f-aca5-587b656be601", CellTags->"RasterizedOutput", - CellID->538056554] + CellID->1318902192] }, Open ]], -Cell[33409, 881, 202, 4, 38, "ExampleText",ExpressionUUID->"45c20c84-38e1-46d5-9446-ff8265dc8950", +Cell[33504, 883, 202, 4, 38, "ExampleText",ExpressionUUID->"45c20c84-38e1-46d5-9446-ff8265dc8950", CellID->832921913], Cell[CellGroupData[{ -Cell[33636, 889, 188, 4, 29, "Input",ExpressionUUID->"09cee1a7-2a95-4f4a-9bdc-27ec80b04f20", +Cell[33731, 891, 188, 4, 29, "Input",ExpressionUUID->"09cee1a7-2a95-4f4a-9bdc-27ec80b04f20", CellID->989849518], -Cell[33827, 895, 7400, 172, 103, "Output",ExpressionUUID->"f65aebb8-6230-4903-b989-19ed02f0c9df", - CellID->154942876] +Cell[33922, 897, 7400, 172, 103, "Output",ExpressionUUID->"5581f2ab-3375-47e9-ac85-c0f154d5620e", + CellID->740516595] }, Open ]], -Cell[41242, 1070, 169, 3, 70, "ExampleText",ExpressionUUID->"0cbc786e-140d-44e8-9991-f22358bc578a", +Cell[41337, 1072, 169, 3, 70, "ExampleText",ExpressionUUID->"0cbc786e-140d-44e8-9991-f22358bc578a", CellID->18350583], Cell[CellGroupData[{ -Cell[41436, 1077, 382, 10, 70, "Input",ExpressionUUID->"b260b001-740b-4e1d-94b3-92055ad220a7", +Cell[41531, 1079, 382, 10, 70, "Input",ExpressionUUID->"b260b001-740b-4e1d-94b3-92055ad220a7", CellID->1232762840], -Cell[41821, 1089, 3778, 100, 232, "Output",ExpressionUUID->"065b8a80-9e09-456f-92a6-b12aa9a564b9", - CellID->1668139262] +Cell[41916, 1091, 3777, 100, 232, "Output",ExpressionUUID->"e103786f-216d-43b1-80ba-2b06074f7a28", + CellID->957490318] }, Open ]], -Cell[45614, 1192, 176, 3, 70, "ExampleText",ExpressionUUID->"fcd51384-17c7-4d7e-8443-1c3d859696cb", +Cell[45708, 1194, 176, 3, 70, "ExampleText",ExpressionUUID->"fcd51384-17c7-4d7e-8443-1c3d859696cb", CellID->363488900], Cell[CellGroupData[{ -Cell[45815, 1199, 579, 17, 70, "Input",ExpressionUUID->"0f8c2f66-15ca-4774-80cb-0f4bbb005d0c", +Cell[45909, 1201, 579, 17, 70, "Input",ExpressionUUID->"0f8c2f66-15ca-4774-80cb-0f4bbb005d0c", CellID->1176894764], -Cell[46397, 1218, 8208, 166, 184, "Output",ExpressionUUID->"dc6283c5-03ca-44c6-8bf8-dd2a553ea8b2", - CellID->239527591] +Cell[46491, 1220, 8209, 166, 184, "Output",ExpressionUUID->"76c97811-307b-420d-862a-67f66f74a345", + CellID->1376010557] }, Open ]], -Cell[54620, 1387, 240, 4, 70, "ExampleText",ExpressionUUID->"5c946415-3389-474b-9775-cf59078615ad", +Cell[54715, 1389, 240, 4, 70, "ExampleText",ExpressionUUID->"5c946415-3389-474b-9775-cf59078615ad", CellID->524586804], -Cell[54863, 1393, 1147, 37, 70, "ExampleText",ExpressionUUID->"1df9c212-697c-4fa7-a64b-6bef3c9ac2da", +Cell[54958, 1395, 1147, 37, 70, "ExampleText",ExpressionUUID->"1df9c212-697c-4fa7-a64b-6bef3c9ac2da", CellID->1319797561], Cell[CellGroupData[{ -Cell[56035, 1434, 676, 21, 70, "Input",ExpressionUUID->"e63900b3-40a5-4e50-a0cc-577f88288138", - CellID->1059257203], -Cell[56714, 1457, 2726, 59, 104, "Output",ExpressionUUID->"11dc0b31-a26e-4acd-8ca6-c8556e94f349", - CellID->363258892], -Cell[59443, 1518, 2641, 58, 108, "Output",ExpressionUUID->"f125e9c1-f44b-4539-b451-40f2c88475c7", - CellID->2143673070] +Cell[56130, 1436, 395, 12, 70, "Input",ExpressionUUID->"57f047b4-673b-4a22-954a-e33728d2378d", + CellID->338787879], +Cell[56528, 1450, 5487, 117, 95, "Output",ExpressionUUID->"49d99eed-30a2-47c6-a8cb-342618aabd28", + CellID->890088923] }, Open ]], -Cell[62099, 1579, 869, 20, 70, "ExampleText",ExpressionUUID->"cc10a747-8184-4fa0-ad34-4486e4d8ce09", +Cell[62030, 1570, 869, 20, 70, "ExampleText",ExpressionUUID->"cc10a747-8184-4fa0-ad34-4486e4d8ce09", CellID->1553546489], -Cell[62971, 1601, 4125, 99, 70, "ExampleText",ExpressionUUID->"c6382984-5ee3-4465-bb7e-268dfb6efefe", +Cell[62902, 1592, 4125, 99, 70, "ExampleText",ExpressionUUID->"c6382984-5ee3-4465-bb7e-268dfb6efefe", CellID->1004587520], -Cell[67099, 1702, 213, 4, 70, "ExampleText",ExpressionUUID->"85b85ea3-4099-4614-8b67-78362c80d8e6", +Cell[67030, 1693, 213, 4, 70, "ExampleText",ExpressionUUID->"85b85ea3-4099-4614-8b67-78362c80d8e6", CellID->706653800], Cell[CellGroupData[{ -Cell[67337, 1710, 1009, 30, 70, "Input",ExpressionUUID->"feaa0987-a6d3-4802-8faf-3331efaba846", +Cell[67268, 1701, 1009, 30, 70, "Input",ExpressionUUID->"feaa0987-a6d3-4802-8faf-3331efaba846", CellID->288901277], -Cell[68349, 1742, 139172, 2503, 70, "Output",ExpressionUUID->"3a1a4fcc-7e6e-4f3a-98a6-bc462e95ecba", - CellID->1862897508] +Cell[68280, 1733, 139250, 2506, 70, "Output",ExpressionUUID->"e0d84d2b-a5a5-4846-a3e8-4736e5bc56e9", + CellID->1198044638] }, Open ]], -Cell[207536, 4248, 151, 1, 70, "ExampleText",ExpressionUUID->"8b0b2618-b526-4fff-aa8f-728588c7b828", +Cell[207545, 4242, 151, 1, 70, "ExampleText",ExpressionUUID->"8b0b2618-b526-4fff-aa8f-728588c7b828", CellID->908585160], -Cell[207690, 4251, 272, 8, 70, "Input",ExpressionUUID->"63dfe884-89ec-4506-987e-fe3fe32edb82", - CellID->591811922], Cell[CellGroupData[{ -Cell[207987, 4263, 187, 4, 70, "Input",ExpressionUUID->"6dc592b7-8d9b-4d2e-833d-f7f4ba1edb18", - CellID->1586203797], -Cell[208177, 4269, 4575, 101, 91, "Output",ExpressionUUID->"6e7628b9-01c0-43da-a647-4c36ad8a3c64", - CellID->1855688627] +Cell[207721, 4247, 284, 6, 70, "Input",ExpressionUUID->"63dfe884-89ec-4506-987e-fe3fe32edb82", + CellID->591811922], +Cell[208008, 4255, 31584, 595, 70, "Output",ExpressionUUID->"a5ac28f4-9657-4486-ac4d-10d7077f42b9", + CellID->995067970], +Cell[239595, 4852, 5840, 124, 91, "Output",ExpressionUUID->"90a1494a-6dac-4bad-9d59-4f25089d02e7", + CellID->1652212601] }, Open ]], -Cell[212767, 4373, 1138, 33, 70, "ExampleText",ExpressionUUID->"15fe89c2-41af-4b71-9e3d-f8299cf7b4d1", +Cell[245450, 4979, 1138, 33, 70, "ExampleText",ExpressionUUID->"15fe89c2-41af-4b71-9e3d-f8299cf7b4d1", CellID->2072333363], -Cell[213908, 4408, 539, 15, 70, "Input",ExpressionUUID->"01aa45e5-8e2f-4077-98e9-9169a3503186", +Cell[246591, 5014, 539, 15, 70, "Input",ExpressionUUID->"01aa45e5-8e2f-4077-98e9-9169a3503186", CellID->3590320], -Cell[214450, 4425, 513, 15, 70, "Input",ExpressionUUID->"360befe7-05a6-4583-8218-e5dbc4ea5c71", +Cell[247133, 5031, 513, 15, 70, "Input",ExpressionUUID->"360befe7-05a6-4583-8218-e5dbc4ea5c71", CellID->601121677], Cell[CellGroupData[{ -Cell[214988, 4444, 368, 10, 70, "Input",ExpressionUUID->"1053c511-42eb-4735-aa54-30555f680a5a", +Cell[247671, 5050, 402, 11, 70, "Input",ExpressionUUID->"1053c511-42eb-4735-aa54-30555f680a5a", CellID->437786665], -Cell[215359, 4456, 1297, 38, 87, "Output",ExpressionUUID->"93bd173c-a188-4cb4-a1fe-0a77fbd4905b", - CellID->1542019264] +Cell[248076, 5063, 1296, 38, 87, "Output",ExpressionUUID->"54e9a36d-0180-4af7-8541-336e911eeddd", + CellID->230128367] }, Open ]], -Cell[216671, 4497, 138, 1, 70, "ExampleText",ExpressionUUID->"51edc466-6880-4bc7-82c3-93a917230ff9", +Cell[249387, 5104, 138, 1, 70, "ExampleText",ExpressionUUID->"51edc466-6880-4bc7-82c3-93a917230ff9", CellID->1188031195], Cell[CellGroupData[{ -Cell[216834, 4502, 295, 8, 70, "Input",ExpressionUUID->"2c3a4d88-bb14-4fd8-8578-a5e29cbfb688", +Cell[249550, 5109, 295, 8, 70, "Input",ExpressionUUID->"2c3a4d88-bb14-4fd8-8578-a5e29cbfb688", CellID->746638707], -Cell[217132, 4512, 437, 14, 37, "Output",ExpressionUUID->"1c493e86-ba97-4eb9-843b-1069e2126472", - CellID->1176092631] +Cell[249848, 5119, 435, 14, 37, "Output",ExpressionUUID->"e5c8a57d-0d47-49e7-961e-fb32bd886178", + CellID->46781452] }, Open ]], Cell[CellGroupData[{ -Cell[217606, 4531, 363, 10, 70, "Input",ExpressionUUID->"cae1dfdc-dd6a-4618-abc0-2a92a402491c", +Cell[250320, 5138, 363, 10, 70, "Input",ExpressionUUID->"cae1dfdc-dd6a-4618-abc0-2a92a402491c", CellID->715578038], -Cell[217972, 4543, 1726, 46, 89, "Output",ExpressionUUID->"f43745d7-c98b-4a22-9833-ca9daa6b46c9", - CellID->1291652773] +Cell[250686, 5150, 2154, 57, 89, "Output",ExpressionUUID->"52dc364e-9529-4904-9de1-17b742706fb5", + CellID->1048604861] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[219940, 4598, 1852, 50, 70, "SeeAlsoSection",ExpressionUUID->"ebd01ec1-be84-42de-bc7e-3955751f57e2"], -Cell[221795, 4650, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"994d5052-795e-4ee7-a0d9-9268d9356cce"], -Cell[222882, 4680, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"95489e44-907f-4e9e-b666-bea0756b6b4e"], -Cell[223925, 4709, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"1d1904bc-2b04-4943-9c58-d604e97e5b7c"], -Cell[226007, 4768, 78, 0, 70, "FooterCell",ExpressionUUID->"fdd06882-83ce-4244-8d47-5ba64f1383ae"] +Cell[253082, 5216, 2359, 64, 70, "SeeAlsoSection",ExpressionUUID->"8b965fba-7d08-4faa-8497-bba02661f276"], +Cell[255444, 5282, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"7fa7d0ec-b0cf-46ba-8453-29c7f270b39e"], +Cell[256531, 5312, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"6a368828-6a25-4d84-82ce-aefc5195552f"], +Cell[257574, 5341, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"61c8c7dd-9daa-469d-8b61-22fab6072dd0"], +Cell[259656, 5400, 78, 0, 70, "FooterCell",ExpressionUUID->"1e3bb290-8d05-44b0-b215-8919dfd85c66"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/WickRandomCircuit.nb b/Q3/Documentation/English/ReferencePages/Symbols/WickRandomCircuit.nb index 411a6d4e3..5136f8634 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/WickRandomCircuit.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/WickRandomCircuit.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 1180864, 20936] -NotebookOptionsPosition[ 1172378, 20769] -NotebookOutlinePosition[ 1174714, 20826] -CellTagsIndexPosition[ 1174625, 20821] +NotebookDataLength[ 3602065, 64028] +NotebookOptionsPosition[ 3589494, 63775] +NotebookOutlinePosition[ 3591833, 63832] +CellTagsIndexPosition[ 3591744, 63827] WindowTitle->WickRandomCircuit WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "aaf5bad7-46f2-4f27-96e5-ecf760943bed"], + "be56b13a-502f-4bb2-86b3-05e1e16883d6"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "18c4e803-d58e-477d-885c-858710b9accf"], + "61b780b4-7b64-444e-a2ee-35c092762449"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "2138652f-db9e-4cf5-9890-affc281b1144"] - }],ExpressionUUID->"8f127dce-c567-471f-8a60-e641d7ba2c21"], + "a410a3ec-7b42-4114-b632-68b7522713b7"] + }],ExpressionUUID->"ed8790c2-aa20-47a7-a8b4-c832f27b8da7"], StripOnInput->False],{ "\"WickState\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickState"], @@ -68,13 +68,17 @@ Cell[BoxData[GridBox[{ "\"WickGreensFunction\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickGreensFunction"], "\"Measurement\"" :> - Documentation`HelpLookup["paclet:Q3/ref/Measurement"]}, + Documentation`HelpLookup["paclet:Q3/ref/Measurement"], + "\"NambuMatrix\"" :> + Documentation`HelpLookup["paclet:Q3/ref/NambuMatrix"], + "\"NambuRandomMatrix\"" :> + Documentation`HelpLookup["paclet:Q3/ref/NambuRandomMatrix"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "aacbaf54-7c51-4fb8-a487-dfb31ce90fd2"], + "e9a1f764-61ac-421d-847c-0e5d1903f54a"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -93,8 +97,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "c1da191d-fc8a-4470-897d-7dff20c2e17e"] - }],ExpressionUUID->"39e17773-1a09-4626-aa2e-78cfb49bd71d"], + "c8f9ef00-8c40-47e4-b734-f2e4c114a47c"] + }],ExpressionUUID->"9d3912f3-ecf2-4c17-899a-9f13b4b60db1"], StripOnInput->False],{ "\"Quantum Many-Body Systems\"" :> Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], @@ -104,7 +108,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "cdd9bd22-ac00-49d2-a313-400b8d82bc54"], + "3f968448-5efd-47e4-87de-232dd87a5621"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -123,8 +127,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "9a4347e2-4be7-4df1-b966-f15b3bc7f187"] - }],ExpressionUUID->"b9a85834-2be3-4119-b7b7-a62534242e19"], + "46294182-f587-411a-a1a4-1cab1a251a2b"] + }],ExpressionUUID->"b2e3882c-a67c-4013-8f37-eb460b15cf93"], StripOnInput->False],{ "\"Quantum Many-Body Systems with Q3\"" :> Documentation`HelpLookup[ @@ -135,7 +139,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "ea985797-09df-44da-bf61-361acb05cb02"], + "e2c85017-ce29-4e1d-baa4-c9fe2e3bf6aa"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -154,8 +158,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "de9b050c-4796-4292-b63f-cddcdf66d160"] - }],ExpressionUUID->"6cef7a30-bd34-4ebc-9d81-4b0e605c9f3c"], + "e00b6374-e5f7-4609-aa5a-9805e2f3c0b8"] + }],ExpressionUUID->"52da6bcd-2121-454a-8e20-0ef8cda78b83"], StripOnInput->False],{ "\"Q3/ref/WickRandomCircuit\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -192,14 +196,14 @@ WickRandomCircuit.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "332217e5-9c79-4d3d-91a3-6f1d6cc8fc83"] + "8d68637b-9f65-437e-8192-8f39b6f2cb22"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "7d22d7b8-16ee-40d1-bbee-6c78984d6420"]} + "2667763b-b3a4-46ce-acc2-e7947d466040"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"0f631cac-6966-4318-8a5e-b01c841b374c"], + CellID->1,ExpressionUUID->"d1da9318-c0de-43aa-8222-a41ac9491dda"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"0222921e-926e-4772-bcae-315233b10478"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"252184fa-530e-46db-9105-1cfe8bc03f43"], Cell[CellGroupData[{ @@ -207,14 +211,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "WickRandomCircuit", "ObjectName",ExpressionUUID-> - "0e4e2354-f232-48c9-ac27-5f4b3bccb303"], + "38151df6-69dd-4c12-8338-aec2391ec4a4"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"2bb4174b-ecd6-4885-b807-89608ae948e5"], + "Spacer1"]],ExpressionUUID->"42413276-d68d-445c-9fcf-17242201d76b"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "ad677744-3e87-4838-a7b3-dc254fdd7356"] - }],ExpressionUUID->"c2a181d8-6573-4532-89a3-6476c57827fe"], Cell[BoxData[ + "78474106-4c40-4f69-ac85-d3cd580e5491"] + }],ExpressionUUID->"da4969d8-62de-44a6-b1c8-80bb8445c85a"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -239,9 +243,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "bdce2b4b-5a20-4878-8fd6-2e196505913c"]} + "0daa00dc-4443-4cba-a188-cccb2f6bea49"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"40aed971-d312-496d-ac6c-5b3f6288db48"], + CacheGraphics->False,ExpressionUUID->"d0b5b066-45f4-4394-b3c9-452b9617c5d2"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -297,7 +301,7 @@ randomly from ", FontFamily->"Source Sans Pro",ExpressionUUID-> "6622da56-9f5d-4a14-9eed-47a4269c2db5"], "." - }],ExpressionUUID->"c43ac417-f616-4371-ac54-d16614a73eb5"]} + }],ExpressionUUID->"6dd34d22-2319-4439-b5ed-c2783416e7ad"]} }]], "Usage", CellID->2040274807,ExpressionUUID->"6abe3765-552d-4112-a3c2-e449630fb087"] }, Open ]], @@ -330,12 +334,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"2d788fde-0144-4afe-b537-61a103c5e9ed"], + ExpressionUUID->"8d14b433-984e-485b-9796-8cc1d8b5b5e0"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"982e1471-7224-4309-b189-d68a89bc8b3a"], + "Spacer1"]],ExpressionUUID->"e19ee48b-53ab-433b-9611-834747b46f53"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"24d54ac4-1470-4a3b-a8c8-cfa64c1e5270"], + }], "NotesFrameText",ExpressionUUID->"4cd6644c-4d7a-4750-8279-257bf9ad1a08"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -346,25 +350,25 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"2adfdce4-1a32-4409-b0ee-a08eca63615b"]], \ + "Preemptive"]],ExpressionUUID->"c7133749-837a-4927-86e5-0b8e101c1446"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->62865561,ExpressionUUID->"650bdae8-7992-4e5a-80cb-1da17952cc8f"], + CellID->722664197,ExpressionUUID->"6bb1da6c-8ccc-49b4-a5ce-a8e53e967d3f"], Cell["The following options can be given: ", "Notes", CellID->2027289600,ExpressionUUID->"e7e4fcaf-edf1-4eab-b9ca-d0cef3aa9e66"], Cell[BoxData[GridBox[{ {Cell[" ", "TableRowIcon",ExpressionUUID-> - "41e0c0eb-f6ff-4569-a3e9-060a2f58b73a"], "\"\\"", + "ad30c944-48a0-4fc1-8b3f-38876ae0c88d"], "\"\\"", "Automatic", Cell["\<\ A list of 0 or 1 specifying the initial occupation of the fermion modes. \ Defaulti is the half-filling.\ \>", "TableText",ExpressionUUID->"94ea78a9-146a-481f-a33a-a03d3895c4b2"]}, {Cell[" ", "TableRowIcon",ExpressionUUID-> - "6b34b355-72ed-482b-b0ce-709b46f86b90"], "\"\\"", + "17a1a2df-c0f5-4221-af88-eacd4b7d3801"], "\"\\"", RowBox[{"{", RowBox[{"10", ",", " ", "5"}], "}"}], Cell[TextData[{ Cell[BoxData[ @@ -387,7 +391,7 @@ Defaulti is the half-filling.\ " times." }], "TableText",ExpressionUUID->"ef55ff0a-b2d0-4963-a42e-a2f2e191d946"]}, {Cell[" ", "TableRowIcon",ExpressionUUID-> - "2805b672-1355-4d9d-8972-172b1ae63c72"], "\"\\"", + "a6c12ac1-88b0-4202-b47f-2747aa38d1b6"], "\"\\"", TemplateBox[{ Cell[ TextData["False"]], "paclet:ref/False"}, @@ -396,7 +400,7 @@ Defaulti is the half-filling.\ "If True, the trajectories are saved to a file.", "TableText", ExpressionUUID->"7435d185-cd25-4673-b761-df92726f404c"]}, {Cell[" ", "TableRowIcon",ExpressionUUID-> - "c86d2092-df84-4fce-8f3b-3a76cc30866a"], "\"\\"", + "e33552b7-d382-45e4-8f97-0306321f16b7"], "\"\\"", TemplateBox[{ Cell[ TextData["True"]], "paclet:ref/True"}, @@ -405,7 +409,7 @@ Defaulti is the half-filling.\ "If True, the existing file is overwritten.", "TableText",ExpressionUUID-> "3ce44c07-34b1-4f06-b83d-7bf0a9fb5cac"]}, {Cell[" ", "TableRowIcon",ExpressionUUID-> - "5e3373ab-332b-436a-884f-a25be84c34bf"], "\"\\"", + "db1e80d7-97fa-47c5-9967-54bd985ea767"], "\"\\"", TemplateBox[{ Cell[ TextData["Automatic"]], "paclet:ref/Automatic"}, @@ -415,12 +419,12 @@ The name of the file to store the trajectories in. Takes effect only when \ \"SaveData\" option is set to True.\ \>", "TableText",ExpressionUUID->"8d76dfc6-f8f7-4c2a-bd97-d8287f2198b3"]}, {Cell[" ", "TableRowIcon",ExpressionUUID-> - "2e8fd326-598b-4403-bb32-c884b8ac2649"], "\"\\"", + "d566add8-61d4-4e92-b29a-6184ac6edf6c"], "\"\\"", "\"\\"", Cell[ "Which object to return (and save if necessary).", "TableText", ExpressionUUID->"c955d906-be98-4297-815b-193be82202ad"]}, {Cell[" ", "TableRowIcon",ExpressionUUID-> - "b4ec722a-eeac-4e77-95b6-c75a937f6b8b"], "\"\\"", "\"\\"", + "547e22f2-0194-44eb-948b-e4be744c238b"], "\"\\"", "\"\\"", Cell["\<\ The prefix part of the automatically generated filename to store the \ trajectories. Take effects only when \"Filename\" is set to Automaic and \ @@ -618,19 +622,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "02ebdd1f-0fba-4cfa-bbbf-27f87fe254ac"], + "5a17442d-4877-4a25-85df-b06df717237e"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"56bedba7-97e4-4648-a97d-e5703892e814"], + "Spacer1"]],ExpressionUUID->"4b3c7c82-d656-4159-b59e-e867266e5e14"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "65ff4584-195a-452a-9b8a-76d95bb1cb2d"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "e1a8f690-197c-4077-9466-881a1aa39960"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->19529403,ExpressionUUID->"b82eb287-c504-4efd-a740-d33aefec64f0"], + CellID->1797135194,ExpressionUUID->"4a002972-f8b8-4c46-87bf-068b37b4566d"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -664,18 +668,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "0e1769a4-a8cc-4554-b6e6-11f9b52f1ead"], + "e80e8516-44a3-44a4-8b2d-10ae2e9d8bad"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"69f8831c-c620-4599-a1d0-01bbb563f2ad"], + "Spacer1"]],ExpressionUUID->"78a7f3d5-fdf5-4862-a81b-e29e6bb9ebb0"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "6bab03b1-058f-483e-a3e4-0eea803481fb"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "94ef1e0b-c6fb-4790-a95f-8668cbc75205"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->1813161877,ExpressionUUID->"27889243-cd0d-4779-95be-a79e0fbb1c65"], + CellID->93710503,ExpressionUUID->"c509b198-d730-4dee-a6b9-092ab25a8e7c"], Cell["The bare fermion modes.", "ExampleText", CellID->684906366,ExpressionUUID->"f99e3288-9356-4a84-b795-64484dafc40f"], @@ -723,7 +727,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`c[4]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->680383725,ExpressionUUID->"9c6d56b5-1f87-4305-aa8b-a182f722f06d"] + CellID->1865150317,ExpressionUUID->"7ff2bf55-248b-485d-ab50-3bbbfba92f01"] }, Open ]], Cell["\<\ @@ -748,39 +752,58 @@ Cell[BoxData[ CellLabel->"In[4]:=", CellID->199574254,ExpressionUUID->"0a37aca9-e0df-4395-af52-984a443f9340"], -Cell["Take a Wick unitary.", "ExampleText", +Cell[TextData[{ + "Take a Wick unitary ", + Cell[BoxData[ + FormBox[ + UnderscriptBox["U", "_"], TraditionalForm]],ExpressionUUID-> + "6cb7532e-acdf-4f97-823a-3fe0c6558fa3"], + "; that is, ", + Cell[BoxData[ + FormBox[ + RowBox[{ + RowBox[{ + UnderscriptBox["U", "_"], + SuperscriptBox[ + UnderscriptBox["U", "_"], "\[Dagger]"]}], "=", + RowBox[{ + RowBox[{ + SuperscriptBox[ + UnderscriptBox["U", "_"], "\[Dagger]"], + UnderscriptBox["U", "_"]}], "=", + UnderscriptBox["I", "_"]}]}], TraditionalForm]],ExpressionUUID-> + "4cdc8f3d-021b-4aeb-8cd0-62af97d6d9b6"], + ". It is important to make sure that the unitary matrix in the Nambu space \ +has the block structure, ", + Cell[BoxData[ + FormBox[ + RowBox[{ + UnderscriptBox["U", "_"], ":=", + RowBox[{"(", GridBox[{ + {"U", "V"}, + { + SuperscriptBox["V", "*"], + SuperscriptBox["U", "*"]} + }], ")"}]}], TraditionalForm]],ExpressionUUID-> + "bac33e6a-c582-47ad-b133-e67860fefd2b"], + "." +}], "ExampleText", CellID->597906630,ExpressionUUID->"ecdaecd9-ee87-4582-8a6e-221220ee0094"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ - RowBox[{"barU", "=", - RowBox[{"RandomUnitary", "[", - RowBox[{"2", "*", "$n"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"u", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$n"}], ",", - RowBox[{";;", "$n"}]}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"v", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$n"}], ",", - RowBox[{ - RowBox[{"$n", "+", "1"}], ";;"}]}], "]"}], "]"}]}], - ";"}], "\[IndentingNewLine]", + RowBox[{"SeedRandom", "[", "0", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"wu", "=", RowBox[{"WickUnitary", "[", - RowBox[{"{", - RowBox[{"u", ",", "v"}], "}"}], "]"}]}]}], "Input", + RowBox[{ + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}], ",", "cc"}], + "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[5]:=", - CellID->2022514011,ExpressionUUID->"d863df2d-6478-4bd6-ab50-5ffca82cbcc2"], + CellID->1087478920,ExpressionUUID->"a710c34b-7c08-4139-ba22-28c11ba971d6"], Cell[BoxData[ InterpretationBox[ @@ -804,9 +827,27 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -839,9 +880,27 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -928,68 +987,71 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.09731457320944077`"}], "+", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.36614880435266234`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.1615971642079726`"}], "+", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.06522863604494963`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", - - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -1008,22 +1070,22 @@ Cell[BoxData[ BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -1100,71 +1162,66 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", + RowBox[{"-", "0.2621644795854893`"}], "+", - RowBox[{"0.44290155180873547`", " ", + RowBox[{"0.31561570164137387`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08052218231531742`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -1183,22 +1240,22 @@ Cell[BoxData[ BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -1218,43 +1275,47 @@ Cell[BoxData[ "SummaryPanel"], DynamicModuleValues:>{}], "]"}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Editable->False, SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[5]=", - CellID->2009808540,ExpressionUUID->"7d39d468-b389-40b3-9232-a052f8e4e347"] + CellID->320688168,ExpressionUUID->"8eb102bb-1c4a-49c5-b2e5-31868a086b78"] }, Open ]], Cell["\<\ @@ -1264,7 +1325,9 @@ Construct 8 random circuits and simulate each circuit 5 times.\ Cell[CellGroupData[{ -Cell[BoxData[ +Cell[BoxData[{ + RowBox[{ + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"EchoTiming", "[", RowBox[{ RowBox[{"data", "=", @@ -1272,13 +1335,13 @@ Cell[BoxData[ RowBox[{"cc", ",", "wu", ",", "$p", ",", "$T", ",", RowBox[{"\"\\"", "->", RowBox[{"{", - RowBox[{"8", ",", "5"}], "}"}]}]}], "]"}]}], ";"}], "]"}]], "Input", + RowBox[{"8", ",", "5"}], "}"}]}]}], "]"}]}], ";"}], "]"}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[6]:=", CellID->2036842999,ExpressionUUID->"d9930054-f77b-4370-bc67-77d18a52936a"], -Cell[BoxData["2.276818`"], "EchoTiming", - CellID->1157937552,ExpressionUUID->"5e3d74b7-cd26-4454-90bd-8d8cc3a7ddd7"] +Cell[BoxData["3.826019`"], "EchoTiming", + CellID->1266798656,ExpressionUUID->"b46c6eb3-610e-4270-a562-36bc808add87"] }, Open ]], Cell["Check how many random circuit has been generated.", "ExampleText", @@ -1294,7 +1357,7 @@ Cell[BoxData[ Cell[BoxData["8"], "Output", CellLabel->"Out[7]=", - CellID->551570897,ExpressionUUID->"6571bf02-e2a6-437c-a860-ee5af5f019cd"] + CellID->1338129406,ExpressionUUID->"5f59542c-f6d8-4b9a-a9ee-acc0f9a7ae33"] }, Open ]], Cell["Examine the output states from the first Wick circuit.", "ExampleText", @@ -1436,9 +1499,27 @@ Cell[BoxData[ AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -1471,9 +1552,27 @@ Cell[BoxData[ AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -1497,13 +1596,13 @@ Cell[BoxData[ PaneBox[ ButtonBox[ DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", - "SummaryBoxOpener"]], ButtonFunction :> (Typeset`open$$ = - True), Appearance -> None, BaseStyle -> {}, Evaluator -> - Automatic, Method -> "Preemptive"], Alignment -> { - Center, Center}, ImageSize -> Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ TagBox["\"Type: \"", "SummaryItemAnnotation"], @@ -1556,68 +1655,71 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.09731457320944077`"}], "+", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.36614880435266234`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.1615971642079726`"}], "+", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.06522863604494963`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", - - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -1633,22 +1735,22 @@ Cell[BoxData[ "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -1721,71 +1823,66 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", + RowBox[{"-", "0.2621644795854893`"}], "+", - RowBox[{"0.44290155180873547`", " ", + RowBox[{"0.31561570164137387`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08052218231531742`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -1801,22 +1898,22 @@ Cell[BoxData[ "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -1836,52 +1933,47 @@ Cell[BoxData[ Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], - Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", RowBox[{"Measurement", "[", - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "]"}], ",", + RowBox[{"{", "}"}], "]"}], ",", InterpretationBox[ RowBox[{ TagBox["WickUnitary", "SummaryHead"], "[", @@ -1902,9 +1994,27 @@ Cell[BoxData[ AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -1937,9 +2047,27 @@ Cell[BoxData[ AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -2022,68 +2150,71 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.09731457320944077`"}], "+", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.36614880435266234`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.1615971642079726`"}], "+", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.06522863604494963`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", - - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -2099,22 +2230,22 @@ Cell[BoxData[ "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -2187,71 +2318,66 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", + RowBox[{"-", "0.2621644795854893`"}], "+", - RowBox[{"0.44290155180873547`", " ", + RowBox[{"0.31561570164137387`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08052218231531742`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -2267,22 +2393,22 @@ Cell[BoxData[ "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -2302,47 +2428,51 @@ Cell[BoxData[ Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], - Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", RowBox[{"Measurement", "[", RowBox[{"{", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]], "}"}], "]"}], ",", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], "}"}], "]"}], ",", InterpretationBox[ RowBox[{ TagBox["WickUnitary", "SummaryHead"], "[", @@ -2363,9 +2493,27 @@ Cell[BoxData[ AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -2398,9 +2546,27 @@ Cell[BoxData[ AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -2483,68 +2649,71 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.09731457320944077`"}], "+", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.36614880435266234`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.1615971642079726`"}], "+", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.06522863604494963`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", - - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -2560,22 +2729,22 @@ Cell[BoxData[ "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -2648,71 +2817,66 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", + RowBox[{"-", "0.2621644795854893`"}], "+", - RowBox[{"0.44290155180873547`", " ", + RowBox[{"0.31561570164137387`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08052218231531742`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -2728,22 +2892,22 @@ Cell[BoxData[ "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -2763,41 +2927,46 @@ Cell[BoxData[ Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { @@ -2817,178 +2986,198 @@ Cell[BoxData[ DynamicModuleValues:>{}], "]"}], Q3`WickCircuit[{ Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], - Q3`Measurement[{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], $CellContext`c[3], $CellContext`c[4]}], + Q3`Measurement[{}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], - Q3`Measurement[{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1]}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], - Q3`Measurement[{}], - Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Q3`Measurement[{ + $CellContext`c[2]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1], + $CellContext`c[3]}], Q3`WickUnitary[{{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}], + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Q3`Measurement[{ $CellContext`c[4]}]}, { $CellContext`c[1], @@ -3129,57 +3318,51 @@ Cell[BoxData[ InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "5", "4", "1"}, - "RowWithSeparators"]], - $CellContext`c[5, 4, 1]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", @@ -3201,51 +3384,56 @@ Cell[BoxData[ InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -3264,7 +3452,7 @@ Cell[BoxData[ TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -3283,13 +3471,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -3321,19 +3507,17 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -3747,68 +3931,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.4340849306800596`"}], "-", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.11733077534610525`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.055431638140259754`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -3824,22 +4009,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -3912,70 +4097,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", - - RowBox[{"0.44290155180873547`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08052218231531742`", " ", + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -3991,22 +4175,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -4014,6 +4198,7 @@ HACo2sx4 InterpretationBox[ RowBox[{ TagBox["MatrixObject", "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ @@ -4080,70 +4265,72 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.18115468807599375`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.060622711803628083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.012858043978625694`"}], "-", - RowBox[{"0.11198593324513041`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.35646384780453366`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.30598615622990827`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05881053884122235`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.4708491885036206`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6156736556443742`"}], "-", - RowBox[{"0.25244933168662087`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02831667617560113`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.004908733377296248`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.041924100884302054`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.007741947552095695`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.24259497601022262`"}], "+", + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.30507006751772947`", " ", + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.14870364336919026`"}], "+", - RowBox[{"0.48105438580018695`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3735446580512588`"}], "+", - RowBox[{"0.25907217168777213`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.651283531251321`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09965607210472253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4408926680755911`"}], "+", + RowBox[{"-", "0.00877363617654349`"}], "+", - RowBox[{"0.42598473856256935`", " ", + RowBox[{"0.01494295849690793`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.24737746704016716`"}], "-", - RowBox[{"0.5022802985841684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10182925461337411`"}], "+", - RowBox[{"0.33593869799459225`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.199408104684111`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.11720650121625686`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.521423241284259`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08573475908488075`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -4159,22 +4346,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -4247,67 +4434,66 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.012505187475293007`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.04084924755114033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.102886363908164`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.034083698928516516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.25687956818112573`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2981536977402794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.31406622925080735`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.47357269884470254`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.06893107615738917`"}], "-", - RowBox[{"0.28466832693232685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.38894153817288984`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.153519140379273`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14379476667724106`"}], "+", - RowBox[{"0.33397248217937314`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14665392506657265`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.14999120568614824`", " ", + RowBox[{"0.022551499983490292`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.021734524937425594`"}], "+", - RowBox[{"0.0432251806978573`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.1677371581091596`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.035695548848700756`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.40926834539005985`"}], "+", - RowBox[{"0.06603476607998171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34157031520823644`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", - RowBox[{"0.05129523067950293`", " ", + RowBox[{"0.37095993310128994`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.16774613988004144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.225655277072902`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00803305453676556`"}], "-", - RowBox[{"0.021995118021503904`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.09714752480970831`"}], "+", - RowBox[{"0.05391368675976281`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.061760768552954814`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.02329153388866037`", " ", + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -4326,22 +4512,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}, + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -4416,64 +4602,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.20991643627763132`"}], "+", - RowBox[{"0.5577406910885601`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.15713526050053836`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.33675900101843914`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2474968927433882`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.6156328962641477`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13739556974446743`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.11723619170167478`"}], "+", - RowBox[{"0.11634408366132243`", " ", + RowBox[{"0.08226303526605327`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2019772532410719`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09629092546340579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.01311591492983473`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.002040281413460812`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5042949310315591`"}], "-", - RowBox[{"0.15935356972232817`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.41604331285364227`"}], "+", - RowBox[{"0.5567148632504132`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5905887660385458`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5917130426563681`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.27440553128528117`"}], "+", - RowBox[{"0.051882364309273066`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.46410334078474175`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.08745871234884267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.28840330432645045`"}], "+", - RowBox[{"0.5370247278461384`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09727281618814543`"}], "-", - RowBox[{"0.4251726947214757`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.19615557804295436`"}], "+", - RowBox[{"0.20297435812067985`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02023138254715448`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.11137525641609`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2857933765171885`"}], "-", + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.22307200480621522`", " ", + RowBox[{"0.36570355095505475`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -4492,22 +4681,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -4580,66 +4769,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.3996461708933473`"}], "-", - RowBox[{"0.19593820197306547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14831222441440423`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41999984340668955`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.23842571640445276`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5479718511577991`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2724834130908451`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.0633687691939085`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00034559501604113085`"}], "+", - RowBox[{"0.3970827700107563`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09038215372333014`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.18111487149699826`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1333651935328348`"}], "-", - RowBox[{"0.24635072986108097`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20670041081890747`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.6482196773821932`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06792647132477296`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.7466172337313368`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09937554402378643`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.13586319279499448`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6792360657321856`"}], "-", - RowBox[{"0.10361224557407907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20761637735224092`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2208382347357326`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17837001887568327`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09187489939370964`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12233037196247185`"}], "+", + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.10976256865639583`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09095852663966021`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07164664525064873`"}], "-", - RowBox[{"0.2907134789193454`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5113101533790915`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06515321298591878`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -4655,22 +4845,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}, + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -4745,64 +4935,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.473710736282878`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3980600635547612`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.14890782345678455`"}], "-", - RowBox[{"0.070247228365721`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34242598997866214`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.23549518439930822`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.22618037920324308`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2554635621264281`"}], "-", - RowBox[{"0.32711693319777513`", " ", + RowBox[{"0.11047661244174078`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6193021828457277`"}], "-", - RowBox[{"0.1449239471239273`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09664379070945783`"}], "+", - RowBox[{"0.22024363660069912`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.512880413233891`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12047179078042838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.17279975645832446`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41173636587819873`", " ", + RowBox[{"0.09641151687286514`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3675030298091308`"}], "+", - RowBox[{"0.5411770449662627`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.40676478475472666`"}], "+", - RowBox[{"0.3423019814159452`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9610124539496843`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.029566858001993768`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31130797942703703`"}], "+", - RowBox[{"0.6609210875861877`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20476687273928368`"}], "-", - RowBox[{"0.20940927658482447`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10587920814398327`"}], "-", + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11592814105183623`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.058194090642899765`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04633762187626639`"}], "+", - RowBox[{"0.37156097014999256`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5567693974142289`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.16320017812537857`", " ", + RowBox[{"0.41316719904942195`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -4821,22 +5015,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -4909,68 +5103,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.6382416591514937`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.23070222330096132`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05489800037650852`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19376459978980481`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.04574731578706234`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26480847210604913`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4021005644104277`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.37925488723831086`", " ", + RowBox[{"0.04510958570261943`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.09083180722648443`"}], "-", - RowBox[{"0.7809678331192994`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17815075429152644`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.021488793194890138`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18335769636928329`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.39761091167663987`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09722721095603323`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41634582574917733`", " ", + RowBox[{"0.31745858462564497`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20301381732249188`"}], "+", - RowBox[{"0.03648941256057566`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.602753813755454`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.015167659402733062`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.8568775360913131`"}], "+", - RowBox[{"0.38861190960822894`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26632398173994687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.32900379591054485`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.008851768247553363`"}], "+", - RowBox[{"0.029068202106085572`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06470692394692006`"}], "-", - RowBox[{"0.15742176284434192`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07795077274116374`"}], "+", - RowBox[{"0.2904671042221048`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.501255061489724`"}], "+", - - RowBox[{"0.05382902966459985`", " ", + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -4989,22 +5183,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}, + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -5029,135 +5223,136 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}, { RowBox[{ @@ -5185,99 +5380,95 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztW3sw1Wvb1oFKse3SgRTKK52Puxy7nJIor3OpdskpElGhkrZjZROlIqJS -DtFJhaJS5BjW+q3lfD4sazktlkgq0eeb7/33mXd+M/ubPXvPNmPGrLln1n0/ -z/Vc93Vfz0Pe5pip/RQhIaEF//n937/lBBYr55wrgNB/fiTTS9quGlVA1evV -gZglDMRuvJu+5Usluu7Kc0xSe5C0VSYhcwGFGPmh/dd2NULf089dsIGP3B4P -zfhZ1TgVmyRqAx6eZlolKWwVwM6rebRLvAnh+lW8TLkuXI95PzDHRYDrt867 -3ltfgbdDLtzbBhkod7u/U6+dg4Gpq7xWWbKRHeJrmv6vXFQlLEv4ZMDF4V+t -GA/3UEhcb3bDbW4zdlToLtkWwUe2pJr2kS4mvqVLTHHY0QDXpOThoO+9KKgs -K078wMAhTx392KwKDAbfiFST68GOuEKJbWIUTrhzfkz93gCpz7u7W+X5+DKk -vtd1PxNlCQri4ZZ1uBPD0Nx4rZd2PN186NZLdz3p7hdp3+l+TsKVRuRvLUGi -bMwvuzmYK8mF+gm/6N4FAtjfrJOV067AvrSwwEvG6eDL5OavLuLg92uWy0e3 -snAnvzBRwrkEd79HTC6b2wnzjPDUsgQ2Vt6rDfSrfoCvLtYJRzTb0WogWOCX -ysLInZVro3I4UMyZOVwe3A/V4Q/7v3xiQcAcV2wXycfOb6tvpfdwkWRQw7eT -YGNTooxM5+b36HIzvnX3DRdFYmPubTYUOpSvyK4+0Azb82nbvOP5GIgddzmq -y0Du1x6ZN25VGDTZbHT+fQ+qQ1wUZHaxsNtW9WyheztG1helRI/30Y6nmw/d -eumuJ939oosTEj5J31ue5DUr7/EHWJvYLD5tGIF1dyztlg7XwlLKgGkTToE5 -qvPiwM0WTJ0dIsni8OFebeZXlMyAePbQ5jJ2NR6FrSq9ItaLo8Y51re7KyAa -ZfMy4SEXt4/VJFatFcC/QHtW83AZZov6N7aYxqCp3Lrk27EGXFt88Yt7BRNW -WnWND8br8VrNdCuX3wvbZtXVNWoV2CY6KNrd8wgDp6JCGzracfDt50sGwUwk -lWmEOX+uw7K4qPr4jF4sFbXIc/xQiRa5p4Ufu7jQD5XozfxFANGBWuHD2gyo -2s9pEOm8BcW0neun1jfSjqebD9166a4nab+IeKj7tGV+IwsR+77vMDzWAeeY -sd8zK/oxu7huf8AJNtwMpjEKlR5giZjn51zRdiKPkfBJwom0388zzRdXgLn/ -3wMBxzIROlUQOnlyB4LNLLqnstjIeaGWtXjqKzh+dnOX8OvAgWtaalXTmeiv -n34+Q6cCG47/tHhJXzfahZ71Hw5iYVXz2+u2qhx8Tl12zN+0H8tSL3AHvCiM -O/mrhBsz4XzNe2P3/i44Li5QqIliQDND5eSAVCXytl8JGt3RA2HDJwMbpzFh -3dooXatYi9pwzH1i3ot1klTZu2oKkyWK1AP9ymC5Xc9qfm4nuKPhd3OiKaze -3HN+A7cFx9/K3NEa4tOOp5sP3XrpricJJzauFe7zpTqQY7/8c9SiXhz5fY1p -ygsBTHdFvKMuVCBwqt3pgLVpGFU7czzRnIMlQ5Xvk2MpGDkucpZVZeBZtmNY -xET/JPVTEk+S8E+qS93+0K1pZhSiSw4pXUi5B2Npi5UDJ1oQsHzT1+5OFmYd -U9Bzie7AmahHvRbcfpgsiTz4qo6B64J1dozAGqT5Xx0q3TBxThutahIUmXj9 -Velte2QtPJzjzy862ouf71k0XFlD4Rnl+cOquxH5updlAsz4eHXcM3NTGBs3 -BjrKzn/NgUSg0+nm/g6YRDb7S6Ww8Mkk8JKeXiG6tIq17A/z8P6r8li+FhNf -7u8NDR2pxQZjVpK5by/teNr50KyXtJ4knJTqaP724xUD4dOSFtZJ12D1mP/G -ezK9uBP4QD9ErAIs9Q7Tl9sfYUpP1NqTz9pRHM5PjP61Cm+RO8lVgofKx9yI -yyoCBM3Qkl7IYuGoqPAaRf0JXrCInbv7fT9Rd5H6KYknSfgn4UQyJxqcSUx4 -zrCY9yP/Ds495h3wSW1Csp/0x6xXdZAWN/CxVu/Es31CopSlACPfXI0Uz7CQ -umVlsmVqEX49GWQcls7DoRZ5v4GHFJoX7lG/k1MO2U8XHZnCXQhpNDxRvp6N -fa5ijvc3c/FZdZezuYIAS/4dcmLjRwbc9l30dKutwewDN0/t0O1Fk5pWlLAs -CyuGVpYEl7ehghvC78zqox1PNx+69ZJwsuC20PGtMU0wFY8Jna/Xhc3T1o++ -dBNAz0lJ59VlFnqF1p19a8NBhOGVdlvbfvQHxNw828PATnnn61t9KrDbUYz9 -s0gP4PQjvSmQQj/b64WdcQsmX6+avLSSD+0nUtk6Zyb6js79WxUbE8CfOxZ+ -oKSFqP9Juo7Ur0k8TDpfpHXjp/kKHy4tgeNPYZlLzMOgq53wOnasBiMLXEX5 -ORRqHRvGJL1aYaCgbPJgRR82n9aeWvyOBd+8qYaPIgrw0a6o+LQmD0Zhsm+D -ldmI+mYu7CGSB6dYjQUp3lyYB2ZsLjzJQr6tl5Dsj3aYr5MxeqnSjwF3KaXe -QgqmjTe3iGgnYnDG4uSlyq204+nmQ6qXhJOW91JFOybwGUpl9D/a1IrJ3Cca -XPE+SFgpPOfeZ+IHp8hDTZKNtrjxyzFO3dC1LPbSFKLQKLFHW+N2A0wLGh6e -FudjiXOzn5wlhevfls/1VaKgKt0W632tC3nGjfcWj1PImKS80WBPG549sgts -utiHRmX/R8nfKbxuF22abVMKg4LSOeX+ncQ5kaT/SbqO1K9JPEw6XyScZGfe -zgjgU/CNfrzau7EUzbMWl5rFdULucJZujC6FF41nYoeOUJj7r7ww/acTOqHM -5pj5xHnJP1sktEu4BUe+6Ge75vMRf7OhXmUfAy3blcV/5FZhjY1bYmBlDy6e -GLhrmjwxd69+5+B2qB6t8qfsp5T10o6nmw8JJ5M8NHZ8bO+AYn4AhxPcixiH -0ifKeQL8dJhKH3Riodln+MMT32TkL3Vpje9uxYrY6U0evzAhmCv3YYGADSnF -6BWexd04sbPFRPgdGx/nqIQMCr+GsUOtlFBcB3akBCnaz2lHbJWSbM20iXpE -X7RcjRVgvUZBxPMRNo6LBjy3z3oJc+NXVT5aHXh5JUChfULPfNlfMVMS7bia -aatj391H9CtIcyhpviDpRpIeIPE86fyS9uWEcqn5DAkW6h05bbk6STj5+88e -ORda4XLvW/HZcRYsPKX2NHd3YBdnlsaoiAAbhK1dsjnVuOfwIG/uaR70+4Vn -FugI8MPqrnKbOBtKkVItYoUpeKuSoLshro12PCkfEk5ULL2rV6xlobgsP3a8 -vQQuAm/tkrWdMNy1xGrpShbOnXs688WXNsTVFcwfKe3Dnr42V7vgCsTpxeRu -+/4YOZNklxqocLBeJVB3ix0LvOgG40X57Zh3R0pJVL4fez1Tl2acZkLpV3Xq -uQsbO7cZBhy63A3jx8nuZxZT6AqMVg8cpcBbvsZ5QNCFZ25C377MZMHGWU6j -q+8DUHY88o5TJ7ziwpsuRzCwfJ5iy8YL1Xh8UCY2b6yH6GuR/ArSHEqaL0i6 -kaQHSDxPOr8knFwS9dDIXM/CE7lvGR7ZSUjNnrve8WErPr3PMgvqYENCfrKY -WWMWqg+r3ZpyqAMB7y0epQ9QiMsUk/FRasN98yUbWk720Y4n4aRveFx+2mg9 -pJob9KdHdGJmjIjKioMCtBie5Mx/zcS1kfDHJx/UIznr65xzDb14E1UhbtVA -4fsNiTHrxlZ0BlZmzLDow+cGZ4XLSyk8HeG1dsY0QuTRqNFCHT4knMOiPd5Q -0A/aarpbqxxjibY/p/R0onf/qsFMNwaUzMNPRohXY9DunMXFjh4ELEz//Mu2 -CrgryzcF+3KRIXb94cWVAmiv4SnbTeD/olP0d4foNkSe6jghldAHeYcIuSZ7 -CtNdQ+KT65jQfMfOuXWmi+ivknwzkh9CmnNJ8wtJl5L0BqmPkPiBtO8d399M -vdDBQnKV0i/561KQVjB71bxjbVjBln6gplcHzslN2Q0ynXjMjNd8YyYgxpNw -0pCQvLu6lYXjV/yvXrmdj7VzTk0vncmDnSu3bdLxGrjr2D/UvM1DmuF5hs92 -AYIj8gan/ELBWkSQKJ5EwcRzqTfvQxduGHgmpY034KqigV1aTSfeeoxOH7YX -4OV7WYu9imwEL3wtefByHiRCHWaHRnPx25CsQixrYn4ZaK4VLWJBV/2LgqJ+ -Ny5Ra3ebHGBB2ubxaSefYmgynLiG7Ty8+3SKt5zfCqMB1yD3CZ20zpXRIn9J -gMk+87PPO7OxZ7kPLz/gHW7cFZ/dtIyL6XGRO+98ZYK3tkdzlTcLZziSKrrL -uok+PMlfJflmJD+ENOeS5heSLiXpDVIfIfEDCSfWO7l6+2rLserAC4aKexwe -NliMhDs0EnGy6NPqGKfptaiZl3s3uogHN0n770cNJ/hTJPFSVhwLniWRbbOu -cDB2If5lrmc/wgNVEz9uZoNz/E2WnlkqfK25cVRxGyhbn2uRXgx0zemLn7e7 -EvVW7avP2vXg28UHfeLJbKwx8d4b4fsG+5xz3UQKO+BhFLT/yR4mGNThzn8/ -ZEPETF418EE32KXJZVdKKWzImstTTGjF2N5NG4I0+rBR76XkUVAIUjdq9zjU -hFkR+p7xR/l4dnb3SjDYcFgl6hXj+BBntUK8f3dpx7OHBZt/tWDgVOVp3teo -SkR+LEi86duDg0VyRWdCKKzhLYo59JoBry3VrDL1f/jnv/HJolN1KsYGbcjs -Fa/9dLMby2HLFI8QYOBWuMP0EBaw80eM0XAyhhPWjSaJtf3DP39z/qHLJySc -/MM//8c/f9f5i64+Ie073fgXxnH1xwLqYVpt5jXk3gmFrHjbGfsFKOqy2v/O -owIqh3aL+Wk9hY/DfTeL45x/5q8/ef6iO++Q+giJH+jGk3Dyd52//ir+M13/ -hLQvJL1B6iN04+nmE2fZWd67i4KMQlhaaXET7l2dVKLhz8cqsZVfF0WycKvJ -JUW9uhB7o8aeR53n/eM//xf/ma4fS+J50vkl6VKS3qAbTzcfEk7+Kv7zn3X/ -Tvd+h7RuJD1A4nnS/ELSpXTj6eZDt94gk5lvlLRbkTwUkKQm3o2dgz+JaAQK -4GKTPtJsNqE/IgZq7HSeg/dGqGxKKucvf/9O976YxMOk80XSjSQ9QJpzSfML -3Xi6+dCtl4STP+v+/Y96f0j3/QmpLlK/JvEwab4g6UaSH0Kac+nG082Hbr10 -13PwiMQZjXwWUq79tG6XdAeaU0IFy9P6MUVZW7XAiIXsj/eXmg4Vw6THembd -KO///f0h3fdsJJ4k4Z+k60j9mjSHkuYLkm9G8kPoxtPNh269dNeThJM/6v0h -7ffSBHySvpfUT0k8SdL/JF1H8itIcyjJXyX5ZnTj6eZDt16660l3v7JC1m3L -Su9C7fbkx2cj+1Cyx2X84PAf938ZJB4j4ZOku0j9lDQnkvQ/ydci+RUkH57k -r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiRaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvvSmKojjOOuff57fWu9b5rXO+cz5rWcuy7mXf93Nf +z3Vf9/W+FB3dLPeKDRs2bOo/v//+s0LnlnmyfgUY9s+viY+K6q+ac7HMK88u +WomFG4tvP9L9XorW24p8i+R2cLytPAZX0Qh4bi0Za9SAWbvjJ18UivCtfPHI +lTYVSN7FoV0UWxD/dq3qQqtOyIR9tJo+SCF3qUcqa0c9bE6bqVr/LoKQpt1s +zlHI0zinXbv9LjRPtCv51tfixO24BjFeBXJsXa+aG7ZAziL960ObTjirGihe +LOPgw96x8ruDU+D4YUpqslcDXj6/xD25jgOntF7z65eS4e2/MYhbWQ8rzz6z +bVM44KUmK7byk5C3PyfjQEI9pg0Eq4SocvDC40LiqvOvsDZ9+aKw600InxQY +6q9MIynw6ylfXj1Ut7T+uvpCxDieaT5M62V6nkz7Reo709+TcDXacMZd1jc2 +Zm3W0p11vArvWJN7TkkIEbs4heKN46Df31o5RaEJlzZE7GqZ0Yl5HgF3Vtew +kbJHN1xLpQqiAfGK7q8CbPL4GqEQwMbV6JcuXds4yN9mHEmfb0OWW+m2yCk0 +jDjeN2Wy6iE70Uzh00MREqoLJ+c8oqHS+6b0VwMfLQ+lokdFdcA2o7f21BsO +WEEdfSPsmrBR2FusrtaJMz7H9D7PZWOy6R/aX0ZyUTZp53cR3Yak4icfnLVp +hDio1t3PKkKQyg3Z8yotCLv36twINQrelLheVG41Sk2df3tmImQczzQfpvUy +PU+m/WKKExI+SZ9rdTaDu3cnDfkTkeG7A95hmnVXN4vfTPz7OSrVcjrSbFQd +F/bsWluOpsllvQnbBYg557aQz6egZXBmB7uvDt9jBhXf7BJBs39lrYM+BYWw +pU5bAymovT3Zo5rfitsi48LgcAq6JRfkpryohe2xtYN+AiF2HNpbgjgKkxX2 +t49ewIJc7vue7hmt+JpbPiPgOBvXtn7YveR5BercLLXrkgSQ08kueX+Ihdzh +n1c+G/UJ++QdN8rx22EtHXSxlc/C2qMmp58Ec2GrPSnp+Nh2xvFM82FaL9Pz +ZNqvh1UdGongouOpOc/2eyoSzCL0xNoaMHaJnuZBNRrtuubluVEJGL17+Gqz +23VEHmOKTy97+kBH01ucNG1NS/p2ChNuaBvIiD5ijt2WVUlv2TgfK/WgpYJG +l5P9oOWmNpissXFcFlkHekBsyv4VbYjpGv8sP6gT1ZmecuMDuJiHWRGebQ8R +ECh1/cRiPt6f6ld938uGu9L7vHt+NIIDl+UVqLVBfUla6YxXNBZ8mlafJ9OI +MZx7twZTOjD1iXB7WTmFTVkyq9y5ddhwPH7VBgsRcoz0olJesOHKvZH+Nq8S +r96uHdNaI8DSxqeRIwO56OPKDhauT8dBvysZUTZ8xvFM82FaL9PzJPXrzrsa +Wd5ZCoFKxRkwqUXBZaPTdzlCNIYcq6n1p7BA2v/6nolscMLmONZubMVKRZvU +ZcEczBdzGCtm+AfCQreZSfU2EucpiSdJ+CfV5cgxCrGT4CK/6vBUQeUTiIvV +pjrObcSo8DjtwDUsaD23nJuZV4pq8biKyZfbETT4KX+zAhcG2Y63tCwew3p/ +cOTTAT7G5hl1l2xlQVWyd2Dn0494FnEl6TGnHfWh06wvLaVQPp4z21+TB/HR +6eP2OArhnPZDzduCjTvRdsoDTzn43L9CwT2jDT/XxGUXSLJxJulthGj10DwW ++pyxFbbhUKGaACk0rMt6qx0XFGLB0Ypvuo7NjOOZ5sO0XtJ5knDSo++yf2NT +Ca5H3CxviIuF6xyeWbJHNTwPbhh+TkRjxkUp8914A+XHIeu6e5ow1b4mqO47 +C5ua/RTfd5fB0ke8e/h6ARS0BGpO0VXItndeVfSsBdri/V5bdncSdRdpnpJ4 +koR/Ek6en4Nx26siGGc1rTeaGoJUavocu69liJQ/FNFkRkP9ufpvI480gLvp +u43xgAiRWdzcQE8uWC4DCwQGGajf6KH6yJ2PUZ6sRJ+h+FehJmIPRhZhqXTa +vpjBZhS3SJfVRNEY8D0aVvC0EKsXTw11PdWMY+YWbV+8aCyOPhzoMoaPD0e+ +KLuv7IDOsyDVWbdLkbjhkrRyTRPkWfFKSUs6GcczzYdpvSScXPtk1WMfTiPl +VfySPDc+llr0ynCch/RhnbRbrQobcnHpRsrh5Zgr4eX8u4sA+usapBPuDc1T +QZvuHjkODpz06TJ0bQPlWHZg8SEK1yI1jh6MZmNs5ExFgWsrRo+Z6GU/mQO7 +s3IZoZKvkZ1yTp+d1UTU/yRdR5rXJB4m3S/SuXV9HrXMV51CVrXGrptydyAx +W6EpaXot3jyZKFary8KvCQZdww0+4tuD6NPzctsRYTnfvWMJjdgPa7Rjpzdg +G6tPEFopQqjP6BlbMyiELFwUuTS2BP2u/cvCBlpga/zE2M2RDWFRY3+3SwWg +mZuQEimA0S72YY0hHn7kcfW3H+bv8bKl0C3Jj3k803xI9ZJwkuV319Wthsbr +0LtzErwakcUznaNd1gGtvprhdVdZMGhJnOmpWIqAKrN0/Q3tiB0epfTFkA1v +tW+dByQqMCG4J+3w2SHqVBmf6XqMRmb2z8fXCt8iYOaDoNTcZpwSPzy3XYcL +mc0ZdpF9jzCiZP+h6Ao+eDaP6rRtufimuHpbdmATZMYlpCtpkPdEkv4n6TrS +vCbxMOl+kXAyce3mr/PN2LBts7jese4W5DI97Oz7edjTnCLPm07h9qUgtdF7 +qnFI8+fJW7pC3A2q3DvTiwPuIievynkvcCRzRCl7YhM+l6Qtj5xJ47lPdl+q +QzEGtSxKxE1bIJ+cM8U0nsKPnwWK9hJ12LFhJR3YL2QczzQfEk5+c86LH8ur +RusOPR9r2Vb4714vUejSiZ6YA1GTYziou/zUXFHnOZY6bAnOrGiEQrLRkQf3 +aHSP+5Fvm8qHw7fw5VFnOvDrVU5kTA+NYQKdwaKSRngvvxC3or8Dm+i5VVqx +bOg/+ellq1+J1Mz1tV5vBDCJ645RWM6Bpun7r3TXSyyT1M128mrCDd+Arpcj +aGydqrOve2ICZqVI+5ocryP6FaQ9lLRfkHQjSQ+QeJ50f0l90XJav0+V9wGi +eycnvO6PgnxdWKXMlipiXyR3VPH3u9Ao0ku69prXACeLdxFv5nVg2pOQF775 +NNhLpAQ3HxRgUUz6iAbDZsbxTPNhWu8wQ9VI1RQKLdNMZy5ZUgfp4n3rM8eL +YHggXlahjAXh8Vj3AJ8ySP4ulVCpKcCha3NzP1fTuBx0ynZW/huond4RpiXT +jKhsydwopSHdG6OR0iCgEK4lN129bWhODY2NomcsOI3SqU+cUYbbPfty9WYI +UDj94rDXEp+g714gxdZvRn9f/PZf+p1EX4vkV5D2UNJ+QdKNJD1A4nmm93ed +Vg7/wk0aaxLLvyivTkSgd8ZEWZV6yNcLvKxyOHj8uC0s6sQzdJ4w5d5JakSy +uqBZ7QuFpNU7jaer12NRRPnBi54ixvGkfMIqLtm9OFOPltZJ51fktsHB7H7q +iIghPpE8Mdr8JYXHBmGn588uQQfba5FNYwv0+5xPqDlxkCIvEdJ09wV8Nwby +xixswkBxjHikNwXevBc3Rd9rsKnV3ar85RDvjT7XZSukMDJbT+UW7z3gYOl/ +NbYF1KqH5eKmXAweU4mLKspCYvGdgyE5fAymv1wwW5rCioYTj3dIViPceZLk +g9lCnLu8f4HBCC6ix14J752Vita1Dl0aCQ0wyHiVxtrxET/KWxu6pJsxYrjv +lQC9TqK/SvLNSH4Iac8l7S8kXUrSG6Q5QuIHUt/LCmzWJ/SykHx/1rvuzJs4 +qWLEt4nn4VP6aSl3RxYKjMXiNPxLQTnLUVWe7cR4Ek4uVl6OPzycA6V2Vc9N +ia8xMPuUoc6nJvixi/T5ryn4jcz7URhUh9TP98bIaImgU+yvfCWQxkdfzw/q +Zm/RWHFFcs7NZlwvqvljkiGFZ0dM2XQwD9XytotkPIVw1fA2LvThIE53aVqT +4QOc8PQ5+0K2AQ91xxzZl0PBbsp90zL7Ohz5I+ltl4IIlaUxlq5tQ/dIeY0U +K25oLtjPK4xo6YBZXwFXIYSFlWZxF3Z7fcLyap2+o33tiJce0xnEpWBwedMW +YdQHaCbGWu8qHMLzeXXVATMONFrki61cXuJhQue6sdvJPjzJXyX5ZiQ/hLTn +kvYXki4l6Q3SHCHxAwknl9PEpV9aUdg7014zJu0O7qabO2R4kXWsX5X9580m +teDe9hfkPW2F0tOI7EGfToSHOy7c5UDjQPfiuCOPGzB4imdrOb0D4StMxje+ +4+Dmw/Exzv554M4V6LuGNMLYUiArvp3CxC3JqyRm1eDJRRtDo3Ahwj8We6yb +QOG7W4/ylflD92NVxN1b4m3QTRHvyaziILN7805Fx1x8zCpROevWCNbRn7I7 +7rMg8N5aakJ/Auv4yF+rxgkgk9S5cthWCh89RF/2KFJor3yzwOlKK1jzt5XW +P2JBO//4+boGLihE683UakdK5UyvpfspNNje/932Qg1GjJvt2JEsxOl6dcmQ +MTTog+W7ogPq4fdAx25fDPn5zv8a/5BwIugz2dZtVA2t6AelMoIW9OQfEJY7 +dRJ1/l/889/NP0z5hISTv/jnH/zzv7Z/kfiB1Hem8XNme0QnpZTBRbeu4OfD +ZmiqOF+TMCH7qH/tX/+Z+xdp3yHNERI/MI0n4eS/df/6s/jPTP0TUl9IeoM0 +R5jGM83H+lBH0vKsmiG99sXAe2iuRMk+jpHx7iTq/L/85//bf2bqx5J4nnR/ +SbqUpDeYxjPNh4STP4v//O96/s70+Q7p3Eh6gMTzpP2FpEuZxjPNh2m9HjUR +Xk1rG5F/2lApdIkAX3xTopqfkt/T+LM/f2f6vJjEw6T7RdKNJD1A2nNJ+wvT +eKb5MK33P+35+//3+4ck/JPqIs1rEg+T9guSbiT5IaQ9l2k803yY1sv0PNfs +snK3EwztGfXBx15NEWJTp/7M8RR5H/x3vX9Iep+NxJMk/JN0HWlek/ZQ0n5B +8s1IfgjTeKb5MK2X6XmScPKvev+Q6fvSJHySPpc0T0k8SdL/JF1H8itIeyjJ +XyX5ZkzjmebDtF6m58m0X45SsaHK41vx4UbZaXl9EXyos18Shf+6/8sg8RgJ +nyTdRZqnpD2RpP9JvhbJryD58CR/lWk803yY1sv0PJn2i9R3Eq7+BnJ3opg= + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -5344,99 +5535,95 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztW3sw1Wvb1oFKse3SgRTKK52Puxy7nJIor3OpdskpElGhkrZjZROlIqJS -DtFJhaJS5BjW+q3lfD4sazktlkgq0eeb7/33mXd+M/ubPXvPNmPGrLln1n0/ -z/Vc93Vfz0Pe5pip/RQhIaEF//n937/lBBYr55wrgNB/fiTTS9quGlVA1evV -gZglDMRuvJu+5Usluu7Kc0xSe5C0VSYhcwGFGPmh/dd2NULf089dsIGP3B4P -zfhZ1TgVmyRqAx6eZlolKWwVwM6rebRLvAnh+lW8TLkuXI95PzDHRYDrt867 -3ltfgbdDLtzbBhkod7u/U6+dg4Gpq7xWWbKRHeJrmv6vXFQlLEv4ZMDF4V+t -GA/3UEhcb3bDbW4zdlToLtkWwUe2pJr2kS4mvqVLTHHY0QDXpOThoO+9KKgs -K078wMAhTx392KwKDAbfiFST68GOuEKJbWIUTrhzfkz93gCpz7u7W+X5+DKk -vtd1PxNlCQri4ZZ1uBPD0Nx4rZd2PN186NZLdz3p7hdp3+l+TsKVRuRvLUGi -bMwvuzmYK8mF+gm/6N4FAtjfrJOV067AvrSwwEvG6eDL5OavLuLg92uWy0e3 -snAnvzBRwrkEd79HTC6b2wnzjPDUsgQ2Vt6rDfSrfoCvLtYJRzTb0WogWOCX -ysLInZVro3I4UMyZOVwe3A/V4Q/7v3xiQcAcV2wXycfOb6tvpfdwkWRQw7eT -YGNTooxM5+b36HIzvnX3DRdFYmPubTYUOpSvyK4+0Azb82nbvOP5GIgddzmq -y0Du1x6ZN25VGDTZbHT+fQ+qQ1wUZHaxsNtW9WyheztG1helRI/30Y6nmw/d -eumuJ939oosTEj5J31ue5DUr7/EHWJvYLD5tGIF1dyztlg7XwlLKgGkTToE5 -qvPiwM0WTJ0dIsni8OFebeZXlMyAePbQ5jJ2NR6FrSq9ItaLo8Y51re7KyAa -ZfMy4SEXt4/VJFatFcC/QHtW83AZZov6N7aYxqCp3Lrk27EGXFt88Yt7BRNW -WnWND8br8VrNdCuX3wvbZtXVNWoV2CY6KNrd8wgDp6JCGzracfDt50sGwUwk -lWmEOX+uw7K4qPr4jF4sFbXIc/xQiRa5p4Ufu7jQD5XozfxFANGBWuHD2gyo -2s9pEOm8BcW0neun1jfSjqebD9166a4nab+IeKj7tGV+IwsR+77vMDzWAeeY -sd8zK/oxu7huf8AJNtwMpjEKlR5giZjn51zRdiKPkfBJwom0388zzRdXgLn/ -3wMBxzIROlUQOnlyB4LNLLqnstjIeaGWtXjqKzh+dnOX8OvAgWtaalXTmeiv -n34+Q6cCG47/tHhJXzfahZ71Hw5iYVXz2+u2qhx8Tl12zN+0H8tSL3AHvCiM -O/mrhBsz4XzNe2P3/i44Li5QqIliQDND5eSAVCXytl8JGt3RA2HDJwMbpzFh -3dooXatYi9pwzH1i3ot1klTZu2oKkyWK1AP9ymC5Xc9qfm4nuKPhd3OiKaze -3HN+A7cFx9/K3NEa4tOOp5sP3XrpricJJzauFe7zpTqQY7/8c9SiXhz5fY1p -ygsBTHdFvKMuVCBwqt3pgLVpGFU7czzRnIMlQ5Xvk2MpGDkucpZVZeBZtmNY -xET/JPVTEk+S8E+qS93+0K1pZhSiSw4pXUi5B2Npi5UDJ1oQsHzT1+5OFmYd -U9Bzie7AmahHvRbcfpgsiTz4qo6B64J1dozAGqT5Xx0q3TBxThutahIUmXj9 -Velte2QtPJzjzy862ouf71k0XFlD4Rnl+cOquxH5updlAsz4eHXcM3NTGBs3 -BjrKzn/NgUSg0+nm/g6YRDb7S6Ww8Mkk8JKeXiG6tIq17A/z8P6r8li+FhNf -7u8NDR2pxQZjVpK5by/teNr50KyXtJ4knJTqaP724xUD4dOSFtZJ12D1mP/G -ezK9uBP4QD9ErAIs9Q7Tl9sfYUpP1NqTz9pRHM5PjP61Cm+RO8lVgofKx9yI -yyoCBM3Qkl7IYuGoqPAaRf0JXrCInbv7fT9Rd5H6KYknSfgn4UQyJxqcSUx4 -zrCY9yP/Ds495h3wSW1Csp/0x6xXdZAWN/CxVu/Es31CopSlACPfXI0Uz7CQ -umVlsmVqEX49GWQcls7DoRZ5v4GHFJoX7lG/k1MO2U8XHZnCXQhpNDxRvp6N -fa5ijvc3c/FZdZezuYIAS/4dcmLjRwbc9l30dKutwewDN0/t0O1Fk5pWlLAs -CyuGVpYEl7ehghvC78zqox1PNx+69ZJwsuC20PGtMU0wFY8Jna/Xhc3T1o++ -dBNAz0lJ59VlFnqF1p19a8NBhOGVdlvbfvQHxNw828PATnnn61t9KrDbUYz9 -s0gP4PQjvSmQQj/b64WdcQsmX6+avLSSD+0nUtk6Zyb6js79WxUbE8CfOxZ+ -oKSFqP9Juo7Ur0k8TDpfpHXjp/kKHy4tgeNPYZlLzMOgq53wOnasBiMLXEX5 -ORRqHRvGJL1aYaCgbPJgRR82n9aeWvyOBd+8qYaPIgrw0a6o+LQmD0Zhsm+D -ldmI+mYu7CGSB6dYjQUp3lyYB2ZsLjzJQr6tl5Dsj3aYr5MxeqnSjwF3KaXe -QgqmjTe3iGgnYnDG4uSlyq204+nmQ6qXhJOW91JFOybwGUpl9D/a1IrJ3Cca -XPE+SFgpPOfeZ+IHp8hDTZKNtrjxyzFO3dC1LPbSFKLQKLFHW+N2A0wLGh6e -FudjiXOzn5wlhevfls/1VaKgKt0W632tC3nGjfcWj1PImKS80WBPG549sgts -utiHRmX/R8nfKbxuF22abVMKg4LSOeX+ncQ5kaT/SbqO1K9JPEw6XyScZGfe -zgjgU/CNfrzau7EUzbMWl5rFdULucJZujC6FF41nYoeOUJj7r7ww/acTOqHM -5pj5xHnJP1sktEu4BUe+6Ge75vMRf7OhXmUfAy3blcV/5FZhjY1bYmBlDy6e -GLhrmjwxd69+5+B2qB6t8qfsp5T10o6nmw8JJ5M8NHZ8bO+AYn4AhxPcixiH -0ifKeQL8dJhKH3Riodln+MMT32TkL3Vpje9uxYrY6U0evzAhmCv3YYGADSnF -6BWexd04sbPFRPgdGx/nqIQMCr+GsUOtlFBcB3akBCnaz2lHbJWSbM20iXpE -X7RcjRVgvUZBxPMRNo6LBjy3z3oJc+NXVT5aHXh5JUChfULPfNlfMVMS7bia -aatj391H9CtIcyhpviDpRpIeIPE86fyS9uWEcqn5DAkW6h05bbk6STj5+88e -ORda4XLvW/HZcRYsPKX2NHd3YBdnlsaoiAAbhK1dsjnVuOfwIG/uaR70+4Vn -FugI8MPqrnKbOBtKkVItYoUpeKuSoLshro12PCkfEk5ULL2rV6xlobgsP3a8 -vQQuAm/tkrWdMNy1xGrpShbOnXs688WXNsTVFcwfKe3Dnr42V7vgCsTpxeRu -+/4YOZNklxqocLBeJVB3ix0LvOgG40X57Zh3R0pJVL4fez1Tl2acZkLpV3Xq -uQsbO7cZBhy63A3jx8nuZxZT6AqMVg8cpcBbvsZ5QNCFZ25C377MZMHGWU6j -q+8DUHY88o5TJ7ziwpsuRzCwfJ5iy8YL1Xh8UCY2b6yH6GuR/ArSHEqaL0i6 -kaQHSDxPOr8knFwS9dDIXM/CE7lvGR7ZSUjNnrve8WErPr3PMgvqYENCfrKY -WWMWqg+r3ZpyqAMB7y0epQ9QiMsUk/FRasN98yUbWk720Y4n4aRveFx+2mg9 -pJob9KdHdGJmjIjKioMCtBie5Mx/zcS1kfDHJx/UIznr65xzDb14E1UhbtVA -4fsNiTHrxlZ0BlZmzLDow+cGZ4XLSyk8HeG1dsY0QuTRqNFCHT4knMOiPd5Q -0A/aarpbqxxjibY/p/R0onf/qsFMNwaUzMNPRohXY9DunMXFjh4ELEz//Mu2 -CrgryzcF+3KRIXb94cWVAmiv4SnbTeD/olP0d4foNkSe6jghldAHeYcIuSZ7 -CtNdQ+KT65jQfMfOuXWmi+ivknwzkh9CmnNJ8wtJl5L0BqmPkPiBtO8d399M -vdDBQnKV0i/561KQVjB71bxjbVjBln6gplcHzslN2Q0ynXjMjNd8YyYgxpNw -0pCQvLu6lYXjV/yvXrmdj7VzTk0vncmDnSu3bdLxGrjr2D/UvM1DmuF5hs92 -AYIj8gan/ELBWkSQKJ5EwcRzqTfvQxduGHgmpY034KqigV1aTSfeeoxOH7YX -4OV7WYu9imwEL3wtefByHiRCHWaHRnPx25CsQixrYn4ZaK4VLWJBV/2LgqJ+ -Ny5Ra3ebHGBB2ubxaSefYmgynLiG7Ty8+3SKt5zfCqMB1yD3CZ20zpXRIn9J -gMk+87PPO7OxZ7kPLz/gHW7cFZ/dtIyL6XGRO+98ZYK3tkdzlTcLZziSKrrL -uok+PMlfJflmJD+ENOeS5heSLiXpDVIfIfEDCSfWO7l6+2rLserAC4aKexwe -NliMhDs0EnGy6NPqGKfptaiZl3s3uogHN0n770cNJ/hTJPFSVhwLniWRbbOu -cDB2If5lrmc/wgNVEz9uZoNz/E2WnlkqfK25cVRxGyhbn2uRXgx0zemLn7e7 -EvVW7avP2vXg28UHfeLJbKwx8d4b4fsG+5xz3UQKO+BhFLT/yR4mGNThzn8/ -ZEPETF418EE32KXJZVdKKWzImstTTGjF2N5NG4I0+rBR76XkUVAIUjdq9zjU -hFkR+p7xR/l4dnb3SjDYcFgl6hXj+BBntUK8f3dpx7OHBZt/tWDgVOVp3teo -SkR+LEi86duDg0VyRWdCKKzhLYo59JoBry3VrDL1f/jnv/HJolN1KsYGbcjs -Fa/9dLMby2HLFI8QYOBWuMP0EBaw80eM0XAyhhPWjSaJtf3DP39z/qHLJySc -/MM//8c/f9f5i64+Ie073fgXxnH1xwLqYVpt5jXk3gmFrHjbGfsFKOqy2v/O -owIqh3aL+Wk9hY/DfTeL45x/5q8/ef6iO++Q+giJH+jGk3Dyd52//ir+M13/ -hLQvJL1B6iN04+nmE2fZWd67i4KMQlhaaXET7l2dVKLhz8cqsZVfF0WycKvJ -JUW9uhB7o8aeR53n/eM//xf/ma4fS+J50vkl6VKS3qAbTzcfEk7+Kv7zn3X/ -Tvd+h7RuJD1A4nnS/ELSpXTj6eZDt94gk5lvlLRbkTwUkKQm3o2dgz+JaAQK -4GKTPtJsNqE/IgZq7HSeg/dGqGxKKucvf/9O976YxMOk80XSjSQ9QJpzSfML -3Xi6+dCtl4STP+v+/Y96f0j3/QmpLlK/JvEwab4g6UaSH0Kac+nG082Hbr10 -13PwiMQZjXwWUq79tG6XdAeaU0IFy9P6MUVZW7XAiIXsj/eXmg4Vw6THembd -KO///f0h3fdsJJ4k4Z+k60j9mjSHkuYLkm9G8kPoxtPNh269dNeThJM/6v0h -7ffSBHySvpfUT0k8SdL/JF1H8itIcyjJXyX5ZnTj6eZDt16660l3v7JC1m3L -Su9C7fbkx2cj+1Cyx2X84PAf938ZJB4j4ZOku0j9lDQnkvQ/ydci+RUkH57k -r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiRaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvvSmKojjOOuff57fWu9b5rXO+cz5rWcuy7mXf93Nf +z3Vf9/W+FB3dLPeKDRs2bOo/v//+s0LnlnmyfgUY9s+viY+K6q+ac7HMK88u +WomFG4tvP9L9XorW24p8i+R2cLytPAZX0Qh4bi0Za9SAWbvjJ18UivCtfPHI +lTYVSN7FoV0UWxD/dq3qQqtOyIR9tJo+SCF3qUcqa0c9bE6bqVr/LoKQpt1s +zlHI0zinXbv9LjRPtCv51tfixO24BjFeBXJsXa+aG7ZAziL960ObTjirGihe +LOPgw96x8ruDU+D4YUpqslcDXj6/xD25jgOntF7z65eS4e2/MYhbWQ8rzz6z +bVM44KUmK7byk5C3PyfjQEI9pg0Eq4SocvDC40LiqvOvsDZ9+aKw600InxQY +6q9MIynw6ylfXj1Ut7T+uvpCxDieaT5M62V6nkz7Reo709+TcDXacMZd1jc2 +Zm3W0p11vArvWJN7TkkIEbs4heKN46Df31o5RaEJlzZE7GqZ0Yl5HgF3Vtew +kbJHN1xLpQqiAfGK7q8CbPL4GqEQwMbV6JcuXds4yN9mHEmfb0OWW+m2yCk0 +jDjeN2Wy6iE70Uzh00MREqoLJ+c8oqHS+6b0VwMfLQ+lokdFdcA2o7f21BsO +WEEdfSPsmrBR2FusrtaJMz7H9D7PZWOy6R/aX0ZyUTZp53cR3Yak4icfnLVp +hDio1t3PKkKQyg3Z8yotCLv36twINQrelLheVG41Sk2df3tmImQczzQfpvUy +PU+m/WKKExI+SZ9rdTaDu3cnDfkTkeG7A95hmnVXN4vfTPz7OSrVcjrSbFQd +F/bsWluOpsllvQnbBYg557aQz6egZXBmB7uvDt9jBhXf7BJBs39lrYM+BYWw +pU5bAymovT3Zo5rfitsi48LgcAq6JRfkpryohe2xtYN+AiF2HNpbgjgKkxX2 +t49ewIJc7vue7hmt+JpbPiPgOBvXtn7YveR5BercLLXrkgSQ08kueX+Ihdzh +n1c+G/UJ++QdN8rx22EtHXSxlc/C2qMmp58Ec2GrPSnp+Nh2xvFM82FaL9Pz +ZNqvh1UdGongouOpOc/2eyoSzCL0xNoaMHaJnuZBNRrtuubluVEJGL17+Gqz +23VEHmOKTy97+kBH01ucNG1NS/p2ChNuaBvIiD5ijt2WVUlv2TgfK/WgpYJG +l5P9oOWmNpissXFcFlkHekBsyv4VbYjpGv8sP6gT1ZmecuMDuJiHWRGebQ8R +ECh1/cRiPt6f6ld938uGu9L7vHt+NIIDl+UVqLVBfUla6YxXNBZ8mlafJ9OI +MZx7twZTOjD1iXB7WTmFTVkyq9y5ddhwPH7VBgsRcoz0olJesOHKvZH+Nq8S +r96uHdNaI8DSxqeRIwO56OPKDhauT8dBvysZUTZ8xvFM82FaL9PzJPXrzrsa +Wd5ZCoFKxRkwqUXBZaPTdzlCNIYcq6n1p7BA2v/6nolscMLmONZubMVKRZvU +ZcEczBdzGCtm+AfCQreZSfU2EucpiSdJ+CfV5cgxCrGT4CK/6vBUQeUTiIvV +pjrObcSo8DjtwDUsaD23nJuZV4pq8biKyZfbETT4KX+zAhcG2Y63tCwew3p/ +cOTTAT7G5hl1l2xlQVWyd2Dn0494FnEl6TGnHfWh06wvLaVQPp4z21+TB/HR +6eP2OArhnPZDzduCjTvRdsoDTzn43L9CwT2jDT/XxGUXSLJxJulthGj10DwW ++pyxFbbhUKGaACk0rMt6qx0XFGLB0Ypvuo7NjOOZ5sO0XtJ5knDSo++yf2NT +Ca5H3CxviIuF6xyeWbJHNTwPbhh+TkRjxkUp8914A+XHIeu6e5ow1b4mqO47 +C5ua/RTfd5fB0ke8e/h6ARS0BGpO0VXItndeVfSsBdri/V5bdncSdRdpnpJ4 +koR/Ek6en4Nx26siGGc1rTeaGoJUavocu69liJQ/FNFkRkP9ufpvI480gLvp +u43xgAiRWdzcQE8uWC4DCwQGGajf6KH6yJ2PUZ6sRJ+h+FehJmIPRhZhqXTa +vpjBZhS3SJfVRNEY8D0aVvC0EKsXTw11PdWMY+YWbV+8aCyOPhzoMoaPD0e+ +KLuv7IDOsyDVWbdLkbjhkrRyTRPkWfFKSUs6GcczzYdpvSScXPtk1WMfTiPl +VfySPDc+llr0ynCch/RhnbRbrQobcnHpRsrh5Zgr4eX8u4sA+usapBPuDc1T +QZvuHjkODpz06TJ0bQPlWHZg8SEK1yI1jh6MZmNs5ExFgWsrRo+Z6GU/mQO7 +s3IZoZKvkZ1yTp+d1UTU/yRdR5rXJB4m3S/SuXV9HrXMV51CVrXGrptydyAx +W6EpaXot3jyZKFary8KvCQZdww0+4tuD6NPzctsRYTnfvWMJjdgPa7Rjpzdg +G6tPEFopQqjP6BlbMyiELFwUuTS2BP2u/cvCBlpga/zE2M2RDWFRY3+3SwWg +mZuQEimA0S72YY0hHn7kcfW3H+bv8bKl0C3Jj3k803xI9ZJwkuV319Wthsbr +0LtzErwakcUznaNd1gGtvprhdVdZMGhJnOmpWIqAKrN0/Q3tiB0epfTFkA1v +tW+dByQqMCG4J+3w2SHqVBmf6XqMRmb2z8fXCt8iYOaDoNTcZpwSPzy3XYcL +mc0ZdpF9jzCiZP+h6Ao+eDaP6rRtufimuHpbdmATZMYlpCtpkPdEkv4n6TrS +vCbxMOl+kXAyce3mr/PN2LBts7jese4W5DI97Oz7edjTnCLPm07h9qUgtdF7 +qnFI8+fJW7pC3A2q3DvTiwPuIievynkvcCRzRCl7YhM+l6Qtj5xJ47lPdl+q +QzEGtSxKxE1bIJ+cM8U0nsKPnwWK9hJ12LFhJR3YL2QczzQfEk5+c86LH8ur +RusOPR9r2Vb4714vUejSiZ6YA1GTYziou/zUXFHnOZY6bAnOrGiEQrLRkQf3 +aHSP+5Fvm8qHw7fw5VFnOvDrVU5kTA+NYQKdwaKSRngvvxC3or8Dm+i5VVqx +bOg/+ellq1+J1Mz1tV5vBDCJ645RWM6Bpun7r3TXSyyT1M128mrCDd+Arpcj +aGydqrOve2ICZqVI+5ocryP6FaQ9lLRfkHQjSQ+QeJ50f0l90XJav0+V9wGi +eycnvO6PgnxdWKXMlipiXyR3VPH3u9Ao0ku69prXACeLdxFv5nVg2pOQF775 +NNhLpAQ3HxRgUUz6iAbDZsbxTPNhWu8wQ9VI1RQKLdNMZy5ZUgfp4n3rM8eL +YHggXlahjAXh8Vj3AJ8ySP4ulVCpKcCha3NzP1fTuBx0ynZW/huond4RpiXT +jKhsydwopSHdG6OR0iCgEK4lN129bWhODY2NomcsOI3SqU+cUYbbPfty9WYI +UDj94rDXEp+g714gxdZvRn9f/PZf+p1EX4vkV5D2UNJ+QdKNJD1A4nmm93ed +Vg7/wk0aaxLLvyivTkSgd8ZEWZV6yNcLvKxyOHj8uC0s6sQzdJ4w5d5JakSy +uqBZ7QuFpNU7jaer12NRRPnBi54ixvGkfMIqLtm9OFOPltZJ51fktsHB7H7q +iIghPpE8Mdr8JYXHBmGn588uQQfba5FNYwv0+5xPqDlxkCIvEdJ09wV8Nwby +xixswkBxjHikNwXevBc3Rd9rsKnV3ar85RDvjT7XZSukMDJbT+UW7z3gYOl/ +NbYF1KqH5eKmXAweU4mLKspCYvGdgyE5fAymv1wwW5rCioYTj3dIViPceZLk +g9lCnLu8f4HBCC6ix14J752Vita1Dl0aCQ0wyHiVxtrxET/KWxu6pJsxYrjv +lQC9TqK/SvLNSH4Iac8l7S8kXUrSG6Q5QuIHUt/LCmzWJ/SykHx/1rvuzJs4 +qWLEt4nn4VP6aSl3RxYKjMXiNPxLQTnLUVWe7cR4Ek4uVl6OPzycA6V2Vc9N +ia8xMPuUoc6nJvixi/T5ryn4jcz7URhUh9TP98bIaImgU+yvfCWQxkdfzw/q +Zm/RWHFFcs7NZlwvqvljkiGFZ0dM2XQwD9XytotkPIVw1fA2LvThIE53aVqT +4QOc8PQ5+0K2AQ91xxzZl0PBbsp90zL7Ohz5I+ltl4IIlaUxlq5tQ/dIeY0U +K25oLtjPK4xo6YBZXwFXIYSFlWZxF3Z7fcLyap2+o33tiJce0xnEpWBwedMW +YdQHaCbGWu8qHMLzeXXVATMONFrki61cXuJhQue6sdvJPjzJXyX5ZiQ/hLTn +kvYXki4l6Q3SHCHxAwknl9PEpV9aUdg7014zJu0O7qabO2R4kXWsX5X9580m +teDe9hfkPW2F0tOI7EGfToSHOy7c5UDjQPfiuCOPGzB4imdrOb0D4StMxje+ +4+Dmw/Exzv554M4V6LuGNMLYUiArvp3CxC3JqyRm1eDJRRtDo3Ahwj8We6yb +QOG7W4/ylflD92NVxN1b4m3QTRHvyaziILN7805Fx1x8zCpROevWCNbRn7I7 +7rMg8N5aakJ/Auv4yF+rxgkgk9S5cthWCh89RF/2KFJor3yzwOlKK1jzt5XW +P2JBO//4+boGLihE683UakdK5UyvpfspNNje/932Qg1GjJvt2JEsxOl6dcmQ +MTTog+W7ogPq4fdAx25fDPn5zv8a/5BwIugz2dZtVA2t6AelMoIW9OQfEJY7 +dRJ1/l/889/NP0z5hISTv/jnH/zzv7Z/kfiB1Hem8XNme0QnpZTBRbeu4OfD +ZmiqOF+TMCH7qH/tX/+Z+xdp3yHNERI/MI0n4eS/df/6s/jPTP0TUl9IeoM0 +R5jGM83H+lBH0vKsmiG99sXAe2iuRMk+jpHx7iTq/L/85//bf2bqx5J4nnR/ +SbqUpDeYxjPNh4STP4v//O96/s70+Q7p3Eh6gMTzpP2FpEuZxjPNh2m9HjUR +Xk1rG5F/2lApdIkAX3xTopqfkt/T+LM/f2f6vJjEw6T7RdKNJD1A2nNJ+wvT +eKb5MK33P+35+//3+4ck/JPqIs1rEg+T9guSbiT5IaQ9l2k803yY1sv0PNfs +snK3EwztGfXBx15NEWJTp/7M8RR5H/x3vX9Iep+NxJMk/JN0HWlek/ZQ0n5B +8s1IfgjTeKb5MK2X6XmScPKvev+Q6fvSJHySPpc0T0k8SdL/JF1H8itIeyjJ +XyX5ZkzjmebDtF6m58m0X45SsaHK41vx4UbZaXl9EXyos18Shf+6/8sg8RgJ +nyTdRZqnpD2RpP9JvhbJryD58CR/lWk803yY1sv0PJn2i9R3Eq7+BnJ3opg= + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -5494,8 +5681,8 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "+", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -5506,8 +5693,8 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -5518,8 +5705,8 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -5530,9 +5717,9 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -5563,388 +5750,398 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, - 4} -> Complex[-0.07968743240634073, \ --0.17702649633258472`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, - 6} -> Complex[-0.45588071484204273`, \ --0.014752170920114424`], {1, 7} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 8} -> Complex[0.199408104684111, -0.11720650121625686`], { - 1, 9} -> Complex[0.02023138254715448, 0.11137525641609], { - 1, 10} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 11} -> Complex[-0.04633762187626639, \ --0.37156097014999256`], {1, 12} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, - 13} -> Complex[-0.04633762187626639, \ --0.37156097014999256`], {1, 14} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, - 15} -> Complex[0.02023138254715448, 0.11137525641609], {1, - 16} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 17} -> Complex[-0.09714752480970831, - 0.05391368675976281], {1, 18} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, - 19} -> Complex[ - 0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], { - 1, 21} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 22} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 24} -> 1, {2, 3} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, - 4} -> Complex[-0.29340373279675197`, - 0.27809938962030384`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 6} -> Complex[0.11519091687891489`, 0.4012928958026726], { - 2, 7} -> Complex[ - 0.16774613988004144`, -0.225655277072902], {2, 8} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, - 9} -> Complex[-0.09727281618814543, 0.4251726947214757], { - 2, 10} -> Complex[ - 0.17837001887568327`, -0.09187489939370964], {2, 11} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, - 12} -> Complex[-0.008851768247553363, - 0.029068202106085572`], {2, 13} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, - 14} -> Complex[-0.008851768247553363, - 0.029068202106085572`], {2, 15} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 10} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 12} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 14} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> Complex[ - 0.17837001887568327`, -0.09187489939370964], {2, 17} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, - 18} -> Complex[-0.24737746704016716`, - 0.5022802985841684], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 20} -> Complex[ - 0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, - 22} -> Complex[-0.29340373279675197`, - 0.27809938962030384`], {2, 23} -> 1, {3, 4} -> - Complex[0.7322837744378387, 0.], {3, 5} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, - 6} -> Complex[-0.020878723063805726`, \ --0.1044611112500656], {3, 7} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, - 8} -> Complex[0.6164020052722983, -0.03301684548082712], { - 3, 9} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, + 0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 18} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 20} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 21} -> Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 9} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 11} -> Complex[-0.0868392972934217, \ +-0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 14} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 21} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {3, 11} -> - Complex[0.5691291778553188, -0.009546455336403484], {3, - 12} -> Complex[-0.33684082460892883`, \ --0.09005315780013691], {3, 13} -> - Complex[0.5691291778553188, -0.009546455336403484], {3, - 14} -> Complex[-0.33684082460892883`, \ --0.09005315780013691], {3, 15} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, + 12} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {3, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, + 14} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 16} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {3, 17} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, + 0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 18} -> Complex[ - 0.6164020052722983, -0.03301684548082712], {3, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, - 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {3, - 21} -> Complex[-0.1157253008903192, \ --0.07182611485724257], {3, 22} -> Complex[0.7322837744378387, 0.], {3, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {3, - 24} -> Complex[-0.07968743240634073, - 0.17702649633258472`], {4, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {4, - 6} -> Complex[ - 0.24014852879671952`, 0.15329539227786965`], {4, 7} -> - Complex[0.07416506719537758, -0.08051189278847616], {4, - 8} -> Complex[-0.2385656438458264, 0.06903700176549488], { - 4, 9} -> Complex[-0.030346695869449408`, - 0.030149558835644692`], {4, 10} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, - 11} -> Complex[-0.11604982216622163`, - 0.19926182212673743`], {4, 12} -> - Complex[0.09059534447844704, -0.10345647613127328`], {4, - 13} -> Complex[-0.11604982216622163`, - 0.19926182212673743`], {4, 14} -> - Complex[0.09059534447844704, -0.10345647613127328`], {4, - 15} -> Complex[-0.030346695869449408`, - 0.030149558835644692`], {4, 16} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, - 17} -> Complex[ - 0.07416506719537758, -0.08051189278847616], {4, 18} -> - Complex[-0.2385656438458264, 0.06903700176549488], {4, - 19} -> Complex[ - 0.02087872306380592, -0.10446111125006569`], {4, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {4, - 21} -> Complex[0.2677162255621613, 0.], {4, 22} -> - Complex[-0.1157253008903192, 0.07182611485724257], {4, - 23} -> Complex[ - 0.27244326195988916`, -0.011111878577649018`], {4, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {5, - 6} -> Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, - 8} -> Complex[-0.02707098756043888, - 0.08415309369657159], {5, 9} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, - 10} -> Complex[-0.08181885113853848, \ --0.0223150746441549], {5, 11} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, + 0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 20} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, + 12} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {4, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, + 14} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 16} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 20} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 12} -> Complex[ - 0.14142597329959572`, -0.061350391806736695`], {5, 13} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, + 0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 14} -> Complex[ - 0.14142597329959572`, -0.061350391806736695`], {5, 15} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, - 16} -> Complex[-0.08181885113853848, \ --0.0223150746441549], {5, 17} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, - 18} -> Complex[-0.02707098756043888, - 0.08415309369657159], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, - 20} -> Complex[0.460087813322552, 0.], {5, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {5, - 22} -> Complex[-0.020878723063805726`, - 0.1044611112500656], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {6, 7} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, - 8} -> Complex[-0.4024303768625533, 0.06319936655428628], { - 6, 9} -> Complex[-0.2934854494126851, - 0.04085502210736608], {6, 10} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 11} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 12} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {6, 13} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 14} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {6, 15} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, - 16} -> Complex[0.0806509155236052, 0.06238441832735686], { - 6, 17} -> Complex[ - 0.12702736104247997`, 0.01646149694625006], {6, 18} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, - 19} -> Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, - 21} -> Complex[ - 0.02087872306380592, 0.10446111125006569`], {6, 22} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], { - 6, 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, - 8} -> Complex[0.7694387170582185, 0.], {7, 9} -> - Complex[0.1868664022204954, 0.06385028540854319], {7, 10} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, - 11} -> Complex[0.4351121808870284, -0.1282880779202612], { - 7, 12} -> Complex[-0.2300764357164763, - 0.11137567802408056`], {7, 13} -> - Complex[0.4351121808870284, -0.1282880779202612], {7, 14} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {7, - 15} -> Complex[0.1868664022204954, 0.06385028540854319], { - 7, 16} -> Complex[ - 0.14880448551485936`, -0.18343023977218464`], {7, 17} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], { - 7, 18} -> Complex[0.7694387170582185, 0.], {7, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {7, - 20} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {7, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {7, - 22} -> Complex[0.6164020052722983, 0.03301684548082712], { - 7, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {7, - 24} -> Complex[0.199408104684111, 0.11720650121625686`], { - 8, 9} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {8, 10} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, - 11} -> Complex[-0.06875971685231415, - 0.006550328119388341], {8, 12} -> - Complex[-0.010533198723196371`, -0.006296053518233197], { - 8, 13} -> Complex[-0.06875971685231415, - 0.006550328119388341], {8, 14} -> - Complex[-0.010533198723196371`, -0.006296053518233197], { - 8, 15} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {8, 16} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, - 17} -> Complex[0.09630860197729411, 0.], {8, 18} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {8, - 19} -> Complex[ - 0.12702736104247997`, -0.01646149694625006], {8, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {8, + 0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 19} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 12} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 14} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 16} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 19} -> Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 23} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, + 12} -> Complex[-0.04249050665712762, -0.090268967382963], \ +{7, 13} -> Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 15} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, + 20} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 12} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 14} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 16} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {8, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 12} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 14} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, + 20} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 12} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 14} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {10, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {11, 14} -> + Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, + 19} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {11, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, + 13} -> Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {12, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {12, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {12, 21} -> Complex[ - 0.07416506719537758, 0.08051189278847616], {8, 22} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {8, + 0.25833102475550235`, -0.37839808713437206`], {12, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {12, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, + 19} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {13, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 23} -> Complex[ - 0.16774613988004144`, 0.225655277072902], {8, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {9, - 10} -> Complex[0.4159087185308232, 0.], {9, 11} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, - 12} -> Complex[-0.364332505630415, \ --0.055629112414147225`], {9, 13} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, - 14} -> Complex[-0.364332505630415, \ --0.055629112414147225`], {9, 15} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {9, - 16} -> Complex[0.4159087185308232, 0.], {9, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {9, - 18} -> Complex[ - 0.14880448551485936`, 0.18343023977218464`], {9, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {9, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {9, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {9, + 0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, + 21} -> Complex[ + 0.25833102475550235`, -0.37839808713437206`], {14, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 15, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, + 20} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> Complex[ - 0.3146513247958228, -0.026797378998685423`], {9, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {9, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {10, 11} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], { - 10, 12} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, - 13} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {10, 14} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, - 15} -> Complex[0.41416215192864014`, 0.], {10, 16} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {10, - 17} -> Complex[-0.11463533571593523`, \ --0.055210078698593804`], {10, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {10, - 19} -> Complex[-0.2934854494126851, \ --0.04085502210736608], {10, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {10, - 21} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {10, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {10, - 23} -> Complex[-0.09727281618814543, \ --0.4251726947214757], {10, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {11, 12} -> - Complex[0.3744935743083003, 0.], {11, 13} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {11, - 14} -> Complex[0.3744935743083003, 0.], {11, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {11, - 16} -> Complex[-0.364332505630415, - 0.055629112414147225`], {11, 17} -> - Complex[-0.010533198723196371`, 0.006296053518233197], { - 11, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {11, - 19} -> Complex[-0.029186234486845222`, - 0.022372160811117286`], {11, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {11, - 21} -> Complex[ - 0.09059534447844704, 0.10345647613127328`], {11, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {11, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {11, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {12, - 13} -> Complex[0.5794387931418044, 0.], {12, 14} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {12, - 15} -> Complex[-0.1634450723422762, - 0.0011076658174966336`], {12, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {12, - 17} -> Complex[-0.06875971685231415, \ --0.006550328119388341], {12, 18} -> - Complex[0.4351121808870284, 0.1282880779202612], {12, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {12, - 20} -> Complex[-0.04214475287108173, \ --0.2125642839376449], {12, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 12, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {12, - 23} -> Complex[-0.20476687273928368`, \ --0.20940927658482447`], {12, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {13, - 14} -> Complex[0.3744935743083003, 0.], {13, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {13, - 16} -> Complex[-0.364332505630415, - 0.055629112414147225`], {13, 17} -> - Complex[-0.010533198723196371`, 0.006296053518233197], { - 13, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {13, - 19} -> Complex[-0.029186234486845222`, - 0.022372160811117286`], {13, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {13, - 21} -> Complex[ - 0.09059534447844704, 0.10345647613127328`], {13, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {13, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {13, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {14, - 15} -> Complex[-0.1634450723422762, - 0.0011076658174966336`], {14, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {14, - 17} -> Complex[-0.06875971685231415, \ --0.006550328119388341], {14, 18} -> - Complex[0.4351121808870284, 0.1282880779202612], {14, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {14, - 20} -> Complex[-0.04214475287108173, \ --0.2125642839376449], {14, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 14, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {14, - 23} -> Complex[-0.20476687273928368`, \ --0.20940927658482447`], {14, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {15, - 16} -> Complex[0.4159087185308232, 0.], {15, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {15, - 18} -> Complex[ - 0.14880448551485936`, 0.18343023977218464`], {15, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {15, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {15, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {15, - 22} -> Complex[ - 0.3146513247958228, -0.026797378998685423`], {15, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {15, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {16, 17} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], { - 16, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {16, - 19} -> Complex[-0.2934854494126851, \ --0.04085502210736608], {16, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {16, - 21} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {16, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {16, - 23} -> Complex[-0.09727281618814543, \ --0.4251726947214757], {16, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {17, 18} -> - Complex[0.7694387170582185, 0.], {17, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {17, - 20} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {17, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {17, - 22} -> Complex[0.6164020052722983, 0.03301684548082712], { - 17, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {17, - 24} -> Complex[0.199408104684111, 0.11720650121625686`], { - 18, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {18, - 20} -> Complex[-0.03764992141799037, - 0.13605099778794436`], {18, 21} -> - Complex[0.07416506719537758, 0.08051189278847616], {18, - 22} -> Complex[-0.07115780937991523, \ --0.011205895451017422`], {18, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {18, - 24} -> Complex[-0.09714752480970831, \ --0.05391368675976281], {19, 20} -> Complex[0.460087813322552, 0.], {19, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {19, - 22} -> Complex[-0.020878723063805726`, - 0.1044611112500656], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {20, 21} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, - 22} -> Complex[-0.32198385415100245`, \ --0.056214448752933965`], {20, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {20, + 0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> Complex[ - 0.27130379014783124`, 0.12044715596755934`], {21, 22} -> - Complex[0.7322837744378387, 0.], {21, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], { - 21, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {22, - 23} -> Complex[ - 0.27244326195988916`, -0.011111878577649018`], {22, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`]}, + 0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, + 20} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {18, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 19, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 20, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -5967,26 +6164,26 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[3, 4, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[4, 4, 1], - $CellContext`c[4, 4, 0], - $CellContext`c[5, 4, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], $CellContext`c[5, 4, 0], - $CellContext`c[4, 4, 1], - $CellContext`c[4, 4, 0], - $CellContext`c[3, 4, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ @@ -5994,408 +6191,409 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, SymmetrizedArray[ StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 4} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 6} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 7} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 8} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 9} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 10} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 11} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 12} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 13} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 14} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 15} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 16} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 17} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 18} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 19} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 21} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 22} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 24} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 20} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> 1, {2, 3} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 4} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 6} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 7} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 8} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 9} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 10} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 11} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 12} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 13} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 14} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 15} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 16} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 17} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 18} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 20} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 22} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 23} -> - 1, {3, 4} -> Complex[0.7322837744378387, 0.], {3, 5} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, 6} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {3, 7} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, 8} -> - Complex[0.6164020052722983, -0.03301684548082712], {3, 9} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, 10} -> - Complex[0.3146513247958228, 0.026797378998685423`], {3, 11} -> - Complex[0.5691291778553188, -0.009546455336403484], {3, 12} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {3, 13} -> - Complex[0.5691291778553188, -0.009546455336403484], {3, 14} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {3, 15} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, 16} -> - Complex[0.3146513247958228, 0.026797378998685423`], {3, 17} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, 18} -> - Complex[0.6164020052722983, -0.03301684548082712], {3, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {3, 21} -> - Complex[-0.1157253008903192, -0.07182611485724257], {3, 22} -> - Complex[0.7322837744378387, 0.], {3, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {3, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {4, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {4, 6} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {4, 7} -> - Complex[0.07416506719537758, -0.08051189278847616], {4, 8} -> - Complex[-0.2385656438458264, 0.06903700176549488], {4, 9} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {4, 10} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, 11} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {4, 12} -> - Complex[0.09059534447844704, -0.10345647613127328`], {4, 13} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {4, 14} -> - Complex[0.09059534447844704, -0.10345647613127328`], {4, 15} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {4, 16} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, 17} -> - Complex[0.07416506719537758, -0.08051189278847616], {4, 18} -> - Complex[-0.2385656438458264, 0.06903700176549488], {4, 19} -> - Complex[0.02087872306380592, -0.10446111125006569`], {4, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {4, 21} -> - Complex[0.2677162255621613, 0.], {4, 22} -> - Complex[-0.1157253008903192, 0.07182611485724257], {4, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {4, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {5, 6} -> - Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 8} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 9} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 10} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 11} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 12} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 13} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 14} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 15} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 16} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 17} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 18} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, 20} -> - Complex[0.460087813322552, 0.], {5, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {5, 22} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {6, 7} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 8} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 9} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 10} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 11} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 12} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 13} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 14} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 15} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 16} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 17} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 18} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, 21} -> - Complex[0.02087872306380592, 0.10446111125006569`], {6, 22} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {6, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, 8} -> - Complex[0.7694387170582185, 0.], {7, 9} -> - Complex[0.1868664022204954, 0.06385028540854319], {7, 10} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, 11} -> - Complex[0.4351121808870284, -0.1282880779202612], {7, 12} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {7, 13} -> - Complex[0.4351121808870284, -0.1282880779202612], {7, 14} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {7, 15} -> - Complex[0.1868664022204954, 0.06385028540854319], {7, 16} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, 17} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], {7, 18} -> - Complex[0.7694387170582185, 0.], {7, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {7, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {7, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {7, 22} -> - Complex[0.6164020052722983, 0.03301684548082712], {7, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {7, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {8, 9} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {8, 10} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, 11} -> - Complex[-0.06875971685231415, 0.006550328119388341], {8, 12} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {8, 13} -> - Complex[-0.06875971685231415, 0.006550328119388341], {8, 14} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {8, 15} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {8, 16} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, 17} -> - Complex[0.09630860197729411, 0.], {8, 18} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {8, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {8, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {8, 21} -> - Complex[0.07416506719537758, 0.08051189278847616], {8, 22} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {8, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {8, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {9, 10} -> - Complex[0.4159087185308232, 0.], {9, 11} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, 12} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, 13} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, 14} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, 15} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {9, 16} -> - Complex[0.4159087185308232, 0.], {9, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {9, 18} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {9, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {9, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {9, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {9, 22} -> - Complex[0.3146513247958228, -0.026797378998685423`], {9, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {9, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {10, 11} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {10, 12} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, 13} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {10, 14} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, 15} -> - Complex[0.41416215192864014`, 0.], {10, 16} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {10, 17} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {10, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {10, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {10, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {10, 21} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {10, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {10, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {10, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {11, 12} -> - Complex[0.3744935743083003, 0.], {11, 13} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {11, 14} -> - Complex[0.3744935743083003, 0.], {11, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {11, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {11, 17} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {11, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {11, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {11, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {11, 21} -> - Complex[0.09059534447844704, 0.10345647613127328`], {11, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {11, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {11, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {12, 13} -> - Complex[0.5794387931418044, 0.], {12, 14} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {12, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {12, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {12, 17} -> - Complex[-0.06875971685231415, -0.006550328119388341], {12, 18} -> - Complex[0.4351121808870284, 0.1282880779202612], {12, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {12, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {12, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {12, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {12, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {12, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {13, 14} -> - Complex[0.3744935743083003, 0.], {13, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {13, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {13, 17} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {13, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {13, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {13, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {13, 21} -> - Complex[0.09059534447844704, 0.10345647613127328`], {13, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {13, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {13, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {14, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {14, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {14, 17} -> - Complex[-0.06875971685231415, -0.006550328119388341], {14, 18} -> - Complex[0.4351121808870284, 0.1282880779202612], {14, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {14, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {14, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {14, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {14, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {14, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {15, 16} -> - Complex[0.4159087185308232, 0.], {15, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {15, 18} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {15, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {15, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {15, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {15, 22} -> - Complex[0.3146513247958228, -0.026797378998685423`], {15, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {15, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {16, 17} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {16, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {16, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {16, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {16, 21} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {16, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {16, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {16, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {17, 18} -> - Complex[0.7694387170582185, 0.], {17, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {17, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {17, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {17, 22} -> - Complex[0.6164020052722983, 0.03301684548082712], {17, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {17, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {18, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {18, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {18, 21} -> - Complex[0.07416506719537758, 0.08051189278847616], {18, 22} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {18, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {18, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {19, 20} -> - Complex[0.460087813322552, 0.], {19, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {19, 22} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {20, 21} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, 22} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {20, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {20, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {21, 22} -> - Complex[0.7322837744378387, 0.], {21, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {21, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {22, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {22, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`]}, + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 14} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 12} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 14} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 20} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 20} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 12} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 14} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 19} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 12} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 14} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 19} -> + Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.5748910514001031, -0.14633045383134305`], {6, + 22} -> Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 23} -> Complex[0.029019428968993538`, 0.21528502386671927`], {6, + 24} -> Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 12} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 13} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 12} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 14} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 12} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 14} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, + 17} -> Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[0.08485061223426596, -0.11980477813807357`], {10, + 19} -> Complex[0.13476314496413244`, -0.0767423516894553], {10, + 20} -> Complex[0.02081012384838236, -0.14234469229568147`], {10, + 21} -> Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> Complex[-0.04368290380765367, -0.027436459786564067`], {10, + 23} -> Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, + 14} -> Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, 0.09979098803090053], {12, + 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {12, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {12, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {12, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {12, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, 14} -> + Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 20} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {19, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {20, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -6533,51 +6731,51 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", @@ -6605,51 +6803,51 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", @@ -6668,7 +6866,7 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -6687,13 +6885,11 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -6725,19 +6921,17 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -6774,13 +6968,12 @@ r9KNp5sP3Xrprifd/SLtOwlX/wNOua/p RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], Method -> { - "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { + GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], Method -> {"GridLinesInFront" -> True, + "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> + Automatic, "DefaultGraphicsInteraction" -> {"Version" -> + 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, @@ -7151,68 +7344,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.4340849306800596`"}], "-", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.11733077534610525`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.055431638140259754`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -7228,22 +7422,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -7316,71 +7510,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", - - RowBox[{"0.44290155180873547`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08052218231531742`", " ", + RowBox[{"0.31076056209244207`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -7396,22 +7588,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -7486,70 +7678,72 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.18115468807599375`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.060622711803628083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.012858043978625694`"}], "-", - RowBox[{"0.11198593324513041`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.35646384780453366`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.30598615622990827`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05881053884122235`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.4708491885036206`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6156736556443742`"}], "-", - RowBox[{"0.25244933168662087`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02831667617560113`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.004908733377296248`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.041924100884302054`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.007741947552095695`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.24259497601022262`"}], "+", + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.30507006751772947`", " ", + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.14870364336919026`"}], "+", - RowBox[{"0.48105438580018695`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3735446580512588`"}], "+", - RowBox[{"0.25907217168777213`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.651283531251321`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09965607210472253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4408926680755911`"}], "+", + RowBox[{"-", "0.00877363617654349`"}], "+", - RowBox[{"0.42598473856256935`", " ", + RowBox[{"0.01494295849690793`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.24737746704016716`"}], "-", - RowBox[{"0.5022802985841684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10182925461337411`"}], "+", - RowBox[{"0.33593869799459225`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.199408104684111`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.11720650121625686`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.521423241284259`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08573475908488075`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -7565,22 +7759,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -7653,67 +7847,66 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.012505187475293007`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.04084924755114033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.102886363908164`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.034083698928516516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.25687956818112573`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2981536977402794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.31406622925080735`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.47357269884470254`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.06893107615738917`"}], "-", - RowBox[{"0.28466832693232685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.38894153817288984`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.153519140379273`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14379476667724106`"}], "+", - RowBox[{"0.33397248217937314`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14665392506657265`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.14999120568614824`", " ", + RowBox[{"0.022551499983490292`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.021734524937425594`"}], "+", - RowBox[{"0.0432251806978573`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.1677371581091596`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.035695548848700756`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.40926834539005985`"}], "+", - RowBox[{"0.06603476607998171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34157031520823644`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", - RowBox[{"0.05129523067950293`", " ", + RowBox[{"0.37095993310128994`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.16774613988004144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.225655277072902`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00803305453676556`"}], "-", - RowBox[{"0.021995118021503904`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.09714752480970831`"}], "+", - RowBox[{"0.05391368675976281`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.061760768552954814`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.02329153388866037`", " ", + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -7732,22 +7925,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}, + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -7822,64 +8015,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.20991643627763132`"}], "+", - RowBox[{"0.5577406910885601`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.15713526050053836`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.33675900101843914`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2474968927433882`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.6156328962641477`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13739556974446743`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.11723619170167478`"}], "+", - RowBox[{"0.11634408366132243`", " ", + RowBox[{"0.08226303526605327`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2019772532410719`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09629092546340579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.01311591492983473`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.002040281413460812`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5042949310315591`"}], "-", - RowBox[{"0.15935356972232817`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.41604331285364227`"}], "+", - RowBox[{"0.5567148632504132`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5905887660385458`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5917130426563681`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.27440553128528117`"}], "+", - RowBox[{"0.051882364309273066`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.46410334078474175`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.08745871234884267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.28840330432645045`"}], "+", - RowBox[{"0.5370247278461384`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09727281618814543`"}], "-", - RowBox[{"0.4251726947214757`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.19615557804295436`"}], "+", - RowBox[{"0.20297435812067985`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02023138254715448`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.11137525641609`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2857933765171885`"}], "-", + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.22307200480621522`", " ", + RowBox[{"0.36570355095505475`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -7898,22 +8094,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -7986,66 +8182,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.3996461708933473`"}], "-", - RowBox[{"0.19593820197306547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14831222441440423`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41999984340668955`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.23842571640445276`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5479718511577991`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2724834130908451`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.0633687691939085`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00034559501604113085`"}], "+", - RowBox[{"0.3970827700107563`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09038215372333014`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.18111487149699826`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1333651935328348`"}], "-", - RowBox[{"0.24635072986108097`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20670041081890747`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.6482196773821932`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06792647132477296`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.7466172337313368`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09937554402378643`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.13586319279499448`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6792360657321856`"}], "-", - RowBox[{"0.10361224557407907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20761637735224092`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2208382347357326`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17837001887568327`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09187489939370964`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12233037196247185`"}], "+", + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.10976256865639583`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09095852663966021`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07164664525064873`"}], "-", - RowBox[{"0.2907134789193454`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5113101533790915`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06515321298591878`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -8061,22 +8258,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}, + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -8151,64 +8348,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.473710736282878`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3980600635547612`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.14890782345678455`"}], "-", - RowBox[{"0.070247228365721`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34242598997866214`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.23549518439930822`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.22618037920324308`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2554635621264281`"}], "-", - RowBox[{"0.32711693319777513`", " ", + RowBox[{"0.11047661244174078`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6193021828457277`"}], "-", - RowBox[{"0.1449239471239273`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09664379070945783`"}], "+", - RowBox[{"0.22024363660069912`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.512880413233891`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12047179078042838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.17279975645832446`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41173636587819873`", " ", + RowBox[{"0.09641151687286514`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3675030298091308`"}], "+", - RowBox[{"0.5411770449662627`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.40676478475472666`"}], "+", - RowBox[{"0.3423019814159452`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9610124539496843`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.029566858001993768`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31130797942703703`"}], "+", - RowBox[{"0.6609210875861877`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20476687273928368`"}], "-", - RowBox[{"0.20940927658482447`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10587920814398327`"}], "-", + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11592814105183623`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.058194090642899765`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04633762187626639`"}], "+", - RowBox[{"0.37156097014999256`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5567693974142289`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.16320017812537857`", " ", + RowBox[{"0.41316719904942195`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -8227,22 +8428,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -8315,68 +8516,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.6382416591514937`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.23070222330096132`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05489800037650852`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19376459978980481`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.04574731578706234`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26480847210604913`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4021005644104277`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.37925488723831086`", " ", + RowBox[{"0.04510958570261943`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.09083180722648443`"}], "-", - RowBox[{"0.7809678331192994`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17815075429152644`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.021488793194890138`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18335769636928329`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.39761091167663987`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09722721095603323`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41634582574917733`", " ", + RowBox[{"0.31745858462564497`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20301381732249188`"}], "+", - RowBox[{"0.03648941256057566`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.602753813755454`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.015167659402733062`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.8568775360913131`"}], "+", - RowBox[{"0.38861190960822894`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26632398173994687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.32900379591054485`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.008851768247553363`"}], "+", - RowBox[{"0.029068202106085572`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06470692394692006`"}], "-", - RowBox[{"0.15742176284434192`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07795077274116374`"}], "+", - RowBox[{"0.2904671042221048`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.501255061489724`"}], "+", - - RowBox[{"0.05382902966459985`", " ", + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -8395,22 +8596,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}, + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -8435,135 +8636,136 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}, { RowBox[{ @@ -8591,99 +8793,95 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztW3sw1Wvb1oFKse2iIoXySufjLscupyTK61zKLjlFIipU0nasbEWpiKiU -Q3RSoagUOYa1fms5nw/LWk6LJdJJ9Pnme/995p3fzP5mz96zzZgxa+6Zdd/P -cz33fV3X81CwO2LmOEVISGj+f37/9295geWKOWcKIfSfH8mM0vYrxpVQ83m5 -L3YxA3Eb7mRs/lKF7jsKHNO0XiRvkU3Mmk8hVmHY5urOJhh4B3gK1vOR1+ul -lTCrBifikkXtwMOTLOtkxS0COPi0jHaLNyPCoJqXJd+Na7HvBue4CXDt5ln3 -u+sq8WbYjXvLMBMVHvd26HdwMDh1pc9KKzZywvzNMv6Vh+rEpYkfDbk4+Ks1 -48FuCknrzK97SLVge6Xe4q2RfORIqusc6mbiW4bEFKftjXBPThkJ+d6Hwqry -kqT3DBzw1jWIy67EUOj1KHX5XnwZ1tjjbsNEeaKieIRVPW7HMrQ2XO3D9vgi -ia1iFI55cn5M/d4I6U+7etoU+LTj6eZDt16660l3v0j7TvdzEq40o35rDRFl -Y175jaE8SS40jgXE9M0XwPFGvZy8TiX2pocHXzTJAF82r2BVMQe/X7VaNrqF -hdsFRUkSrqW48z1ycrlUFywyI9LKE9lYcbcuOKDmPr662SYe0upAm6FgfkAa -C59vr1gTncuBUu7MkYrQAaiNvLf58pEFAXNcqUOkADu+rbqZ0ctFsmEt30GC -jY1JsrJdm96h28Pk5p3XXBSLjXm221HoVLkst2pfC+zPpm/1TeCjJsxNUXYn -C7vs1U4XeXbg87ri1JjxfgzGjbsd1mMg72uv7GuPagyZbjI++66XdjzdfOjW -S3c96e4XXZyQ8En63opkn1n5j97D1tRu0UmjSKy9beWwZKQOVtKGTLsICsxR -3ef7brRi6uwwSRaHD88a84DiFAbEc4Y3lbNr8DB8ZdllsT4cNsm1vdVTCdFo -uxeJD7i4daQ2qXqNAIGFOrNaRsoxWzSwqdUsFs0VtqXfjjTi6qLzXzwrmbDW -rm+6P96AV+pmW7j8Pti3qK2qVa/EVtEh0Z7ehxg8EX2hsbMD+998umgYykRy -uWa466d6LI2PbkjI7IPoYJ3wQR0G1BznNIp03YRS+o51UxuasETUMt/5fRVa -5Z8UfejmwuCCRF/WLwLa8XTzoVsv3fUk7RcRD/UfN89rYiFy7/ftRkc64Ro7 -9ntW5QBml9TbBB1jw8NwGqNI+T4Wi3l/yhPtIPYxEj5JOJEJ+HmmxaJKMG3+ -PRh0JAsXpgouTJ7ciVBzy56pLDZyn6tnL5r6Es6fPDwlAjqx76q2evV0JgYa -pp/N1K3E+qM/LVrc34MOoacDB0NYWNny5pq9Ggef0pYeCTQbwNK0c9xBHwrj -LoGqESZMuF713dBj0w3nRYWKtdEMaGWqHh+UrkL+tssho9t7IWz0eHDDNCZs -25pk6pTqUBcBqccWfeCORtzJjaGwalPv2fXcVhx9I3tbe5iPtZJU+dsaCpMl -ijWCA8phtU3fel5eF+14uvnQrZfuepJwYude6TlPuhO5jss+RS/sw6HfV5ul -PhfAbGfkW+pcJYKnOpwMWpOOUfVTR5MsOFg8XPUuJY6CsfNCVzk1Bp7mOIdH -TsxP0jwl9UkS/kl1aTgeuDnNnEJM6QHlc6l3YSJjuWLwWCuClm382tPFwqwj -ivpuMZ04Ff2wz5I7ANPFUftf1jNwTbDWgRFci/TAK8Nl6yfOaZN1baISE6++ -Kr/piKqDl2vC2YWH+/DzXcvGy6spPKW8f1j3NKFA75JskDkfL496Z20MZ+P6 -YGf52a+5kAh2Odky0Il3X1XGCrSZ+HJvz4ULn+uw3oSVbOHfB9OolkDpVBY+ -mgZf1NcvQrd2ibbjQR7teLr50K2XtJ4knJTpav324yUDEdOSF9TL1GLVWOCG -u7J9uB183yBMrBIsjU6zF9seYkpv9JrjTztQEsFPivm1Gm+QN8ldgoeqR9zI -S6oChMzQllnAYuGwqPBqJYOJvmAZJ7Xr3QCRd5HmKalPkvBPwolkbgw4k5jw -nmE590fBbZx5xNvnl9aMlACZD9kv6yEjbuhnq9GFp3uFRCkrAT5/czdWOsVC -2uYVKVZpxfj1eIhJeAYPB1oVAgYfUGhZsFvjdm4F5D6ed2YKdyOsyehYxTo2 -9rqLOd/bxMUntZ2uFooCNKtrRwvLsbB8eEVpaEU7Krlh/K7sfiz+d9ixDR8Y -8Nh73tujrhaz9904sV2vj3Y83Xzo1kvCyfxbQke3xDbDTDz2wjz9bmyatm70 -hYcA+i7Kui8vsdAntPb0GzsOIo0ud9jbD2AgKPbG6V4Gdii4XtviV4ldzmLs -n0V6AZcfGc3BFAbYPs8dTFox+Vr15CVVfOg8ls7RPTUxd3Tv3azckAi+1FjE -vtJWIv8n8TrSvCb1YdL5Iq0bP91f+GBZKZx/Cs9abBEOPZ3EV3Fjtfg8312U -n0uhzrlxTNKnDYaKKqb3l/dj00mdqSVvWfDPn2r0MLIQHxyKS05q8WAcLvcm -VIWN6G8Wwl4i+XCJ05yf6svFoKe0cl8RBbOmG5tFdJIwNGNRyhKVNlgEZ24q -Os5Cgb2PkNyPDlislTV+oTpAO55uPqR6SThpfSddvH0CnxeozIGHG9swmftY -kyveDwlrxWfce0z84BR7qUuy0R4/finWpQd6ViU+WkIUmiR262jeaoRZYeOD -k+J8LHZtCZC3onDt2zIpf2UKajLtcb5Xu5Fv0nR30TiFzEkqGwx3t+PpQ4fg -5vP9aFIJfJjyncKrDtHm2XZlMCwsm1MR2EXUiST+T+J1pHlN6sOk80XCSU7W -rcwgPgX/mEerfJvK0DJrUZl5fBfkD2brxepReN50Km74EAWpf+WHGzyZ4Anl -dkcsJs5LwelioZ3CrTj0xSDHvYCP88cG75ilTOjrVW+dPA40oE3hhOOU8j4k -3GhsUN3LQOs2FfEfedVYbeeRFFzVSzuebj4knEzy0tz+oaMTSgVBHE5oH2Kd -yh6r5Avw00EqY8iFhRa/kfeP/VNQsMStLaGnDcvjpjd7/cKEQEr+/XwBG9JK -Mcu9S3pwbEerqfBbNj7MUQ0bEn4FE6c6aaH4TmxPDVFynNOBuGpludppE3WK -Pm+9EifAOs3CyGef2TgqGvTMMfsFLExeVvtpd+LF5SDFjgk+88WmcqYkOnAl -y17Xsaef6FeQdChJX5B4I4kPkPo86fyS9uWYSpnFDAkWGpw57Xm6yTj++89e -uefa4Hb3W8npcRYsvaV3t/R0YidnluaoiAA/rO+otIuzoRwl3SpWlIo3qol6 -6+PbsV7Y1i2HU4O7TvfzpU7yYDAgPLNQl348KR8STlStfGuWr2GhpLwgbryj -FG4CX53SNV0w2rnYeskKFs6ceTLz+Zd2xNcXzvtc1o/d/e3uDqGViNePzdv6 -/RFyJ8ktMVTlYJ1qsN5mBxZ4MY0mCws6MPe2tLKowgD2eKctyTzJhPKvGtQz -NzZ2bDUKOnCpByaPUjxPLaLQHRyjETxKgbdsteugoBtPPYS+fZnJgp2rvGZ3 -/3ug/GjUbZcu+MRHNF+KZGDZXKXWDedq8Gi/bFz+WC/R1yL5FSQdStIXJN5I -4gOkPk86vyScXBT10sxax8Jj+W+ZXjnJSMuRWuf8oA1B7ywfZgxSiM8Sk/VT -bsc9i8XrW4/34+O7bPOQTjYkFCaLmTdlo+ag+s0pBzppx5Nw0j8yrjBttAHS -LY0G0yO7MDNWRHX5fgFajY5z5r1i4urniEfH7zcgJfvrnDONfXgdXSlu3Ujh -+3WJMdumNnQFV2XOsOzHp0ZXxUtLKDz5zGvrim2CyMNR4wW6fEi4hsd4vaZg -ELLFbJd2BcaS7H9O7e1Cn83KoSwPBpQtIo5HitdgyOGM5fnOXgQtyPj0y9ZK -eKooNIf6c5Epdu3B+RUC6KzmqThM4P+8S8x3p5h2RJ3oPCad2A8Fp0j5ZkcK -093DElLqmdB6y869eaqb6K+SfDOSH0LSuST9QuKlJL5BmiOk/kDad9sdXP29 -dRVYue85Q9UzHg8aLT9HODVhOVvmvrp+PTjHN+Y0ynbhETNB67W5gBhPwomx -SNLF7HgWvEuj2mdd5mDsXMKLPO8BRASrJX3YxAbn6OtsffM0+Nty46mSdlD2 -flejfBjontOfMHdXFRqsO1addujFt/P3+8VT2Fht6rsn0v819rrmeYgUdcLL -OMTm8W4mGNTBrn8/YEPEXEEt+H4P2GUp5ZfLKKzPluIpJbZhbM/G9SGa/dig -/0LyMCiEaBh3eB1oxqxIA++Ew3w8Pb1rBRhsOK0U9Yl1foDT2mG+v7t14OmD -wk2/WjJwouok72t0FaI+FCbd8O/F/mL54lNhFFbzFsYeeMWAz+YaVrlGN9GH -J/mrJN+M5IeQdC5Jv5B4KYlvkOYIqT+QcNL5/fXUc50spFQr/1KwNhXphbNX -zj3STsTJwhP1qiaG7cjqE6/7eKMHy2DPFI8UoDExZVdNGwtHLwdeuXyrAGvm -nJheNpMHB3du+6SjtfDUdXygdYuHdKOzDL9tAoRG5g9N+YWCrYggSTyZgqn3 -El/e+25cN/ROTh9vxBUlQ4f02i688RqdPuIowIt3cpZ7lNgIXfBKcv+lfEhc -cJp9IYaL34blFONYE/p3sKVOtJgFPY0vikoGPbhIrdlluo8FGbtHJ138SqDF -cOEadfDw9uMJ3jJ+G4wH3UM8J3j2WndGq8JFASb7zcs568rG7mV+vIKgt7h+ -R3x281IupsdH7bj9lQneml6tlb4snOJIquot7fmn//yXfrLw46pYl+l1qJ2b -dyemmAcPScfvh40EGLwZ4TQ9jAXs+BFrPJKCkcS1o8li7f/0n795/6HbT0g4 -+af//F//+bvqL7r8hLTvdOOfm8Q3HAlqgFmNuc+wZxcUsxPsZ9gIUNxtbfPW -qxKqB3aJBWg/gZ/TPQ/Lo5x/9NefrL/o6h3SHCH1B7rxJJz8XfXXX8V/puuf -kPaFxDdIc4RuPN184q26Kvp2UpBVDE8vK2nG3SuTSjUD+VgptuLrwigWbja7 -pWrUFGFP9Niz6LO8f/zn/+I/0/VjSX2edH5JvJTEN+jG082HhJO/iv/8Z92/ -073fIa0biQ+Q+jxJv5B4Kd14uvnQrTfEdOZrZZ02pAwHJauL92DH0E8imsEC -uNllfG4xn+AfkYO1DrrPwHstVD4ljfOXv3+ne19M6sOk80XijSQ+QNK5JP1C -N55uPnTrJeHkz7p//6PeH9J9f0KqizSvSX2YpC9IvJHkh5B0Lt14uvnQrZfu -eg4dkjilWcBC6tWf1u6U6URL6gXBsvQBTFHRUSs0ZiHnw70lZsMlMO21nVk/ -yvt/f39I9z0bqU+S8E/idaR5TdKhJH1B8s1IfgjdeLr50K2X7nqScPJHvT+k -/V6agE/S95LmKalPkvg/ideR/AqSDiX5qyTfjHY8zXzo1kt3PenuV3bY2q3Z -Gd2o25by6HRUP0p3u43vH/nj/i+D1MdI+CTxLtI8JelEEv8n+Vokv4Lkw5P8 -VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD +1:eJztW3k0le36rkSU8kWjVIZEUkkhla4GRKRJNAhpoCglooQGia+iRBlCoxCZ +0kD6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +9Vz3dV/vS8XJfeMeiSFDhkz65/fff1YWb56t4F+AIf/8GvewqP6KFReLvfPs +Y1RZuL7g1kOD76VovaXC35DSjm/lC4Yvs61Ayk4O7arSgoS3qzTmWYvB8bH2 +HFhOI/C5jUycaQOm70qYcEEogpCm3W3PUsjTPqtXu+0OdI63q/rV10I+/KP1 +lAEKuYs801jb62F7ylLD5ncRjt+Kb5DgVeCJndsVK5MWKG7I+PrAVgwXDWOV +C2UcfNgzSmlXSCqcPkxMS/FuwMvnF7knVnPgnN5jde1iCnwC1gVzK+th7dVr +uXUiB7y0FJVWfjLy9j3J3J9Yj8n9IeqhGhy88DyftPzcK6zKWDI//FoTIsYH +hQWo0UgO+nrSj1cPjc2tv668EDGOZ5oP03qZnifTfpH6zvT3JFzFLUileKM5 +6AuwUUtVbsLFtZE7W6aKIW0y9Q7rGxvTN+kaTD9WhXesCd0npYRY7/k1UjmQ +jSsxL107t3KQv9Usij7XhtmegbdX1LCRutsgQle9CqJ+yYqurwJku5dujZpI +w5Tjc0M+ux4K4yyVPz0QIbG6cMKThzTUe96U/mrgo+WBbMyI6A7YZfbUnnzD +ASu4o3eYfRPWCXuKtTTFOO171PDzLDYmWPyh92U4F2Xjd3wX0W1ILn78wUWP +RqijRt297CIEq19XOKfegvC7r84O06TgQ0kaRudWo9TC5bdn5kLG8UzzYVov +0/Nk2i+mOCHhk/S53g70/o6mtzhh0Zqe/O0kxl7XM5YXfST+ffOVtk6Lo+pA +90tM3Le0DbGdY57lB4sx037z8uS3bJyLk73fUkGj09lhYOP6NlRneSmOCeRi +NqZHerU9QGCQ7LXjC/h4f7JP430PGx6q7/Pu+tMICVqcV6DZBq2F6aVTX9GY ++2lyfZ58I0Zy7t4cSO3ApMfCbWXlFNZnyy/34NZh7bGE5Ws3iPDE1DA69QUb +btzrGW/zKvHq7aqRrTUCLGp8GjU8iItersJA4ZoMHPC/nBlty2cczzQfpvUy +PU+m/WoMPVpTG0BhrlzAtd3j2OCEz3SqXdeKZSq2aYtDOJgj4ThKwuQPhIdt +tZTtaSTyGFN8Wp/J5O7ZQUPpeFTErsB3mGzT2cXiNyP2rPs8Pp+CrvHp7eze +OnyPHVB5s3Owj+rVivpybFQdE3bvXFWOpgllPYnbBNDpW1braERBOXyR85Yg +CppvT3Rr5LfilsisMCSCgkHJecWJL2phd3TVgL9AiO0H95QgnsIE5X3t0nNZ +UMx93901tRVfc8unBh5j4+qWD7sWPq9AnftGvbpkART1c0reH2Qhd+jnZc9G +fMJeJad1ivx22MgFX2jls7DqiPmpxyFc2OmNTz42qp1xPNN8mNbL9DxJ/Vq5 +09rDXtCExfUhR19NHJwTYqNpYygxHlR1aCeBi46nVjy772lItIw0lGhrwKiF +hjoHNGm0G1iV50YnQnrX0BWWt+qI85TEkyT8k+p6fhZmba+KYJbdtMZ0UijS +qCkz7b+WYUREvF7QShZ0n2+clZVXimrJ+IoJl9oRpXQwssmShtZzrd+GH24A +d/13W7N+EaKyublBXlywXPvnCowzUb/OU+OhBx8jvFhJvoPxr8LMJe4PL8Ii +ufS9sQPNKG6RK6uJptHvdyS84GkhViyYFOZ2shlHrTa0ffGmsSDmUJDrSD4+ +HP6i5rGsA/rPgjWm3ypF0tqLcmo1TVBiJagmLxQzjmeaD9N6SedJwonR6ga5 +xLuDuBW0GexW5GD/Cd9OE7c22NXJudeqs6EYn2GqFlGOWVLeLr+7CkA5le1f +cJDC1SjtIwdi2BgVNU1F4NYK6ZHjvB0mcGB/RjEzTOY1clLPGrGzm4i6izRP +STxJwj8JJ04c01B7KS7yqw5NElQ+hqREbZrTrEYED3zK36TMhXGO003dDY9g +sy8k6mk/H6PyTLtKtrCgIdPTv+PpRzyLvJz8iNOO+rDJNhcXUSgfw5kRoMOD +pHTG6N1OQrik/9D02cDG7Rh7tf6nHHzuW6rskdmGnyvjcwpk2Did/DZStIIL +aaHvaTthGw4WagqQSsOmrKfaaW4h5h6p+Gbg1Mw4nmk+TOsl4cSzJtK7aVUj +8k+ZqIYtFOCLX2p081MxvA6sHXpWRGPqBVmrXXgDtUehq7u6m9Bt5LpvXVMJ +rkXeKG+Ij4PbTJ5limc1JjnUBNd9Z2F9s7/K+64ybPSV7Bq6RgBlXYGmc0wV +chxclhc9a4GeZJ/35l1iov4n6TrSvCbxMOl+kc6t8/OIxX5aFLKrtXfeULwN +qRnKTclTavHm8TiJWgMWfo017hxq/BHf7secmp3bjsiNczw6FtKI+7BSL25K +A7ayegVhlSKE+UpP3ZJJIXTe/KhFcSXoc+tbHN7fAjuzx2buTmwIixr7ulwr +AJ3cxNQoAUx3sg9pD96jh55Xfvth9R4vWwrdk/2ZxzPNh1QvCSe6vTVD666w +YNySNM1LpRSBVZYZRmvbke1/x829hsbrsDszE70bkc2zmKlX1oFU9TFZbkdp +ZOX8fHS18C0Cp90PTsttRtzQaNUvJmz4aH4T75eqwNiQ7vRDZwQ4KXloVrs+ +F/KbMu2jeh9iWMm+gzEVfPBsH9bp2XHxTWXF1pygQd4ZnZihqk3eE0n6n6Tr +SPOaxMOk+0XCybhVm77OsWTDrm3DtY7VN6GY5Wnv0MfD7uZUJd4UCrcuBmtK +767GQZ2fJ24aCHEnuHLPNG8OuPOdvStnv8DhrGGl7HFN+FySviRqGo3nvjm9 +aY7FGNDdUCJp0QKllCcTLRIo/PhZoOIgVYfta5fRQX1CxvFM8yHh5DeXvIRR +vGq0bjf0tVFoRcCuNVKFrmIop5gevn+XRtfoH/l2aXw4fotYEn26A92x+6Mn +xHJQd+mplYr+cyxy3BySVdGI9fSsKt04Nowe//S2M6pEWtaaWu83Avx69SQq +tpvGEIH+QFFJI3yWnI9f2tcB8/iuWOUlHOhYvP9Kd77EYhmDHGfvJlz3C+x8 +OYzGlkn6e7vGJWJ6qpyf+bE6ol9B2kNJ+wVJN5L0AInnSfeX1Bdd5zV7NXgf +ILp7Yuzrvmgo1YVXym+uIvZFZnsVf58rjSLD5KuveQ1w3vAu8s3sDkx+HPrC +L58Ge6Gs4Mb9AsyPzRjWYNLMOJ5pPkzrNdmfoKBcxoLwWJxHoG8ZZH6XTazU +EWCIiUaURiqFlskW0xYurINc8d41WWNEiM6RyY1WHdQnsdqpDQIKEbqKU7Ta +WnHw6qzcz9U0LgWftJue/waap7aH68o3Q3pwnBQ9Y8F5hH590tQy3Orem2s4 +VYDCKReGvJb6BCOPAlm2UTP6ehO2/TISE30tkl9B2kNJ+wVJN5L0AInnmd7f +1bpP+Odv0FiZVP5FbUUSgnwyxymo10OpXuBt/YSDR4/awqOPP4P4uAX3dnIj +UrQEzZpfKCSv2GE2Rase8yPLD1zwEjGOJ+UTXnHR/sXperS0jj+3NLcNjpb3 +0oZFitEtc1za6iWFR8bhp+bMKEEH23u+bWMLjHpdjms6c5CqJBXadOcF/NYF +8UbOa8Ju6bOddkIKw3MM1W/y3gOOGwOuxLWgvzhWMsqHAm/2ixui7zVY3+ph +Xf5SiIGMl3NnyFFY2nD80XaZakS4jJe5P0MIavmDckkLLgaOqsdHF2Ujqfj2 +gdAnfJy9tG+u8TAuYkZdjuiZnobWVY6d2okNMM58lc7a/hE/ylsbOuWaMWyo +3+VAQzHRXyX5ZiQ/hLTnkvYXki4l6Q3SHCHxA6nvZQW2axJ7WEi5N/1dV9YN +nFA35dsm8PAp45SshxMLBWYS8doBpaBcFKkqr3ZiPAknFyovJRwayoFqu4bX ++qTX6J9x0kT/UxP82UVG/NcU/Ifn/SgMrkPa57sj5XVF0C8OULscROOjn9cH +Lcu3aKy4LDPzRjOuFdX8Md6EwrPDFmw6hIdqJbv58l5CPDAYeXjvEwr2E+9Z +lDnU4fAfyW87lUVw0/YxK/TlIN5gUXqTyX0c9/I980KhAZa9BVzlUBaWWcaf +3+X9CUuq9XuP9LajsjR2o1vb4P1SWynLih+cIw6zCyNbOpAgN1IczKVgfGn9 +ZmH0B+gkxdnsLBzE8zktjX5LDrRblIqtXV/iQaJ49ahtZB+e5K+SfDOSH0La +c0n7C0mXkvQGaY6Q+IGEk0vpknIvrSnsmeagE5t+G3cyrBwzvck61r/K4fMm +81pwbwUI8p62QvVpZM6ArxgREU7zdjrS2N+1IP7wowYMnOTZbZzSgYil5mMa +33Fw48GYWJeAPHBnCYzcQhthtlGgILmNwrjNKculptfg8QVbE9MIISI+Fnuu +Hkvhu3u32uU5g/djeeSdm5JtYB35qbD9HgsCny2l5vQnsI4N/7V8tAAGqZLd +WVUcZHVt2qHilIuP2SXqZ9wbwZqztbT+IQt6+cfO1TVwQSHGcJpuO+STxcuG +bKHw0VP0ZbcKhfbKN3OdL7citXKa96J9FBrs7v1ud74Gw0bPcOpIEeJUvZZM +6Ega9IHynTGB9fC/r2+/N5b8fOd/jX9IOBH0mm/tMq2Gbsz9UnlBC7rz9wvL +ncVEnf8X//y5+Ycpn5Bw8hf//IN//tf2LxI/kPrONH7mDM+Y5NQyuBrUFfx8 +0AwddZerUuZioo/61/71n7l/kfYd0hwh8QPTeBJO/qz713+L/8zUPyH1haQ3 +SHOEaTzTfGwOdiQvya4Z1GtfjH0G50e0wqNYeR8xUef/5T//3/4zUz+WxPOk ++0vSpSS9wTSeaT4knPy3+M//rufvTJ/vkM6NpAdIPE/aX0i6lGk803yY1nv1 +k3W3QwSN1FcJC/Pc+Vi0oUee49Lxp33+zvR5MYmHSfeLpBtJeoC055L2F6bx +TPNhWu9/2vP3/+/3D0n4J9VFmtckHibtFyTdSPJDSHsu03im+TCtl+l53n5X +o8A7QyFItTgT5rUouGR66g5HSNT5/673D0nvs5F4koR/kq4jzWvSHkraL0i+ +GckPYRrPNB+m9TI9TxJO/lXvHzJ9X5qET9LnkuYpiSdJ+p+k60h+BWkPJfmr +JN+MaTzTfJjWy/Q8mfbLSTYuTG1MKz5cLzulZCSCL3XmS5JQ/C/7vwwSj5Hw +SdJdpHlK2hNJ+p/ka5H8CpIPT/JXmcYzzYdpvUzPk2m/SH0n4epvHUOgig== + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -8750,99 +8948,95 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztW3sw1Wvb1oFKse2iIoXySufjLscupyTK61zKLjlFIipU0nasbEWpiKiU -Q3RSoagUOYa1fms5nw/LWk6LJdJJ9Pnme/995p3fzP5mz96zzZgxa+6Zdd/P -cz33fV3X81CwO2LmOEVISGj+f37/9295geWKOWcKIfSfH8mM0vYrxpVQ83m5 -L3YxA3Eb7mRs/lKF7jsKHNO0XiRvkU3Mmk8hVmHY5urOJhh4B3gK1vOR1+ul -lTCrBifikkXtwMOTLOtkxS0COPi0jHaLNyPCoJqXJd+Na7HvBue4CXDt5ln3 -u+sq8WbYjXvLMBMVHvd26HdwMDh1pc9KKzZywvzNMv6Vh+rEpYkfDbk4+Ks1 -48FuCknrzK97SLVge6Xe4q2RfORIqusc6mbiW4bEFKftjXBPThkJ+d6Hwqry -kqT3DBzw1jWIy67EUOj1KHX5XnwZ1tjjbsNEeaKieIRVPW7HMrQ2XO3D9vgi -ia1iFI55cn5M/d4I6U+7etoU+LTj6eZDt16660l3v0j7TvdzEq40o35rDRFl -Y175jaE8SS40jgXE9M0XwPFGvZy8TiX2pocHXzTJAF82r2BVMQe/X7VaNrqF -hdsFRUkSrqW48z1ycrlUFywyI9LKE9lYcbcuOKDmPr662SYe0upAm6FgfkAa -C59vr1gTncuBUu7MkYrQAaiNvLf58pEFAXNcqUOkADu+rbqZ0ctFsmEt30GC -jY1JsrJdm96h28Pk5p3XXBSLjXm221HoVLkst2pfC+zPpm/1TeCjJsxNUXYn -C7vs1U4XeXbg87ri1JjxfgzGjbsd1mMg72uv7GuPagyZbjI++66XdjzdfOjW -S3c96e4XXZyQ8En63opkn1n5j97D1tRu0UmjSKy9beWwZKQOVtKGTLsICsxR -3ef7brRi6uwwSRaHD88a84DiFAbEc4Y3lbNr8DB8ZdllsT4cNsm1vdVTCdFo -uxeJD7i4daQ2qXqNAIGFOrNaRsoxWzSwqdUsFs0VtqXfjjTi6qLzXzwrmbDW -rm+6P96AV+pmW7j8Pti3qK2qVa/EVtEh0Z7ehxg8EX2hsbMD+998umgYykRy -uWa466d6LI2PbkjI7IPoYJ3wQR0G1BznNIp03YRS+o51UxuasETUMt/5fRVa -5Z8UfejmwuCCRF/WLwLa8XTzoVsv3fUk7RcRD/UfN89rYiFy7/ftRkc64Ro7 -9ntW5QBml9TbBB1jw8NwGqNI+T4Wi3l/yhPtIPYxEj5JOJEJ+HmmxaJKMG3+ -PRh0JAsXpgouTJ7ciVBzy56pLDZyn6tnL5r6Es6fPDwlAjqx76q2evV0JgYa -pp/N1K3E+qM/LVrc34MOoacDB0NYWNny5pq9Ggef0pYeCTQbwNK0c9xBHwrj -LoGqESZMuF713dBj0w3nRYWKtdEMaGWqHh+UrkL+tssho9t7IWz0eHDDNCZs -25pk6pTqUBcBqccWfeCORtzJjaGwalPv2fXcVhx9I3tbe5iPtZJU+dsaCpMl -ijWCA8phtU3fel5eF+14uvnQrZfuepJwYude6TlPuhO5jss+RS/sw6HfV5ul -PhfAbGfkW+pcJYKnOpwMWpOOUfVTR5MsOFg8XPUuJY6CsfNCVzk1Bp7mOIdH -TsxP0jwl9UkS/kl1aTgeuDnNnEJM6QHlc6l3YSJjuWLwWCuClm382tPFwqwj -ivpuMZ04Ff2wz5I7ANPFUftf1jNwTbDWgRFci/TAK8Nl6yfOaZN1baISE6++ -Kr/piKqDl2vC2YWH+/DzXcvGy6spPKW8f1j3NKFA75JskDkfL496Z20MZ+P6 -YGf52a+5kAh2Odky0Il3X1XGCrSZ+HJvz4ULn+uw3oSVbOHfB9OolkDpVBY+ -mgZf1NcvQrd2ibbjQR7teLr50K2XtJ4knJTpav324yUDEdOSF9TL1GLVWOCG -u7J9uB183yBMrBIsjU6zF9seYkpv9JrjTztQEsFPivm1Gm+QN8ldgoeqR9zI -S6oChMzQllnAYuGwqPBqJYOJvmAZJ7Xr3QCRd5HmKalPkvBPwolkbgw4k5jw -nmE590fBbZx5xNvnl9aMlACZD9kv6yEjbuhnq9GFp3uFRCkrAT5/czdWOsVC -2uYVKVZpxfj1eIhJeAYPB1oVAgYfUGhZsFvjdm4F5D6ed2YKdyOsyehYxTo2 -9rqLOd/bxMUntZ2uFooCNKtrRwvLsbB8eEVpaEU7Krlh/K7sfiz+d9ixDR8Y -8Nh73tujrhaz9904sV2vj3Y83Xzo1kvCyfxbQke3xDbDTDz2wjz9bmyatm70 -hYcA+i7Kui8vsdAntPb0GzsOIo0ud9jbD2AgKPbG6V4Gdii4XtviV4ldzmLs -n0V6AZcfGc3BFAbYPs8dTFox+Vr15CVVfOg8ls7RPTUxd3Tv3azckAi+1FjE -vtJWIv8n8TrSvCb1YdL5Iq0bP91f+GBZKZx/Cs9abBEOPZ3EV3Fjtfg8312U -n0uhzrlxTNKnDYaKKqb3l/dj00mdqSVvWfDPn2r0MLIQHxyKS05q8WAcLvcm -VIWN6G8Wwl4i+XCJ05yf6svFoKe0cl8RBbOmG5tFdJIwNGNRyhKVNlgEZ24q -Os5Cgb2PkNyPDlislTV+oTpAO55uPqR6SThpfSddvH0CnxeozIGHG9swmftY -kyveDwlrxWfce0z84BR7qUuy0R4/finWpQd6ViU+WkIUmiR262jeaoRZYeOD -k+J8LHZtCZC3onDt2zIpf2UKajLtcb5Xu5Fv0nR30TiFzEkqGwx3t+PpQ4fg -5vP9aFIJfJjyncKrDtHm2XZlMCwsm1MR2EXUiST+T+J1pHlN6sOk80XCSU7W -rcwgPgX/mEerfJvK0DJrUZl5fBfkD2brxepReN50Km74EAWpf+WHGzyZ4Anl -dkcsJs5LwelioZ3CrTj0xSDHvYCP88cG75ilTOjrVW+dPA40oE3hhOOU8j4k -3GhsUN3LQOs2FfEfedVYbeeRFFzVSzuebj4knEzy0tz+oaMTSgVBHE5oH2Kd -yh6r5Avw00EqY8iFhRa/kfeP/VNQsMStLaGnDcvjpjd7/cKEQEr+/XwBG9JK -Mcu9S3pwbEerqfBbNj7MUQ0bEn4FE6c6aaH4TmxPDVFynNOBuGpludppE3WK -Pm+9EifAOs3CyGef2TgqGvTMMfsFLExeVvtpd+LF5SDFjgk+88WmcqYkOnAl -y17Xsaef6FeQdChJX5B4I4kPkPo86fyS9uWYSpnFDAkWGpw57Xm6yTj++89e -uefa4Hb3W8npcRYsvaV3t/R0YidnluaoiAA/rO+otIuzoRwl3SpWlIo3qol6 -6+PbsV7Y1i2HU4O7TvfzpU7yYDAgPLNQl348KR8STlStfGuWr2GhpLwgbryj -FG4CX53SNV0w2rnYeskKFs6ceTLz+Zd2xNcXzvtc1o/d/e3uDqGViNePzdv6 -/RFyJ8ktMVTlYJ1qsN5mBxZ4MY0mCws6MPe2tLKowgD2eKctyTzJhPKvGtQz -NzZ2bDUKOnCpByaPUjxPLaLQHRyjETxKgbdsteugoBtPPYS+fZnJgp2rvGZ3 -/3ug/GjUbZcu+MRHNF+KZGDZXKXWDedq8Gi/bFz+WC/R1yL5FSQdStIXJN5I -4gOkPk86vyScXBT10sxax8Jj+W+ZXjnJSMuRWuf8oA1B7ywfZgxSiM8Sk/VT -bsc9i8XrW4/34+O7bPOQTjYkFCaLmTdlo+ag+s0pBzppx5Nw0j8yrjBttAHS -LY0G0yO7MDNWRHX5fgFajY5z5r1i4urniEfH7zcgJfvrnDONfXgdXSlu3Ujh -+3WJMdumNnQFV2XOsOzHp0ZXxUtLKDz5zGvrim2CyMNR4wW6fEi4hsd4vaZg -ELLFbJd2BcaS7H9O7e1Cn83KoSwPBpQtIo5HitdgyOGM5fnOXgQtyPj0y9ZK -eKooNIf6c5Epdu3B+RUC6KzmqThM4P+8S8x3p5h2RJ3oPCad2A8Fp0j5ZkcK -093DElLqmdB6y869eaqb6K+SfDOSH0LSuST9QuKlJL5BmiOk/kDad9sdXP29 -dRVYue85Q9UzHg8aLT9HODVhOVvmvrp+PTjHN+Y0ynbhETNB67W5gBhPwomx -SNLF7HgWvEuj2mdd5mDsXMKLPO8BRASrJX3YxAbn6OtsffM0+Nty46mSdlD2 -flejfBjontOfMHdXFRqsO1addujFt/P3+8VT2Fht6rsn0v819rrmeYgUdcLL -OMTm8W4mGNTBrn8/YEPEXEEt+H4P2GUp5ZfLKKzPluIpJbZhbM/G9SGa/dig -/0LyMCiEaBh3eB1oxqxIA++Ew3w8Pb1rBRhsOK0U9Yl1foDT2mG+v7t14OmD -wk2/WjJwouok72t0FaI+FCbd8O/F/mL54lNhFFbzFsYeeMWAz+YaVrlGN9GH -J/mrJN+M5IeQdC5Jv5B4KYlvkOYIqT+QcNL5/fXUc50spFQr/1KwNhXphbNX -zj3STsTJwhP1qiaG7cjqE6/7eKMHy2DPFI8UoDExZVdNGwtHLwdeuXyrAGvm -nJheNpMHB3du+6SjtfDUdXygdYuHdKOzDL9tAoRG5g9N+YWCrYggSTyZgqn3 -El/e+25cN/ROTh9vxBUlQ4f02i688RqdPuIowIt3cpZ7lNgIXfBKcv+lfEhc -cJp9IYaL34blFONYE/p3sKVOtJgFPY0vikoGPbhIrdlluo8FGbtHJ138SqDF -cOEadfDw9uMJ3jJ+G4wH3UM8J3j2WndGq8JFASb7zcs568rG7mV+vIKgt7h+ -R3x281IupsdH7bj9lQneml6tlb4snOJIquot7fmn//yXfrLw46pYl+l1qJ2b -dyemmAcPScfvh40EGLwZ4TQ9jAXs+BFrPJKCkcS1o8li7f/0n795/6HbT0g4 -+af//F//+bvqL7r8hLTvdOOfm8Q3HAlqgFmNuc+wZxcUsxPsZ9gIUNxtbfPW -qxKqB3aJBWg/gZ/TPQ/Lo5x/9NefrL/o6h3SHCH1B7rxJJz8XfXXX8V/puuf -kPaFxDdIc4RuPN184q26Kvp2UpBVDE8vK2nG3SuTSjUD+VgptuLrwigWbja7 -pWrUFGFP9Niz6LO8f/zn/+I/0/VjSX2edH5JvJTEN+jG082HhJO/iv/8Z92/ -073fIa0biQ+Q+jxJv5B4Kd14uvnQrTfEdOZrZZ02pAwHJauL92DH0E8imsEC -uNllfG4xn+AfkYO1DrrPwHstVD4ljfOXv3+ne19M6sOk80XijSQ+QNK5JP1C -N55uPnTrJeHkz7p//6PeH9J9f0KqizSvSX2YpC9IvJHkh5B0Lt14uvnQrZfu -eg4dkjilWcBC6tWf1u6U6URL6gXBsvQBTFHRUSs0ZiHnw70lZsMlMO21nVk/ -yvt/f39I9z0bqU+S8E/idaR5TdKhJH1B8s1IfgjdeLr50K2X7nqScPJHvT+k -/V6agE/S95LmKalPkvg/ideR/AqSDiX5qyTfjHY8zXzo1kt3PenuV3bY2q3Z -Gd2o25by6HRUP0p3u43vH/nj/i+D1MdI+CTxLtI8JelEEv8n+Vokv4Lkw5P8 -VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD +1:eJztW3k0le36rkSU8kWjVIZEUkkhla4GRKRJNAhpoCglooQGia+iRBlCoxCZ +0kD6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +9Vz3dV/vS8XJfeMeiSFDhkz65/fff1YWb56t4F+AIf/8GvewqP6KFReLvfPs +Y1RZuL7g1kOD76VovaXC35DSjm/lC4Yvs61Ayk4O7arSgoS3qzTmWYvB8bH2 +HFhOI/C5jUycaQOm70qYcEEogpCm3W3PUsjTPqtXu+0OdI63q/rV10I+/KP1 +lAEKuYs801jb62F7ylLD5ncRjt+Kb5DgVeCJndsVK5MWKG7I+PrAVgwXDWOV +C2UcfNgzSmlXSCqcPkxMS/FuwMvnF7knVnPgnN5jde1iCnwC1gVzK+th7dVr +uXUiB7y0FJVWfjLy9j3J3J9Yj8n9IeqhGhy88DyftPzcK6zKWDI//FoTIsYH +hQWo0UgO+nrSj1cPjc2tv668EDGOZ5oP03qZnifTfpH6zvT3JFzFLUileKM5 +6AuwUUtVbsLFtZE7W6aKIW0y9Q7rGxvTN+kaTD9WhXesCd0npYRY7/k1UjmQ +jSsxL107t3KQv9Usij7XhtmegbdX1LCRutsgQle9CqJ+yYqurwJku5dujZpI +w5Tjc0M+ux4K4yyVPz0QIbG6cMKThzTUe96U/mrgo+WBbMyI6A7YZfbUnnzD +ASu4o3eYfRPWCXuKtTTFOO171PDzLDYmWPyh92U4F2Xjd3wX0W1ILn78wUWP +RqijRt297CIEq19XOKfegvC7r84O06TgQ0kaRudWo9TC5bdn5kLG8UzzYVov +0/Nk2i+mOCHhk/S53g70/o6mtzhh0Zqe/O0kxl7XM5YXfST+ffOVtk6Lo+pA +90tM3Le0DbGdY57lB4sx037z8uS3bJyLk73fUkGj09lhYOP6NlRneSmOCeRi +NqZHerU9QGCQ7LXjC/h4f7JP430PGx6q7/Pu+tMICVqcV6DZBq2F6aVTX9GY ++2lyfZ58I0Zy7t4cSO3ApMfCbWXlFNZnyy/34NZh7bGE5Ws3iPDE1DA69QUb +btzrGW/zKvHq7aqRrTUCLGp8GjU8iItersJA4ZoMHPC/nBlty2cczzQfpvUy +PU+m/WoMPVpTG0BhrlzAtd3j2OCEz3SqXdeKZSq2aYtDOJgj4ThKwuQPhIdt +tZTtaSTyGFN8Wp/J5O7ZQUPpeFTErsB3mGzT2cXiNyP2rPs8Pp+CrvHp7eze +OnyPHVB5s3Owj+rVivpybFQdE3bvXFWOpgllPYnbBNDpW1braERBOXyR85Yg +CppvT3Rr5LfilsisMCSCgkHJecWJL2phd3TVgL9AiO0H95QgnsIE5X3t0nNZ +UMx93901tRVfc8unBh5j4+qWD7sWPq9AnftGvbpkART1c0reH2Qhd+jnZc9G +fMJeJad1ivx22MgFX2jls7DqiPmpxyFc2OmNTz42qp1xPNN8mNbL9DxJ/Vq5 +09rDXtCExfUhR19NHJwTYqNpYygxHlR1aCeBi46nVjy772lItIw0lGhrwKiF +hjoHNGm0G1iV50YnQnrX0BWWt+qI85TEkyT8k+p6fhZmba+KYJbdtMZ0UijS +qCkz7b+WYUREvF7QShZ0n2+clZVXimrJ+IoJl9oRpXQwssmShtZzrd+GH24A +d/13W7N+EaKyublBXlywXPvnCowzUb/OU+OhBx8jvFhJvoPxr8LMJe4PL8Ii +ufS9sQPNKG6RK6uJptHvdyS84GkhViyYFOZ2shlHrTa0ffGmsSDmUJDrSD4+ +HP6i5rGsA/rPgjWm3ypF0tqLcmo1TVBiJagmLxQzjmeaD9N6SedJwonR6ga5 +xLuDuBW0GexW5GD/Cd9OE7c22NXJudeqs6EYn2GqFlGOWVLeLr+7CkA5le1f +cJDC1SjtIwdi2BgVNU1F4NYK6ZHjvB0mcGB/RjEzTOY1clLPGrGzm4i6izRP +STxJwj8JJ04c01B7KS7yqw5NElQ+hqREbZrTrEYED3zK36TMhXGO003dDY9g +sy8k6mk/H6PyTLtKtrCgIdPTv+PpRzyLvJz8iNOO+rDJNhcXUSgfw5kRoMOD +pHTG6N1OQrik/9D02cDG7Rh7tf6nHHzuW6rskdmGnyvjcwpk2Did/DZStIIL +aaHvaTthGw4WagqQSsOmrKfaaW4h5h6p+Gbg1Mw4nmk+TOsl4cSzJtK7aVUj +8k+ZqIYtFOCLX2p081MxvA6sHXpWRGPqBVmrXXgDtUehq7u6m9Bt5LpvXVMJ +rkXeKG+Ij4PbTJ5limc1JjnUBNd9Z2F9s7/K+64ybPSV7Bq6RgBlXYGmc0wV +chxclhc9a4GeZJ/35l1iov4n6TrSvCbxMOl+kc6t8/OIxX5aFLKrtXfeULwN +qRnKTclTavHm8TiJWgMWfo017hxq/BHf7secmp3bjsiNczw6FtKI+7BSL25K +A7ayegVhlSKE+UpP3ZJJIXTe/KhFcSXoc+tbHN7fAjuzx2buTmwIixr7ulwr +AJ3cxNQoAUx3sg9pD96jh55Xfvth9R4vWwrdk/2ZxzPNh1QvCSe6vTVD666w +YNySNM1LpRSBVZYZRmvbke1/x829hsbrsDszE70bkc2zmKlX1oFU9TFZbkdp +ZOX8fHS18C0Cp90PTsttRtzQaNUvJmz4aH4T75eqwNiQ7vRDZwQ4KXloVrs+ +F/KbMu2jeh9iWMm+gzEVfPBsH9bp2XHxTWXF1pygQd4ZnZihqk3eE0n6n6Tr +SPOaxMOk+0XCybhVm77OsWTDrm3DtY7VN6GY5Wnv0MfD7uZUJd4UCrcuBmtK +767GQZ2fJ24aCHEnuHLPNG8OuPOdvStnv8DhrGGl7HFN+FySviRqGo3nvjm9 +aY7FGNDdUCJp0QKllCcTLRIo/PhZoOIgVYfta5fRQX1CxvFM8yHh5DeXvIRR +vGq0bjf0tVFoRcCuNVKFrmIop5gevn+XRtfoH/l2aXw4fotYEn26A92x+6Mn +xHJQd+mplYr+cyxy3BySVdGI9fSsKt04Nowe//S2M6pEWtaaWu83Avx69SQq +tpvGEIH+QFFJI3yWnI9f2tcB8/iuWOUlHOhYvP9Kd77EYhmDHGfvJlz3C+x8 +OYzGlkn6e7vGJWJ6qpyf+bE6ol9B2kNJ+wVJN5L0AInnSfeX1Bdd5zV7NXgf +ILp7Yuzrvmgo1YVXym+uIvZFZnsVf58rjSLD5KuveQ1w3vAu8s3sDkx+HPrC +L58Ge6Gs4Mb9AsyPzRjWYNLMOJ5pPkzrNdmfoKBcxoLwWJxHoG8ZZH6XTazU +EWCIiUaURiqFlskW0xYurINc8d41WWNEiM6RyY1WHdQnsdqpDQIKEbqKU7Ta +WnHw6qzcz9U0LgWftJue/waap7aH68o3Q3pwnBQ9Y8F5hH590tQy3Orem2s4 +VYDCKReGvJb6BCOPAlm2UTP6ehO2/TISE30tkl9B2kNJ+wVJN5L0AInnmd7f +1bpP+Odv0FiZVP5FbUUSgnwyxymo10OpXuBt/YSDR4/awqOPP4P4uAX3dnIj +UrQEzZpfKCSv2GE2Rase8yPLD1zwEjGOJ+UTXnHR/sXperS0jj+3NLcNjpb3 +0oZFitEtc1za6iWFR8bhp+bMKEEH23u+bWMLjHpdjms6c5CqJBXadOcF/NYF +8UbOa8Ju6bOddkIKw3MM1W/y3gOOGwOuxLWgvzhWMsqHAm/2ixui7zVY3+ph +Xf5SiIGMl3NnyFFY2nD80XaZakS4jJe5P0MIavmDckkLLgaOqsdHF2Ujqfj2 +gdAnfJy9tG+u8TAuYkZdjuiZnobWVY6d2okNMM58lc7a/hE/ylsbOuWaMWyo +3+VAQzHRXyX5ZiQ/hLTnkvYXki4l6Q3SHCHxA6nvZQW2axJ7WEi5N/1dV9YN +nFA35dsm8PAp45SshxMLBWYS8doBpaBcFKkqr3ZiPAknFyovJRwayoFqu4bX ++qTX6J9x0kT/UxP82UVG/NcU/Ifn/SgMrkPa57sj5XVF0C8OULscROOjn9cH +Lcu3aKy4LDPzRjOuFdX8Md6EwrPDFmw6hIdqJbv58l5CPDAYeXjvEwr2E+9Z +lDnU4fAfyW87lUVw0/YxK/TlIN5gUXqTyX0c9/I980KhAZa9BVzlUBaWWcaf +3+X9CUuq9XuP9LajsjR2o1vb4P1SWynLih+cIw6zCyNbOpAgN1IczKVgfGn9 +ZmH0B+gkxdnsLBzE8zktjX5LDrRblIqtXV/iQaJ49ahtZB+e5K+SfDOSH0La +c0n7C0mXkvQGaY6Q+IGEk0vpknIvrSnsmeagE5t+G3cyrBwzvck61r/K4fMm +81pwbwUI8p62QvVpZM6ArxgREU7zdjrS2N+1IP7wowYMnOTZbZzSgYil5mMa +33Fw48GYWJeAPHBnCYzcQhthtlGgILmNwrjNKculptfg8QVbE9MIISI+Fnuu +Hkvhu3u32uU5g/djeeSdm5JtYB35qbD9HgsCny2l5vQnsI4N/7V8tAAGqZLd +WVUcZHVt2qHilIuP2SXqZ9wbwZqztbT+IQt6+cfO1TVwQSHGcJpuO+STxcuG +bKHw0VP0ZbcKhfbKN3OdL7citXKa96J9FBrs7v1ud74Gw0bPcOpIEeJUvZZM +6Ega9IHynTGB9fC/r2+/N5b8fOd/jX9IOBH0mm/tMq2Gbsz9UnlBC7rz9wvL +ncVEnf8X//y5+Ycpn5Bw8hf//IN//tf2LxI/kPrONH7mDM+Y5NQyuBrUFfx8 +0AwddZerUuZioo/61/71n7l/kfYd0hwh8QPTeBJO/qz713+L/8zUPyH1haQ3 +SHOEaTzTfGwOdiQvya4Z1GtfjH0G50e0wqNYeR8xUef/5T//3/4zUz+WxPOk ++0vSpSS9wTSeaT4knPy3+M//rufvTJ/vkM6NpAdIPE/aX0i6lGk803yY1nv1 +k3W3QwSN1FcJC/Pc+Vi0oUee49Lxp33+zvR5MYmHSfeLpBtJeoC055L2F6bx +TPNhWu9/2vP3/+/3D0n4J9VFmtckHibtFyTdSPJDSHsu03im+TCtl+l53n5X +o8A7QyFItTgT5rUouGR66g5HSNT5/673D0nvs5F4koR/kq4jzWvSHkraL0i+ +GckPYRrPNB+m9TI9TxJO/lXvHzJ9X5qET9LnkuYpiSdJ+p+k60h+BWkPJfmr +JN+MaTzTfJjWy/Q8mfbLSTYuTG1MKz5cLzulZCSCL3XmS5JQ/C/7vwwSj5Hw +SdJdpHlK2hNJ+p/ka5H8CpIPT/JXmcYzzYdpvUzPk2m/SH0n4epvHUOgig== + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -8900,8 +9094,8 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "+", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -8912,8 +9106,8 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -8924,8 +9118,8 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -8936,9 +9130,9 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -8969,389 +9163,394 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, - 4} -> Complex[-0.07968743240634073, \ --0.17702649633258472`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, - 6} -> Complex[-0.45588071484204273`, \ --0.014752170920114424`], {1, 7} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 8} -> Complex[0.199408104684111, -0.11720650121625686`], { - 1, 9} -> Complex[0.02023138254715448, 0.11137525641609], { - 1, 10} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 11} -> Complex[-0.07795077274116374, - 0.2904671042221048], {1, 12} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, - 13} -> Complex[-0.07795077274116374, - 0.2904671042221048], {1, 14} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, - 15} -> Complex[0.02023138254715448, 0.11137525641609], {1, - 16} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 17} -> Complex[-0.09714752480970831, - 0.05391368675976281], {1, 18} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, - 19} -> Complex[ - 0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], { - 1, 21} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 22} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 24} -> 1, {2, 3} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, - 4} -> Complex[-0.29340373279675197`, - 0.27809938962030384`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 6} -> Complex[0.11519091687891489`, 0.4012928958026726], { - 2, 7} -> Complex[ - 0.16774613988004144`, -0.225655277072902], {2, 8} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, - 9} -> Complex[-0.09727281618814543, 0.4251726947214757], { - 2, 10} -> Complex[ - 0.17837001887568327`, -0.09187489939370964], {2, 11} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, - 12} -> Complex[-0.20476687273928368`, - 0.20940927658482447`], {2, 13} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, - 14} -> Complex[-0.20476687273928368`, - 0.20940927658482447`], {2, 15} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, - 16} -> Complex[ - 0.17837001887568327`, -0.09187489939370964], {2, 17} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, - 18} -> Complex[-0.24737746704016716`, - 0.5022802985841684], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 20} -> Complex[ - 0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, - 22} -> Complex[-0.29340373279675197`, - 0.27809938962030384`], {2, 23} -> 1, {3, 4} -> - Complex[0.7322837744378387, 0.], {3, 5} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, - 6} -> Complex[-0.020878723063805726`, \ --0.1044611112500656], {3, 7} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, - 8} -> Complex[0.6164020052722983, -0.03301684548082712], { - 3, 9} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, + Complex[-0.1766768302665536, 0.1352957631030186], {1, 4} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 5} -> Complex[-0.1599463611986579, -0.3186964622408383], { + 1, 6} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {3, 11} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {3, + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {3, 13} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {3, + 0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {3, 15} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, + 0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {3, 17} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, - 18} -> Complex[ - 0.6164020052722983, -0.03301684548082712], {3, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, - 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {3, - 21} -> Complex[-0.1157253008903192, \ --0.07182611485724257], {3, 22} -> Complex[0.7322837744378387, 0.], {3, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {3, - 24} -> Complex[-0.07968743240634073, - 0.17702649633258472`], {4, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {4, + 0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 18} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, + 20} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 22} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 24} -> 1, {2, 3} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 4} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> Complex[ - 0.24014852879671952`, 0.15329539227786965`], {4, 7} -> - Complex[0.07416506719537758, -0.08051189278847616], {4, - 8} -> Complex[-0.2385656438458264, 0.06903700176549488], { - 4, 9} -> Complex[-0.030346695869449408`, - 0.030149558835644692`], {4, 10} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, - 11} -> Complex[ - 0.09059534447844704, -0.10345647613127328`], {4, 12} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {4, - 13} -> Complex[ - 0.09059534447844704, -0.10345647613127328`], {4, 14} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {4, - 15} -> Complex[-0.030346695869449408`, - 0.030149558835644692`], {4, 16} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, + 0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, + 8} -> Complex[-0.16418162796222252`, \ +-0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, + 10} -> Complex[-0.2917595352077467, -0.3784536838475334], \ +{2, 11} -> Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 14} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 20} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 22} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 23} -> 1, {3, 4} -> + Complex[0.8762699833354937, 0.], {3, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, + 6} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {3, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, + 8} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {3, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {3, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, + 12} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {3, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, + 14} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {3, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, + 16} -> Complex[-0.2346066684020043, + 0.5335785389713812], {3, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {3, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, + 20} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.8762699833354937, 0.], {3, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {3, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {4, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 4, 6} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {4, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {4, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {4, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, + 12} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {4, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, + 14} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {4, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, + 16} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {4, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, + 18} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {4, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 4, 20} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {4, 21} -> + Complex[0.12373001666450631`, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {4, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{5, 6} -> Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, + 12} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {5, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, + 14} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 16} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 19} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, + 22} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, + 12} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {6, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, + 14} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {6, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 6, 22} -> Complex[ + 0.030636763457055183`, -0.11355874224143539`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 7, 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, + 12} -> Complex[-0.04249050665712762, -0.090268967382963], \ +{7, 13} -> Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 15} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {7, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, + 22} -> Complex[ + 0.2616855917631509, -0.009667937264448562], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 12} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 14} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 16} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 8, 20} -> Complex[ + 0.2578656808252187, 0.10876030801336257`], {8, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 22} -> Complex[ + 0.037739555243020126`, -0.012308050579545225`], {8, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 12} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 14} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, + 22} -> Complex[-0.2346066684020043, -0.5335785389713812], \ +{9, 23} -> Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 12} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 14} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {10, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 23} -> Complex[ + 0.01747597846754094, 0.10203270358947614`], {10, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {11, 14} -> + Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 17} -> Complex[ - 0.07416506719537758, -0.08051189278847616], {4, 18} -> - Complex[-0.2385656438458264, 0.06903700176549488], {4, + 0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 19} -> Complex[ - 0.02087872306380592, -0.10446111125006569`], {4, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {4, - 21} -> Complex[0.2677162255621613, 0.], {4, 22} -> - Complex[-0.1157253008903192, 0.07182611485724257], {4, + 0.017368709836144688`, -0.1497980533645717], {11, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, + 21} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {11, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 23} -> Complex[ - 0.27244326195988916`, -0.011111878577649018`], {4, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {5, - 6} -> Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, - 8} -> Complex[-0.02707098756043888, - 0.08415309369657159], {5, 9} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, - 10} -> Complex[-0.08181885113853848, \ --0.0223150746441549], {5, 11} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, - 12} -> Complex[-0.04214475287108173, - 0.2125642839376449], {5, 13} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, - 14} -> Complex[-0.04214475287108173, - 0.2125642839376449], {5, 15} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, - 16} -> Complex[-0.08181885113853848, \ --0.0223150746441549], {5, 17} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, - 18} -> Complex[-0.02707098756043888, - 0.08415309369657159], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, - 20} -> Complex[0.460087813322552, 0.], {5, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {5, - 22} -> Complex[-0.020878723063805726`, - 0.1044611112500656], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {6, 7} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, - 8} -> Complex[-0.4024303768625533, 0.06319936655428628], { - 6, 9} -> Complex[-0.2934854494126851, - 0.04085502210736608], {6, 10} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 11} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], { - 6, 12} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 13} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {6, 14} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 15} -> Complex[-0.2934854494126851, - 0.04085502210736608], {6, 16} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 17} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, - 18} -> Complex[-0.4024303768625533, - 0.06319936655428628], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, + 0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, + 13} -> Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {12, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[ + 0.13688251203715338`, -0.1036078618111689], {12, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {12, 21} -> Complex[ - 0.02087872306380592, 0.10446111125006569`], {6, 22} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], { - 6, 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, - 8} -> Complex[0.7694387170582185, 0.], {7, 9} -> - Complex[0.1868664022204954, 0.06385028540854319], {7, 10} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, - 11} -> Complex[-0.2300764357164763, - 0.11137567802408056`], {7, 12} -> - Complex[0.4351121808870284, -0.1282880779202612], {7, 13} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {7, - 14} -> Complex[0.4351121808870284, -0.1282880779202612], { - 7, 15} -> Complex[ - 0.1868664022204954, 0.06385028540854319], {7, 16} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, - 17} -> Complex[-0.13812244808851923`, \ --0.022678210677030422`], {7, 18} -> Complex[0.7694387170582185, 0.], {7, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {7, - 20} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {7, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {7, - 22} -> Complex[0.6164020052722983, 0.03301684548082712], { - 7, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {7, - 24} -> Complex[0.199408104684111, 0.11720650121625686`], { - 8, 9} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {8, 10} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, - 11} -> Complex[-0.010533198723196371`, \ --0.006296053518233197], {8, 12} -> - Complex[-0.06875971685231415, 0.006550328119388341], {8, - 13} -> Complex[-0.010533198723196371`, \ --0.006296053518233197], {8, 14} -> - Complex[-0.06875971685231415, 0.006550328119388341], {8, - 15} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {8, 16} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, - 17} -> Complex[0.09630860197729411, 0.], {8, 18} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {8, - 19} -> Complex[ - 0.12702736104247997`, -0.01646149694625006], {8, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {8, + 0.01476498538421066, -0.0004105289599095289], {12, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {13, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, + 21} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {13, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, + 19} -> Complex[ + 0.13688251203715338`, -0.1036078618111689], {14, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 21} -> Complex[ - 0.07416506719537758, 0.08051189278847616], {8, 22} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {8, + 0.01476498538421066, -0.0004105289599095289], {14, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, + 22} -> Complex[-0.2346066684020043, -0.5335785389713812], \ +{15, 23} -> Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 23} -> Complex[ - 0.16774613988004144`, 0.225655277072902], {8, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {9, - 10} -> Complex[0.4159087185308232, 0.], {9, 11} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, - 12} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {9, 13} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, - 14} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {9, 15} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {9, - 16} -> Complex[0.4159087185308232, 0.], {9, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {9, - 18} -> Complex[ - 0.14880448551485936`, 0.18343023977218464`], {9, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {9, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {9, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {9, - 22} -> Complex[ - 0.3146513247958228, -0.026797378998685423`], {9, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {9, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {10, 11} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, - 12} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {10, 13} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, - 14} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {10, 15} -> - Complex[0.41416215192864014`, 0.], {10, 16} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {10, - 17} -> Complex[-0.11463533571593523`, \ --0.055210078698593804`], {10, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {10, - 19} -> Complex[-0.2934854494126851, \ --0.04085502210736608], {10, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {10, - 21} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {10, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {10, - 23} -> Complex[-0.09727281618814543, \ --0.4251726947214757], {10, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {11, 12} -> - Complex[0.5794387931418044, 0.], {11, 13} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {11, - 14} -> Complex[0.5794387931418044, 0.], {11, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {11, - 16} -> Complex[ - 0.3689066714841379, 0.01963818646965646], {11, 17} -> - Complex[-0.06875971685231415, -0.006550328119388341], {11, - 18} -> Complex[0.4351121808870284, 0.1282880779202612], { - 11, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {11, - 20} -> Complex[-0.04214475287108173, \ --0.2125642839376449], {11, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 11, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {11, - 23} -> Complex[-0.20476687273928368`, \ --0.20940927658482447`], {11, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {12, - 13} -> Complex[0.3744935743083003, 0.], {12, 14} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {12, - 15} -> Complex[ - 0.24390216997712094`, -0.12967162455970677`], {12, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {12, - 17} -> Complex[-0.010533198723196371`, - 0.006296053518233197], {12, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {12, - 19} -> Complex[-0.029186234486845222`, - 0.022372160811117286`], {12, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {12, - 21} -> Complex[ - 0.09059534447844704, 0.10345647613127328`], {12, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {12, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {12, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {13, - 14} -> Complex[0.5794387931418044, 0.], {13, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {13, - 16} -> Complex[ - 0.3689066714841379, 0.01963818646965646], {13, 17} -> - Complex[-0.06875971685231415, -0.006550328119388341], {13, - 18} -> Complex[0.4351121808870284, 0.1282880779202612], { - 13, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {13, - 20} -> Complex[-0.04214475287108173, \ --0.2125642839376449], {13, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 13, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {13, - 23} -> Complex[-0.20476687273928368`, \ --0.20940927658482447`], {13, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {14, - 15} -> Complex[ - 0.24390216997712094`, -0.12967162455970677`], {14, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {14, - 17} -> Complex[-0.010533198723196371`, - 0.006296053518233197], {14, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {14, - 19} -> Complex[-0.029186234486845222`, - 0.022372160811117286`], {14, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {14, - 21} -> Complex[ - 0.09059534447844704, 0.10345647613127328`], {14, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {14, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {14, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {15, - 16} -> Complex[0.4159087185308232, 0.], {15, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {15, - 18} -> Complex[ - 0.14880448551485936`, 0.18343023977218464`], {15, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {15, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {15, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {15, - 22} -> Complex[ - 0.3146513247958228, -0.026797378998685423`], {15, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {15, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {16, 17} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], { - 16, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {16, - 19} -> Complex[-0.2934854494126851, \ --0.04085502210736608], {16, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {16, - 21} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {16, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {16, - 23} -> Complex[-0.09727281618814543, \ --0.4251726947214757], {16, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {17, 18} -> - Complex[0.7694387170582185, 0.], {17, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {17, - 20} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {17, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {17, - 22} -> Complex[0.6164020052722983, 0.03301684548082712], { - 17, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {17, - 24} -> Complex[0.199408104684111, 0.11720650121625686`], { - 18, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {18, - 20} -> Complex[-0.03764992141799037, - 0.13605099778794436`], {18, 21} -> - Complex[0.07416506719537758, 0.08051189278847616], {18, - 22} -> Complex[-0.07115780937991523, \ --0.011205895451017422`], {18, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {18, - 24} -> Complex[-0.09714752480970831, \ --0.05391368675976281], {19, 20} -> Complex[0.460087813322552, 0.], {19, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {19, - 22} -> Complex[-0.020878723063805726`, - 0.1044611112500656], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {20, 21} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, - 22} -> Complex[-0.32198385415100245`, \ --0.056214448752933965`], {20, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {20, - 24} -> Complex[ - 0.27130379014783124`, 0.12044715596755934`], {21, 22} -> - Complex[0.7322837744378387, 0.], {21, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], { - 21, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {22, - 23} -> Complex[ - 0.27244326195988916`, -0.011111878577649018`], {22, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`]}, + 0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, + 18} -> Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {17, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], { + 17, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 23} -> Complex[-0.16418162796222252`, + 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, + 19} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 21} -> Complex[-0.13167457410588743`, \ +-0.003054508743256395], {18, 22} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, + 22} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 20, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 21, 22} -> Complex[0.8762699833354937, 0.], {21, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {21, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {22, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {22, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -9374,26 +9573,26 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[3, 4, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[4, 4, 1], - $CellContext`c[4, 4, 0], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], - $CellContext`c[4, 4, 1], - $CellContext`c[4, 4, 0], - $CellContext`c[3, 4, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 4, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ @@ -9401,408 +9600,409 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, SymmetrizedArray[ StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 4} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 6} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 7} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 8} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 9} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 10} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 11} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 12} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 13} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 14} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 15} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 16} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 17} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 18} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 19} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 21} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 22} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 24} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 4} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 20} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 22} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 24} -> 1, {2, 3} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 4} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 6} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 7} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 8} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 9} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 10} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 11} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 12} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 13} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 14} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 15} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 16} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 17} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 18} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 20} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 22} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 23} -> - 1, {3, 4} -> Complex[0.7322837744378387, 0.], {3, 5} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, 6} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {3, 7} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, 8} -> - Complex[0.6164020052722983, -0.03301684548082712], {3, 9} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, 10} -> - Complex[0.3146513247958228, 0.026797378998685423`], {3, 11} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {3, 12} -> - Complex[0.5691291778553188, -0.009546455336403484], {3, 13} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {3, 14} -> - Complex[0.5691291778553188, -0.009546455336403484], {3, 15} -> - Complex[-0.06237372995183321, -0.06727056435677253], {3, 16} -> - Complex[0.3146513247958228, 0.026797378998685423`], {3, 17} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {3, 18} -> - Complex[0.6164020052722983, -0.03301684548082712], {3, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {3, 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {3, 21} -> - Complex[-0.1157253008903192, -0.07182611485724257], {3, 22} -> - Complex[0.7322837744378387, 0.], {3, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {3, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {4, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {4, 6} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {4, 7} -> - Complex[0.07416506719537758, -0.08051189278847616], {4, 8} -> - Complex[-0.2385656438458264, 0.06903700176549488], {4, 9} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {4, 10} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, 11} -> - Complex[0.09059534447844704, -0.10345647613127328`], {4, 12} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {4, 13} -> - Complex[0.09059534447844704, -0.10345647613127328`], {4, 14} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {4, 15} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {4, 16} -> - Complex[0.011359633728347016`, 0.08520800008182422], {4, 17} -> - Complex[0.07416506719537758, -0.08051189278847616], {4, 18} -> - Complex[-0.2385656438458264, 0.06903700176549488], {4, 19} -> - Complex[0.02087872306380592, -0.10446111125006569`], {4, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {4, 21} -> - Complex[0.2677162255621613, 0.], {4, 22} -> - Complex[-0.1157253008903192, 0.07182611485724257], {4, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {4, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {5, 6} -> - Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 8} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 9} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 10} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 11} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 12} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 13} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 14} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 15} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 16} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 17} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 18} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, 20} -> - Complex[0.460087813322552, 0.], {5, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {5, 22} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {6, 7} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 8} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 9} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 10} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 11} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 12} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 13} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 14} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 15} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 16} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 17} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 18} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, 21} -> - Complex[0.02087872306380592, 0.10446111125006569`], {6, 22} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {6, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, 8} -> - Complex[0.7694387170582185, 0.], {7, 9} -> - Complex[0.1868664022204954, 0.06385028540854319], {7, 10} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, 11} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {7, 12} -> - Complex[0.4351121808870284, -0.1282880779202612], {7, 13} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {7, 14} -> - Complex[0.4351121808870284, -0.1282880779202612], {7, 15} -> - Complex[0.1868664022204954, 0.06385028540854319], {7, 16} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {7, 17} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], {7, 18} -> - Complex[0.7694387170582185, 0.], {7, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {7, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {7, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {7, 22} -> - Complex[0.6164020052722983, 0.03301684548082712], {7, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {7, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {8, 9} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {8, 10} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, 11} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {8, 12} -> - Complex[-0.06875971685231415, 0.006550328119388341], {8, 13} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {8, 14} -> - Complex[-0.06875971685231415, 0.006550328119388341], {8, 15} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {8, 16} -> - Complex[0.06911881436797135, 0.04269376157510484], {8, 17} -> - Complex[0.09630860197729411, 0.], {8, 18} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {8, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {8, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {8, 21} -> - Complex[0.07416506719537758, 0.08051189278847616], {8, 22} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {8, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {8, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {9, 10} -> - Complex[0.4159087185308232, 0.], {9, 11} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, 12} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, 13} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, 14} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, 15} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {9, 16} -> - Complex[0.4159087185308232, 0.], {9, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {9, 18} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {9, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {9, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {9, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {9, 22} -> - Complex[0.3146513247958228, -0.026797378998685423`], {9, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {9, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {10, 11} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, 12} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {10, 13} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, 14} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {10, 15} -> - Complex[0.41416215192864014`, 0.], {10, 16} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {10, 17} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {10, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {10, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {10, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {10, 21} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {10, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {10, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {10, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {11, 12} -> - Complex[0.5794387931418044, 0.], {11, 13} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {11, 14} -> - Complex[0.5794387931418044, 0.], {11, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {11, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {11, 17} -> - Complex[-0.06875971685231415, -0.006550328119388341], {11, 18} -> - Complex[0.4351121808870284, 0.1282880779202612], {11, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {11, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {11, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {11, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {11, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {11, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {12, 13} -> - Complex[0.3744935743083003, 0.], {12, 14} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {12, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {12, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {12, 17} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {12, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {12, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {12, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {12, 21} -> - Complex[0.09059534447844704, 0.10345647613127328`], {12, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {12, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {12, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {13, 14} -> - Complex[0.5794387931418044, 0.], {13, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {13, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {13, 17} -> - Complex[-0.06875971685231415, -0.006550328119388341], {13, 18} -> - Complex[0.4351121808870284, 0.1282880779202612], {13, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {13, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {13, 21} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {13, 22} -> - Complex[0.5691291778553188, 0.009546455336403484], {13, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {13, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {14, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {14, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {14, 17} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {14, 18} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {14, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {14, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {14, 21} -> - Complex[0.09059534447844704, 0.10345647613127328`], {14, 22} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {14, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {14, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {15, 16} -> - Complex[0.4159087185308232, 0.], {15, 17} -> - Complex[0.06911881436797135, -0.04269376157510484], {15, 18} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {15, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {15, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {15, 21} -> - Complex[0.011359633728347016`, -0.08520800008182422], {15, 22} -> - Complex[0.3146513247958228, -0.026797378998685423`], {15, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {15, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {16, 17} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {16, 18} -> - Complex[0.1868664022204954, -0.06385028540854319], {16, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {16, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {16, 21} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {16, 22} -> - Complex[-0.06237372995183321, 0.06727056435677253], {16, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {16, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {17, 18} -> - Complex[0.7694387170582185, 0.], {17, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {17, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {17, 21} -> - Complex[-0.2385656438458264, -0.06903700176549488], {17, 22} -> - Complex[0.6164020052722983, 0.03301684548082712], {17, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {17, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {18, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {18, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {18, 21} -> - Complex[0.07416506719537758, 0.08051189278847616], {18, 22} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {18, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {18, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {19, 20} -> - Complex[0.460087813322552, 0.], {19, 21} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {19, 22} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {20, 21} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, 22} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {20, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {20, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {21, 22} -> - Complex[0.7322837744378387, 0.], {21, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {21, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {22, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {22, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`]}, + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 4} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 14} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 20} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 22} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 23} -> + 1, {3, 4} -> Complex[0.8762699833354937, 0.], {3, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {3, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {3, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.8762699833354937, 0.], {3, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {3, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {4, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {4, 6} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, 12} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {4, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, 14} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {4, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {4, 20} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, 21} -> + Complex[0.12373001666450631`, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {4, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 12} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 14} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 19} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, 22} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 12} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 14} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {6, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {6, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 12} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 13} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 12} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 14} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[-0.007671097858546656, 0.0057340892009139326`], {8, + 20} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, + 21} -> Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 22} -> Complex[0.037739555243020126`, -0.012308050579545225`], {8, + 23} -> Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[0.29687889692943875`, 0.2375326567068352], {9, + 10} -> Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 12} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 14} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, + 17} -> Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[0.08485061223426596, -0.11980477813807357`], {10, + 19} -> Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[0.13476314496413244`, -0.0767423516894553], {10, + 21} -> Complex[-0.04368290380765367, -0.027436459786564067`], {10, + 22} -> Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, + 14} -> Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, 0.09979098803090053], {12, + 16} -> Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, 0.15967490110950291`], {12, + 18} -> Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[0.13688251203715338`, -0.1036078618111689], {12, + 20} -> Complex[-0.3239368353423375, 0.27853835234466173`], {12, + 21} -> Complex[0.01476498538421066, -0.0004105289599095289], {12, + 22} -> Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 23} -> Complex[-0.0868392972934217, 0.014513008624828502`], {12, + 24} -> Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 21} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 22} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, 22} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {20, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {21, 22} -> + Complex[0.8762699833354937, 0.], {21, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {21, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {22, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {22, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -9940,51 +10140,50 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", @@ -10012,51 +10211,51 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -10075,7 +10274,8 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ @@ -10093,13 +10293,11 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -10131,19 +10329,17 @@ VbrxdPOhWy/d9aS7X6R9J+HqfwAOKbDD Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -10557,68 +10753,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.4340849306800596`"}], "-", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.11733077534610525`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.055431638140259754`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -10634,22 +10831,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -10663,13 +10860,13 @@ HACo2sx4 PaneBox[ ButtonBox[ DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], + FEPrivate`FrontEndResource["FEBitmaps", + "SummaryBoxOpener"]], ButtonFunction :> (Typeset`open$$ = + True), Appearance -> None, BaseStyle -> {}, Evaluator -> + Automatic, Method -> "Preemptive"], Alignment -> { + Center, Center}, ImageSize -> Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ TagBox["\"Type: \"", "SummaryItemAnnotation"], @@ -10722,71 +10919,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", - - RowBox[{"0.44290155180873547`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08052218231531742`", " ", + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.31076056209244207`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -10802,22 +10996,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -10825,7 +11019,6 @@ HACo2sx4 InterpretationBox[ RowBox[{ TagBox["MatrixObject", "SummaryHead"], "[", - DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ @@ -10892,70 +11085,72 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.18115468807599375`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.060622711803628083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.012858043978625694`"}], "-", - RowBox[{"0.11198593324513041`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.35646384780453366`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.30598615622990827`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05881053884122235`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.4708491885036206`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6156736556443742`"}], "-", - RowBox[{"0.25244933168662087`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02831667617560113`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.004908733377296248`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.041924100884302054`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.007741947552095695`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.24259497601022262`"}], "+", + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.30507006751772947`", " ", + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.14870364336919026`"}], "+", - RowBox[{"0.48105438580018695`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3735446580512588`"}], "+", - RowBox[{"0.25907217168777213`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.651283531251321`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09965607210472253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4408926680755911`"}], "+", + RowBox[{"-", "0.00877363617654349`"}], "+", - RowBox[{"0.42598473856256935`", " ", + RowBox[{"0.01494295849690793`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.24737746704016716`"}], "-", - RowBox[{"0.5022802985841684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10182925461337411`"}], "+", - RowBox[{"0.33593869799459225`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.199408104684111`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.11720650121625686`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.521423241284259`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08573475908488075`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -10971,22 +11166,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -11059,67 +11254,66 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.012505187475293007`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.04084924755114033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.102886363908164`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.034083698928516516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.25687956818112573`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2981536977402794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.31406622925080735`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.47357269884470254`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.06893107615738917`"}], "-", - RowBox[{"0.28466832693232685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.38894153817288984`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.153519140379273`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14379476667724106`"}], "+", - RowBox[{"0.33397248217937314`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14665392506657265`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.14999120568614824`", " ", + RowBox[{"0.022551499983490292`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.021734524937425594`"}], "+", - RowBox[{"0.0432251806978573`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.1677371581091596`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.035695548848700756`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.40926834539005985`"}], "+", - RowBox[{"0.06603476607998171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34157031520823644`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", - RowBox[{"0.05129523067950293`", " ", + RowBox[{"0.37095993310128994`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.16774613988004144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.225655277072902`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00803305453676556`"}], "-", - RowBox[{"0.021995118021503904`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.09714752480970831`"}], "+", - RowBox[{"0.05391368675976281`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.061760768552954814`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.02329153388866037`", " ", + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -11138,22 +11332,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}, + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -11228,64 +11422,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.20991643627763132`"}], "+", - RowBox[{"0.5577406910885601`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.15713526050053836`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.33675900101843914`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2474968927433882`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.6156328962641477`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13739556974446743`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.11723619170167478`"}], "+", - RowBox[{"0.11634408366132243`", " ", + RowBox[{"0.08226303526605327`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2019772532410719`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09629092546340579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.01311591492983473`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.002040281413460812`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5042949310315591`"}], "-", - RowBox[{"0.15935356972232817`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.41604331285364227`"}], "+", - RowBox[{"0.5567148632504132`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5905887660385458`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5917130426563681`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.27440553128528117`"}], "+", - RowBox[{"0.051882364309273066`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.46410334078474175`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.08745871234884267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.28840330432645045`"}], "+", - RowBox[{"0.5370247278461384`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09727281618814543`"}], "-", - RowBox[{"0.4251726947214757`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.19615557804295436`"}], "+", - RowBox[{"0.20297435812067985`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02023138254715448`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.11137525641609`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2857933765171885`"}], "-", + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.22307200480621522`", " ", + RowBox[{"0.36570355095505475`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -11304,22 +11501,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -11392,66 +11589,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.3996461708933473`"}], "-", - RowBox[{"0.19593820197306547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14831222441440423`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41999984340668955`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.23842571640445276`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5479718511577991`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2724834130908451`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.0633687691939085`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00034559501604113085`"}], "+", - RowBox[{"0.3970827700107563`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09038215372333014`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.18111487149699826`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1333651935328348`"}], "-", - RowBox[{"0.24635072986108097`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20670041081890747`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.6482196773821932`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06792647132477296`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.7466172337313368`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09937554402378643`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.13586319279499448`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6792360657321856`"}], "-", - RowBox[{"0.10361224557407907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20761637735224092`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2208382347357326`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17837001887568327`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09187489939370964`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12233037196247185`"}], "+", + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.10976256865639583`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09095852663966021`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07164664525064873`"}], "-", - RowBox[{"0.2907134789193454`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5113101533790915`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06515321298591878`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -11467,22 +11665,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}, + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -11557,64 +11755,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.473710736282878`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3980600635547612`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.14890782345678455`"}], "-", - RowBox[{"0.070247228365721`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34242598997866214`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.23549518439930822`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.22618037920324308`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2554635621264281`"}], "-", - RowBox[{"0.32711693319777513`", " ", + RowBox[{"0.11047661244174078`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6193021828457277`"}], "-", - RowBox[{"0.1449239471239273`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09664379070945783`"}], "+", - RowBox[{"0.22024363660069912`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.512880413233891`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12047179078042838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.17279975645832446`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41173636587819873`", " ", + RowBox[{"0.09641151687286514`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3675030298091308`"}], "+", - RowBox[{"0.5411770449662627`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.40676478475472666`"}], "+", - RowBox[{"0.3423019814159452`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9610124539496843`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.029566858001993768`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31130797942703703`"}], "+", - RowBox[{"0.6609210875861877`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20476687273928368`"}], "-", - RowBox[{"0.20940927658482447`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10587920814398327`"}], "-", + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11592814105183623`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.058194090642899765`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04633762187626639`"}], "+", - RowBox[{"0.37156097014999256`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5567693974142289`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.16320017812537857`", " ", + RowBox[{"0.41316719904942195`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -11633,22 +11835,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -11721,68 +11923,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.6382416591514937`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.23070222330096132`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05489800037650852`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19376459978980481`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.04574731578706234`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26480847210604913`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4021005644104277`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.37925488723831086`", " ", + RowBox[{"0.04510958570261943`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.09083180722648443`"}], "-", - RowBox[{"0.7809678331192994`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17815075429152644`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.021488793194890138`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18335769636928329`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.39761091167663987`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09722721095603323`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41634582574917733`", " ", + RowBox[{"0.31745858462564497`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20301381732249188`"}], "+", - RowBox[{"0.03648941256057566`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.602753813755454`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.015167659402733062`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.8568775360913131`"}], "+", - RowBox[{"0.38861190960822894`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26632398173994687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.32900379591054485`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.008851768247553363`"}], "+", - RowBox[{"0.029068202106085572`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06470692394692006`"}], "-", - RowBox[{"0.15742176284434192`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07795077274116374`"}], "+", - RowBox[{"0.2904671042221048`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.501255061489724`"}], "+", - - RowBox[{"0.05382902966459985`", " ", + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -11801,22 +12003,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}, + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -11841,135 +12043,136 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}, { RowBox[{ @@ -11997,99 +12200,95 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWnsw1WvbVqFSbLt0UCrKK52Puxy7nJIo27lUu+QUiahQSduxshWlIqIo -h+ikQlEpIkRr/dZazmfWwWmxRDqJPt9877/PvPObeb/Zs/dsM2vGrLln1n0/ -z/Vc93Vfz6Nkf9jCaYKYmNjsf3/+939FkfWy6aeLIfbvP7mssrbLphxo+D7f -G7eQgfh1t7I2fqlE5y0lrnlGNwq6vXWSplbjeHyqlD0EeJRjm6q8SYTUTQrJ -ObMpxCkN7rmyvRFGPoFeorVCXL1xxuP2Gg5eDbrzbxpn473nnW2G7Vw4+jYP -d8o0IdKoSpCj2ImrcW/6p7uLcOA3W8a9nRRS1lhe85zRjK0cg4Wbo4ToF1/u -u9yGjbzwAIusfxWgKnlx8kdjPoorK0pT3jGw30ffKD6Xg4Gwa9Gait3Ik9PU -O9jJxLcs2QnOWxvgkZo2FPq9B1sT3spulqZw1Iv7Q/x7A+Q/7ehqVRLiy6DW -Lo89TFQkK8tE2tQhMY6hs+4K/Xi6+dCtl+560t0v0r7T/Z6EK6frdQsU9TjY -nRkRcsEsC0KFgqIVJVxoR//eEirFxqyK6wMFcnxoHQ2M7ZktglV2ZEZFMhvL -bteGBFbfxVd3u+SDOu3444rNkuFNLCQWvU2RdSvDre9R4ytmdEBj6N2eLx9Z -EDFHVdoli7Dt24obWd18tBqLZgdmsPA5cdmqmHwuVPKnDL0P60OJ9IhXmz0F -ntqlBSv2NsPhTOZmvyQhUo1rhI6ybKxPUVDo2PAGnZ5mN2695KM/ftT9kAED -BV+7FV56VmHAfIPpmTfdqA53V1bYzsIOB41Tb73a8XlNSXrsaC/teLr50K2X -7nrS3S+6OCHhk/S7cwJ/nmI1nwPmnl/7gw/n4Ly46Pz48TzYyBsz7SMpMIf1 -n+693gLxaeFyLK4Qe6/oalZNYqKvftKZbH0O1h75af7C3i6EWVp3ibPYyH+q -mTtf/DlcPnl6yQbysDjjLL/fl8Koa5B6pBkTblf81nXt6US72OO+A6EsLG9+ -ddVBg4tPGYsPB1n0QcLkYf+6iUzYtTbOqVWpRW0kZjy06oHL/GLlmhgGdLLV -j/XLV6Jwy6XQ4a3dWC1HVbyupjBetkQrJLACNlsMbWcVdIA/HHkrP5bCig3d -Z9byW3DklUKi7qCQdjzdfOjWS3c9SftFwoPF9qjX1FkOQsQdTwSvysSw5skj -KVZcLBysfJMWT8HUZZ7bAg0GHue5RESN8RyJx0j4JOHkfarv1MIH72Bnbj// -hEkUVifaOC4aqsUhs3y7m10cSMXYP0u+x8fNwzUpVatE8Kq2DCxJY0Amb3BD -Bbsa9yOWl1+S7sGV+ee+eHGYsNWta7w7Wo8Xmhab+MIeBBXrTW0eqsA0qaDG -Fos4NL23K/t2uAH7Xn26YBzGRGqFdoTbpzosToipT8rugUOzxooaTQ42Sw1I -dXXfR//xmPMNvHYskrIudHlXiRbFR28/dPJhdF62J+cXEaT6ayUO6DGg4TS9 -QbLjBlQyt60Rr2+kHU83H7r10l1PEk4GDsqe1C5iIf3KT6u3z+GhOf28aElm -H1LrPm6c1chC1O7vW00O8+AWN/JHDqcP00rr9gQfZcPTeCLjrepdLJT2+VQg -1U7spySeJOGfVJdcfiy445jwmWw980dRIk4/EOz1z2hC8JL1X7s6WJh6WNnQ -PZaHkzH3e6z5ffj8zcNU5SQLGRuXpdlklOC3Y6FmEVkCpAXO+ZD7vA5zZIz9 -7bQ68Hi3mBRlI0J4o8nR92vY2O0h7XJnAx+fNLa7WSmLsL9FKbD/HoXmuTu1 -EvPfY8HHcy5MiU4s/DX86LoPDHjuPufjWVuDaXuvH99q0IMmTd0YiQUsLB1c -Vhb2vg0cfriwI7eXdjzdfOjWS1pPEk76guOun+pmYJuS29VN/hzscJFm/yzZ -DUNXVf3nF1noEVt96pU9F1Eml9odHPoA1x9ZTSEU+ti+Tx3NWjD+atX4RZVC -6D2Uz9M/OcYb+nducNYlQzhjJHJvWQtRd5H6KYknSfgn4UTLaf+NiZYUYsv2 -q55Nvw2zOdbL+o+2IKjRtiZZhYkXX1VftUfXwtst6cy8Qz0wXxi973kdA1dF -qx0ZITXIDLo8WL62B8+P+OSsj2DjWj+v4szXfMiGuJ5o7uPh59vWDZdWUnhM -+fyw7WpEkcFFhWBLIcyjm4Pk01n4aB5ywdDwLTp1S3WdDgjw5qvaSJEuE1/u -7Dp//nMt1pqxUq0CemjH082Hbr0knISaT3mpqteKtMHgVE2ZLmwb+ElSO0SE -xJC7RuHSHLC0eBbPttzHhO6YVccet6NcX+f3H88ZiJyYOrduTg1WjAStu63Q -g9JIYUrsb1V4hYJxHrICVD7gR11UFyF0su6cuSwWDklJrFQx4iHMOn7Gjjd9 -RP1P0nWkfk3iYdL5Iq1bXs7N7GAhhYDYByv8GsvRPHV+uWVCBz7P9pAS5lOo -dWkYkfNthbGymvndpb0Iq7A/bDV2LopOlYhtl2jBwS9GeR5FQigeyDWIM6Dw -tPFk/OBBCjP+VRhh9KgTSdcb6tV3M9CyRU3mR0EVVtp7poRUduPc0f5bFmlj -89GK186e++vRqnTcaUJFD+14uvmQ6iXhZGn8pCbvX5gQzVB8N1vEhrxK7FKf -0i78dIDKGnBlodl/6N3DgDQULXJvTepqxdb0UBWn6e2Ir1JdUDNxLG+ppy2X -40U4uq3FXOI1Gx+mq4cPSLyAmXOtvFgCD2u0i6OefGbjiFTwE6fcZ7Aye17l -r8vDs0vByu1jfPJlD2eKHNpxOcdB36mrlzgnkvQ/SdeR+jWJh0nni4QTYWaA -xIHyMrj8FJGz0CoCBnrJL+JHamAaseBVmBobMd+sJLwlC+Earz073Y+PDSf0 -xEtfsxBQKG5yP6oYHxxLSk/oCGAVkr3h7TEWihx8xRb8aIfVagXTZ+p96PeS -V+15S8Gi8fpGSb0UDEyen7ZIrZV2PN18SDhJsOl437OdgoJyRGZ5aRNuXx5X -ph0khKyt8hP+HSZ+cEu8NeXYaEsYvRjn2oWWN/IlW8f643kqu+/++laM5z/U -5suM9V+35kBFGwpXvy2ZEaBKQWNOW7zflU4Y2JT66ohRaJTdqad9swEWxQ33 -TsgIUWjWeHv+KIXscWrrjHe24fF9x5Cmc71oVAu6n/adwot2qaZp9uUwLi6f -/j6og+hXkOZQ0nxB0o0kPUDiedL5Je3LBSlv7Zw1LDxU/JbtnZeKjLwZa1zu -tcL99rfSU6MsWPvI72zu4mE7d6r2sKQIH9/kWoby2JBVGi9t2ZiL6gOaNybs -5yH4jfX9rH4KCTnSCv6qbbhjtXBty7Fe2vGkfEg4eRnDkbFtoPD9muyIXWMr -OkIqsydb96LF5Bh31gsmrnyOfHDsbj3Scr9OP93QA1m3iFjvlxSMQjdZ7NB9 -j5EUh5/TuzvwqcFN+eIiCo8+C1o74hoheX/YdK6+EMFzsz79spkDLzWlprAA -PrKlr947t0yEnj3LB3I8GVC1ijwWJVONAcfT1ud43dBbKVBzlGXhnGvsd+fY -NkQf5x2VT+6FknOUYpMThUke4UlpdUzovGbn3zjZSfS1SH4FaQ4lzRck3UjS -AySeJ51fEk6OqpVbTR5bh3oXbluBfiqO/fGzd/7ZVqyVsHPP41bjtvPdwhkn -BDDqk5hSrC/CD9tbam0ybKhGy7dIv03HK/Vkg7UJbbTjSTh5apZQfzi4HhbV -lr6DXh1Qzk1ymLxHBJPtC20XLWPh9OlHU55+aUNCXfGsz+W9ULfxq166ioXS -iqL40fYyuIv89MpWdWCNeojBRkcWBLENZvOK2jEzUV5VSqkPO3vbPBzDOEgw -jCvY/P0B8sctWGSszoXZgzSvk/MpdIbEaoUMUxAsWenWL+rELp+MRdknmFD9 -TYt64s7Gts0mwfsvduGxp9i3L1NYsHdT1O7sfQdUHIlOdO2Ab0Jk08UoBpbM -VGlZd7YaD/YpxBeOdBP9VZJvRvJDSHMuaX4h6VKS3iD1ERI/kPad9/2l+Fke -C2lVqr8UrU5HZvG05TMPt2Epe85dTcM6cI+tz2tQ6MADZpLOS0tyPAknjh78 -tnFHauCl73RP56YAmSZnGP5bRGhITttR3crCkUtBly/dLMKq6ccnlU8R4Jqx -T2rmaAMuqxg7ZtZ04JX38KQhJxHCogoHJvxCwU5SlCKTSsHcZ5Gf4F0nfh9c -oBzPGpt/+5trpUpYMND6oqxi1IVnbxZY71JhI2zuC7l9Fwshe9552vlYPl5/ -PC5YIhzrq/0eoV5jfW61B6NF6YIIF6hVO8z3sjDH/sEJV/9S6DBc+SbtAoz3 -n5V3xo2NnUv8BUXBr3Htlsy0psV8TEqI3pb4lQnBqm6d5X4snOTKqRss7iL6 -8CR/leSbkfwQ0pxLml9IupSkN0h9hMQPJJzYbeMb7q59j+V7nzLUvRJwr8H6 -c6RzIxEn8z6uiHOdVIuamQW3YksE8JRz+n7IRITIEI2UDxvY4B55mWtomYEA -O34CVdoGU8mUC7kJLPiURbdNvcTFyNmkZwU+ffh27m6vTBobK839dkUFvMRu -twJPybc8UA7+V6J9Geic3ps0c0cl6m3bV5xy7Aa7PK3iUjmFtbkzBCrJrRjZ -tX5tqHYvvE1D9zzcyQSDOtDx6z02JC2VNELujvHJqR3LwGDDebmUb5zLPZzS -Dff7w70d6wyfyR0ChVAt03bv/U2YGmXkk3RIiMf3ijf8Zs3A8coTgq8xlYj+ -UJxyPaAb+0oUS06GU1gpmBe3/wUDvhurWRVanf/wz3/gk3nH69TNjNuQ0yNT -+/F6F5bAgSkTJUL/jUjnSeEsYNuPONOhNAwlrx5OlW77h3/+5vxDl09IOPmH -f/6Pf/6u8xddfULad7rxvUOjShOH6yHf3GA0KaoDU+Ik1ZfuE6Gk03bPa28O -1PfvkA7UfQR/5zue1ke4/8xff/L8RXfeIfUREj/QjSfh5O86f/1V/Ge6/glp -X0h6g9RH6MbTzWect/bWD+08qBQFc7lhPYhzLn+oVijCcullX+dFs3CjyT1d -q/otdsWMPIk5I/jHf/4P/jNdP5bE86TzS9KlJL1BN55uPiSc/FX85z/r/p3u -/Q5p3Uh6gMTzpPmFpEvpxtPNh269s2+KHdkU1wQLmbjzswzH+vrENcPPPEVw -t8/63Gw5pl+j+msc9Z9A8FKsYkIG9y9//073vpjEw6TzRdKNJD1AmnNJ8wvd -eLr50K2XhJM/6/79v/X+kO77E1JdpH5N4mHSfEHSjSQ/hDTn0o2nmw/deumu -p70Hx2uWPA/5Tks+xczrwcE/VlqkPxVhgpqeRrEpC3kf7iyyGCyFebfdlLph -wf/7+0O679lIPEnCP0nXkfo1aQ4lzRck34zkh9CNp5sP3XrpricJJ/+t94d0 -30uT8En6XVI/JfEkSf+TdB3JryDNoSR/leSb0Y2nmw/deumuJ939yg1fvTk3 -qxO1W9IenIruRdlO99F9Q/Tf1ZO+J/EYCZ8k3UXqp6Q5kaT/Sb4Wya8g+fAk -f5VuPN186NZLdz3p7hdp30m4+h9rb7aX +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +/Vz3dV3vS9nRbdNeiSFDhkz+5/fff1YSb5kj71eAIf/8Gv+oqP6qJRdLvPLs +olVYuLHw9iP976Vova3M35jcDo63lcfAChoBz62lY00aMGN3/MSLQhG+lS8c +vtymAsm7OLSLcgvi365Wn28lhpCm3WzOUcjTOqdbu/0utE+0q/jW10Iu7KPV +1AEKuYs9Ulk76mFz2kLd+ncRTtyOa5DgVSDH1vWqpXELFDamf31oI4azupHy +xTIOPuwdrbg7OAWOHyalJns14OXzS9yTazhwSuuxvH4pGd7+64O4lfWw8uy1 +2DaJA15qsnIrPwl5+3MyDiTUI3xCYKi/Ko2kwK+nfHn1UN/S+uvqCxGm9Aer +hahz8MLjQuKK86+wOn3pgrDrTYzjmebDtF6m58m0X6S+M/09aa5GGk+7y/rG +xozNOvozjlfhHWti9ykpIWIXplC8MRz0+Vurpig14dK6iF0t08TY4PE1QimA +javRL106t3GQv800kj7fhjkeAXdW1rCRskc/XEetCqJ+yYqurwJkuZVui5xE +w4TjfVMuqx7y4y2UPj0UIaG6cGLOIxpqPW9KfzXw0fJQJnpEVAdsM3pqT73h +gBXU0TvMrgnrhT3FmhpinPE5ZvB5NhsTzf/Q/TKci7IJO7+L6DaE3Xt1bpgG +BW9K0iAqtxql5s6/PTMTIqn4yQdnXRohDup197OKEKR2Q/68WgvjeKb5MK2X +6Xky7RfTOSHNJ+lzrc5mcPfupKF4IjJ8d8A7TLHu7GLxm4l/P+ac23w+n4KO +0Zkd7N46fI8ZUH6zS4QctWoFPVk2qo4Lu3etLkfTxLKehO0CaPctr3UwpKAU +tthpayAFjbcnu9XzW3FbZFoYHE5Bv+SCwqQXtbA9tnrATyDEjkN7SxBHYaLS +/vaR81hQyH3f3TWtFV9zy6cFHGfj2tYPuxc9r0Cd2ybduiQBrGWDLrbyWVh9 +1Oz0k2AubHUnJB0f3Q4FveyS94dYyB36efmzEZ+wT9FxvQK/nXE803yY1sv0 +PJn262FVh1YiuOh4asmz/Z6KBIsIA4m2BoxeZKB9UINGu75leW5UAkbuHrrS +4nYdEceYzqeXPX2go+ktTpq3piV9O4VxN3SN5EQfYbbKxnFJZB3ofolJ+5e1 +IaZz7LP8IDFm2W1ZkfSWjfOxMg9aKmh0OtkPbNrQhupMT4WxAVzMwYwIz7aH +CAiUuX5iIR/vT/Wpv+9hw13lfd49PxrBgUvyCjTaoLkorXTaKxrzPk2pz5Nr +xCjOvVsDKR2Y/ES4vaycwoYsuRXu3DqsOx6/Yt1GERY3Po0cHshFL1d+oHBt +Og76XcmIsuEjx8QgKuUFG67cG+lv8yrx6u3qUa01AsbxTPNhWi/T8yT16867 +GnneWQqBKsUZMKtFwWWT03c5QjSGHKup9acwT9b/+p7xbHDCZjnWrm/FcmWb +1CXBHMyVcBgtYfwHwkK3Wcj0NBL3KQknSfNPquv5OZi2vSqCaVbTWpPJIUil +ps6y+1qGEeFxuoGrWNB5vml2Zl4pqiXjKiZebkek4qGIJgsams81fxt+pAHc +Dd9tTPtFiMzi5gZ6csFy6Z8nMMpA/XoP9UfufIzwZCX6DMa/CjWTeDC8CItl +0/bFDDSjuEW2rCaKRr/v0bCCp4VYuXByqOupZug9C1KfcbsUiesuyarWNEGR +Fa+StEiMY5Yb27540VgYfTjQZRQfH458UXVf3sE4nmk+TOslnSdpTmzrZN1q +1dhQiEs3UQ0vx2wpL+ffXQQwXNMgm3BvEA8Fbfp7FDg4cNKn09i1DZRj2YGF +hyhci9Q6ejCajdGR05UFrq0YOWq8l/1EDuzOKmSESr9Gdso5Q3ZWE5F3kfYp +CSdJ80+aE0eOSYidFBf5VYcnCyqfQFKiNtVxdiOCBj7lb1biwijb8ZbOxsew +3h8c+bSfj9F5Jl0lW1lQl+7p3/n0I55FXEl6zGlHfegU60uLKZSP5cz01+ZB +cmT6mD2OQjin/dDw3sjGnWg71f6nHHzuW6bkntGGQ4UaAqTQsC7rqXacV4h5 +Ryu+6Ts24+equOwCaTbOJL2NEK0c5HlCnzO2QubxTPNhWi9pTjxqIryaVjci +/7SxSugiAb74pkQ1PxWj29Bl//qmElyPuFneEBcL11k8i2SPangeXDf0nIjG +tIsylrvxBqqPQ9Z0dTdhsn1NUN13FjY0+ym/7yrDJh/JrqFrBVDSEWg4RVch +2955RdGzFuhK9nlt2S0m8n8SryPtaxIOk+4X6dw6P49Y4qtJIataa9dNhTuQ +mqnUlDS1Fm+ejJeo1Wfh1zijzqFGH/HtQfTpObntiNg0171jEY3YD6t0Y6c2 +YBurVxBaKUKoz8hpWzMohMxfELk4tgR9rn1LwvpbYLKLfVhr8L488rj62w/L +93jZUuiW5DfIe02fmLo5siEsauzrcqkAtHMTUiIFjOOZ5kOqlzQnOr01Q+uu +smDUkjjdU7kUAVUW6Ybr2pHld9fVrYbG69C7sxK8GpHFM5+lW9aB2KFRKl+M +2fDW+CY+IFWBccHdaYfPDl4JtbGZrsdoZGb/fHyt8C0Cpj8ISs1txinJw7Pb +9biQ25xhF9n7CMNK9h+KruCDZ/OoTteWi2/KK7dlBw7izpiEdBUtsk4k8X8S +ryPtaxIOk+4XaU7Gr978da4FG7ZtG693rLkFhUwPO/s+HvY0pyjyplK4fSlI +Y+SeahzS/nnylr4Qd4Mq90734oC7wMmrcs4LHMkcVsoeP7h/knMmmcdT+PGz +QNleqg471i2nA/uE+FyStjRyOo3nPtm9qQ7FGNDZWCJp3sI4nmk+pDn5zTkv +fjSvGq07DHys5Vvhv3utVKGLGErJJkce3KPRNeZHvm0qHw7fwpdGnelAd8yB +qIkxHNRdfmqprPccix22BGdWNOLXq5zImG4aQwR6A0UljfBeeiFuWd+gjqNn +V+nEsmH45KeXrWElUjPX1nq9EcAsritGaSkH2ubvv9KdL7FEWj/byasJN3wD +Ol8Oo7F1st6+rvEJmJEi62t2vI7oV5B0KElfkHgjiQ+QcJ50f0l90XFau0+d +9wGieyfHve6LgmJdWKXclipiX6Y8CXnhm0+DvUhGcPNBARbEpA9rMG6G9I4q +/n4XGkUGSdde8xrgtPFdxJs5HYzjmebDtF7jA/HySmUsCI/Hugf4lEH6d5mE +Sm0BhhirR6qnUGiZYj590aI6yBbvW5s5VoRD12bnfq6mcTnolO2M/DfQOL0j +TEeuGVHZ0rlRKoO8JUYrpUFAIVxHYapm2yDPGVwbRc9YcBqhV584rQy3u/fl +GkwToHDqxSGvpT7B0L1Ahm3YjL7e+O2/DMVEX4vkV5B0KElfkHgjiQ+QcJ7p +/V2jk8O/cJPGqsTyL6orExHonTFeXq0eyZqCZo0vFJJW7jSdqlmPBRHlBy96 +iqBYL/CyyuHg8eO2sKgTzyA+Yc69k9TIOJ6UT1jFJbsXZ+rR0jrh/LLcNjhY +3E8dFjHIT6RPjLR8SeGxUdjpuTNL0MH2WmDT2ALDXucTGk4cpChKhTTdfQHf +9YG8UfObsGfkuU5bIYXh2QZqt3jvAYdN/ldjW9BfHCMZ6U2BN+fFTdH3Gmxo +dbcqfykEteJhuaQ5FwPH1OKiirKQWHznYEgOHwPpL+fNlKWwrOHE4x3S1Qh3 +niD9YKYQ5y7vn2c0jIvo0VfCe2akonW1Q6dWQgOMMl6lsXZ8xI/y1oZO2WYM +G+p7JcBATPRXSb4ZyQ8h6VySfiHxUhLfIO0REj6Q+n45TVL2pRWFvdPttWPS +7uBuuqVDhlctPqWflnF3ZKHAVCJOy78UlLMCVeXZTownzUl4uOP8XQ40DnQt +jDvyuAEDp3i2m6Z2IHyZ2djGdxzcfDg2xtk/D9zZAkPXkEaYbhLIS26nMH5L +8gqpGTV4ctHG2CRciPCPxR5rxlH47tatemXuIM6tiLh7S7INrKM/5XfcZ0Hg +vbXUjP4E1vHhv1aMEUA/RbI7s4qDzK7NO5Udc/Exq0TtrFsj5JLEy4dspfDR +Q/RljzKF9so385yutII1d1tp/SMWdPOPn69r4IJCtMF0nXakVE73WryfQoPt +/d9tL9Rg2JiZjh3JQpyu15QOGUWDPli+KzqgHn4P9Oz2xZB9eJK/SvLNSH4I +SeeS9AuJl5L4BmmPkPCBNCdlBTZrE3pYSL4/411X5k2cVDPh28TziHMi6DXb +1mVSDZ3oB6VyghZ05x8QljuJcbHycvzhoRyotKt7bkh8jf6Zp4z1PjXBj11k +yH9NwW943o/CoDqkfr43Sk5HBL1if9UrgTQ++np+0LR4i8aKK9KzbjbjelHN +HxOMKTw7Ys6mg3moVrRdIOcpxEP9UUf25VCwm3TfvMy+Dkf+SHrbqSSCq5a3 +aaEPB3H6i9OajB/ghKfP2RfyDagsjdnk2jaIw6qrZFhxg7zCfk5hREsHLHoL +uEohLCy3iLuw2+sTllbr9R7tbUe87ChxEJeC0eUNW4RRH6CdGGu9q3AQD89r +qvdbcKDVolhs5fISDxPEa0ZvJz/f+V/DH9Kc+FXZf95sVgvubX9B3tNWqDyN +yB7wERN5/l/48+fGH6Z4QpqTv/DnH/jzv6a/SPhA6jvT+FkzPaKTUsrgol9X +8PNhM7TVnK9JmYmJPupf+us/U3+R9A5pj5DwgWk8aU7+rPrrv8V/ZuqfkPpC +4hukPcI0nmk+1oc6kpZm1Qzu2y9G3oO8JEr+cYyct5jI8//yn/9v/5mpH0vC +edL9JfFSEt9gGs80H9Kc/Lf4z/+u5+9Mn++Qzo3EB0g4T9IvJF7KNJ5pPkzr +vfbJqts+nEbKq/hFeW58LN7YI8dx7vjTPn9n+ryYhMOk+0XijSQ+QNK5JP3C +NJ5pPkzr/U97/v7//f4haf5JdZH2NQmHSfqCxBtJfghJ5zKNZ5oP03qZnueq +XVbudoJBnVEffOzVJCE2iA2nj6XIevDf9f4h6X02Ek6S5p/E60j7mqRDSfqC +5JuR/BCm8UzzYVov0/Mkzcm/6v1Dpu9Lk+aT9LmkfUrCSRL/J/E6kl9B0qEk +f5XkmzGNZ5oP03qZnifTfjnKxIaqjm3FhxtlpxUNRfChzn5JFP7r/i+DhGOk ++STxLtI+JelEEv8n+Vokv4Lkw5P8VabxTPNhWi/T82TaL1LfSXP1NzHdn3I= + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -12156,99 +12355,95 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWnsw1WvbVqFSbLt0UCrKK52Puxy7nJIo27lUu+QUiahQSduxshWlIqIo -h+ikQlEpIkRr/dZazmfWwWmxRDqJPt9877/PvPObeb/Zs/dsM2vGrLln1n0/ -z/Vc93Vfz6Nkf9jCaYKYmNjsf3/+939FkfWy6aeLIfbvP7mssrbLphxo+D7f -G7eQgfh1t7I2fqlE5y0lrnlGNwq6vXWSplbjeHyqlD0EeJRjm6q8SYTUTQrJ -ObMpxCkN7rmyvRFGPoFeorVCXL1xxuP2Gg5eDbrzbxpn473nnW2G7Vw4+jYP -d8o0IdKoSpCj2ImrcW/6p7uLcOA3W8a9nRRS1lhe85zRjK0cg4Wbo4ToF1/u -u9yGjbzwAIusfxWgKnlx8kdjPoorK0pT3jGw30ffKD6Xg4Gwa9Gait3Ik9PU -O9jJxLcs2QnOWxvgkZo2FPq9B1sT3spulqZw1Iv7Q/x7A+Q/7ehqVRLiy6DW -Lo89TFQkK8tE2tQhMY6hs+4K/Xi6+dCtl+560t0v0r7T/Z6EK6frdQsU9TjY -nRkRcsEsC0KFgqIVJVxoR//eEirFxqyK6wMFcnxoHQ2M7ZktglV2ZEZFMhvL -bteGBFbfxVd3u+SDOu3444rNkuFNLCQWvU2RdSvDre9R4ytmdEBj6N2eLx9Z -EDFHVdoli7Dt24obWd18tBqLZgdmsPA5cdmqmHwuVPKnDL0P60OJ9IhXmz0F -ntqlBSv2NsPhTOZmvyQhUo1rhI6ybKxPUVDo2PAGnZ5mN2695KM/ftT9kAED -BV+7FV56VmHAfIPpmTfdqA53V1bYzsIOB41Tb73a8XlNSXrsaC/teLr50K2X -7nrS3S+6OCHhk/S7cwJ/nmI1nwPmnl/7gw/n4Ly46Pz48TzYyBsz7SMpMIf1 -n+693gLxaeFyLK4Qe6/oalZNYqKvftKZbH0O1h75af7C3i6EWVp3ibPYyH+q -mTtf/DlcPnl6yQbysDjjLL/fl8Koa5B6pBkTblf81nXt6US72OO+A6EsLG9+ -ddVBg4tPGYsPB1n0QcLkYf+6iUzYtTbOqVWpRW0kZjy06oHL/GLlmhgGdLLV -j/XLV6Jwy6XQ4a3dWC1HVbyupjBetkQrJLACNlsMbWcVdIA/HHkrP5bCig3d -Z9byW3DklUKi7qCQdjzdfOjWS3c9SftFwoPF9qjX1FkOQsQdTwSvysSw5skj -KVZcLBysfJMWT8HUZZ7bAg0GHue5RESN8RyJx0j4JOHkfarv1MIH72Bnbj// -hEkUVifaOC4aqsUhs3y7m10cSMXYP0u+x8fNwzUpVatE8Kq2DCxJY0Amb3BD -Bbsa9yOWl1+S7sGV+ee+eHGYsNWta7w7Wo8Xmhab+MIeBBXrTW0eqsA0qaDG -Fos4NL23K/t2uAH7Xn26YBzGRGqFdoTbpzosToipT8rugUOzxooaTQ42Sw1I -dXXfR//xmPMNvHYskrIudHlXiRbFR28/dPJhdF62J+cXEaT6ayUO6DGg4TS9 -QbLjBlQyt60Rr2+kHU83H7r10l1PEk4GDsqe1C5iIf3KT6u3z+GhOf28aElm -H1LrPm6c1chC1O7vW00O8+AWN/JHDqcP00rr9gQfZcPTeCLjrepdLJT2+VQg -1U7spySeJOGfVJdcfiy445jwmWw980dRIk4/EOz1z2hC8JL1X7s6WJh6WNnQ -PZaHkzH3e6z5ffj8zcNU5SQLGRuXpdlklOC3Y6FmEVkCpAXO+ZD7vA5zZIz9 -7bQ68Hi3mBRlI0J4o8nR92vY2O0h7XJnAx+fNLa7WSmLsL9FKbD/HoXmuTu1 -EvPfY8HHcy5MiU4s/DX86LoPDHjuPufjWVuDaXuvH99q0IMmTd0YiQUsLB1c -Vhb2vg0cfriwI7eXdjzdfOjWS1pPEk76guOun+pmYJuS29VN/hzscJFm/yzZ -DUNXVf3nF1noEVt96pU9F1Eml9odHPoA1x9ZTSEU+ti+Tx3NWjD+atX4RZVC -6D2Uz9M/OcYb+nducNYlQzhjJHJvWQtRd5H6KYknSfgn4UTLaf+NiZYUYsv2 -q55Nvw2zOdbL+o+2IKjRtiZZhYkXX1VftUfXwtst6cy8Qz0wXxi973kdA1dF -qx0ZITXIDLo8WL62B8+P+OSsj2DjWj+v4szXfMiGuJ5o7uPh59vWDZdWUnhM -+fyw7WpEkcFFhWBLIcyjm4Pk01n4aB5ywdDwLTp1S3WdDgjw5qvaSJEuE1/u -7Dp//nMt1pqxUq0CemjH082Hbr0knISaT3mpqteKtMHgVE2ZLmwb+ElSO0SE -xJC7RuHSHLC0eBbPttzHhO6YVccet6NcX+f3H88ZiJyYOrduTg1WjAStu63Q -g9JIYUrsb1V4hYJxHrICVD7gR11UFyF0su6cuSwWDklJrFQx4iHMOn7Gjjd9 -RP1P0nWkfk3iYdL5Iq1bXs7N7GAhhYDYByv8GsvRPHV+uWVCBz7P9pAS5lOo -dWkYkfNthbGymvndpb0Iq7A/bDV2LopOlYhtl2jBwS9GeR5FQigeyDWIM6Dw -tPFk/OBBCjP+VRhh9KgTSdcb6tV3M9CyRU3mR0EVVtp7poRUduPc0f5bFmlj -89GK186e++vRqnTcaUJFD+14uvmQ6iXhZGn8pCbvX5gQzVB8N1vEhrxK7FKf -0i78dIDKGnBlodl/6N3DgDQULXJvTepqxdb0UBWn6e2Ir1JdUDNxLG+ppy2X -40U4uq3FXOI1Gx+mq4cPSLyAmXOtvFgCD2u0i6OefGbjiFTwE6fcZ7Aye17l -r8vDs0vByu1jfPJlD2eKHNpxOcdB36mrlzgnkvQ/SdeR+jWJh0nni4QTYWaA -xIHyMrj8FJGz0CoCBnrJL+JHamAaseBVmBobMd+sJLwlC+Earz073Y+PDSf0 -xEtfsxBQKG5yP6oYHxxLSk/oCGAVkr3h7TEWihx8xRb8aIfVagXTZ+p96PeS -V+15S8Gi8fpGSb0UDEyen7ZIrZV2PN18SDhJsOl437OdgoJyRGZ5aRNuXx5X -ph0khKyt8hP+HSZ+cEu8NeXYaEsYvRjn2oWWN/IlW8f643kqu+/++laM5z/U -5suM9V+35kBFGwpXvy2ZEaBKQWNOW7zflU4Y2JT66ohRaJTdqad9swEWxQ33 -TsgIUWjWeHv+KIXscWrrjHe24fF9x5Cmc71oVAu6n/adwot2qaZp9uUwLi6f -/j6og+hXkOZQ0nxB0o0kPUDiedL5Je3LBSlv7Zw1LDxU/JbtnZeKjLwZa1zu -tcL99rfSU6MsWPvI72zu4mE7d6r2sKQIH9/kWoby2JBVGi9t2ZiL6gOaNybs -5yH4jfX9rH4KCTnSCv6qbbhjtXBty7Fe2vGkfEg4eRnDkbFtoPD9muyIXWMr -OkIqsydb96LF5Bh31gsmrnyOfHDsbj3Scr9OP93QA1m3iFjvlxSMQjdZ7NB9 -j5EUh5/TuzvwqcFN+eIiCo8+C1o74hoheX/YdK6+EMFzsz79spkDLzWlprAA -PrKlr947t0yEnj3LB3I8GVC1ijwWJVONAcfT1ud43dBbKVBzlGXhnGvsd+fY -NkQf5x2VT+6FknOUYpMThUke4UlpdUzovGbn3zjZSfS1SH4FaQ4lzRck3UjS -AySeJ51fEk6OqpVbTR5bh3oXbluBfiqO/fGzd/7ZVqyVsHPP41bjtvPdwhkn -BDDqk5hSrC/CD9tbam0ybKhGy7dIv03HK/Vkg7UJbbTjSTh5apZQfzi4HhbV -lr6DXh1Qzk1ymLxHBJPtC20XLWPh9OlHU55+aUNCXfGsz+W9ULfxq166ioXS -iqL40fYyuIv89MpWdWCNeojBRkcWBLENZvOK2jEzUV5VSqkPO3vbPBzDOEgw -jCvY/P0B8sctWGSszoXZgzSvk/MpdIbEaoUMUxAsWenWL+rELp+MRdknmFD9 -TYt64s7Gts0mwfsvduGxp9i3L1NYsHdT1O7sfQdUHIlOdO2Ab0Jk08UoBpbM -VGlZd7YaD/YpxBeOdBP9VZJvRvJDSHMuaX4h6VKS3iD1ERI/kPad9/2l+Fke -C2lVqr8UrU5HZvG05TMPt2Epe85dTcM6cI+tz2tQ6MADZpLOS0tyPAknjh78 -tnFHauCl73RP56YAmSZnGP5bRGhITttR3crCkUtBly/dLMKq6ccnlU8R4Jqx -T2rmaAMuqxg7ZtZ04JX38KQhJxHCogoHJvxCwU5SlCKTSsHcZ5Gf4F0nfh9c -oBzPGpt/+5trpUpYMND6oqxi1IVnbxZY71JhI2zuC7l9Fwshe9552vlYPl5/ -PC5YIhzrq/0eoV5jfW61B6NF6YIIF6hVO8z3sjDH/sEJV/9S6DBc+SbtAoz3 -n5V3xo2NnUv8BUXBr3Htlsy0psV8TEqI3pb4lQnBqm6d5X4snOTKqRss7iL6 -8CR/leSbkfwQ0pxLml9IupSkN0h9hMQPJJzYbeMb7q59j+V7nzLUvRJwr8H6 -c6RzIxEn8z6uiHOdVIuamQW3YksE8JRz+n7IRITIEI2UDxvY4B55mWtomYEA -O34CVdoGU8mUC7kJLPiURbdNvcTFyNmkZwU+ffh27m6vTBobK839dkUFvMRu -twJPybc8UA7+V6J9Geic3ps0c0cl6m3bV5xy7Aa7PK3iUjmFtbkzBCrJrRjZ -tX5tqHYvvE1D9zzcyQSDOtDx6z02JC2VNELujvHJqR3LwGDDebmUb5zLPZzS -Dff7w70d6wyfyR0ChVAt03bv/U2YGmXkk3RIiMf3ijf8Zs3A8coTgq8xlYj+ -UJxyPaAb+0oUS06GU1gpmBe3/wUDvhurWRVanf/wz3/gk3nH69TNjNuQ0yNT -+/F6F5bAgSkTJUL/jUjnSeEsYNuPONOhNAwlrx5OlW77h3/+5vxDl09IOPmH -f/6Pf/6u8xddfULad7rxvUOjShOH6yHf3GA0KaoDU+Ik1ZfuE6Gk03bPa28O -1PfvkA7UfQR/5zue1ke4/8xff/L8RXfeIfUREj/QjSfh5O86f/1V/Ge6/glp -X0h6g9RH6MbTzWect/bWD+08qBQFc7lhPYhzLn+oVijCcullX+dFs3CjyT1d -q/otdsWMPIk5I/jHf/4P/jNdP5bE86TzS9KlJL1BN55uPiSc/FX85z/r/p3u -/Q5p3Uh6gMTzpPmFpEvpxtPNh269s2+KHdkU1wQLmbjzswzH+vrENcPPPEVw -t8/63Gw5pl+j+msc9Z9A8FKsYkIG9y9//073vpjEw6TzRdKNJD1AmnNJ8wvd -eLr50K2XhJM/6/79v/X+kO77E1JdpH5N4mHSfEHSjSQ/hDTn0o2nmw/deumu -p70Hx2uWPA/5Tks+xczrwcE/VlqkPxVhgpqeRrEpC3kf7iyyGCyFebfdlLph -wf/7+0O679lIPEnCP0nXkfo1aQ4lzRck34zkh9CNp5sP3XrpricJJ/+t94d0 -30uT8En6XVI/JfEkSf+TdB3JryDNoSR/leSb0Y2nmw/deumuJ939yg1fvTk3 -qxO1W9IenIruRdlO99F9Q/Tf1ZO+J/EYCZ8k3UXqp6Q5kaT/Sb4Wya8g+fAk -f5VuPN186NZLdz3p7hdp30m4+h9rb7aX +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +/Vz3dV3vS9nRbdNeiSFDhkz+5/fff1YSb5kj71eAIf/8Gv+oqP6qJRdLvPLs +olVYuLHw9iP976Vova3M35jcDo63lcfAChoBz62lY00aMGN3/MSLQhG+lS8c +vtymAsm7OLSLcgvi365Wn28lhpCm3WzOUcjTOqdbu/0utE+0q/jW10Iu7KPV +1AEKuYs9Ulk76mFz2kLd+ncRTtyOa5DgVSDH1vWqpXELFDamf31oI4azupHy +xTIOPuwdrbg7OAWOHyalJns14OXzS9yTazhwSuuxvH4pGd7+64O4lfWw8uy1 +2DaJA15qsnIrPwl5+3MyDiTUI3xCYKi/Ko2kwK+nfHn1UN/S+uvqCxGm9Aer +hahz8MLjQuKK86+wOn3pgrDrTYzjmebDtF6m58m0X6S+M/09aa5GGk+7y/rG +xozNOvozjlfhHWti9ykpIWIXplC8MRz0+Vurpig14dK6iF0t08TY4PE1QimA +javRL106t3GQv800kj7fhjkeAXdW1rCRskc/XEetCqJ+yYqurwJkuZVui5xE +w4TjfVMuqx7y4y2UPj0UIaG6cGLOIxpqPW9KfzXw0fJQJnpEVAdsM3pqT73h +gBXU0TvMrgnrhT3FmhpinPE5ZvB5NhsTzf/Q/TKci7IJO7+L6DaE3Xt1bpgG +BW9K0iAqtxql5s6/PTMTIqn4yQdnXRohDup197OKEKR2Q/68WgvjeKb5MK2X +6Xky7RfTOSHNJ+lzrc5mcPfupKF4IjJ8d8A7TLHu7GLxm4l/P+ac23w+n4KO +0Zkd7N46fI8ZUH6zS4QctWoFPVk2qo4Lu3etLkfTxLKehO0CaPctr3UwpKAU +tthpayAFjbcnu9XzW3FbZFoYHE5Bv+SCwqQXtbA9tnrATyDEjkN7SxBHYaLS +/vaR81hQyH3f3TWtFV9zy6cFHGfj2tYPuxc9r0Cd2ybduiQBrGWDLrbyWVh9 +1Oz0k2AubHUnJB0f3Q4FveyS94dYyB36efmzEZ+wT9FxvQK/nXE803yY1sv0 +PJn262FVh1YiuOh4asmz/Z6KBIsIA4m2BoxeZKB9UINGu75leW5UAkbuHrrS +4nYdEceYzqeXPX2go+ktTpq3piV9O4VxN3SN5EQfYbbKxnFJZB3ofolJ+5e1 +IaZz7LP8IDFm2W1ZkfSWjfOxMg9aKmh0OtkPbNrQhupMT4WxAVzMwYwIz7aH +CAiUuX5iIR/vT/Wpv+9hw13lfd49PxrBgUvyCjTaoLkorXTaKxrzPk2pz5Nr +xCjOvVsDKR2Y/ES4vaycwoYsuRXu3DqsOx6/Yt1GERY3Po0cHshFL1d+oHBt +Og76XcmIsuEjx8QgKuUFG67cG+lv8yrx6u3qUa01AsbxTPNhWi/T8yT16867 +GnneWQqBKsUZMKtFwWWT03c5QjSGHKup9acwT9b/+p7xbHDCZjnWrm/FcmWb +1CXBHMyVcBgtYfwHwkK3Wcj0NBL3KQknSfNPquv5OZi2vSqCaVbTWpPJIUil +ps6y+1qGEeFxuoGrWNB5vml2Zl4pqiXjKiZebkek4qGIJgsams81fxt+pAHc +Dd9tTPtFiMzi5gZ6csFy6Z8nMMpA/XoP9UfufIzwZCX6DMa/CjWTeDC8CItl +0/bFDDSjuEW2rCaKRr/v0bCCp4VYuXByqOupZug9C1KfcbsUiesuyarWNEGR +Fa+StEiMY5Yb27540VgYfTjQZRQfH458UXVf3sE4nmk+TOslnSdpTmzrZN1q +1dhQiEs3UQ0vx2wpL+ffXQQwXNMgm3BvEA8Fbfp7FDg4cNKn09i1DZRj2YGF +hyhci9Q6ejCajdGR05UFrq0YOWq8l/1EDuzOKmSESr9Gdso5Q3ZWE5F3kfYp +CSdJ80+aE0eOSYidFBf5VYcnCyqfQFKiNtVxdiOCBj7lb1biwijb8ZbOxsew +3h8c+bSfj9F5Jl0lW1lQl+7p3/n0I55FXEl6zGlHfegU60uLKZSP5cz01+ZB +cmT6mD2OQjin/dDw3sjGnWg71f6nHHzuW6bkntGGQ4UaAqTQsC7rqXacV4h5 +Ryu+6Ts24+equOwCaTbOJL2NEK0c5HlCnzO2QubxTPNhWi9pTjxqIryaVjci +/7SxSugiAb74pkQ1PxWj29Bl//qmElyPuFneEBcL11k8i2SPangeXDf0nIjG +tIsylrvxBqqPQ9Z0dTdhsn1NUN13FjY0+ym/7yrDJh/JrqFrBVDSEWg4RVch +2955RdGzFuhK9nlt2S0m8n8SryPtaxIOk+4X6dw6P49Y4qtJIataa9dNhTuQ +mqnUlDS1Fm+ejJeo1Wfh1zijzqFGH/HtQfTpObntiNg0171jEY3YD6t0Y6c2 +YBurVxBaKUKoz8hpWzMohMxfELk4tgR9rn1LwvpbYLKLfVhr8L488rj62w/L +93jZUuiW5DfIe02fmLo5siEsauzrcqkAtHMTUiIFjOOZ5kOqlzQnOr01Q+uu +smDUkjjdU7kUAVUW6Ybr2pHld9fVrYbG69C7sxK8GpHFM5+lW9aB2KFRKl+M +2fDW+CY+IFWBccHdaYfPDl4JtbGZrsdoZGb/fHyt8C0Cpj8ISs1txinJw7Pb +9biQ25xhF9n7CMNK9h+KruCDZ/OoTteWi2/KK7dlBw7izpiEdBUtsk4k8X8S +ryPtaxIOk+4XaU7Gr978da4FG7ZtG693rLkFhUwPO/s+HvY0pyjyplK4fSlI +Y+SeahzS/nnylr4Qd4Mq90734oC7wMmrcs4LHMkcVsoeP7h/knMmmcdT+PGz +QNleqg471i2nA/uE+FyStjRyOo3nPtm9qQ7FGNDZWCJp3sI4nmk+pDn5zTkv +fjSvGq07DHys5Vvhv3utVKGLGErJJkce3KPRNeZHvm0qHw7fwpdGnelAd8yB +qIkxHNRdfmqprPccix22BGdWNOLXq5zImG4aQwR6A0UljfBeeiFuWd+gjqNn +V+nEsmH45KeXrWElUjPX1nq9EcAsritGaSkH2ubvv9KdL7FEWj/byasJN3wD +Ol8Oo7F1st6+rvEJmJEi62t2vI7oV5B0KElfkHgjiQ+QcJ50f0l90XFau0+d +9wGieyfHve6LgmJdWKXclipiX6Y8CXnhm0+DvUhGcPNBARbEpA9rMG6G9I4q +/n4XGkUGSdde8xrgtPFdxJs5HYzjmebDtF7jA/HySmUsCI/Hugf4lEH6d5mE +Sm0BhhirR6qnUGiZYj590aI6yBbvW5s5VoRD12bnfq6mcTnolO2M/DfQOL0j +TEeuGVHZ0rlRKoO8JUYrpUFAIVxHYapm2yDPGVwbRc9YcBqhV584rQy3u/fl +GkwToHDqxSGvpT7B0L1Ahm3YjL7e+O2/DMVEX4vkV5B0KElfkHgjiQ+QcJ7p +/V2jk8O/cJPGqsTyL6orExHonTFeXq0eyZqCZo0vFJJW7jSdqlmPBRHlBy96 +iqBYL/CyyuHg8eO2sKgTzyA+Yc69k9TIOJ6UT1jFJbsXZ+rR0jrh/LLcNjhY +3E8dFjHIT6RPjLR8SeGxUdjpuTNL0MH2WmDT2ALDXucTGk4cpChKhTTdfQHf +9YG8UfObsGfkuU5bIYXh2QZqt3jvAYdN/ldjW9BfHCMZ6U2BN+fFTdH3Gmxo +dbcqfykEteJhuaQ5FwPH1OKiirKQWHznYEgOHwPpL+fNlKWwrOHE4x3S1Qh3 +niD9YKYQ5y7vn2c0jIvo0VfCe2akonW1Q6dWQgOMMl6lsXZ8xI/y1oZO2WYM +G+p7JcBATPRXSb4ZyQ8h6VySfiHxUhLfIO0REj6Q+n45TVL2pRWFvdPttWPS +7uBuuqVDhlctPqWflnF3ZKHAVCJOy78UlLMCVeXZTownzUl4uOP8XQ40DnQt +jDvyuAEDp3i2m6Z2IHyZ2djGdxzcfDg2xtk/D9zZAkPXkEaYbhLIS26nMH5L +8gqpGTV4ctHG2CRciPCPxR5rxlH47tatemXuIM6tiLh7S7INrKM/5XfcZ0Hg +vbXUjP4E1vHhv1aMEUA/RbI7s4qDzK7NO5Udc/Exq0TtrFsj5JLEy4dspfDR +Q/RljzKF9so385yutII1d1tp/SMWdPOPn69r4IJCtMF0nXakVE73WryfQoPt +/d9tL9Rg2JiZjh3JQpyu15QOGUWDPli+KzqgHn4P9Oz2xZB9eJK/SvLNSH4I +SeeS9AuJl5L4BmmPkPCBNCdlBTZrE3pYSL4/411X5k2cVDPh28TziHMi6DXb +1mVSDZ3oB6VyghZ05x8QljuJcbHycvzhoRyotKt7bkh8jf6Zp4z1PjXBj11k +yH9NwW943o/CoDqkfr43Sk5HBL1if9UrgTQ++np+0LR4i8aKK9KzbjbjelHN +HxOMKTw7Ys6mg3moVrRdIOcpxEP9UUf25VCwm3TfvMy+Dkf+SHrbqSSCq5a3 +aaEPB3H6i9OajB/ghKfP2RfyDagsjdnk2jaIw6qrZFhxg7zCfk5hREsHLHoL +uEohLCy3iLuw2+sTllbr9R7tbUe87ChxEJeC0eUNW4RRH6CdGGu9q3AQD89r +qvdbcKDVolhs5fISDxPEa0ZvJz/f+V/DH9Kc+FXZf95sVgvubX9B3tNWqDyN +yB7wERN5/l/48+fGH6Z4QpqTv/DnH/jzv6a/SPhA6jvT+FkzPaKTUsrgol9X +8PNhM7TVnK9JmYmJPupf+us/U3+R9A5pj5DwgWk8aU7+rPrrv8V/ZuqfkPpC +4hukPcI0nmk+1oc6kpZm1Qzu2y9G3oO8JEr+cYyct5jI8//yn/9v/5mpH0vC +edL9JfFSEt9gGs80H9Kc/Lf4z/+u5+9Mn++Qzo3EB0g4T9IvJF7KNJ5pPkzr +vfbJqts+nEbKq/hFeW58LN7YI8dx7vjTPn9n+ryYhMOk+0XijSQ+QNK5JP3C +NJ5pPkzr/U97/v7//f4haf5JdZH2NQmHSfqCxBtJfghJ5zKNZ5oP03qZnueq +XVbudoJBnVEffOzVJCE2iA2nj6XIevDf9f4h6X02Ek6S5p/E60j7mqRDSfqC +5JuR/BCm8UzzYVov0/Mkzcm/6v1Dpu9Lk+aT9LmkfUrCSRL/J/E6kl9B0qEk +f5XkmzGNZ5oP03qZnifTfjnKxIaqjm3FhxtlpxUNRfChzn5JFP7r/i+DhGOk ++STxLtI+JelEEv8n+Vokv4Lkw5P8VabxTPNhWi/T82TaL1LfSXP1NzHdn3I= + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -12306,8 +12501,8 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -12318,8 +12513,8 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "+", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -12330,9 +12525,9 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -12342,14 +12537,13 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { - ItemBox[ - "\"\[VerticalEllipsis]\"", Alignment -> Center, + ItemBox["\"\[VerticalEllipsis]\"", Alignment -> Center, StripOnInput -> False]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, DefaultBaseStyle -> "Column", @@ -12375,391 +12569,402 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 4} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 5} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], { - 1, 6} -> Complex[ - 0.27130379014783124`, -0.12044715596755934`], {1, 7} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 8} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 9} -> Complex[-0.07164664525064873, -0.2907134789193454], \ -{1, 10} -> Complex[0.02023138254715448, 0.11137525641609], {1, 11} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, - 12} -> Complex[-0.07795077274116374, - 0.2904671042221048], {1, 13} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, - 14} -> Complex[-0.07795077274116374, - 0.2904671042221048], {1, 15} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 16} -> Complex[0.02023138254715448, 0.11137525641609], {1, - 17} -> Complex[ - 0.199408104684111, -0.11720650121625686`], {1, 18} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 19} -> Complex[-0.45588071484204273`, \ --0.014752170920114424`], {1, 20} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, - 21} -> Complex[-0.07968743240634073, \ --0.17702649633258472`], {1, 22} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, - 24} -> 1, {2, 3} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, - 4} -> Complex[ - 0.27244326195988916`, 0.011111878577649018`], {2, 5} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 6} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 7} -> Complex[-0.24737746704016716`, - 0.5022802985841684], {2, 8} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 9} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, - 10} -> Complex[-0.09727281618814543, - 0.4251726947214757], {2, 11} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, - 12} -> Complex[-0.008851768247553363, - 0.029068202106085572`], {2, 13} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, - 14} -> Complex[-0.008851768247553363, - 0.029068202106085572`], {2, 15} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, - 16} -> Complex[-0.09727281618814543, - 0.4251726947214757], {2, 17} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, - 18} -> Complex[ - 0.16774613988004144`, -0.225655277072902], {2, 19} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, - 20} -> Complex[ - 0.34202714802636813`, -0.5203828231210746], {2, 21} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, - 22} -> Complex[ - 0.27244326195988916`, 0.011111878577649018`], {2, 23} -> - 1, {3, 4} -> Complex[0.2677162255621613, 0.], {3, 5} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, - 6} -> Complex[ - 0.02087872306380592, -0.10446111125006569`], {3, 7} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 8} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, - 9} -> Complex[ - 0.011359633728347016`, 0.08520800008182422], {3, 10} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], { - 3, 11} -> Complex[-0.11604982216622163`, - 0.19926182212673743`], {3, 12} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, - 13} -> Complex[-0.11604982216622163`, - 0.19926182212673743`], {3, 14} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, - 15} -> Complex[ - 0.011359633728347016`, 0.08520800008182422], {3, 16} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], { - 3, 17} -> Complex[-0.2385656438458264, - 0.06903700176549488], {3, 18} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, - 19} -> Complex[ - 0.24014852879671952`, 0.15329539227786965`], {3, 20} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, - 21} -> Complex[-0.1157253008903192, - 0.07182611485724257], {3, 22} -> - Complex[0.2677162255621613, 0.], {3, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {3, - 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {4, - 5} -> Complex[-0.020878723063805726`, \ --0.1044611112500656], {4, 6} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, - 7} -> Complex[ - 0.6164020052722983, -0.03301684548082712], {4, 8} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, - 9} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {4, 10} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, - 11} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {4, 12} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 7} -> Complex[ + 0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, + 9} -> Complex[ + 0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], { + 1, 11} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 13} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {4, 14} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, + 0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 15} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {4, 16} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, - 17} -> Complex[ - 0.6164020052722983, -0.03301684548082712], {4, 18} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, - 19} -> Complex[-0.020878723063805726`, \ --0.1044611112500656], {4, 20} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, - 21} -> Complex[0.7322837744378387, 0.], {4, 22} -> - Complex[-0.1157253008903192, -0.07182611485724257], {4, - 23} -> Complex[-0.29340373279675197`, \ --0.27809938962030384`], {4, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {5, - 6} -> Complex[0.5399121866774477, 0.], {5, 7} -> - Complex[-0.4024303768625533, 0.06319936655428628], {5, 8} -> - Complex[0.12702736104247997`, 0.01646149694625006], {5, - 9} -> Complex[0.0806509155236052, 0.06238441832735686], { - 5, 10} -> Complex[-0.2934854494126851, - 0.04085502210736608], {5, 11} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {5, - 12} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {5, 13} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {5, - 14} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {5, 15} -> - Complex[0.0806509155236052, 0.06238441832735686], {5, 16} -> - Complex[-0.2934854494126851, 0.04085502210736608], {5, - 17} -> Complex[-0.4024303768625533, - 0.06319936655428628], {5, 18} -> - Complex[0.12702736104247997`, 0.01646149694625006], {5, - 19} -> Complex[-0.27467400107696954`, - 0.08314412135251599], {5, 20} -> - Complex[0.5399121866774477, 0.], {5, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], { - 5, 22} -> Complex[ - 0.02087872306380592, 0.10446111125006569`], {5, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {5, - 24} -> Complex[ - 0.27130379014783124`, 0.12044715596755934`], {6, 7} -> - Complex[-0.02707098756043888, 0.08415309369657159], {6, - 8} -> Complex[-0.03764992141799037, \ --0.13605099778794436`], {6, 9} -> - Complex[-0.08181885113853848, -0.0223150746441549], {6, + 0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], { + 1, 17} -> Complex[ + 0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, + 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, + 20} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 22} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 24} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[-0.06797212261961828, \ +-0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, + 7} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 9} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 11} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 13} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 20} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 6} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> Complex[ - 0.22168267144312054`, 0.03299920735716682], {6, 11} -> - Complex[-0.04214475287108173, 0.2125642839376449], {6, + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 12} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 14} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 16} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 18} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 20} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 12} -> Complex[ - 0.14142597329959572`, -0.061350391806736695`], {6, 13} -> - Complex[-0.04214475287108173, 0.2125642839376449], {6, + 0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 14} -> Complex[ - 0.14142597329959572`, -0.061350391806736695`], {6, 15} -> - Complex[-0.08181885113853848, -0.0223150746441549], {6, + 0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 16} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 20} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 12} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 14} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 16} -> Complex[ - 0.22168267144312054`, 0.03299920735716682], {6, 17} -> - Complex[-0.02707098756043888, 0.08415309369657159], {6, - 18} -> Complex[-0.03764992141799037, \ --0.13605099778794436`], {6, 19} -> Complex[0.460087813322552, 0.], {6, 20} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {6, - 21} -> Complex[-0.020878723063805726`, - 0.1044611112500656], {6, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {6, - 23} -> Complex[ - 0.11519091687891489`, -0.4012928958026726], {6, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {7, - 8} -> Complex[0.09630860197729411, 0.], {7, 9} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, - 10} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {7, 11} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, - 12} -> Complex[-0.010533198723196371`, \ --0.006296053518233197], {7, 13} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, - 14} -> Complex[-0.010533198723196371`, \ --0.006296053518233197], {7, 15} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, - 16} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {7, 17} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {7, - 18} -> Complex[0.09630860197729411, 0.], {7, 19} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {7, + 0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 19} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, + 12} -> Complex[ + 0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, + 14} -> Complex[ + 0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 6, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 12} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {7, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 14} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 16} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, + 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 13} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 15} -> Complex[ + 0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, + 17} -> Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 8, 20} -> Complex[ + 0.2578656808252187, 0.10876030801336257`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, + 12} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {9, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, + 14} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {9, 15} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 20} -> Complex[ - 0.12702736104247997`, -0.01646149694625006], {7, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {7, - 22} -> Complex[ - 0.07416506719537758, 0.08051189278847616], {7, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {7, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {8, - 9} -> Complex[ - 0.14880448551485936`, -0.18343023977218464`], {8, 10} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 11} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 12} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, - 13} -> Complex[0.4351121808870284, -0.1282880779202612], { - 8, 14} -> Complex[-0.2300764357164763, - 0.11137567802408056`], {8, 15} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, - 16} -> Complex[0.1868664022204954, 0.06385028540854319], { - 8, 17} -> Complex[0.7694387170582185, 0.], {8, 18} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], { - 8, 19} -> - Complex[-0.02707098756043888, -0.08415309369657159], {8, - 20} -> Complex[-0.4024303768625533, \ --0.06319936655428628], {8, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {8, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {8, - 23} -> Complex[-0.24737746704016716`, \ --0.5022802985841684], {8, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {9, 10} -> - Complex[0.41416215192864014`, 0.], {9, 11} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {9, - 12} -> Complex[ - 0.24390216997712094`, 0.12967162455970677`], {9, 13} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {9, - 14} -> Complex[ - 0.24390216997712094`, 0.12967162455970677`], {9, 15} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {9, - 16} -> Complex[0.41416215192864014`, 0.], {9, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {9, - 18} -> Complex[-0.11463533571593523`, \ --0.055210078698593804`], {9, 19} -> - Complex[0.22168267144312054`, -0.03299920735716682], {9, - 20} -> Complex[-0.2934854494126851, \ --0.04085502210736608], {9, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {9, - 22} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {9, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {9, - 24} -> Complex[0.02023138254715448, -0.11137525641609], { + 0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { 10, 11} -> - Complex[0.3689066714841379, -0.01963818646965646], {10, - 12} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, - 13} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {10, 14} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, - 15} -> Complex[0.4159087185308232, 0.], {10, 16} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {10, + Complex[0.1899783589314758, -0.1365082746823964], {10, + 12} -> Complex[-0.15558917647409173`, \ +-0.09979098803090053], {10, 13} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, + 14} -> Complex[-0.15558917647409173`, \ +-0.09979098803090053], {10, 15} -> Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {10, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {11, + 16} -> Complex[ + 0.13800495411149877`, 0.3680867713233184], {11, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {11, + 18} -> Complex[ + 0.09710709374348331, -0.20541302638200343`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {12, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {12, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {12, 17} -> Complex[ - 0.14880448551485936`, 0.18343023977218464`], {10, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {10, - 19} -> Complex[-0.08181885113853848, - 0.0223150746441549], {10, 20} -> - Complex[0.0806509155236052, -0.06238441832735686], {10, - 21} -> Complex[ - 0.3146513247958228, -0.026797378998685423`], {10, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {10, + 0.11065480592987563`, 0.022498803837048064`], {12, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {12, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {12, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {12, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {12, 23} -> Complex[ - 0.17837001887568327`, 0.09187489939370964], {10, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {11, - 12} -> Complex[0.3744935743083003, 0.], {11, 13} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {11, - 14} -> Complex[0.3744935743083003, 0.], {11, 15} -> - Complex[-0.364332505630415, 0.055629112414147225`], {11, + 0.11666092373220538`, -0.218936695047531], {12, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {13, + 14} -> Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {13, 16} -> Complex[ - 0.24390216997712094`, -0.12967162455970677`], {11, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {11, - 18} -> Complex[-0.010533198723196371`, - 0.006296053518233197], {11, 19} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {11, - 20} -> Complex[-0.029186234486845222`, - 0.022372160811117286`], {11, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {11, - 22} -> Complex[ - 0.09059534447844704, 0.10345647613127328`], {11, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], { - 11, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {12, - 13} -> Complex[0.5794387931418044, 0.], {12, 14} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {12, - 15} -> Complex[0.3689066714841379, 0.01963818646965646], { - 12, 16} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {12, - 17} -> Complex[0.4351121808870284, 0.1282880779202612], { - 12, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {12, - 19} -> - Complex[-0.04214475287108173, -0.2125642839376449], {12, - 20} -> Complex[-0.18425433538775948`, - 0.03665899040288985], {12, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {12, - 22} -> Complex[-0.11604982216622163`, \ --0.19926182212673743`], {12, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], { - 12, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {13, - 14} -> Complex[0.3744935743083003, 0.], {13, 15} -> - Complex[-0.364332505630415, 0.055629112414147225`], {13, - 16} -> Complex[ - 0.24390216997712094`, -0.12967162455970677`], {13, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {13, - 18} -> Complex[-0.010533198723196371`, - 0.006296053518233197], {13, 19} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {13, - 20} -> Complex[-0.029186234486845222`, - 0.022372160811117286`], {13, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {13, - 22} -> Complex[ - 0.09059534447844704, 0.10345647613127328`], {13, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], { - 13, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {14, - 15} -> Complex[0.3689066714841379, 0.01963818646965646], { - 14, 16} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {14, - 17} -> Complex[0.4351121808870284, 0.1282880779202612], { - 14, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {14, - 19} -> - Complex[-0.04214475287108173, -0.2125642839376449], {14, - 20} -> Complex[-0.18425433538775948`, - 0.03665899040288985], {14, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {14, - 22} -> Complex[-0.11604982216622163`, \ --0.19926182212673743`], {14, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], { - 14, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {15, - 16} -> Complex[0.41416215192864014`, 0.], {15, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {15, - 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], { + 0.13800495411149877`, 0.3680867713233184], {13, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {13, + 18} -> Complex[ + 0.09710709374348331, -0.20541302638200343`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {14, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {14, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {14, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {14, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {14, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {14, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {14, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {14, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { 15, 19} -> - Complex[0.22168267144312054`, -0.03299920735716682], {15, - 20} -> Complex[-0.2934854494126851, \ --0.04085502210736608], {15, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {15, - 22} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {15, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {15, - 24} -> Complex[0.02023138254715448, -0.11137525641609], { - 16, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {16, - 18} -> Complex[ - 0.06911881436797135, -0.04269376157510484], {16, 19} -> - Complex[-0.08181885113853848, 0.0223150746441549], {16, - 20} -> Complex[ - 0.0806509155236052, -0.06238441832735686], {16, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {16, + Complex[-0.09460977915945387, -0.11933166053315665`], {15, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> Complex[ - 0.011359633728347016`, -0.08520800008182422], {16, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {16, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {17, 18} -> - Complex[0.09630860197729411, 0.], {17, 19} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {17, + 0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 20} -> Complex[ - 0.12702736104247997`, -0.01646149694625006], {17, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], { - 17, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {17, - 23} -> Complex[0.16774613988004144`, 0.225655277072902], { - 17, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {18, - 19} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {18, 20} -> - Complex[-0.4024303768625533, -0.06319936655428628], {18, - 21} -> Complex[0.6164020052722983, 0.03301684548082712], { - 18, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {18, - 23} -> Complex[-0.24737746704016716`, \ --0.5022802985841684], {18, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {19, - 20} -> Complex[0.5399121866774477, 0.], {19, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], { - 19, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {19, - 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {19, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {20, - 21} -> Complex[-0.020878723063805726`, - 0.1044611112500656], {20, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {20, - 23} -> Complex[ - 0.11519091687891489`, -0.4012928958026726], {20, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], { - 21, 22} -> Complex[0.2677162255621613, 0.], {21, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], { - 21, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {22, - 23} -> Complex[-0.29340373279675197`, \ --0.27809938962030384`], {22, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`]}, + 0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {18, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 21} -> Complex[ + 0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 21, 22} -> Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -12782,26 +12987,26 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[3, 4, 1], - $CellContext`c[3, 4, 0], - $CellContext`c[4, 4, 0], - $CellContext`c[4, 4, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], $CellContext`c[5, 4, 1], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], $CellContext`c[5, 4, 0], - $CellContext`c[4, 4, 0], - $CellContext`c[4, 4, 1], - $CellContext`c[3, 4, 1], - $CellContext`c[3, 4, 0], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 4, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ @@ -12809,408 +13014,408 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, SymmetrizedArray[ StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 4} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 5} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 6} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 7} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 8} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 9} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 10} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 11} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 12} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 13} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 14} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 15} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 16} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 17} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 18} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 19} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 20} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 21} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 22} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 24} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 13} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 20} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> 1, {2, 3} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 4} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 5} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 6} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 7} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 8} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 9} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 10} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 11} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 12} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 13} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 14} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 15} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 16} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 17} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 18} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 19} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 20} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 21} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 22} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 23} -> - 1, {3, 4} -> Complex[0.2677162255621613, 0.], {3, 5} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, 6} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, 7} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 8} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, 9} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, 10} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {3, 11} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, 12} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, 13} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, 14} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, 15} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, 16} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {3, 17} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 18} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, 19} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, 20} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, 21} -> - Complex[-0.1157253008903192, 0.07182611485724257], {3, 22} -> - Complex[0.2677162255621613, 0.], {3, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {3, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {4, 5} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, 6} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, 7} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, 8} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, 9} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, 10} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, 11} -> - Complex[0.5691291778553188, -0.009546455336403484], {4, 12} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, 13} -> - Complex[0.5691291778553188, -0.009546455336403484], {4, 14} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, 15} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, 16} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, 17} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, 18} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, 19} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, 20} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, 21} -> - Complex[0.7322837744378387, 0.], {4, 22} -> - Complex[-0.1157253008903192, -0.07182611485724257], {4, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {4, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {5, 6} -> - Complex[0.5399121866774477, 0.], {5, 7} -> - Complex[-0.4024303768625533, 0.06319936655428628], {5, 8} -> - Complex[0.12702736104247997`, 0.01646149694625006], {5, 9} -> - Complex[0.0806509155236052, 0.06238441832735686], {5, 10} -> - Complex[-0.2934854494126851, 0.04085502210736608], {5, 11} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {5, 12} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {5, 13} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {5, 14} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {5, 15} -> - Complex[0.0806509155236052, 0.06238441832735686], {5, 16} -> - Complex[-0.2934854494126851, 0.04085502210736608], {5, 17} -> - Complex[-0.4024303768625533, 0.06319936655428628], {5, 18} -> - Complex[0.12702736104247997`, 0.01646149694625006], {5, 19} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {5, 20} -> - Complex[0.5399121866774477, 0.], {5, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {5, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {5, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {5, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {6, 7} -> - Complex[-0.02707098756043888, 0.08415309369657159], {6, 8} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {6, 9} -> - Complex[-0.08181885113853848, -0.0223150746441549], {6, 10} -> - Complex[0.22168267144312054`, 0.03299920735716682], {6, 11} -> - Complex[-0.04214475287108173, 0.2125642839376449], {6, 12} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {6, 13} -> - Complex[-0.04214475287108173, 0.2125642839376449], {6, 14} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {6, 15} -> - Complex[-0.08181885113853848, -0.0223150746441549], {6, 16} -> - Complex[0.22168267144312054`, 0.03299920735716682], {6, 17} -> - Complex[-0.02707098756043888, 0.08415309369657159], {6, 18} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {6, 19} -> - Complex[0.460087813322552, 0.], {6, 20} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {6, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {6, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {6, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {6, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {7, 8} -> - Complex[0.09630860197729411, 0.], {7, 9} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, 10} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, 11} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, 12} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {7, 13} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, 14} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {7, 15} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, 16} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, 17} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {7, 18} -> - Complex[0.09630860197729411, 0.], {7, 19} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {7, 20} -> - Complex[0.12702736104247997`, -0.01646149694625006], {7, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {7, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {7, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {7, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {8, 9} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, 10} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 11} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 12} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, 13} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 14} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, 15} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, 16} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 17} -> - Complex[0.7694387170582185, 0.], {8, 18} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], {8, 19} -> - Complex[-0.02707098756043888, -0.08415309369657159], {8, 20} -> - Complex[-0.4024303768625533, -0.06319936655428628], {8, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {8, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {8, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {8, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {9, 10} -> - Complex[0.41416215192864014`, 0.], {9, 11} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {9, 12} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {9, 13} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {9, 14} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {9, 15} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {9, 16} -> - Complex[0.41416215192864014`, 0.], {9, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {9, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {9, 19} -> - Complex[0.22168267144312054`, -0.03299920735716682], {9, 20} -> - Complex[-0.2934854494126851, -0.04085502210736608], {9, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {9, 22} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {9, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {9, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {10, 11} -> - Complex[0.3689066714841379, -0.01963818646965646], {10, 12} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, 13} -> - Complex[0.3689066714841379, -0.01963818646965646], {10, 14} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, 15} -> - Complex[0.4159087185308232, 0.], {10, 16} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {10, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {10, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {10, 19} -> - Complex[-0.08181885113853848, 0.0223150746441549], {10, 20} -> - Complex[0.0806509155236052, -0.06238441832735686], {10, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {10, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {10, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {10, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {11, 12} -> - Complex[0.3744935743083003, 0.], {11, 13} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {11, 14} -> - Complex[0.3744935743083003, 0.], {11, 15} -> - Complex[-0.364332505630415, 0.055629112414147225`], {11, 16} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {11, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {11, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {11, 19} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {11, 20} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {11, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {11, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {11, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {11, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {12, 13} -> - Complex[0.5794387931418044, 0.], {12, 14} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {12, 15} -> - Complex[0.3689066714841379, 0.01963818646965646], {12, 16} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {12, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {12, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {12, 19} -> - Complex[-0.04214475287108173, -0.2125642839376449], {12, 20} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {12, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {12, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {12, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {12, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {13, 14} -> - Complex[0.3744935743083003, 0.], {13, 15} -> - Complex[-0.364332505630415, 0.055629112414147225`], {13, 16} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {13, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {13, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {13, 19} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {13, 20} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {13, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {13, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {13, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {13, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {14, 15} -> - Complex[0.3689066714841379, 0.01963818646965646], {14, 16} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {14, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {14, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {14, 19} -> - Complex[-0.04214475287108173, -0.2125642839376449], {14, 20} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {14, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {14, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {14, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {14, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {15, 16} -> - Complex[0.41416215192864014`, 0.], {15, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {15, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {15, 19} -> - Complex[0.22168267144312054`, -0.03299920735716682], {15, 20} -> - Complex[-0.2934854494126851, -0.04085502210736608], {15, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {15, 22} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {15, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {15, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {16, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {16, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {16, 19} -> - Complex[-0.08181885113853848, 0.0223150746441549], {16, 20} -> - Complex[0.0806509155236052, -0.06238441832735686], {16, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {16, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {16, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {16, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {17, 18} -> - Complex[0.09630860197729411, 0.], {17, 19} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {17, 20} -> - Complex[0.12702736104247997`, -0.01646149694625006], {17, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {17, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {17, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {17, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {18, 19} -> - Complex[-0.02707098756043888, -0.08415309369657159], {18, 20} -> - Complex[-0.4024303768625533, -0.06319936655428628], {18, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {18, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {18, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {18, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {19, 20} -> - Complex[0.5399121866774477, 0.], {19, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {19, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {19, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {19, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {20, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {20, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {20, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {20, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {21, 22} -> - Complex[0.2677162255621613, 0.], {21, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {21, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {22, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {22, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`]}, + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 13} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 20} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 6} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 12} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 14} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 20} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 12} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 14} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 12} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 14} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 19} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 12} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 14} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 12} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 14} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 13} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[-0.007671097858546656, 0.0057340892009139326`], {8, + 20} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, + 21} -> Complex[0.037739555243020126`, -0.012308050579545225`], {8, + 22} -> Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[0.29687889692943875`, 0.2375326567068352], {9, + 10} -> Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 12} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 14} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 12} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 13} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 14} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, + 17} -> Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[0.08485061223426596, -0.11980477813807357`], {10, + 19} -> Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[0.13476314496413244`, -0.0767423516894553], {10, + 21} -> Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> Complex[-0.04368290380765367, -0.027436459786564067`], {10, + 23} -> Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {11, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {11, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {11, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {12, + 15} -> Complex[0.1899783589314758, 0.1365082746823964], {12, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {12, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {12, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {12, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {12, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {12, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {12, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {12, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {13, 14} -> + Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {13, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {13, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {13, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {14, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {14, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {14, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {14, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {14, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {14, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {14, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {14, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -13348,57 +13553,51 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "5", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[5, 4, 0]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -13420,51 +13619,57 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -13483,7 +13688,7 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -13502,13 +13707,11 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -13540,19 +13743,17 @@ f5VuPN186NZLdz3p7hdp30m4+h9rb7aX Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -13966,67 +14167,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"-", "0.4340849306800596`"}], "-", + RowBox[{"0.11733077534610525`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.055431638140259754`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -14042,22 +14244,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -14130,71 +14332,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", - - RowBox[{"0.44290155180873547`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08052218231531742`", " ", + RowBox[{"0.31076056209244207`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -14210,22 +14410,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -14300,70 +14500,72 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.18115468807599375`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.060622711803628083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.012858043978625694`"}], "-", - RowBox[{"0.11198593324513041`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.35646384780453366`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.30598615622990827`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05881053884122235`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.4708491885036206`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6156736556443742`"}], "-", - RowBox[{"0.25244933168662087`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02831667617560113`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.004908733377296248`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.041924100884302054`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.007741947552095695`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.24259497601022262`"}], "+", + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.30507006751772947`", " ", + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.14870364336919026`"}], "+", - RowBox[{"0.48105438580018695`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3735446580512588`"}], "+", - RowBox[{"0.25907217168777213`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.651283531251321`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09965607210472253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4408926680755911`"}], "+", + RowBox[{"-", "0.00877363617654349`"}], "+", - RowBox[{"0.42598473856256935`", " ", + RowBox[{"0.01494295849690793`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.24737746704016716`"}], "-", - RowBox[{"0.5022802985841684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10182925461337411`"}], "+", - RowBox[{"0.33593869799459225`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.199408104684111`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.11720650121625686`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.521423241284259`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08573475908488075`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -14379,22 +14581,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -14467,67 +14669,66 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.012505187475293007`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.04084924755114033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.102886363908164`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.034083698928516516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.25687956818112573`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2981536977402794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.31406622925080735`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.47357269884470254`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.06893107615738917`"}], "-", - RowBox[{"0.28466832693232685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.38894153817288984`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.153519140379273`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14379476667724106`"}], "+", - RowBox[{"0.33397248217937314`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14665392506657265`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.14999120568614824`", " ", + RowBox[{"0.022551499983490292`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.021734524937425594`"}], "+", - RowBox[{"0.0432251806978573`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.1677371581091596`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.035695548848700756`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.40926834539005985`"}], "+", - RowBox[{"0.06603476607998171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34157031520823644`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", - RowBox[{"0.05129523067950293`", " ", + RowBox[{"0.37095993310128994`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.16774613988004144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.225655277072902`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00803305453676556`"}], "-", - RowBox[{"0.021995118021503904`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.09714752480970831`"}], "+", - RowBox[{"0.05391368675976281`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.061760768552954814`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.02329153388866037`", " ", + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -14546,22 +14747,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}, + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -14636,64 +14837,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.20991643627763132`"}], "+", - RowBox[{"0.5577406910885601`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.15713526050053836`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.33675900101843914`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2474968927433882`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.6156328962641477`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13739556974446743`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.11723619170167478`"}], "+", - RowBox[{"0.11634408366132243`", " ", + RowBox[{"0.08226303526605327`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2019772532410719`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09629092546340579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.01311591492983473`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.002040281413460812`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.5042949310315591`"}], "-", - RowBox[{"0.15935356972232817`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4031352961356238`"}], "+", + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.41604331285364227`"}], "+", - RowBox[{"0.5567148632504132`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5905887660385458`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5917130426563681`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.27440553128528117`"}], "+", - RowBox[{"0.051882364309273066`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.46410334078474175`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.08745871234884267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.28840330432645045`"}], "+", - RowBox[{"0.5370247278461384`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09727281618814543`"}], "-", - RowBox[{"0.4251726947214757`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.19615557804295436`"}], "+", - RowBox[{"0.20297435812067985`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02023138254715448`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.11137525641609`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2857933765171885`"}], "-", + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.22307200480621522`", " ", + RowBox[{"0.36570355095505475`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -14712,22 +14916,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -14800,66 +15004,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.3996461708933473`"}], "-", - RowBox[{"0.19593820197306547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14831222441440423`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41999984340668955`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.23842571640445276`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5479718511577991`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2724834130908451`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.0633687691939085`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00034559501604113085`"}], "+", - RowBox[{"0.3970827700107563`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09038215372333014`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.18111487149699826`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1333651935328348`"}], "-", - RowBox[{"0.24635072986108097`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20670041081890747`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.6482196773821932`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06792647132477296`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.7466172337313368`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.09937554402378643`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.13586319279499448`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6792360657321856`"}], "-", - RowBox[{"0.10361224557407907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20761637735224092`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2208382347357326`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17837001887568327`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09187489939370964`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.12233037196247185`"}], "+", + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.10976256865639583`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09095852663966021`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07164664525064873`"}], "-", - RowBox[{"0.2907134789193454`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5113101533790915`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06515321298591878`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -14875,22 +15080,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}, + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -14939,13 +15144,13 @@ HACo2sx4 PaneBox[ ButtonBox[ DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], + FEPrivate`FrontEndResource["FEBitmaps", + "SummaryBoxCloser"]], ButtonFunction :> (Typeset`open$$ = + False), Appearance -> None, BaseStyle -> {}, Evaluator -> + Automatic, Method -> "Preemptive"], Alignment -> { + Center, Center}, ImageSize -> Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ TagBox["\"Type: \"", "SummaryItemAnnotation"], @@ -14965,64 +15170,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.473710736282878`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3980600635547612`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.14890782345678455`"}], "-", - RowBox[{"0.070247228365721`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34242598997866214`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.23549518439930822`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.22618037920324308`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2554635621264281`"}], "-", - RowBox[{"0.32711693319777513`", " ", + RowBox[{"0.11047661244174078`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6193021828457277`"}], "-", - RowBox[{"0.1449239471239273`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09664379070945783`"}], "+", - RowBox[{"0.22024363660069912`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.512880413233891`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12047179078042838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.17279975645832446`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41173636587819873`", " ", + RowBox[{"0.09641151687286514`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3675030298091308`"}], "+", - RowBox[{"0.5411770449662627`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.40676478475472666`"}], "+", - RowBox[{"0.3423019814159452`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9610124539496843`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.029566858001993768`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31130797942703703`"}], "+", - RowBox[{"0.6609210875861877`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20476687273928368`"}], "-", - RowBox[{"0.20940927658482447`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10587920814398327`"}], "-", + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11592814105183623`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.058194090642899765`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04633762187626639`"}], "+", - RowBox[{"0.37156097014999256`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5567693974142289`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.16320017812537857`", " ", + RowBox[{"0.41316719904942195`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -15041,22 +15250,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -15129,68 +15338,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.6382416591514937`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.23070222330096132`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05489800037650852`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19376459978980481`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.04574731578706234`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26480847210604913`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4021005644104277`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.37925488723831086`", " ", + RowBox[{"0.04510958570261943`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.09083180722648443`"}], "-", - RowBox[{"0.7809678331192994`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17815075429152644`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.021488793194890138`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18335769636928329`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.39761091167663987`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09722721095603323`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41634582574917733`", " ", + RowBox[{"0.31745858462564497`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20301381732249188`"}], "+", - RowBox[{"0.03648941256057566`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.602753813755454`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.015167659402733062`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.8568775360913131`"}], "+", - RowBox[{"0.38861190960822894`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26632398173994687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.32900379591054485`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.008851768247553363`"}], "+", - RowBox[{"0.029068202106085572`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06470692394692006`"}], "-", - RowBox[{"0.15742176284434192`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07795077274116374`"}], "+", - RowBox[{"0.2904671042221048`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.501255061489724`"}], "+", - - RowBox[{"0.05382902966459985`", " ", + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -15209,22 +15418,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}, + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -15249,135 +15458,136 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}, { RowBox[{ @@ -15405,99 +15615,95 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWnk01WvbVqFSHKc0kIp4pXk8ZewyJVGOuVSnZIpEVKikY6wcRamIqJQh -mlQoKkWEsPdvb/M87MG02SJNos+3vvffZ73rt9b7rbPOWcda1rL2upd9389z -Pdd93dfzKNoftnCaJCIiMvffv//7t4LQetnM00UQ+fePTGZp+2XTSmj4vtgb -t4iB+HW3Mzd+qULXbUWOeXoP8nu8dRKn1+B4fIqEPfh4nG2borxJiJRN8knZ -cynEKQ7tubK9CUY+gV7CtQI4+raMdEk1I9Komp+t0IWrcW8HZroLcfXGGY87 -ayrxesidd9M4CxWed7cZdnBw4Ddbxv2dFJLXWF7znNWCrZUGizZHCTAgutx3 -uQ0bueEBFpn/ykd10uKkj8Y85Mpo6h3sYuJbpvQk562N8EhJHQ793ouiqvKS -5PcM7PfRN4rPqcRg2LVoTYUefBnS2uWxh4nyJGWpSJt63Ipj6Ky70outCe+k -N0tSOOrF+SH6vRGyn3Z0tykKaMfTzYduvXTXk+5+kfad7uckXDldr1+ooFeJ -3RkRIRfMMiGQzy9cUcyBdvTvraESbMwpvz6YL8OD1tHA2N65QvxxxWbJyCYW -bhW+S5Z2K8Xt71ETy2d1wiorMr08iY1ld+pCAmvu4au7XdJBnQ5oDL/f8+Uj -C0LmmEqHeCG2fVtxI7OHhzZj4dzAdBY+31q2KiaPA5W8acMVYf1IMa4VOEqz -sT5ZXr5zw1t0eZrduP2Kh2LJUa92ewpctUsLV+xtgcOZjM1+iQLUhLsry29n -YYeDxql3Xh34vKY4LXasDwPxY+6HDBjI/9oj/8qzGoPmG0zPvO2hHU83H7r1 -0l1PuvtFFyckfJK+Vy7w52lWCyrB3PPrQPDhbJwXFZ6fOJELG1ljpn0kBeaI -/rO911shOiNchsURIMzSuluUxUbeM82cBaIv4PLJ00s6kIu9V3Q1q6cw0d8w -5UyWfiXWHvlpwaK+bixOP8sb8KUw5hqkHmnGhNsVv3Xde7rQIfKk/0AoC8tb -Xl910ODgU/riw0EW/XBZUKRcG8OATpb6sQHZKhRsuRQ6srUHYiaPBtZNZsKu -rUmuTqUOdZGY9ciqF7yRyNt5sRRWbOg5s5bXiiOv5W/pDgmwWoYqf1NDYaJ0 -sVZIYDlsthjazsnvpB1PNx+69dJdT9J+kfBgsT3qDXW2EiGijieCV2VgRPPk -kWQrDhYNVb1Njadg6jLfbaEGA09yXSKixvmPxGMkfJJwUpHiO73g4XvYmdsv -OGEShdW3bByVhuvgVWMZWJzKgFTu0IZydg0eRCwvuyTZi0NmeXY3uyshEWP/ -POk+DzcP1yZXrxLiyoJzX7wqmbDVrW+6N9aAl5oWm3iCXgQV6U1vGS7HDImg -plaLODRX2JV+O9wIhxaNFbWaldgsMSjR3fMAA8djzjdyO7Dv9acLxmFMpJRr -R7h9qsfihJiGxKxeSAzUiR3QY0DDaWajeOcNqGRsWyPa0AQlCesCl/dVaFV4 -/O5DFw9G56V7s38R0o6nmw/deumuJwkngwelT2oXspB25afV2+W4aEk7L1yS -Mc7n9R83zmliIWr3960mh7lwixv9I7uyHzNK6vcEH2XD03gy453qPSyS9PmU -L9FB7KckniThn1SXltP+G5MtKcSW7lc9m3YHZnLWywaOtiJ4yfqv3Z0sTD+s -bOgey8XJmAe91rx+BDXZ1iapMPHyq+rrjug6eLslnpl/qBfmi6L3vahn4Kpw -tSMjpBYZQZeHytb24uc71o2XVlJ4Qvn8sO1uQqHBRflgSwFeHPHJXh/BxrUB -bvmZr3mQDnE90dLPxduvaqOFukx8ubvr/PnPdVhrxkqxChj//9EtQbJpLHw0 -D7lgaPgOXboluk4H+LTj6eZDt17SepJwcivknlG4ZCVYWlyL51seYFJPzKpj -TzpQpq/z+48XDEROTplXL1eLFaNB6+7I96IkUpAc+1s1XiN/goc0H1UPeVEX -1YUInaorN4/FwiEJsZUqRlyEWcfP2vG2n6i7SP2UxJMk/JNwIpMXC84EJnym -Ws/+UXgLpx/y9/qnN+PzNw9TlZMspG9clmqTXozfjoWaRWTykRoo9yHnRT3k -pIz97bQ68WS3iARlI8T+VsXAgfsUWubt1LqVV4GFH8+5MMW6EN5kcrRiDRu7 -PSRd7m7g4ZPGdjcrZSGaNXVjxBaysHRoWWlYRTsqeeGCzpw+LPo1/Oi6Dwx4 -7j7n41lXixl7rx/fatBLO55uPnTrJeFk7k2RI5vimmEhFXd+jmEXNkxeM/Lc -U4j+4Ljrp3oY2KbodnWTfyV2uEiyfxbvgaGrqv6Liyz0iqw+9dqegyiTSx0O -Dv2A64/M5hAK/WzfZ45mrZh4tXqiUpUAeo9kc/VPjvcd/bs3KtclQTBrNHJv -aStR/5N0HalfE3mYcL5I65abfTMrWEAhIPbhCr+mMrRMX1BmmdCJz3M9JAR5 -FOpcGkdlfNtgrKxmfm9pHxQO5BjEGVB41nQyfugghVn/KogwetyFsHL7w1bj -9RaeKhbZLtaKg1+Mcj0KBTh3dOC2Rer4fLTijbPn/ga0KR53mlTei8TrjQ3q -uxlo3aIm9SO/GivtPZNDqnpox9PNh1QvCSc/HaAyB11ZaPEffv8oIBWFSu5t -id1tWBo/pdn7FyaEsxTezxWyIasSu9SnpBtb00JVnGZ2IL5adWHt5PF6JJ61 -Xo4X4ui2VnOxN2x8mKkePij2EmbOdbIiCVys0S6KevqZjSMSwU+dcp7DyuxF -tb8uF88vBSt3jPejL3sqp8mgA5ezHfSduvuIcyJJ/5N0Halfk3iYdL5IOBFk -BIgdKCuFy08R2YusImCgl/QyfrQWG07oiZa8YSGgQNTkQVQRPjgWl5zQ4cM0 -YuHrMDU2Yr5ZiXmLF8A1Xntumh8PA16yqr3vKFg0Xd8orpeMwakLUpXU2mAV -krXh3TEWCh18RRb+6IDVannT5+r9tOPp5kPCSYJNZ0XvdgryyhEZZSXNuHN5 -Qql2kACtb2WLt47z23kqq//B+jZM5D3S5kn1QdpW+SnvLhM/OMXemjJstCeM -XYxz7cYit5ZABRsKV78tmRWgSkFDrj3e70oXDGxKfHVEKDRJ79TTvtkIi6LG -+yekBCgwa7qzYIxC1gS1dcY72/HkgWNI87k+NKkFPUj9TuFlh0TzDPsyGBeV -zawI6iT6FaQ5lDRfkHQjSQ+QeJ50fkn7clStzGqqNAsNLpz2fP0UHPvjZ++8 -s21wv/Ot5NQYC9Y+sjtburnYzpmuPSIuxA/b22rtUmyoRsu2Sr5Lw2v1JIO1 -Ce1YK2bnnsupwR3newWzTvBh1C82rUiffjwpHxJOTLYvslVaxsLp04+nPfvS -joT6ojmfy/qgbuNXs3QVCyXlhfFjHaVwF/rpla7qxM6+dg/HsEokGMblb/7+ -EHkTFioZq3OwRj3EYKMjC/zYRrP5hR2YfUtWVUKxH2YPU71OLqDQFRKrFTJC -gb9kpduAsAu7fNKVsk4wofqbFvXUnY1tm02C91/sxhNPkW9fprFg76ag3dX3 -Hig/En3LtRO+CZHNF6MYWDJbpXXd2Ro83CcfXzDaQ/S1SH4FaQ4lzRck3UjS -AySeJ51fEk4uSHhrZ69h4ZHCtyzv3BSk585a43K/DcFvrR9kDlBIyJaU91dt -x12rRWtbj/Xh49scy1AuG9KKEyUtm3JQc0DzxqT9XNrxJJz0DY8pTh5pgGxL -o9GUqE5MixNXX7pPiFcxlVK2jRS+X5MetWtqQ2dIVdZU6z60mhzjzHnJxJXP -kQ+P3WtAas7Xmacbe/Gp0U35ohKFx5/5bZ1xTRB/MGI6T18AabeIWO9XFIxC -N1ns0K3AaLLDz2k9nQiel/npl82V8FJTbA4L4CFL8ur9c8uE6N2zfDDbkwFV -q8hjUVI1GHQ8bX2O2wO9lXw1x3H8n3ON/e4c247o49yjskl9UHSOUmh2ojDF -IzwxtZ4JnTfsvBsnu4j+Ksk3I/khpDmXNL+QdClJb5D6CIkfSPtut41nuLuu -Asv3PmOoeyXgfqP150jnJixly93TNKwH59j63Eb5TjxkJuq8shQS40k4MRVP -vpCTwIJPaXT79EscjJ5NfJ7v04/IEI3kDxvY4Bx5lWNomY4AO14CVdKOb+fu -9UmlsrHS3G9XVMAr7HbL9xR/xwXl4H8l2peBrpl9ibN3VKHBtmPFKcceeJuG -7nm0kwkGdaDz1/tsiFsqaoTc6wa7LLX8UhmFtTmz+CpJbRjdtX5tqHYfnpza -sQwMNpyXS/jGudzHKd1wvz/cO7DO8LnMIVAI1TLt8N7fjOlRRj6JhwR4cr9o -w2/WDByvOsH/GlOF6A9FydcDerCvWKH4ZDiFlfz5cftfMuC7sYZVrtVF9OFJ -/irJNyP5IaQ5lzS/kHQpSW+Q+giJH0g44X5/JXqWy0JqteovhavTkFE0Y/ns -w+1EnMw/Xq9uZtyO7F6puo/Xu7EEDkypKCEak1J31LSxcORS0OVLNwuxaubx -KWXT+HD04LVPOFILL32n+zo3+cgwOcPw3yLENWOflIyxRlxWMXbMqO3Ea++R -KcNO4zwcVTA46RcKduLCZKkUCuY+Sn789114/nah9S4VNsLmvZTZd7EA0ued -Z5yP5eH3oYXK8azxuXigpU6imAUDrS/KKkbdePPxOH+JoA2mAx6hXuN6aLUH -o1Xxwjg/U6t2mO9lQc7+4QlX/xLoMFx5Jh18TPSfk3vGjY2dS/z5hcFvcO22 -1IzmxTxMSYjedusrE/xVPTrL/Vg4yZFRN1jc/Q///Ac+mf9xRZzrlDrUzs6/ -HVvMh6eM0/dDJkIM3Ih0nhLOArb9iDMdTsVw0uqRFMn2f/jnb84/dPmEhJN/ -+Of/+OfvOn/R1Sekfacb/8wsoeFwcAMsaix9h7w6oZyT6DB1jxDFXbZ73nhX -Qn3/DslA3cfwd77raX2E88/89SfPX3TnHVIfIfED3XgSTv6u89dfxX+m65+Q -9oWkN0h9hG483XwmeGtv/dDBhUphMIcT1os457JHagVCLJdc9nV+NAs3mt3T -tGreYVfM6NOYM/x//Of/4D/T9WNJPE86vyRdStIbdOPp5kPCyV/Ff/6z7t/p -3u+Q1o2kB0g8T5pfSLqUbjzdfOjWG2o+7ZWqXhtSh4JTNKW6sW3wJ3HtECHc -7TM/t1iO64+ogVpH/afgvxIpn5TO+cvfv9O9LybxMOl8kXQjSQ+Q5lzS/EI3 -nm4+dOsl4eTPun//b70/pPv+hFQXqV+TeJg0X5B0I8kPIc25dOPp5kO3Xrrr -ae9R6TVHlos8pyWfYub34uAfKy3SngkxSU1Po8iUhdwPd5Ushkpg3mM3rX6E -///+/pDuezYST5LwT9J1pH5NmkNJ8wXJNyP5IXTj6eZDt16660nCyX/r/SHd -99IkfJK+l9RPSTxJ0v8kXUfyK0hzKMlfJflmtONp5kO3XrrrSXe/csJXb87J -7ELdltSHp6L7ULrTfWzfMP139aTPSTxGwidJd5H6KWlOJOl/kq9F8itIPjzJ -X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzKPGxt7b7soiuI465x/n99a71rnt875zvmsZS3Lupd93899 +v9d9XdfzUnZ027RXYsiQIZP/+f33n5XEW+bI+xVgyD+/xj8qarhqycUSrzy7 +aBUWbiy8/Uj/eylabyvzNia3g+Nt5TGwgkbAc2vpWJNGzNgdP/GiUIRv5QuH +L7epQPIuDu2izEf829Xq863EENK0m805Cnla53Trtt+F9ol2Fd+GOsiFfbSa +OkAhd7FHKmtHA2xOW6hb/y6Cs7qR8sUyDj7sHa24OzgFjh8mpSZ7NeLE7bhG +iZoK5Ni6XrU05kNhY/rXhzZiWHn2WmybxEFNarJyKy8JeftzMg4kNODl80vc +k2s4cErrsbx+KRne/uuDuJUNCJ8QGOqvSiMp8Osp35oGqG9p/XX1hQhT+oPV +QtQ5eOFxIXHF+VdYnb50Qdj1ZsbxTPNhWi/T82TaL1Lfmf6eNFcjjafdZX1j +Y8ZmHf0Zx6vwjjWx+5SUELELU6iaMRz0+Vurpig149K6iF38aWJs8PgaoRTA +xtXoly6d2zjI32YaSZ9vwxyPgDsra9lI2aMfrqNWBVG/ZEXXVwESqgsn5jyi +odbzpvRXIw/8hzLRI6I6kOVWui1yEg0TjvdNuawGyI+3UPr0UIQzPscMPs9m +Y6L5H7pfhnNRNmHndxHdBtuMnrpTbzhgBXX0DrNrxnphT7Gmhhhh916dG6ZB +wZuSNIjKrUapufNvz8yESCp+8sFZl0aIg3r9/awiBKndkD+vxmcczzQfpvUy +PU+m/WI6J6T5JH2u1dkM7t6dNBRPRIbvDniHKdadXSxeC/Hvx5xzm8/jUdAx +OrOD3VuP7zEDym92iZCjVq2gJ8tG1XFh967V5WieWNaTsF2A2yLTwuBwCvol +FxQmvaiD7bHVA34CIbT7ltc5GFJQClvstDWQgsbbk93q+a34mls+LeA4G9e2 +fti96HkF6t026dYnCbDj0N4SxFGYqLS/feQ8FhRy33d3TWuFtWzQxVYeC6uP +mp1+EsyFre6EpOOj26Ggl13y/hALuUM/L3824hP2KTquV+C1M45nmg/Tepme +J9N+Pazq0EoEFx1PLWtsv6ciwSLCQKKtEaMXGWgf1KDRrm9ZnhuVgJG7h660 +uF1PxDGm8+llTx/oaH6Lk+ataUnfTmHcDV0jOdFHmK2ycVwSWQ+6X2LS/mVt +iOkc+yw/SIxZdltWJL1l43yszAN+BY1OJ/uBTRva8P5Un/r7HjbcVd7n3fOj +ERy4JK9Aow3VmZ4KYwO4mIMZEZ5tDxEQKHP9xEIeJj8Rbi8rp7AhS26FO7ce +647Hr1i3UQTNRWml017RmPdpSkOeXBNGce7dGkjpwOKmp5HDA7no5coPFK5N +x0G/KxlRNjzkmBhEpbxgw5V7I/1tXiVevV09qrVWwDieaT5M62V6nqR+3XlX +K19zlkKgSnEGzOpQcNnk9F2OEE0hx2rr/CnMk/W/vmc8G5ywWY5161uxXNkm +dUkwB3MlHEZLGP+BsNBtFjI9TcR9SsJJ0vyT6np+DqZtr4pgmtW81mRyCFKp +qbPsvpZhRHicbuAqFnSeb5qdmVeKasm4iomX2xGZxc0N9OSC5dI/T2CUgYb1 +HuqP3HmIVDwU0WxBQ/O55m/DjzSCu+G7jWm/CMV82bLaKBr9vkfDCp4WYuXC +yaGup1owwpOV6DMY/yrUTOLB8CIslk3bFzPQAr1nQeozbpcicd0lWdXaZiiy +4lWSFolxzHJj2xcvGgujDwe6jOLhw5Evqu7LOxjHM82Hab2k8yTNiW29rFud +GhsKcekmquHlmC3l5fy7iwCGaxplE+4N4qSgTX+PAgcHTvp0Gru2gXIsO7Dw +EIVrkVpHD0azMTpyurLAtRUjR433sp/Igd1ZhYxQ6dfITjlnyM5qJvIu0j4l +4SRp/klz4sgxCbGT4iK/6vBkQeUTSErUpTrObsLoPJOukq0sqEv39O98+hHP +Iq4kPea0I2jgU/5mJS6Msh1v6Wx8DOv9wZFP+3lwTvuh4b2RjTvRdqr9Tzn4 +3LdMyT2jDQ2hU6wvLaZQPpYz01+7BpIj08fscRTiUKGGACk0rMt6qh3nFWLe +0Ypv+o4t+LkqLrtAmo0zSW8jRCsHeZ7Q54ytsI1xPNN8mNZLmhOP2giv5tVN +yD9trBK6SIAvvilRLU/F6DZ02b++uQTXI26WN8bFwnVWjUWyRzU8D64bek5E +Y9pFGcvdeAPVxyFrurqbMdm+Nqj+OwsbWvyU33eVYZOPZNfQtQIo6Qg0nKKr +kG3vvKLoGR+6kn1eW3aLifyfxOtI+5qEw6Tni3Ru41dv/jrXgg3bto3XO9bc +gkKmh519Xw3ePBkvUafPwq9xRp1DjT7i24Po03Ny23E3qHLvdC8OuAucvCrn +vMCRzGGl7PHN2NOSolgzlcLtS0EaI/dU45D2z5O39IVQTM6ZZB5P4cfPAmV7 +qXrsWLecDuwT4nNJ2tLI6TSe+2T3pjoUY0BnY4mkOZ9xPNN8SPUSdU2yyZEH +92h0jfmRb5vKg8O38KVRZzrQHXMgamIMB/WXn1oq6z3HYoctwZkVTfj1Kicy +ppvGEIHeQFFJE7yXXohb1teBDfTsKp1YNgyf/PSyNaxEaubaOq83ApjFdcUo +LeVA2/z9V7rzJZZI62c7eTXjhm9A58thNLZO1tvXNT4BM1Jkfc2O1xN1Ion/ +k3gdaV+TcJj0fJHmpPPziCW+mhSyqrV23VS4A6mZSs1JU+sQ6jNy2tYMCiHz +F0Quji1Bn2vfkrB+PiI2zXXvWEQj9sMq3dipjdjG6hWEVopgsot9WGsQbx95 +XP3th+V7vOQXuiX58WFr+sTUzZENYVFTX5dLBaCdm5ASKWAczzQf0pxYH+pI +WppVC8WGL0beV1oRJf84Rs5bDJ3e2qH1V1kw4idO91QuRUCVRbrhunZk+d11 +daul8Tr07qwEryZk1ZjP0i3rQOzQKJUvxmx4a3wTH5CqwLjg7rTDZwchVW1s +pusxGpnZPx9fK3yLgOkPglJzW3BK8vDsdj0u5DZn2EX2PsKwkv2Hoit4qLF5 +VK9ry8U35ZXbsgMH99aYhHQVLbJ/QtKhJH1B4o0kPkDCedLzS+rLGp0c3oWb +NFYlln9RXZmIQO+M8fJqDcS+JGsKWjS+UEhaudN0qmYDFkSUH7zoKRrsk8DL +KoeDx4/bwqJOPIP4hDn3TlIT43im+Rj2Op/QcOIgRVEqpPnuC/iuD6wZNb8Z +3dInRlq+pPDYKOz03Jkl6GB7LbBp4mPPyHOdtkIKw7MN1G7VvAccNvlfjeWj +vzhGMtKbQs2cFzdF32uxodXdqvylENSKh+WS5lwMHFOLiyrKQmLxnYMhOTwM +pL+cN1OWwrLGE493SFcj3HmC9IOZQpy7vH+e0TAuokdfCe+ZkYrW1Q6dWgmN +MMp4lcba8RE/ylsbO2VbMGyo75UAAzHR1yL5FSQdStIXJN5I4gMknGf6/Oo4 +rd2nXvMBonsnx73ui4JifVil3JYqTHkS8sI3nwZ7kYzg5oMCLIhJH9Zo3ALp +HVW8/S40igySrr2uaYTTxncRb+Z0MI4n5TNrpkd0UkoZXPTrC34+bIG2mvM1 +KTMx43qND8TLK5WxIDwe6x7gUwbp32USKrUFGGKsHqmeQoE/xXz6okX1kC3e +tzZzrAiHrs3O/VxN43LQKdsZ+W+gcXpHmI5cC6KypXOjVAZ5b4xWSqOAQriO +wlTNtkGePLg2ip6x4DRCryFxWhlud+/LNZgmQOHUi0NeS32CoXuBDNuwBX29 +8dt/GYqJ/irJNyP5ISSdS9IvJF5K4hukPULCB1LfL6dJyr60orB3ur12TNod +3E23dMjwqsOn9NMy7o4sFJhKxGn5l4JyVqCqPNuJ8aQ5CV9mNrbpHQc3H46N +cfbPA3e2wNA1pAnh4Y7zdznQONC1MO7I40YMnKqx3TS1A+Efiz3WjKPw3a1b +9crcwXlcEXH3lmQbTDcJ5CW3Uxi/JXmF1IxaPLloY2wSLgTr6E/5HfdZEHhv +LTWjP4F1fPivFWME0E+R7M6s4iCza/NOZcdcfMwqUTvr1gS5JPHyIVspfPQQ +fdmjTKG98s08p8F9yJq7rbThEQu6+cfP1zdyQSHaYLpOO1Iqp3st3k+h0fb+ +77YXajFszEzHjmQhTjdoSoeMokEfLN8VHdAAvwd6dvtiyD48yV8l+WYkP4Sk +c0n6hcRLSXyDtEdI+ECak7ICm7UJPSwk35/xrivzJk6qmfBs4sk8VtBrtq3L +pBo60Q9K5QR8dOcfEJY7ieHHLjLkvabgNzzvR2FQPVI/3xslpyPCxcrL8YeH +cqDSru65IfE1+meeMtb71IzrRbV/TDCm8OyIOZsOrkG1ou0COU8h9Ir9Va8E +0vjo6/lB0+ItmiquSM+62YKH+qOO7MuhYDfpvnmZfT2O/JH0tlNJBFctb9NC +Hw7i9BenNRs/wAlPn7Mv5BtRWRqzybVtcJ+qrpJhxQ3uBfs5hRH8Dlj0FnCV +QlhYbhF3YbfXJyyt1us92tuOeNlR4iAuBaPLG7YIoz5AOzHWelchH4bnNdX7 +LTjQ4isWW7m8xMME8ZrR28n3O/9r+EOaE78q+8+bzerAve0vyHvaCpWnEdkD +PmIiz/8Lf/678YcpnpDm5C/8+Qf+/K/pLxI+kPrOND6s4pLdizMN4LdOOL8s +tw0OFvdTh0WIiT7qX/rrP1N/kfQOaY+Q8IFpPGlO/lv115/Ff2bqn5D6QuIb +pD3CNJ5pPr8558WPrqlG6w4DH2v5VvjvXitV6CIm8vy//Of/239m6seScJ70 +/JJ4KYlvMI1nmg9pTv4s/vO/6/6d6f0O6dxIfICE8yT9QuKlTOOZ5sO03muf +rLrtw2mkvIpflOfGw+KNPXIcZ7Iu+LPfvzO+LybgMOn5IvFGEh8g6VySfmEa +zzQfpvX+p92//3+/f0iaf1JdpH1NwmGSviDxRpIfQtK5TOOZ5sO0XqbnuWqX +lbudoBlLGoKPvZokxAax4fSxFFkP/rvePyS9z0bCSdL8k3gdaV+TdChJX5B8 +M5IfwjSeaT5M62V6nqQ5+Ve9f8j0fWnSfJI+l7RPSThJ4v8kXkfyK0g6lOSv +knwzpvFM82FaL9PzZNovR5nYUNWxrfhwo+y0oqEIPtTZL4nCf93/ZZBwjDSf +JN5F2qcknUji/yRfi+RXkHx4kr/KNJ5pPkzrZXqeTPtF6jtprv4Grwugbg== + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -15564,99 +15770,95 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWnk01WvbVqFSHKc0kIp4pXk8ZewyJVGOuVSnZIpEVKikY6wcRamIqJQh -mlQoKkWEsPdvb/M87MG02SJNos+3vvffZ73rt9b7rbPOWcda1rL2upd9389z -Pdd93dfzKNoftnCaJCIiMvffv//7t4LQetnM00UQ+fePTGZp+2XTSmj4vtgb -t4iB+HW3Mzd+qULXbUWOeXoP8nu8dRKn1+B4fIqEPfh4nG2borxJiJRN8knZ -cynEKQ7tubK9CUY+gV7CtQI4+raMdEk1I9Komp+t0IWrcW8HZroLcfXGGY87 -ayrxesidd9M4CxWed7cZdnBw4Ddbxv2dFJLXWF7znNWCrZUGizZHCTAgutx3 -uQ0bueEBFpn/ykd10uKkj8Y85Mpo6h3sYuJbpvQk562N8EhJHQ793ouiqvKS -5PcM7PfRN4rPqcRg2LVoTYUefBnS2uWxh4nyJGWpSJt63Ipj6Ky70outCe+k -N0tSOOrF+SH6vRGyn3Z0tykKaMfTzYduvXTXk+5+kfad7uckXDldr1+ooFeJ -3RkRIRfMMiGQzy9cUcyBdvTvraESbMwpvz6YL8OD1tHA2N65QvxxxWbJyCYW -bhW+S5Z2K8Xt71ETy2d1wiorMr08iY1ld+pCAmvu4au7XdJBnQ5oDL/f8+Uj -C0LmmEqHeCG2fVtxI7OHhzZj4dzAdBY+31q2KiaPA5W8acMVYf1IMa4VOEqz -sT5ZXr5zw1t0eZrduP2Kh2LJUa92ewpctUsLV+xtgcOZjM1+iQLUhLsry29n -YYeDxql3Xh34vKY4LXasDwPxY+6HDBjI/9oj/8qzGoPmG0zPvO2hHU83H7r1 -0l1PuvtFFyckfJK+Vy7w52lWCyrB3PPrQPDhbJwXFZ6fOJELG1ljpn0kBeaI -/rO911shOiNchsURIMzSuluUxUbeM82cBaIv4PLJ00s6kIu9V3Q1q6cw0d8w -5UyWfiXWHvlpwaK+bixOP8sb8KUw5hqkHmnGhNsVv3Xde7rQIfKk/0AoC8tb -Xl910ODgU/riw0EW/XBZUKRcG8OATpb6sQHZKhRsuRQ6srUHYiaPBtZNZsKu -rUmuTqUOdZGY9ciqF7yRyNt5sRRWbOg5s5bXiiOv5W/pDgmwWoYqf1NDYaJ0 -sVZIYDlsthjazsnvpB1PNx+69dJdT9J+kfBgsT3qDXW2EiGijieCV2VgRPPk -kWQrDhYNVb1Njadg6jLfbaEGA09yXSKixvmPxGMkfJJwUpHiO73g4XvYmdsv -OGEShdW3bByVhuvgVWMZWJzKgFTu0IZydg0eRCwvuyTZi0NmeXY3uyshEWP/ -POk+DzcP1yZXrxLiyoJzX7wqmbDVrW+6N9aAl5oWm3iCXgQV6U1vGS7HDImg -plaLODRX2JV+O9wIhxaNFbWaldgsMSjR3fMAA8djzjdyO7Dv9acLxmFMpJRr -R7h9qsfihJiGxKxeSAzUiR3QY0DDaWajeOcNqGRsWyPa0AQlCesCl/dVaFV4 -/O5DFw9G56V7s38R0o6nmw/deumuJwkngwelT2oXspB25afV2+W4aEk7L1yS -Mc7n9R83zmliIWr3960mh7lwixv9I7uyHzNK6vcEH2XD03gy453qPSyS9PmU -L9FB7KckniThn1SXltP+G5MtKcSW7lc9m3YHZnLWywaOtiJ4yfqv3Z0sTD+s -bOgey8XJmAe91rx+BDXZ1iapMPHyq+rrjug6eLslnpl/qBfmi6L3vahn4Kpw -tSMjpBYZQZeHytb24uc71o2XVlJ4Qvn8sO1uQqHBRflgSwFeHPHJXh/BxrUB -bvmZr3mQDnE90dLPxduvaqOFukx8ubvr/PnPdVhrxkqxChj//9EtQbJpLHw0 -D7lgaPgOXboluk4H+LTj6eZDt17SepJwcivknlG4ZCVYWlyL51seYFJPzKpj -TzpQpq/z+48XDEROTplXL1eLFaNB6+7I96IkUpAc+1s1XiN/goc0H1UPeVEX -1YUInaorN4/FwiEJsZUqRlyEWcfP2vG2n6i7SP2UxJMk/JNwIpMXC84EJnym -Ws/+UXgLpx/y9/qnN+PzNw9TlZMspG9clmqTXozfjoWaRWTykRoo9yHnRT3k -pIz97bQ68WS3iARlI8T+VsXAgfsUWubt1LqVV4GFH8+5MMW6EN5kcrRiDRu7 -PSRd7m7g4ZPGdjcrZSGaNXVjxBaysHRoWWlYRTsqeeGCzpw+LPo1/Oi6Dwx4 -7j7n41lXixl7rx/fatBLO55uPnTrJeFk7k2RI5vimmEhFXd+jmEXNkxeM/Lc -U4j+4Ljrp3oY2KbodnWTfyV2uEiyfxbvgaGrqv6Liyz0iqw+9dqegyiTSx0O -Dv2A64/M5hAK/WzfZ45mrZh4tXqiUpUAeo9kc/VPjvcd/bs3KtclQTBrNHJv -aStR/5N0HalfE3mYcL5I65abfTMrWEAhIPbhCr+mMrRMX1BmmdCJz3M9JAR5 -FOpcGkdlfNtgrKxmfm9pHxQO5BjEGVB41nQyfugghVn/KogwetyFsHL7w1bj -9RaeKhbZLtaKg1+Mcj0KBTh3dOC2Rer4fLTijbPn/ga0KR53mlTei8TrjQ3q -uxlo3aIm9SO/GivtPZNDqnpox9PNh1QvCSc/HaAyB11ZaPEffv8oIBWFSu5t -id1tWBo/pdn7FyaEsxTezxWyIasSu9SnpBtb00JVnGZ2IL5adWHt5PF6JJ61 -Xo4X4ui2VnOxN2x8mKkePij2EmbOdbIiCVys0S6KevqZjSMSwU+dcp7DyuxF -tb8uF88vBSt3jPejL3sqp8mgA5ezHfSduvuIcyJJ/5N0Halfk3iYdL5IOBFk -BIgdKCuFy08R2YusImCgl/QyfrQWG07oiZa8YSGgQNTkQVQRPjgWl5zQ4cM0 -YuHrMDU2Yr5ZiXmLF8A1Xntumh8PA16yqr3vKFg0Xd8orpeMwakLUpXU2mAV -krXh3TEWCh18RRb+6IDVannT5+r9tOPp5kPCSYJNZ0XvdgryyhEZZSXNuHN5 -Qql2kACtb2WLt47z23kqq//B+jZM5D3S5kn1QdpW+SnvLhM/OMXemjJstCeM -XYxz7cYit5ZABRsKV78tmRWgSkFDrj3e70oXDGxKfHVEKDRJ79TTvtkIi6LG -+yekBCgwa7qzYIxC1gS1dcY72/HkgWNI87k+NKkFPUj9TuFlh0TzDPsyGBeV -zawI6iT6FaQ5lDRfkHQjSQ+QeJ50fkn7clStzGqqNAsNLpz2fP0UHPvjZ++8 -s21wv/Ot5NQYC9Y+sjtburnYzpmuPSIuxA/b22rtUmyoRsu2Sr5Lw2v1JIO1 -Ce1YK2bnnsupwR3newWzTvBh1C82rUiffjwpHxJOTLYvslVaxsLp04+nPfvS -joT6ojmfy/qgbuNXs3QVCyXlhfFjHaVwF/rpla7qxM6+dg/HsEokGMblb/7+ -EHkTFioZq3OwRj3EYKMjC/zYRrP5hR2YfUtWVUKxH2YPU71OLqDQFRKrFTJC -gb9kpduAsAu7fNKVsk4wofqbFvXUnY1tm02C91/sxhNPkW9fprFg76ag3dX3 -Hig/En3LtRO+CZHNF6MYWDJbpXXd2Ro83CcfXzDaQ/S1SH4FaQ4lzRck3UjS -AySeJ51fEk4uSHhrZ69h4ZHCtyzv3BSk585a43K/DcFvrR9kDlBIyJaU91dt -x12rRWtbj/Xh49scy1AuG9KKEyUtm3JQc0DzxqT9XNrxJJz0DY8pTh5pgGxL -o9GUqE5MixNXX7pPiFcxlVK2jRS+X5MetWtqQ2dIVdZU6z60mhzjzHnJxJXP -kQ+P3WtAas7Xmacbe/Gp0U35ohKFx5/5bZ1xTRB/MGI6T18AabeIWO9XFIxC -N1ns0K3AaLLDz2k9nQiel/npl82V8FJTbA4L4CFL8ur9c8uE6N2zfDDbkwFV -q8hjUVI1GHQ8bX2O2wO9lXw1x3H8n3ON/e4c247o49yjskl9UHSOUmh2ojDF -IzwxtZ4JnTfsvBsnu4j+Ksk3I/khpDmXNL+QdClJb5D6CIkfSPtut41nuLuu -Asv3PmOoeyXgfqP150jnJixly93TNKwH59j63Eb5TjxkJuq8shQS40k4MRVP -vpCTwIJPaXT79EscjJ5NfJ7v04/IEI3kDxvY4Bx5lWNomY4AO14CVdKOb+fu -9UmlsrHS3G9XVMAr7HbL9xR/xwXl4H8l2peBrpl9ibN3VKHBtmPFKcceeJuG -7nm0kwkGdaDz1/tsiFsqaoTc6wa7LLX8UhmFtTmz+CpJbRjdtX5tqHYfnpza -sQwMNpyXS/jGudzHKd1wvz/cO7DO8LnMIVAI1TLt8N7fjOlRRj6JhwR4cr9o -w2/WDByvOsH/GlOF6A9FydcDerCvWKH4ZDiFlfz5cftfMuC7sYZVrtVF9OFJ -/irJNyP5IaQ5lzS/kHQpSW+Q+giJH0g44X5/JXqWy0JqteovhavTkFE0Y/ns -w+1EnMw/Xq9uZtyO7F6puo/Xu7EEDkypKCEak1J31LSxcORS0OVLNwuxaubx -KWXT+HD04LVPOFILL32n+zo3+cgwOcPw3yLENWOflIyxRlxWMXbMqO3Ea++R -KcNO4zwcVTA46RcKduLCZKkUCuY+Sn789114/nah9S4VNsLmvZTZd7EA0ued -Z5yP5eH3oYXK8azxuXigpU6imAUDrS/KKkbdePPxOH+JoA2mAx6hXuN6aLUH -o1Xxwjg/U6t2mO9lQc7+4QlX/xLoMFx5Jh18TPSfk3vGjY2dS/z5hcFvcO22 -1IzmxTxMSYjedusrE/xVPTrL/Vg4yZFRN1jc/Q///Ac+mf9xRZzrlDrUzs6/ -HVvMh6eM0/dDJkIM3Ih0nhLOArb9iDMdTsVw0uqRFMn2f/jnb84/dPmEhJN/ -+Of/+OfvOn/R1Sekfacb/8wsoeFwcAMsaix9h7w6oZyT6DB1jxDFXbZ73nhX -Qn3/DslA3cfwd77raX2E88/89SfPX3TnHVIfIfED3XgSTv6u89dfxX+m65+Q -9oWkN0h9hG483XwmeGtv/dDBhUphMIcT1os457JHagVCLJdc9nV+NAs3mt3T -tGreYVfM6NOYM/x//Of/4D/T9WNJPE86vyRdStIbdOPp5kPCyV/Ff/6z7t/p -3u+Q1o2kB0g8T5pfSLqUbjzdfOjWG2o+7ZWqXhtSh4JTNKW6sW3wJ3HtECHc -7TM/t1iO64+ogVpH/afgvxIpn5TO+cvfv9O9LybxMOl8kXQjSQ+Q5lzS/EI3 -nm4+dOsl4eTPun//b70/pPv+hFQXqV+TeJg0X5B0I8kPIc25dOPp5kO3Xrrr -ae9R6TVHlos8pyWfYub34uAfKy3SngkxSU1Po8iUhdwPd5Ushkpg3mM3rX6E -///+/pDuezYST5LwT9J1pH5NmkNJ8wXJNyP5IXTj6eZDt16660nCyX/r/SHd -99IkfJK+l9RPSTxJ0v8kXUfyK0hzKMlfJflmtONp5kO3XrrrSXe/csJXb87J -7ELdltSHp6L7ULrTfWzfMP139aTPSTxGwidJd5H6KWlOJOl/kq9F8itIPjzJ -X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzKPGxt7b7soiuI465x/n99a71rnt875zvmsZS3Lupd93899 +v9d9XdfzUnZ027RXYsiQIZP/+f33n5XEW+bI+xVgyD+/xj8qarhqycUSrzy7 +aBUWbiy8/Uj/eylabyvzNia3g+Nt5TGwgkbAc2vpWJNGzNgdP/GiUIRv5QuH +L7epQPIuDu2izEf829Xq863EENK0m805Cnla53Trtt+F9ol2Fd+GOsiFfbSa +OkAhd7FHKmtHA2xOW6hb/y6Cs7qR8sUyDj7sHa24OzgFjh8mpSZ7NeLE7bhG +iZoK5Ni6XrU05kNhY/rXhzZiWHn2WmybxEFNarJyKy8JeftzMg4kNODl80vc +k2s4cErrsbx+KRne/uuDuJUNCJ8QGOqvSiMp8Osp35oGqG9p/XX1hQhT+oPV +QtQ5eOFxIXHF+VdYnb50Qdj1ZsbxTPNhWi/T82TaL1Lfmf6eNFcjjafdZX1j +Y8ZmHf0Zx6vwjjWx+5SUELELU6iaMRz0+Vurpig149K6iF38aWJs8PgaoRTA +xtXoly6d2zjI32YaSZ9vwxyPgDsra9lI2aMfrqNWBVG/ZEXXVwESqgsn5jyi +odbzpvRXIw/8hzLRI6I6kOVWui1yEg0TjvdNuawGyI+3UPr0UIQzPscMPs9m +Y6L5H7pfhnNRNmHndxHdBtuMnrpTbzhgBXX0DrNrxnphT7Gmhhhh916dG6ZB +wZuSNIjKrUapufNvz8yESCp+8sFZl0aIg3r9/awiBKndkD+vxmcczzQfpvUy +PU+m/WI6J6T5JH2u1dkM7t6dNBRPRIbvDniHKdadXSxeC/Hvx5xzm8/jUdAx +OrOD3VuP7zEDym92iZCjVq2gJ8tG1XFh967V5WieWNaTsF2A2yLTwuBwCvol +FxQmvaiD7bHVA34CIbT7ltc5GFJQClvstDWQgsbbk93q+a34mls+LeA4G9e2 +fti96HkF6t026dYnCbDj0N4SxFGYqLS/feQ8FhRy33d3TWuFtWzQxVYeC6uP +mp1+EsyFre6EpOOj26Ggl13y/hALuUM/L3824hP2KTquV+C1M45nmg/Tepme +J9N+Pazq0EoEFx1PLWtsv6ciwSLCQKKtEaMXGWgf1KDRrm9ZnhuVgJG7h660 +uF1PxDGm8+llTx/oaH6Lk+ataUnfTmHcDV0jOdFHmK2ycVwSWQ+6X2LS/mVt +iOkc+yw/SIxZdltWJL1l43yszAN+BY1OJ/uBTRva8P5Un/r7HjbcVd7n3fOj +ERy4JK9Aow3VmZ4KYwO4mIMZEZ5tDxEQKHP9xEIeJj8Rbi8rp7AhS26FO7ce +647Hr1i3UQTNRWml017RmPdpSkOeXBNGce7dGkjpwOKmp5HDA7no5coPFK5N +x0G/KxlRNjzkmBhEpbxgw5V7I/1tXiVevV09qrVWwDieaT5M62V6nqR+3XlX +K19zlkKgSnEGzOpQcNnk9F2OEE0hx2rr/CnMk/W/vmc8G5ywWY5161uxXNkm +dUkwB3MlHEZLGP+BsNBtFjI9TcR9SsJJ0vyT6np+DqZtr4pgmtW81mRyCFKp +qbPsvpZhRHicbuAqFnSeb5qdmVeKasm4iomX2xGZxc0N9OSC5dI/T2CUgYb1 +HuqP3HmIVDwU0WxBQ/O55m/DjzSCu+G7jWm/CMV82bLaKBr9vkfDCp4WYuXC +yaGup1owwpOV6DMY/yrUTOLB8CIslk3bFzPQAr1nQeozbpcicd0lWdXaZiiy +4lWSFolxzHJj2xcvGgujDwe6jOLhw5Evqu7LOxjHM82Hab2k8yTNiW29rFud +GhsKcekmquHlmC3l5fy7iwCGaxplE+4N4qSgTX+PAgcHTvp0Gru2gXIsO7Dw +EIVrkVpHD0azMTpyurLAtRUjR433sp/Igd1ZhYxQ6dfITjlnyM5qJvIu0j4l +4SRp/klz4sgxCbGT4iK/6vBkQeUTSErUpTrObsLoPJOukq0sqEv39O98+hHP +Iq4kPea0I2jgU/5mJS6Msh1v6Wx8DOv9wZFP+3lwTvuh4b2RjTvRdqr9Tzn4 +3LdMyT2jDQ2hU6wvLaZQPpYz01+7BpIj08fscRTiUKGGACk0rMt6qh3nFWLe +0Ypv+o4t+LkqLrtAmo0zSW8jRCsHeZ7Q54ytsI1xPNN8mNZLmhOP2giv5tVN +yD9trBK6SIAvvilRLU/F6DZ02b++uQTXI26WN8bFwnVWjUWyRzU8D64bek5E +Y9pFGcvdeAPVxyFrurqbMdm+Nqj+OwsbWvyU33eVYZOPZNfQtQIo6Qg0nKKr +kG3vvKLoGR+6kn1eW3aLifyfxOtI+5qEw6Tni3Ru41dv/jrXgg3bto3XO9bc +gkKmh519Xw3ePBkvUafPwq9xRp1DjT7i24Po03Ny23E3qHLvdC8OuAucvCrn +vMCRzGGl7PHN2NOSolgzlcLtS0EaI/dU45D2z5O39IVQTM6ZZB5P4cfPAmV7 +qXrsWLecDuwT4nNJ2tLI6TSe+2T3pjoUY0BnY4mkOZ9xPNN8SPUSdU2yyZEH +92h0jfmRb5vKg8O38KVRZzrQHXMgamIMB/WXn1oq6z3HYoctwZkVTfj1Kicy +ppvGEIHeQFFJE7yXXohb1teBDfTsKp1YNgyf/PSyNaxEaubaOq83ApjFdcUo +LeVA2/z9V7rzJZZI62c7eTXjhm9A58thNLZO1tvXNT4BM1Jkfc2O1xN1Ion/ +k3gdaV+TcJj0fJHmpPPziCW+mhSyqrV23VS4A6mZSs1JU+sQ6jNy2tYMCiHz +F0Quji1Bn2vfkrB+PiI2zXXvWEQj9sMq3dipjdjG6hWEVopgsot9WGsQbx95 +XP3th+V7vOQXuiX58WFr+sTUzZENYVFTX5dLBaCdm5ASKWAczzQf0pxYH+pI +WppVC8WGL0beV1oRJf84Rs5bDJ3e2qH1V1kw4idO91QuRUCVRbrhunZk+d11 +daul8Tr07qwEryZk1ZjP0i3rQOzQKJUvxmx4a3wTH5CqwLjg7rTDZwchVW1s +pusxGpnZPx9fK3yLgOkPglJzW3BK8vDsdj0u5DZn2EX2PsKwkv2Hoit4qLF5 +VK9ry8U35ZXbsgMH99aYhHQVLbJ/QtKhJH1B4o0kPkDCedLzS+rLGp0c3oWb +NFYlln9RXZmIQO+M8fJqDcS+JGsKWjS+UEhaudN0qmYDFkSUH7zoKRrsk8DL +KoeDx4/bwqJOPIP4hDn3TlIT43im+Rj2Op/QcOIgRVEqpPnuC/iuD6wZNb8Z +3dInRlq+pPDYKOz03Jkl6GB7LbBp4mPPyHOdtkIKw7MN1G7VvAccNvlfjeWj +vzhGMtKbQs2cFzdF32uxodXdqvylENSKh+WS5lwMHFOLiyrKQmLxnYMhOTwM +pL+cN1OWwrLGE493SFcj3HmC9IOZQpy7vH+e0TAuokdfCe+ZkYrW1Q6dWgmN +MMp4lcba8RE/ylsbO2VbMGyo75UAAzHR1yL5FSQdStIXJN5I4gMknGf6/Oo4 +rd2nXvMBonsnx73ui4JifVil3JYqTHkS8sI3nwZ7kYzg5oMCLIhJH9Zo3ALp +HVW8/S40igySrr2uaYTTxncRb+Z0MI4n5TNrpkd0UkoZXPTrC34+bIG2mvM1 +KTMx43qND8TLK5WxIDwe6x7gUwbp32USKrUFGGKsHqmeQoE/xXz6okX1kC3e +tzZzrAiHrs3O/VxN43LQKdsZ+W+gcXpHmI5cC6KypXOjVAZ5b4xWSqOAQriO +wlTNtkGePLg2ip6x4DRCryFxWhlud+/LNZgmQOHUi0NeS32CoXuBDNuwBX29 +8dt/GYqJ/irJNyP5ISSdS9IvJF5K4hukPULCB1LfL6dJyr60orB3ur12TNod +3E23dMjwqsOn9NMy7o4sFJhKxGn5l4JyVqCqPNuJ8aQ5CV9mNrbpHQc3H46N +cfbPA3e2wNA1pAnh4Y7zdznQONC1MO7I40YMnKqx3TS1A+Efiz3WjKPw3a1b +9crcwXlcEXH3lmQbTDcJ5CW3Uxi/JXmF1IxaPLloY2wSLgTr6E/5HfdZEHhv +LTWjP4F1fPivFWME0E+R7M6s4iCza/NOZcdcfMwqUTvr1gS5JPHyIVspfPQQ +fdmjTKG98s08p8F9yJq7rbThEQu6+cfP1zdyQSHaYLpOO1Iqp3st3k+h0fb+ +77YXajFszEzHjmQhTjdoSoeMokEfLN8VHdAAvwd6dvtiyD48yV8l+WYkP4Sk +c0n6hcRLSXyDtEdI+ECak7ICm7UJPSwk35/xrivzJk6qmfBs4sk8VtBrtq3L +pBo60Q9K5QR8dOcfEJY7ieHHLjLkvabgNzzvR2FQPVI/3xslpyPCxcrL8YeH +cqDSru65IfE1+meeMtb71IzrRbV/TDCm8OyIOZsOrkG1ou0COU8h9Ir9Va8E +0vjo6/lB0+ItmiquSM+62YKH+qOO7MuhYDfpvnmZfT2O/JH0tlNJBFctb9NC +Hw7i9BenNRs/wAlPn7Mv5BtRWRqzybVtcJ+qrpJhxQ3uBfs5hRH8Dlj0FnCV +QlhYbhF3YbfXJyyt1us92tuOeNlR4iAuBaPLG7YIoz5AOzHWelchH4bnNdX7 +LTjQ4isWW7m8xMME8ZrR28n3O/9r+EOaE78q+8+bzerAve0vyHvaCpWnEdkD +PmIiz/8Lf/678YcpnpDm5C/8+Qf+/K/pLxI+kPrOND6s4pLdizMN4LdOOL8s +tw0OFvdTh0WIiT7qX/rrP1N/kfQOaY+Q8IFpPGlO/lv115/Ff2bqn5D6QuIb +pD3CNJ5pPr8558WPrqlG6w4DH2v5VvjvXitV6CIm8vy//Of/239m6seScJ70 +/JJ4KYlvMI1nmg9pTv4s/vO/6/6d6f0O6dxIfICE8yT9QuKlTOOZ5sO03muf +rLrtw2mkvIpflOfGw+KNPXIcZ7Iu+LPfvzO+LybgMOn5IvFGEh8g6VySfmEa +zzQfpvX+p92//3+/f0iaf1JdpH1NwmGSviDxRpIfQtK5TOOZ5sO0XqbnuWqX +lbudoBlLGoKPvZokxAax4fSxFFkP/rvePyS9z0bCSdL8k3gdaV+TdChJX5B8 +M5IfwjSeaT5M62V6nqQ5+Ve9f8j0fWnSfJI+l7RPSThJ4v8kXkfyK0g6lOSv +knwzpvFM82FaL9PzZNovR5nYUNWxrfhwo+y0oqEIPtTZL4nCf93/ZZBwjDSf +JN5F2qcknUji/yRfi+RXkHx4kr/KNJ5pPkzrZXqeTPtF6jtprv4Grwugbg== + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -15714,8 +15916,8 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -15726,8 +15928,8 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "+", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -15738,8 +15940,8 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -15750,9 +15952,9 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -15783,391 +15985,398 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 4} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, - 6} -> Complex[-0.45588071484204273`, \ --0.014752170920114424`], {1, 7} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 8} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 9} -> Complex[0.02023138254715448, 0.11137525641609], {1, - 10} -> Complex[-0.07164664525064873, \ --0.2907134789193454], {1, 11} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, - 12} -> Complex[-0.04633762187626639, \ --0.37156097014999256`], {1, 13} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, - 14} -> Complex[-0.04633762187626639, \ --0.37156097014999256`], {1, 15} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 16} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 17} -> Complex[ - 0.199408104684111, -0.11720650121625686`], {1, 18} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 19} -> Complex[ - 0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], { - 1, 21} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 22} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 24} -> 1, {2, 3} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, - 4} -> Complex[ - 0.27244326195988916`, 0.011111878577649018`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 6} -> Complex[0.11519091687891489`, 0.4012928958026726], { - 2, 7} -> Complex[-0.24737746704016716`, - 0.5022802985841684], {2, 8} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 9} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, - 10} -> Complex[ - 0.17837001887568327`, -0.09187489939370964], {2, 11} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, - 12} -> Complex[-0.20476687273928368`, - 0.20940927658482447`], {2, 13} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, - 14} -> Complex[-0.20476687273928368`, - 0.20940927658482447`], {2, 15} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, - 16} -> Complex[ - 0.17837001887568327`, -0.09187489939370964], {2, 17} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, - 18} -> Complex[ - 0.16774613988004144`, -0.225655277072902], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 20} -> Complex[ - 0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, - 22} -> Complex[ - 0.27244326195988916`, 0.011111878577649018`], {2, 23} -> - 1, {3, 4} -> Complex[0.2677162255621613, 0.], {3, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, - 6} -> Complex[ - 0.24014852879671952`, 0.15329539227786965`], {3, 7} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 8} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, - 9} -> Complex[-0.030346695869449408`, - 0.030149558835644692`], {3, 10} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 7} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 8} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 9} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 10} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 11} -> Complex[ - 0.09059534447844704, -0.10345647613127328`], {3, 12} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, + 0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 13} -> Complex[ - 0.09059534447844704, -0.10345647613127328`], {3, 14} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, - 15} -> Complex[-0.030346695869449408`, - 0.030149558835644692`], {3, 16} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, - 17} -> Complex[-0.2385656438458264, - 0.06903700176549488], {3, 18} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, - 19} -> Complex[ - 0.02087872306380592, -0.10446111125006569`], {3, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, - 21} -> Complex[-0.1157253008903192, - 0.07182611485724257], {3, 22} -> - Complex[0.2677162255621613, 0.], {3, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {3, - 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {4, - 5} -> Complex[-0.32198385415100245`, - 0.056214448752933965`], {4, 6} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, - 7} -> Complex[0.6164020052722983, -0.03301684548082712], { - 4, 8} -> Complex[-0.07115780937991523, - 0.011205895451017422`], {4, 9} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, + 0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 15} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 16} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 17} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 18} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 19} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 20} -> Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 22} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 24} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[-0.06797212261961828, \ +-0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, + 7} -> Complex[-0.16418162796222252`, \ +-0.13133580222113328`], {2, 8} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, + 9} -> Complex[-0.2917595352077467, -0.3784536838475334], { + 2, 10} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 11} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 13} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 15} -> Complex[-0.2917595352077467, -0.3784536838475334], \ +{2, 16} -> Complex[0.01747597846754094, -0.10203270358947614`], {2, 17} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 18} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 20} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 6} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 7} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, + 8} -> Complex[-0.13167457410588743`, + 0.003054508743256395], {3, 9} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, + 10} -> Complex[-0.04368290380765367, + 0.027436459786564067`], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 12} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 14} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, + 16} -> Complex[-0.04368290380765367, + 0.027436459786564067`], {3, 17} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, + 18} -> Complex[-0.13167457410588743`, + 0.003054508743256395], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 20} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 7} -> Complex[0.2616855917631509, 0.009667937264448562], { + 4, 8} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 9} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 10} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 12} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 14} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 16} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 17} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 18} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 19} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 21} -> Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, + 8} -> Complex[ + 0.2578656808252187, -0.10876030801336257`], {5, 9} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, + 10} -> Complex[ + 0.13476314496413244`, 0.0767423516894553], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 12} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 14} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 15} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, + 16} -> Complex[ + 0.13476314496413244`, 0.0767423516894553], {5, 17} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, + 18} -> Complex[ + 0.2578656808252187, -0.10876030801336257`], {5, 19} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, + 8} -> Complex[-0.007671097858546656, \ +-0.0057340892009139326`], {6, 9} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 10} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {4, 11} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, + 0.02081012384838236, 0.14234469229568147`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 12} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {4, 13} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, + 0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 14} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {4, 15} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, + 0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 16} -> Complex[ - 0.3146513247958228, 0.026797378998685423`], {4, 17} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, - 18} -> Complex[-0.07115780937991523, - 0.011205895451017422`], {4, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, - 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, - 21} -> Complex[0.7322837744378387, 0.], {4, 22} -> - Complex[-0.1157253008903192, -0.07182611485724257], {4, - 23} -> Complex[-0.29340373279675197`, \ --0.27809938962030384`], {4, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {5, - 6} -> Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, - 8} -> Complex[-0.03764992141799037, \ --0.13605099778794436`], {5, 9} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, - 10} -> Complex[-0.08181885113853848, \ --0.0223150746441549], {5, 11} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, - 12} -> Complex[-0.04214475287108173, - 0.2125642839376449], {5, 13} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, - 14} -> Complex[-0.04214475287108173, - 0.2125642839376449], {5, 15} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, - 16} -> Complex[-0.08181885113853848, \ --0.0223150746441549], {5, 17} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, - 18} -> Complex[-0.03764992141799037, \ --0.13605099778794436`], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, - 20} -> Complex[0.460087813322552, 0.], {5, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {5, + 0.02081012384838236, 0.14234469229568147`], {6, 17} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, + 18} -> Complex[-0.007671097858546656, \ +-0.0057340892009139326`], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 6, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.5226137655938699, 0.], {7, 9} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, + 10} -> Complex[ + 0.17479296155780188`, 0.14732776197358494`], {7, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, + 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, + 13} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {7, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, + 15} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {7, 16} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {7, 18} -> + Complex[0.5226137655938699, 0.], {7, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 7, 20} -> Complex[ + 0.2578656808252187, 0.10876030801336257`], {7, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 7, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {7, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {7, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {8, 9} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, + 10} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {8, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, + 12} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {8, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, + 14} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {8, 15} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, + 16} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {8, 17} -> + Complex[0.47738623440613004`, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {8, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {8, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {8, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {8, 22} -> Complex[ - 0.24014852879671952`, -0.15329539227786965`], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {6, 7} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 8} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, - 9} -> Complex[-0.2934854494126851, 0.04085502210736608], { - 6, 10} -> Complex[ - 0.0806509155236052, 0.06238441832735686], {6, 11} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], { - 6, 12} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 13} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {6, 14} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 15} -> Complex[-0.2934854494126851, - 0.04085502210736608], {6, 16} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 17} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, + 0.053161902759652525`, -0.14451247653181823`], {8, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {8, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {9, 10} -> + Complex[0.3800250972969439, 0.], {9, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 12} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, + 13} -> Complex[0.1899783589314758, -0.1365082746823964], { + 9, 14} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, + 15} -> Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {9, 16} -> Complex[0.3800250972969439, 0.], {9, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {9, 18} -> Complex[ - 0.12702736104247997`, 0.01646149694625006], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, - 21} -> Complex[-0.32198385415100245`, \ --0.056214448752933965`], {6, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {6, - 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, - 8} -> Complex[0.09630860197729411, 0.], {7, 9} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, - 10} -> Complex[ - 0.06911881436797135, 0.04269376157510484], {7, 11} -> - Complex[-0.010533198723196371`, -0.006296053518233197], { - 7, 12} -> Complex[-0.06875971685231415, - 0.006550328119388341], {7, 13} -> - Complex[-0.010533198723196371`, -0.006296053518233197], { - 7, 14} -> Complex[-0.06875971685231415, - 0.006550328119388341], {7, 15} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, - 16} -> Complex[ - 0.06911881436797135, 0.04269376157510484], {7, 17} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {7, - 18} -> Complex[0.09630860197729411, 0.], {7, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {7, - 20} -> Complex[-0.03764992141799037, - 0.13605099778794436`], {7, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {7, - 22} -> Complex[ - 0.07416506719537758, 0.08051189278847616], {7, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {7, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {8, - 9} -> Complex[0.1868664022204954, 0.06385028540854319], { - 8, 10} -> Complex[ - 0.14880448551485936`, -0.18343023977218464`], {8, 11} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, - 12} -> Complex[0.4351121808870284, -0.1282880779202612], { - 8, 13} -> Complex[-0.2300764357164763, - 0.11137567802408056`], {8, 14} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 15} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 16} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, - 17} -> Complex[0.7694387170582185, 0.], {8, 18} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], { - 8, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {8, - 20} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {8, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {8, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {8, - 23} -> Complex[-0.24737746704016716`, \ --0.5022802985841684], {8, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {9, 10} -> - Complex[0.4159087185308232, 0.], {9, 11} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, + 0.17479296155780188`, -0.14732776197358494`], {9, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {9, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {9, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {9, + 22} -> Complex[-0.04368290380765367, \ +-0.027436459786564067`], {9, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {9, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {10, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 12} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {9, 13} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, + 0.13800495411149877`, -0.3680867713233184], {10, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 14} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {9, 15} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {9, - 16} -> Complex[0.4159087185308232, 0.], {9, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {9, - 18} -> Complex[ - 0.06911881436797135, -0.04269376157510484], {9, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {9, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {9, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {9, + 0.13800495411149877`, -0.3680867713233184], {10, 15} -> + Complex[0.619974902703056, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {10, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 10, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {10, + 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {10, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {10, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {10, 22} -> Complex[ - 0.011359633728347016`, -0.08520800008182422], {9, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {9, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {10, 11} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, - 12} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {10, 13} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, - 14} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {10, 15} -> - Complex[0.41416215192864014`, 0.], {10, 16} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {10, - 17} -> Complex[ - 0.1868664022204954, -0.06385028540854319], {10, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], { - 10, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {10, - 20} -> Complex[ - 0.22168267144312054`, -0.03299920735716682], {10, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {10, - 22} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {10, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {10, - 24} -> Complex[0.02023138254715448, -0.11137525641609], { - 11, 12} -> Complex[0.5794387931418044, 0.], {11, 13} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {11, - 14} -> Complex[0.5794387931418044, 0.], {11, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {11, - 16} -> Complex[ - 0.3689066714841379, 0.01963818646965646], {11, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {11, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {11, - 19} -> Complex[-0.18425433538775948`, - 0.03665899040288985], {11, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {11, - 21} -> Complex[ - 0.5691291778553188, 0.009546455336403484], {11, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 11, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], { - 11, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {12, - 13} -> Complex[0.3744935743083003, 0.], {12, 14} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {12, - 15} -> Complex[ - 0.24390216997712094`, -0.12967162455970677`], {12, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {12, - 17} -> Complex[-0.2300764357164763, \ --0.11137567802408056`], {12, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], { - 12, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], { - 12, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {12, - 21} -> Complex[-0.33684082460892883`, - 0.09005315780013691], {12, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {12, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {12, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {13, - 14} -> Complex[0.5794387931418044, 0.], {13, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {13, - 16} -> Complex[ - 0.3689066714841379, 0.01963818646965646], {13, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {13, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {13, - 19} -> Complex[-0.18425433538775948`, - 0.03665899040288985], {13, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {13, - 21} -> Complex[ - 0.5691291778553188, 0.009546455336403484], {13, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 13, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], { - 13, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {14, - 15} -> Complex[ - 0.24390216997712094`, -0.12967162455970677`], {14, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {14, - 17} -> Complex[-0.2300764357164763, \ --0.11137567802408056`], {14, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], { - 14, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], { - 14, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {14, - 21} -> Complex[-0.33684082460892883`, - 0.09005315780013691], {14, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {14, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {14, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {15, - 16} -> Complex[0.4159087185308232, 0.], {15, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {15, + 0.08210404404737587, 0.05307307167276523], {10, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {10, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {11, 12} -> + Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {11, + 16} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {11, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {11, + 18} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {12, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {12, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], { + 12, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, 18} -> Complex[ - 0.06911881436797135, -0.04269376157510484], {15, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {15, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {15, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {15, - 22} -> Complex[ - 0.011359633728347016`, -0.08520800008182422], {15, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {15, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {16, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {16, - 18} -> Complex[-0.11463533571593523`, \ --0.055210078698593804`], {16, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {16, + 0.11065480592987563`, 0.022498803837048064`], {12, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {12, + 20} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {12, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {12, + 22} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {12, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {12, + 24} -> Complex[ + 0.161016937967343, 0.024863370726720582`], {13, 14} -> + Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {13, + 16} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {13, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {13, + 18} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {14, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], { + 14, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, + 18} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {14, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {14, + 20} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {14, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {14, + 22} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {14, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {14, + 24} -> Complex[ + 0.161016937967343, 0.024863370726720582`], {15, 16} -> + Complex[0.3800250972969439, 0.], {15, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {15, + 18} -> Complex[ + 0.17479296155780188`, -0.14732776197358494`], {15, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {15, 20} -> Complex[ - 0.22168267144312054`, -0.03299920735716682], {16, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {16, - 22} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {16, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {16, - 24} -> Complex[0.02023138254715448, -0.11137525641609], { - 17, 18} -> Complex[0.09630860197729411, 0.], {17, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {17, - 20} -> Complex[-0.03764992141799037, - 0.13605099778794436`], {17, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], { - 17, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {17, - 23} -> Complex[0.16774613988004144`, 0.225655277072902], { - 17, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {18, - 19} -> Complex[-0.4024303768625533, \ --0.06319936655428628], {18, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {18, - 21} -> Complex[0.6164020052722983, 0.03301684548082712], { - 18, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {18, - 23} -> Complex[-0.24737746704016716`, \ --0.5022802985841684], {18, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {19, - 20} -> Complex[0.460087813322552, 0.], {19, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {19, + 0.13476314496413244`, -0.0767423516894553], {15, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {15, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 15, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {15, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {16, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 16, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {16, + 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {16, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {16, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {16, 22} -> Complex[ - 0.24014852879671952`, -0.15329539227786965`], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {20, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], { + 0.08210404404737587, 0.05307307167276523], {16, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {16, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {17, 18} -> + Complex[0.5226137655938699, 0.], {17, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 17, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {17, + 21} -> Complex[ + 0.037739555243020126`, -0.012308050579545225`], {17, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 17, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 17, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {18, + 19} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {18, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {18, + 21} -> Complex[ + 0.2616855917631509, -0.009667937264448562], {18, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], { + 18, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {18, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { 20, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, - 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {20, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {21, - 22} -> Complex[0.2677162255621613, 0.], {21, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], { - 21, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {22, - 23} -> Complex[-0.29340373279675197`, \ --0.27809938962030384`], {22, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`]}, + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 21, 22} -> Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -16190,26 +16399,26 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[3, 4, 0], - $CellContext`c[4, 4, 1], - $CellContext`c[4, 4, 0], - $CellContext`c[5, 4, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], $CellContext`c[5, 4, 1], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], - $CellContext`c[4, 4, 1], - $CellContext`c[4, 4, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[3, 4, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ @@ -16217,408 +16426,408 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, SymmetrizedArray[ StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 4} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 6} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 7} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 8} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 9} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 10} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 11} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 12} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 13} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 14} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 15} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 16} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 17} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 18} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 19} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 21} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 22} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 24} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 8} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 9} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 10} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 11} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 13} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 15} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 16} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 17} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 18} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 20} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> 1, {2, 3} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 4} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 6} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 7} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 8} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 9} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 10} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 11} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 12} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 13} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 14} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 15} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 16} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 17} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 18} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 20} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 22} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 23} -> - 1, {3, 4} -> Complex[0.2677162255621613, 0.], {3, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, 6} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, 7} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 8} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, 9} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {3, 10} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, 11} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, 12} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, 13} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, 14} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, 15} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {3, 16} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, 17} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 18} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, 19} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, 21} -> - Complex[-0.1157253008903192, 0.07182611485724257], {3, 22} -> - Complex[0.2677162255621613, 0.], {3, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {3, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {4, 5} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, 6} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, 7} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, 8} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, 9} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, 10} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, 11} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, 12} -> - Complex[0.5691291778553188, -0.009546455336403484], {4, 13} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, 14} -> - Complex[0.5691291778553188, -0.009546455336403484], {4, 15} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, 16} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, 17} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, 18} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, 21} -> - Complex[0.7322837744378387, 0.], {4, 22} -> - Complex[-0.1157253008903192, -0.07182611485724257], {4, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {4, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {5, 6} -> - Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 8} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 9} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 10} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 11} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 12} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 13} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 14} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 15} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 16} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 17} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 18} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, 20} -> - Complex[0.460087813322552, 0.], {5, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {5, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {6, 7} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 8} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 9} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 10} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 11} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 12} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 13} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 14} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 15} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 16} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 17} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 18} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {6, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {6, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, 8} -> - Complex[0.09630860197729411, 0.], {7, 9} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, 10} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, 11} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {7, 12} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, 13} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {7, 14} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, 15} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, 16} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, 17} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {7, 18} -> - Complex[0.09630860197729411, 0.], {7, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {7, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {7, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {7, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {7, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {7, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {8, 9} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 10} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, 11} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, 12} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 13} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, 14} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 15} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 16} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, 17} -> - Complex[0.7694387170582185, 0.], {8, 18} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], {8, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {8, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {8, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {8, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {8, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {8, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {9, 10} -> - Complex[0.4159087185308232, 0.], {9, 11} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, 12} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, 13} -> - Complex[-0.364332505630415, -0.055629112414147225`], {9, 14} -> - Complex[0.3689066714841379, -0.01963818646965646], {9, 15} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {9, 16} -> - Complex[0.4159087185308232, 0.], {9, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {9, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {9, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {9, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {9, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {9, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {9, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {9, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {10, 11} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, 12} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {10, 13} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {10, 14} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {10, 15} -> - Complex[0.41416215192864014`, 0.], {10, 16} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {10, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {10, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {10, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {10, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {10, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {10, 22} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {10, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {10, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {11, 12} -> - Complex[0.5794387931418044, 0.], {11, 13} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {11, 14} -> - Complex[0.5794387931418044, 0.], {11, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {11, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {11, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {11, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {11, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {11, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {11, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {11, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {11, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {11, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {12, 13} -> - Complex[0.3744935743083003, 0.], {12, 14} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {12, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {12, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {12, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {12, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {12, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {12, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {12, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {12, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {12, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {12, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {13, 14} -> - Complex[0.5794387931418044, 0.], {13, 15} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {13, 16} -> - Complex[0.3689066714841379, 0.01963818646965646], {13, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {13, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {13, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {13, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {13, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {13, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {13, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {13, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {14, 15} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {14, 16} -> - Complex[-0.364332505630415, 0.055629112414147225`], {14, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {14, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {14, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {14, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {14, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {14, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {14, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {14, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {15, 16} -> - Complex[0.4159087185308232, 0.], {15, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {15, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {15, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {15, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {15, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {15, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {15, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {15, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {16, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {16, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {16, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {16, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {16, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {16, 22} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {16, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {16, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {17, 18} -> - Complex[0.09630860197729411, 0.], {17, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {17, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {17, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {17, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {17, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {17, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {18, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {18, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {18, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {18, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {18, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {18, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {19, 20} -> - Complex[0.460087813322552, 0.], {19, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {19, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {20, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {20, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {20, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {21, 22} -> - Complex[0.2677162255621613, 0.], {21, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {21, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {22, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {22, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`]}, + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 8} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 9} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 10} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 11} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 13} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 15} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 16} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 17} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 18} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 20} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 6} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 7} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 8} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 9} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 10} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 12} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 14} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 16} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 17} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 18} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 20} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 7} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 8} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 9} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 10} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 12} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 14} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 16} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 17} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 18} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 8} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 9} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 10} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 12} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 14} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 15} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 16} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 17} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 18} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 19} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 8} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 9} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 10} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 12} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 14} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 16} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 17} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 18} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.5226137655938699, 0.], {7, 9} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, 10} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, 13} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, 15} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, 16} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {7, + 18} -> Complex[0.5226137655938699, 0.], {7, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {7, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {7, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {7, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {7, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {7, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {8, 9} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, 10} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, 12} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, 14} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, 15} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, 16} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, 17} -> + Complex[0.47738623440613004`, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {8, + 19} -> Complex[0.22516518597054483`, 0.1013577129442031], {8, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {8, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {8, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {8, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {8, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {9, 10} -> + Complex[0.3800250972969439, 0.], {9, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 12} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, 13} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 14} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, 15} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {9, 16} -> + Complex[0.3800250972969439, 0.], {9, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {9, 18} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {9, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {9, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {9, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {9, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {9, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {9, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {10, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 12} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 14} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, 15} -> + Complex[0.619974902703056, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {10, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {10, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {10, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {10, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {10, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {10, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {10, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {10, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {11, 12} -> + Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {11, 16} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {11, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {11, 18} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {12, + 15} -> Complex[-0.1905043599805688, 0.13762822610920328`], {12, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], {12, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, 18} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {12, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {12, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {12, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {12, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {12, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {12, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {13, 14} -> + Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {13, 16} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {13, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {13, 18} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {14, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, 16} -> + Complex[0.1899783589314758, 0.1365082746823964], {14, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, 18} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {14, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {14, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {14, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {14, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {14, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {14, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {15, 16} -> + Complex[0.3800250972969439, 0.], {15, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {15, 18} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {15, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {15, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {15, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {15, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {15, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {15, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {16, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {16, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {16, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {16, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {16, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {16, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {16, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {16, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {17, 18} -> + Complex[0.5226137655938699, 0.], {17, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {17, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {17, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {17, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {17, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {17, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {18, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {18, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {18, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {18, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {18, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {18, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -16756,51 +16965,51 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -16828,51 +17037,51 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 0]], ",", + $CellContext`c[4, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 4, 1]], ",", + $CellContext`c[4, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "1"}, + TemplateBox[{",", "\",\"", "4", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 1]], ",", + $CellContext`c[4, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "4", "0"}, + TemplateBox[{",", "\",\"", "4", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 4, 0]], ",", + $CellContext`c[4, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 0]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "4", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 4, 1]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", @@ -16891,7 +17100,7 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -16910,13 +17119,11 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -16948,19 +17155,17 @@ X6UbTzcfuvXSXU+6+0XadxKu/gcLx7GV Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["5", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -17374,67 +17579,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.003199544626197204`"}], "+", - RowBox[{"0.3297439955129934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.008217904758440434`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2734619518889669`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07170349660756319`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3308341974343667`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.13386863995237325`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.4340849306800596`"}], "-", - RowBox[{"0.44170964021631365`", " ", + RowBox[{"0.11733077534610525`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.04874074692585862`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3153732739924285`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21611436984490454`"}], "+", - RowBox[{"0.3438604847821194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0862468436614582`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.17252686331664302`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.06715074411686846`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.056561617785587735`", " ", + RowBox[{"0.055431638140259754`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.34202714802636813`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5203828231210746`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.12912013356447993`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.07024852585640175`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1444693327513152`"}], "+", - RowBox[{"0.1467644976803585`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.27244326195988916`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.011111878577649018`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.20639670524699508`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.05702565950216449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "-", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10918759881937293`"}], "-", - RowBox[{"0.03332721774937018`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -17450,22 +17657,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -17538,71 +17745,69 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.2639404645591563`"}], "-", - RowBox[{"0.15277525412936915`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.09231139986610498`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.29669867325033045`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.047321128072178816`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.30144304375130837`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09981725234070961`"}], "-", - - RowBox[{"0.44290155180873547`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.532884334790854`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.1249664381621398`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2682429619612622`"}], "-", - RowBox[{"0.09964905181181516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3033096752957091`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.37136962140617824`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26541210666733067`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08052218231531742`", " ", + RowBox[{"0.31076056209244207`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11519091687891489`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.4012928958026726`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.07818915612239147`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.03710824828217322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.20186401734617482`"}], "+", - RowBox[{"0.1717509165415551`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.29340373279675197`"}], "+", - RowBox[{"0.27809938962030384`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.19425201349723273`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2552467755869767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.6507057866447266`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.06976750143203901`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -17618,22 +17823,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}, + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -17708,70 +17913,72 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.18115468807599375`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.060622711803628083`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.012858043978625694`"}], "-", - RowBox[{"0.11198593324513041`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.35646384780453366`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.30598615622990827`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05881053884122235`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.4708491885036206`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6156736556443742`"}], "-", - RowBox[{"0.25244933168662087`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02831667617560113`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.004908733377296248`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.041924100884302054`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.007741947552095695`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.24259497601022262`"}], "+", + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.30507006751772947`", " ", + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.14870364336919026`"}], "+", - RowBox[{"0.48105438580018695`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.3735446580512588`"}], "+", - RowBox[{"0.25907217168777213`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.651283531251321`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09965607210472253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.4408926680755911`"}], "+", + RowBox[{"-", "0.00877363617654349`"}], "+", - RowBox[{"0.42598473856256935`", " ", + RowBox[{"0.01494295849690793`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.24737746704016716`"}], "-", - RowBox[{"0.5022802985841684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10182925461337411`"}], "+", - RowBox[{"0.33593869799459225`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.199408104684111`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.11720650121625686`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.521423241284259`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.08573475908488075`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -17787,22 +17994,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -17875,67 +18082,66 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.012505187475293007`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.04084924755114033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.102886363908164`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.034083698928516516`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.25687956818112573`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2981536977402794`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.31406622925080735`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.47357269884470254`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.06893107615738917`"}], "-", - RowBox[{"0.28466832693232685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.38894153817288984`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.153519140379273`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14379476667724106`"}], "+", - RowBox[{"0.33397248217937314`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14665392506657265`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.14999120568614824`", " ", + RowBox[{"0.022551499983490292`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.021734524937425594`"}], "+", - RowBox[{"0.0432251806978573`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.1677371581091596`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.035695548848700756`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.40926834539005985`"}], "+", - RowBox[{"0.06603476607998171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34157031520823644`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", - RowBox[{"0.05129523067950293`", " ", + RowBox[{"0.37095993310128994`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.16774613988004144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.225655277072902`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.00803305453676556`"}], "-", - RowBox[{"0.021995118021503904`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.09714752480970831`"}], "+", - RowBox[{"0.05391368675976281`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.061760768552954814`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.02329153388866037`", " ", + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -17954,22 +18160,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}, + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -18044,64 +18250,67 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.20991643627763132`"}], "+", - RowBox[{"0.5577406910885601`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.15713526050053836`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.33675900101843914`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2474968927433882`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.6156328962641477`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.13739556974446743`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.11723619170167478`"}], "+", - RowBox[{"0.11634408366132243`", " ", + RowBox[{"0.08226303526605327`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2019772532410719`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09629092546340579`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.01311591492983473`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.002040281413460812`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.5042949310315591`"}], "-", - RowBox[{"0.15935356972232817`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.41604331285364227`"}], "+", - RowBox[{"0.5567148632504132`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.5905887660385458`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.5917130426563681`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.27440553128528117`"}], "+", - RowBox[{"0.051882364309273066`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.46410334078474175`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.08745871234884267`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.28840330432645045`"}], "+", - RowBox[{"0.5370247278461384`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.09727281618814543`"}], "-", - RowBox[{"0.4251726947214757`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.19615557804295436`"}], "+", - RowBox[{"0.20297435812067985`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.02023138254715448`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.11137525641609`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2857933765171885`"}], "-", + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.22307200480621522`", " ", + RowBox[{"0.36570355095505475`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -18120,22 +18329,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -18208,66 +18417,66 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.3996461708933473`"}], "-", - RowBox[{"0.19593820197306547`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.14831222441440423`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41999984340668955`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.23842571640445276`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.5479718511577991`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2724834130908451`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.0633687691939085`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.00034559501604113085`"}], "+", - RowBox[{"0.3970827700107563`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09038215372333014`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.18111487149699826`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1333651935328348`"}], "-", - RowBox[{"0.24635072986108097`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20670041081890747`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.6482196773821932`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.06792647132477296`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.7466172337313368`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.09937554402378643`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.13586319279499448`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.6792360657321856`"}], "-", - RowBox[{"0.10361224557407907`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.20761637735224092`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2208382347357326`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.12233037196247185`"}], "+", + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.17837001887568327`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09187489939370964`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.10976256865639583`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09095852663966021`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07164664525064873`"}], "-", - RowBox[{"0.2907134789193454`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.5113101533790915`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.06515321298591878`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -18283,22 +18492,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}, + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", @@ -18373,64 +18582,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.473710736282878`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.3980600635547612`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.14890782345678455`"}], "-", - RowBox[{"0.070247228365721`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.34242598997866214`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.23549518439930822`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.22618037920324308`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.2554635621264281`"}], "-", - RowBox[{"0.32711693319777513`", " ", + RowBox[{"0.11047661244174078`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.6193021828457277`"}], "-", - RowBox[{"0.1449239471239273`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09664379070945783`"}], "+", - RowBox[{"0.22024363660069912`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.512880413233891`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12047179078042838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.17279975645832446`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41173636587819873`", " ", + RowBox[{"0.09641151687286514`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3675030298091308`"}], "+", - RowBox[{"0.5411770449662627`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.40676478475472666`"}], "+", - RowBox[{"0.3423019814159452`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9610124539496843`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.029566858001993768`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.31130797942703703`"}], "+", - RowBox[{"0.6609210875861877`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.20476687273928368`"}], "-", - RowBox[{"0.20940927658482447`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.10587920814398327`"}], "-", + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.11592814105183623`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.058194090642899765`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04633762187626639`"}], "+", - RowBox[{"0.37156097014999256`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.5567693974142289`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.16320017812537857`", " ", + RowBox[{"0.41316719904942195`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -18449,22 +18662,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -18537,68 +18750,68 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.6382416591514937`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.23070222330096132`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.05489800037650852`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19376459978980481`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.04574731578706234`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26480847210604913`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4021005644104277`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.37925488723831086`", " ", + RowBox[{"0.04510958570261943`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.09083180722648443`"}], "-", - RowBox[{"0.7809678331192994`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.17815075429152644`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.021488793194890138`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18335769636928329`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.39761091167663987`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.09722721095603323`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.41634582574917733`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.31745858462564497`", " ", "\[ImaginaryI]"}]}]}, + { RowBox[{ - RowBox[{"-", "0.20301381732249188`"}], "+", - RowBox[{"0.03648941256057566`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.602753813755454`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.015167659402733062`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.8568775360913131`"}], "+", - RowBox[{"0.38861190960822894`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.26632398173994687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.32900379591054485`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.008851768247553363`"}], "+", - RowBox[{"0.029068202106085572`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06470692394692006`"}], "-", - RowBox[{"0.15742176284434192`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.07795077274116374`"}], "+", - RowBox[{"0.2904671042221048`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.501255061489724`"}], "+", - - RowBox[{"0.05382902966459985`", " ", + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -18617,22 +18830,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}, + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -18657,135 +18870,136 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}, { RowBox[{ @@ -18813,99 +19027,95 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWntQjXvbzqEQtdsUIhS9yfm46ejqJCnanQmbdFJSChWS3RHtKEIpheig -kFBRiFIqZa1nrdL5uE4d1qqVck75+uZ7//3NO8/M+82evWc300yz5p7Wfd+/ -67nu676en4rjQSuXcRISEjP//fu/fyuLbZdMO1kKiX//yOdUdFw0r4aW/9Pd -CfMZSFxzM2f9lxp03VThWmb2oKjHVy95Si2OJqZJO0KAB3n2aaobxEjboJSS -N5NCgsrgrktbm2HiF+wjXi2Cs3/rUJdsC6JN3gnylLtwOeFV/zRPMS5fO+V1 -a1U1Xgx68q+b5uKt9+0txhwu9v1mz7i7nULqKusr3gqt2FxtNH9jjAj945f6 -L7VjoyAyyCrnX0V4l7Iw5YMpH6U1VeWpbxjY62dokphfjYGIK7Hayj0okNc2 -2N/FxLccuXGum5vglZb+Mfy7EF8GdXZ47WKiKkVVNtquATcSGHprLgmxOem1 -3EYZCod9uD/Gf2+C4qdt3e0qItrxdPOhWy/dftI9L9K50/2chCuXqw3zlA2q -sTM7KuycRQ5ESkUly8q40I39vS1cmo0ZVVcHiuT50DkcHC+cKcYfl+wWDW1g -4UbJ61Q5jwrc/B4ztkqhEza50ZlVKWwsuVUfFlx7B189HVL263Gg9fHNri8f -WBAzR9Q4UiXY8m3ZtZwePtpNxTODM1n4fGPJirhCLtQKJ398G9GHMplhnw5H -CjyNC/OW7W6F06nsjQHJIqSZ1omc5dhYm6qk1LnuFbq8La7dfM5HbaSnqtJW -FrY5aZ147cPB51VlGfEjvehPHPE8YMRA0dcepefe7zBguc781Kse2vF086Fb -L91+0j0vujgh4ZP0vbOCf55sM7cazF2/9ocezMPZ8eKzY8fyYKdoynSMpsAc -Mny8+2obxk+NlGdxRYiwtu0ez2Kj8LF2/tzxT+H2ydtHLpiH3Zf0td9NZKKv -ceKpXMNqrD7009z5vd1YmHma3+9PYcQ9RDPaggmPSwFrund1gSPxsG9fOAtL -W19cdtLi4lPmwoMhVn2QNLvfv2YCEw7tzbPq1epRHw2F+zZCuM0tVa2LY0Av -V/NIv2INijddCB/a3AP+UPTNwngKy9b1nFrNb8OhF0o39AdFWClPVb2spTBW -rkwnLLgKdpuM7WcUddKOp5sP3Xrp9pN0XiQ8WG2NeUmdrkbYeOdjoSuyMaR9 -/FCqDRfzB2tepSdSMHeb4zFPi4GHBW5RMaP8R+IxEj5JOHmb5j+lOOsNHCwd -5x4zi8HKG3bOCz7Ww6fWOrgsnQHZgsF1Vexa3ItaWnlBRogDFoUO17urIR3n -+CTlLh/XD9alvlshxqW5Z774VDNhr9/QfGekEc+0rTbwRUKElBpMaf1YhanS -Ic1tVgloeetQ8e1gE/a8+HTONIKJtCrdKI9PDViYFNeYnCuEU6vWsjrtamyU -HpDu7rmH/qNxZ5t4HEj310vuM2BAy2Vak1TnNahlb1k1vrEZC6Rti93e1KBN -+cHr9118mJyVE+b9IqYdTzcfuvXS7ScJJwP75Y7rlrCQcemnlVtn8dCacVa8 -KLsPaQ0f1s9oZiFm5/fNZgd58EgY/iOvug9Tyxt2hR5mw9t0AuO1+h3Ml/H7 -VCTNIc5TEk+S8E+qS8dl77UJ1hTiK/aqn864BYtZtkv6D7chdNHar92dLEw5 -qGrsGc/D8bh7Qlt+H0Ka7etS1Jh49lX9BSe2Hr4eyafmHBDCcn7snqcNDFwW -r3RmhNUhO+TiYOVqIZ4e8stbG8XGlX5e1amvhZALcz/W2sfDz7dsmy4sp/CQ -8vth392MEqPzSqHWIrz6qjFcos/El9s7zp79XI/VFqw0m6DR/x/bGqKYwcIH -y7Bzxsav0aVfru+yT0A7nm4+dOsl9ZOEkxthd0wiZarB0uFZPdl0D+N64lYc -echBpaHe7z+eMhA9IW12w6w6LBsOWXNLSYjyaFFq/G/v8AJFY7zkBKjJ4sec -1xQjfJL+rNksFg5ISy5XM+EhwjZRYdurPqLuIs1TEk+S8E/CiXxhPLhjmPCb -ZDv9R8kNnMwS7A7MbMHnb17masdZyFy/JN0uswy/HQm3iMoRID141vv8pw2Y -JWsa6KDTiYc7JaQpOzEim80Ov13Fxk4vGbfb6/j4pLXVw0ZVjL1tKsH9dym0 -zt6uc6PwLeZ9OOPGlOxCi7Z+nOQ8FhYPLqmIeNuBan6kqDO/F/N/jTy85j0D -3jvP+HnX12Hq7qtHNxsJacfTzYduvSSczLwucWhDQgusZBPOzjDuwroJq4ae -eIvRF5pw9UQPA1tUPC5vCKzGNjcZ9s9SPTB2Vzd8ep4FocTKEy8cuYgxu8Bx -cuoD3H/ktIRR6GP7P3a2aMPYy+/GLqgRweC+YoHh8dG5Y3j7WvWaFIgUhqN3 -V7QR9T9J15HmNZGHCc8XqW8FeddzQ0UUguKzlgU0V6J1ytxK66ROfJ7pJS0q -pFDv1jQs798OU1UNyzuLexFR5XjQZrSukhNlElsl27D/i0mBV4kIyvvyjRKM -KDxuPp44uJ+Cwr+Ko0wedOHM4f6bVumje9Cyl67eexvRrnLUZVyVEMlXmxo1 -dzLQtklD9kfROyx39E4Nq+mhHU83H1K9JJz8tI/KGXBnoTXw45v7QekoWeDZ -ntzdjsWJE1t8f2FCrKD8ZqaYDUW1+MV+5d3YnBGu5jKNg8R36vPqJozWI/24 -7WKiGIe3tFlKvmTj/TTNyAHJZ7BwrVeUSOJhlW5pzKPPbBySDn3kkv8ENhZP -3wXq8/DkQqgqZ3QefdlVPVkeHFzMczJ06e4l7okk/U/SdaR5TeJh0vNFwoko -O0hyX2UF3H6KyptvEwUjg5RnicN1MI+a9yJCg424bzaSvlLFcE/UnZkRwMe6 -Ywbjy1+yEFQ83uxeTCneO5eVH9MToN9HUV34moJV89X1UgapGJg0N32BRjts -wnLXvT7CQomTv8S8HxzYrFQyf6LZRzuebj4knCTZdb4VbqWgpBqVXVneglsX -x1TohojQ9kqxbPMoj52lcvvurW3HWP59Xb5sL+TsVR/xbzPxg1vmqy3PRkfS -yPkE927M92gNVrajcPnbIoUgdQpaszoSAy51wciu3F9PgkKz3HYD3etNsCpt -untMVoRii+Zbc0co5I7RWGO6vQMP7zmHtZzpRbNGyL307xSecaRbpjpWwrS0 -ctrbkE6iX0HaQ0n7BUk3kvQAiedJzy/pXM5J++rmrWLhvvK3XN+CNGQWKKxy -u9sOz1vfyk+MsGDrp7i9tZuHrdwpukNSo/P0le29nH4KSXkySoHqHbhtM391 -25FefHiVbx3OY0NOZayMdXM+avdpXxu3l0c7npQPCSfP46pl7ZsofL8iN+zQ -3I7OsJrcSba9aDM7wp3xjIlLn6OzjtxpRHr+12knm4T41OShen4BhQefBe2d -Cc2QujdkPttQBDmPqHjf5xRMwjdYbdN/i+FUp58zejoROjvn0y8bq+GjodIS -EcRHrszlu2eWiCHctXQgz5sBdZvoIzGytRhwPml7htcDg+UCDWc5Fs64x393 -je9A7FHeYcWUXqi4xii3uFCY6BWZnN7AhN5LduG1411EX4vkV5D2UNJ+QdKN -JD1A4nnS80vCyWGNSptJo31odON2FBmm4cgfP/sWnm7HD/ubGh2ybKjHKrbJ -vM7AC80Uo9VJHVgt6eBZwK3FLdc7xQrHBDDpk5xcaiimHU/CyWOLpMaDoY2w -qrX2H/TphGp+stOkXWKYbZ1vv2AJCydPPpj8+EsHkhpKZ3yu7IWmXUDt4hUs -lFeVJI5wKuApDjCoWNGJ7b0dXs4R1UgyTija+D0LhWPmLTDV5GKVZpjRemcW -BPFNFnNKOJh+Q1FdWqUPFlnpPsfnUugKi9cJG6IgWLTco1/chR1+mQtyjzGh -/psO9ciTjS0bzUL3nu/GQ2+Jb18ms+Dooazb1fsGqDoUe8O9E/5J0S3nYxhY -NF2tbc3pWmTtUUosHu4h+qsk34zkh5D2XNL+QtKlJL1BmiMkfiCdu8MWvvHO -+rdYuvsxQ9MnCXebbD9HuzZjMXvWHW3jBnCPrC1oUupEFjNZ77m1mBhPwkl0 -mFbq+3VscA89zze2zkSQAz+JKu+AuVTqufwkFvwqYjumXOBi+HTykyK/Pnw7 -c6dXNp2N5ZYBO2KCnmOnR5G31GseKKfAS7H+DHRN602evq0GjfacZSece+Br -Hr7r/nYmGNS+zl/vsiFlraIVdqcb7Mr0qguVFFbnKwjUUtoxvGPt6nDdXjw8 -sW0JGGy4LpX2T3C7ixP6kQF/eHKwxviJ/AFQCNcx5/jubcGUGBO/5AMiPLxb -uu43WwaO1hwTfI2rQez70tSrQT3YU6ZcdjySwnLBnIS9zxjwX1/LqtLpIvrw -JH+V5JuR/BDSnkvaX0i6lKQ3SHOExA8knPC+Px9/msdC+jv1X0pWZiC7dOrS -6Qc7iDiZc7RB08K0A3lC2foPV7uxCE5M2RgxnL34HWMO1cHH0OWu3nUBss1O -MQI3idGUkr6ttp2FQxdCLl64XoIV045OrJwswBVTv7TskSZcVDN1zq7rxAvf -oYkfXUbneEzxwLhfKDhIiVNl0yhY+i0IELzpwpNX82x3qLERMfuZ/J7zxZA7 -6zr1bDwfvw/OU01kje7F/a310mUsGOl8UVUz6cbLD0cFi0TtMO/3CvcZ1UMr -vRhtKufEOEet2Ga5m4VZjlnH3APLocdw55txBBgbOKPglAcb2xcFCkpCX+LK -TdmpLQv5mJgUu+XGVyYEK3r0lgawcJwrr2m0sPsf/vkPfDLnw7IE94n1qJte -dDO+TABveZfvB8zE6L8W7ToxkgVs+ZFg/jEdH1NWDqXJdPzDP39z/qHLJySc -/MM//8c/f9f9i64+IZ073fjejyMqE4YaodjaZDIxphOTE6Q0F+8Ro6zLftdL -32po7t0mE6z/AIGut71tD3H/2b/+5P2L7r5DmiMkfqAbT8LJ33X/+qv4z3T9 -E9K5kPQGaY7Qjaebzxhf3c3vOTyolYRyuRFCJLhW3tcoFmOpzJKvc2JZuNbi -maFT+xo74oYfxZ0S/OM//wf/mbYfS+B50vNL0qUkvUE3nm4+JJz8VfznP+v9 -O933O6S+kfQAiedJ+wtJl9KNp5sP3XrDLSc/VzdoR/pgaJq2bDe2DPwkpRsm -hqdjzudW61H9GtNf52z4CILnElXjMrl/+ffvdN8Xk3iY9HyRdCNJD5D2XNL+ -Qjeebj506yXh5M96//7fun9I9/4JqS7SvCbxMGm/IOlGkh9C2nPpxtPNh269 -dPvp6FXtM0ORh0KXRZ/i5gix/4/lVhmPxRinYaBVas5CwfvbC6wGy2HZ4zC5 -YUjw/37/kO59NhJPkvBP0nWkeU3aQ0n7Bck3I/khdOPp5kO3Xrr9JOHkv3X/ -kO59aRI+Sd9LmqckniTpf5KuI/kVpD2U5K+SfDO68XTzoVsv3X7SPa/8yJUb -83O6UL8pPetEbC8qtnuO7PlI/1496XMSj5HwSdJdpHlK2hNJ+p/ka5H8CpIP -T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= +1:eJztWnk0lXvbbiJKOdEolSGR1JFCKl0NiEiTaBDSQFFKREkaJE5FiTKERiEy +pUQ6TRRl7+fZWxm3aWNj720XRVF8vm+9//6+tZ61vm+973veYy1rWXvdy77v +3309133d1+9RdfbYuGf4kCFDJv/j97//VpFsnqN4shBD/vEz/lFxw1VrLhb7 +5DvEqLFwY8HtR4bfy9B6W5W/IaUd3yoWjFhmV4mUnRzaTVWAhLerNH+3kYDj +a+M1sJxG4HNb2TizRszYlTDxokgMhfCPNlMHKOQt8kpjbW+A3WkrTds/xBDR +tIfdOQr5Ouf067bdhe7xdjX/hjq4apqoXizn4MOe0cq7QlLh/GFSWopPI47f +jm8czqtErr37VWtTAZQ2ZHx9aCeBjXev1dZJHPDSUlRb+cnI35ebuT+xAS+f +X+KeWM2BS3qP9fVLKfANWBfMrWrAlP4QjVBNDl54XUhafv4VVmUsmR9+vRkR +E4LCAtRpJAd9PeXPa4Dm5tZfV1+IGcczzYdpvUzPk2m/SH1n+jkJV3ELUine +GA76AmzVU1WacWlt5E7BNAlkTKfdZX1jY8YmPcMZx6rxjjWx+5S0CHO8Au+s +qGUjdbdhhJ5GNcT9UpVdX4VY7/U1UiWQjasxL906t3JQsNU8ij7fhsSaoom5 +j2ho9Lwp+9XIh+ChXMzI6A5ke5RtjZpEw4zje1MhuwGK461UPj0U44zfUaPP +s9mYaPmn/pcRXJRP2PFdTLfBPrOn7tQbDljBHb3DHJqxTtRToq0lQXLJkw+u ++jRCnTTr72cXI1jjhuJ5DQHC7706N0yLgi8lZRSdV4MyS9ffnlmIGMczzYdp +vUzPk2m/mOKEhE/S9/o40vs7mt/ihGVrevK3Uxh3Q99EQfyR+P9nOWxenvyW +jfNxcg8ElTQ6XRwHNq5vg8VKO+fFUfWg+4dP2re0DbGdY58VBEvw/lSf5vse +NjzV3uffO0kjJGhxfqFWG2qyvJXGBnIxBzMivdseIjBI7vrxBXxMfiLaVl5B +YX22wnJPbj3WHktYvnaDGNoL08umvaIx79OUhnyFJozi3Ls1kNqBXDOj6NQX +bLhzb2S8za/Cq7erRrXWCrGo6WnUiCAuermKA0VrMnDg5JXMaDs+43im+TCt +l+l5Mu1XU+jR2roACvPkA67vHs8GJ3yWc926VixTtUtbHMLB3OFOo4eb/onw +sK1Wcj1NRB5jik+bs5ncPTtoKB+PitgV+A5TbDu7WPwW5GrUKBnIs1F9TNS9 +c1UFmieW9yRuEyL2nMfvfD4FPZMz29m99fgeO6D6ZqcYt8XmRSERFAxLLyhN +elEH+6OrBk4KRdDtW1bnZExBJXyRy5YgClpvT3RrFrTia17FtMBjbFzb8mHX +wueVqPfYqF+fLMT2g3tKEU9hosq+dpl5LCjlve/umtYKJYOc0vcHWcgb+nnZ +s5GfsFfZeZ0Svx228sEXW/ksrDpicfpJCBf2+hOSj41uZxzPNB+m9TI9T1K/ +Vu608XQQNmNxQ8jRV5NEWC8xnj6WkuBhdYdOErjoeGrNs/+ehkSrSKPhbY0Y +vdBI94AWjXZD64q86ETI7Bq6wup2PXGekniShH9SXc4cs1AHaS4Kqg9NFlY9 +gdTwujTn2U0YGRGvH7SSBb3nG2dn5ZehRiq+cuLldozON+sq3cKCpmxP/46n +H/Es8kryY047ggc+FWxS4cIkx/mW3obHsN0XEvW0nw/X9B9avhvYuBPjoN7/ +lIPPfUtVPDPb0BA2xfbSIgoVYzkzA3R5kJLJGLPbWYSfK+NzCmXZOJP8NlK8 +ggsZkd8Ze1EbDhZpCZFKw7a8p8Z5XhHmHan8ZujcwjieaT5M6yWdJwkn3gfW +Dj0npjHtopz1LryB+uPQ1V3dzeg2dtu3rrkU1yNvVjTGx8F9Fs8qxasGkx1r +g+u/s7C+5aTq+65ybPST6hq6RggVPaGWS0w1chxdlxc/E0Bfqs9n8y4JUXeR +5imJJ0n4J+Hk+TmYt70qhnl28xqzyaFIo6bOcvhajqhsbl6QNxcst/55QpNM +NKzz0nzkyUeU8sHIZisa2s+1fxtxuBHc9d/tzPvFKBHIl9dG0+j3PxJe+LQI +KxZMDnM/1YKR3qwkv8H4V2EWwx+MKMYi+fS9sQMtOGq9oe2LD40FMYeC3Ebx +8eHwF3XPZR0weBasOeN2GZLWXpJXr22GMitBLXmhhHE803yY1kvCybVPNt2O +ETRSXyUszPfgY9GGHgWOaweMVzfKJ94b5ENhm+FuJQ72n/DrNHUf1GP18h51 +GmwoxWeYqUdUYLa0j+sfbkJQzuX7FxykcC1K58iBGDZGR01XFbq3QmbUeB/H +iRw4nFXKDJN9jZzUc8bs7Gai/ifpOtK8JvEw6fkindv4VZu+zrViw75tw/WO +1beglOXl4NjHw5sn44fXGbLwa5xJ51CTj/j2IOb0nLx23A2u2jPdhwPufBef +qjkvcDhrWBl7fDN2t6Qq86ZSuH0pWEtmdw0O6v48cctQhM+l6UuiptN47pfT +m+ZUggG9DaVSlgIop+ROskyg8ONnoaqjdD22r11GB/Uxj2eaD6leEk66Y/dH +T4zloP7yU2tVg+dY5LQ5JKuyCSopZocf3KPRNeZHgX0aH07fIpZEn+nAenp2 +tV4cG8ZPfvrYG1chLWtNnc8bIX69yo2K7aYxRGgwUFzaBN8lF+KX9nXAIr4r +VmUJB7qW77/SnS+xWNYwx8WnGTf8AztfDqOxZbLB3q7xiZiRKu9vcayeuCeS +9D9J15HmNYmHSc8XCSedn0cu9temkF2js/Om0h1Iz1RpTp5ahzA/mWlbMimE +/j4/alFcKfrc+xaH9wsQuXGuZ8dCGnEfVurHTW3EVlavMKxKDHvzJ+YezmyI +ipv6utwqAd28xNQoIcx2sg/pDM7xR15Xf/th/R4vBUUeyScFjOOZ5kPCie3B +juQl2bVQbvhi4nulFdGKj2MVfAf7cvKuu0ctjddhd2cl+jQhm2c5S7+8A3q9 +tUPrr7JgIkia7q1ahsBqqwzjte1I1Rib5X6URlbOz8fXit4icPqD4LS8FsQN +jVb7YsqGr9Y3yX7pSowL6U4/dFaIU1KHZrcbcKGwKdMhqvcRhpXuOxhTyQfP +7lG9vj0X31RXbM0JaobCmMQMNR2yf0LaQ0n7BUk3kvQAiedJzy+pL6v1cvkX +btJYmVTxRX1FEoJ8M8crajQQ+6LcIPSxyeXg8eO28OjjzyA5bsm9k9yEFG1h +i9YXCskrdphP1W7A/MiKAxe9xYzjmeZj3Ot6XMuFg1Rl6dDmuy/gvy6IN+r3 +QX0ie1zG+iWFxybhp+fOLEUH22e+XZMA/SWxUlG+FHhzXtwUf6/F+lZPm4qX +IuyWOddpL6IwIsdI4xbvPeC0MeBqnAADGS/nzZSnsLTx+OPtsjWIcJ0g+2Cm +CNTyhxVSllwMHNWIjy7ORlLJnQOhuXycu7xvnskwLmJGX4nomZGG1lVOnTqJ +jTDJfJXO2v4RPypaGzvlWzBsqP+VQCMJ0dci+RWkPZS0X5B0I0kPkHie6fOr +57JmrybvA8T3Tox73RcN5frwKoXN1ZDdXs3f50aj2Cj52mteI1w2vIt8M6cD +U56EvvAvoMFeKCe8+aAQ82MzhjWatjCOJ/oYM71iklPL4WZYX/jzYQt0NVyv +SVtIGNc7xFQzSjOVgmCK5fSFC+shX7J3TdZYMUz3JyiqlLMgOhbnGehXDtk/ +5BKrdIWIzpHNi1Yb3I9idVIbhRQi9JSmare14uC12Xmfa2hcDj5lP6PgDbRO +bw/XU2iBzOA4KX7GgstIg4akaeW43b03z2iaEEVTLw55Lf0Jxp6FcmzjFvT1 +Jmz7ZSwh+qsk34zkh5D2XNL+QtKlJL1BmiMkfiD1vbzQbk1iDwsp92e868q6 +iRMaZny7BB4+ZZyW83RmodB8eLxOQBkoVyWq2rudGE/CyUl2sTH/NYWTI/J/ +FAXXI+3zvVEKemJcrLqccGgoB2rtmt7rk16jf+YpU4NPzbheXPvnBFMKzw5b +sukQHmqU7ecreItgUBKgfiWIxkd/7w/aVm/RVHlFdtbNFrjr+JoX+XEQb7go +vdn0AY57+519odiIh4ajDu/NpeAw6b5luWM9Dv+Z/LZTRQyr3kKuSigLy6zi +L+zy+YQlNQa9R3rbUVUWu9G9bZAn1VfKseIHecBxTlGkoAMJ8qMkwVwKJpfX +bxZFf4BuUpztziIBjM9ra/ZbcaAjUC6xcXuJh4mS1aO3kX14kr9K8s1Ifghp +zyXtLyRdStIbpDlC4gcSTi6nS8m/tKGwZ7qjbmz6HdzNsHbK9Kkj46Ta8fMm +izpwbwcI85+2Qu1pZM6AnwQRSy3GNr3j4ObDsbGuAfngzhYau4c2ISLC+fed +TjT2dy2IP/y4EQOnePYbp3Yg4mOJ1+pxFL57dKtfmTuI9+WRd29JtcF8o1BR +ahuF8ZtTlkvPqMWTi3amZhEiGKZKdWdVc5DVtWmHqnMePmaXapz1aALryE/F +7fdZEPpuKbOgP4F1bMSv5WOEYM3dWtbwiAX9gmPn6xu5oBBjNF2vHQrJkmVD +tlD46CX+sluVQnvVm3kugzortWq6z6J9FBrt7/9hf6EWw8bMdO5IEeF0g7Zs +6Cga9IGKnTGBDTj5wMBhbyz5fuc/jX9IOBH2WmztMquBXsyDMgWhAN0F+0UV +LhKizv+bf/7a/MOUT4g4+Zt//od//tP2LxI/kPrOND688pLDizMNELROOL80 +rw1OVvfThkVKiD7q3/vXv+b+Rdp3SHOExA9M40k4+avuX/8u/jNT/4TUF5Le +IM0RpvFM8/nNNT9hNK8GrduN/GwVWxGwa410kZuEqPP/9p//d/+ZqR9L4nnS +80vSpSS9wTSeaT4knPy7+M//rPt3pvc7pHMj6QESz5P2F5IuZRrPNB+m9XrV +Rvo0r2pCwWlTtbCFQnzxT41ueSr5y96/M70vJvEw6fki6UaSHiDtuaT9hWk8 +03yY1vuvdv/+//3+IQn/pLpI85rEw6T9gqQbSX4Iac9lGs80H6b1Mj3PO+9q +FXlnKQSplWTCog6Fl81O3+WIiDr/n/X+Iel9NhJPkvBP0nWkeU3aQ0n7Bck3 +I/khTOOZ5sO0XqbnScLJ/9X7h0zflybhk/S9pHlK4kmS/ifpOpJfQdpDSf4q +yTdjGs80H6b1Mj1Ppv1ylosLUx/big83yk8rG4vhR539kiQi6yumn5N4jIRP +ku4izVPSnkjS/yRfi+RXkHx4kr/KNJ5pPkzrZXqeTPtF6jsJV/8FQGef1A== + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -18972,99 +19182,95 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWntQjXvbzqEQtdsUIhS9yfm46ejqJCnanQmbdFJSChWS3RHtKEIpheig -kFBRiFIqZa1nrdL5uE4d1qqVck75+uZ7//3NO8/M+82evWc300yz5p7Wfd+/ -67nu676en4rjQSuXcRISEjP//fu/fyuLbZdMO1kKiX//yOdUdFw0r4aW/9Pd -CfMZSFxzM2f9lxp03VThWmb2oKjHVy95Si2OJqZJO0KAB3n2aaobxEjboJSS -N5NCgsrgrktbm2HiF+wjXi2Cs3/rUJdsC6JN3gnylLtwOeFV/zRPMS5fO+V1 -a1U1Xgx68q+b5uKt9+0txhwu9v1mz7i7nULqKusr3gqt2FxtNH9jjAj945f6 -L7VjoyAyyCrnX0V4l7Iw5YMpH6U1VeWpbxjY62dokphfjYGIK7Hayj0okNc2 -2N/FxLccuXGum5vglZb+Mfy7EF8GdXZ47WKiKkVVNtquATcSGHprLgmxOem1 -3EYZCod9uD/Gf2+C4qdt3e0qItrxdPOhWy/dftI9L9K50/2chCuXqw3zlA2q -sTM7KuycRQ5ESkUly8q40I39vS1cmo0ZVVcHiuT50DkcHC+cKcYfl+wWDW1g -4UbJ61Q5jwrc/B4ztkqhEza50ZlVKWwsuVUfFlx7B189HVL263Gg9fHNri8f -WBAzR9Q4UiXY8m3ZtZwePtpNxTODM1n4fGPJirhCLtQKJ398G9GHMplhnw5H -CjyNC/OW7W6F06nsjQHJIqSZ1omc5dhYm6qk1LnuFbq8La7dfM5HbaSnqtJW -FrY5aZ147cPB51VlGfEjvehPHPE8YMRA0dcepefe7zBguc781Kse2vF086Fb -L91+0j0vujgh4ZP0vbOCf55sM7cazF2/9ocezMPZ8eKzY8fyYKdoynSMpsAc -Mny8+2obxk+NlGdxRYiwtu0ez2Kj8LF2/tzxT+H2ydtHLpiH3Zf0td9NZKKv -ceKpXMNqrD7009z5vd1YmHma3+9PYcQ9RDPaggmPSwFrund1gSPxsG9fOAtL -W19cdtLi4lPmwoMhVn2QNLvfv2YCEw7tzbPq1epRHw2F+zZCuM0tVa2LY0Av -V/NIv2INijddCB/a3AP+UPTNwngKy9b1nFrNb8OhF0o39AdFWClPVb2spTBW -rkwnLLgKdpuM7WcUddKOp5sP3Xrp9pN0XiQ8WG2NeUmdrkbYeOdjoSuyMaR9 -/FCqDRfzB2tepSdSMHeb4zFPi4GHBW5RMaP8R+IxEj5JOHmb5j+lOOsNHCwd -5x4zi8HKG3bOCz7Ww6fWOrgsnQHZgsF1Vexa3ItaWnlBRogDFoUO17urIR3n -+CTlLh/XD9alvlshxqW5Z774VDNhr9/QfGekEc+0rTbwRUKElBpMaf1YhanS -Ic1tVgloeetQ8e1gE/a8+HTONIKJtCrdKI9PDViYFNeYnCuEU6vWsjrtamyU -HpDu7rmH/qNxZ5t4HEj310vuM2BAy2Vak1TnNahlb1k1vrEZC6Rti93e1KBN -+cHr9118mJyVE+b9IqYdTzcfuvXS7ScJJwP75Y7rlrCQcemnlVtn8dCacVa8 -KLsPaQ0f1s9oZiFm5/fNZgd58EgY/iOvug9Tyxt2hR5mw9t0AuO1+h3Ml/H7 -VCTNIc5TEk+S8E+qS8dl77UJ1hTiK/aqn864BYtZtkv6D7chdNHar92dLEw5 -qGrsGc/D8bh7Qlt+H0Ka7etS1Jh49lX9BSe2Hr4eyafmHBDCcn7snqcNDFwW -r3RmhNUhO+TiYOVqIZ4e8stbG8XGlX5e1amvhZALcz/W2sfDz7dsmy4sp/CQ -8vth392MEqPzSqHWIrz6qjFcos/El9s7zp79XI/VFqw0m6DR/x/bGqKYwcIH -y7Bzxsav0aVfru+yT0A7nm4+dOsl9ZOEkxthd0wiZarB0uFZPdl0D+N64lYc -echBpaHe7z+eMhA9IW12w6w6LBsOWXNLSYjyaFFq/G/v8AJFY7zkBKjJ4sec -1xQjfJL+rNksFg5ISy5XM+EhwjZRYdurPqLuIs1TEk+S8E/CiXxhPLhjmPCb -ZDv9R8kNnMwS7A7MbMHnb17masdZyFy/JN0uswy/HQm3iMoRID141vv8pw2Y -JWsa6KDTiYc7JaQpOzEim80Ov13Fxk4vGbfb6/j4pLXVw0ZVjL1tKsH9dym0 -zt6uc6PwLeZ9OOPGlOxCi7Z+nOQ8FhYPLqmIeNuBan6kqDO/F/N/jTy85j0D -3jvP+HnX12Hq7qtHNxsJacfTzYduvSSczLwucWhDQgusZBPOzjDuwroJq4ae -eIvRF5pw9UQPA1tUPC5vCKzGNjcZ9s9SPTB2Vzd8ep4FocTKEy8cuYgxu8Bx -cuoD3H/ktIRR6GP7P3a2aMPYy+/GLqgRweC+YoHh8dG5Y3j7WvWaFIgUhqN3 -V7QR9T9J15HmNZGHCc8XqW8FeddzQ0UUguKzlgU0V6J1ytxK66ROfJ7pJS0q -pFDv1jQs798OU1UNyzuLexFR5XjQZrSukhNlElsl27D/i0mBV4kIyvvyjRKM -KDxuPp44uJ+Cwr+Ko0wedOHM4f6bVumje9Cyl67eexvRrnLUZVyVEMlXmxo1 -dzLQtklD9kfROyx39E4Nq+mhHU83H1K9JJz8tI/KGXBnoTXw45v7QekoWeDZ -ntzdjsWJE1t8f2FCrKD8ZqaYDUW1+MV+5d3YnBGu5jKNg8R36vPqJozWI/24 -7WKiGIe3tFlKvmTj/TTNyAHJZ7BwrVeUSOJhlW5pzKPPbBySDn3kkv8ENhZP -3wXq8/DkQqgqZ3QefdlVPVkeHFzMczJ06e4l7okk/U/SdaR5TeJh0vNFwoko -O0hyX2UF3H6KyptvEwUjg5RnicN1MI+a9yJCg424bzaSvlLFcE/UnZkRwMe6 -Ywbjy1+yEFQ83uxeTCneO5eVH9MToN9HUV34moJV89X1UgapGJg0N32BRjts -wnLXvT7CQomTv8S8HxzYrFQyf6LZRzuebj4knCTZdb4VbqWgpBqVXVneglsX -x1TohojQ9kqxbPMoj52lcvvurW3HWP59Xb5sL+TsVR/xbzPxg1vmqy3PRkfS -yPkE927M92gNVrajcPnbIoUgdQpaszoSAy51wciu3F9PgkKz3HYD3etNsCpt -untMVoRii+Zbc0co5I7RWGO6vQMP7zmHtZzpRbNGyL307xSecaRbpjpWwrS0 -ctrbkE6iX0HaQ0n7BUk3kvQAiedJzy/pXM5J++rmrWLhvvK3XN+CNGQWKKxy -u9sOz1vfyk+MsGDrp7i9tZuHrdwpukNSo/P0le29nH4KSXkySoHqHbhtM391 -25FefHiVbx3OY0NOZayMdXM+avdpXxu3l0c7npQPCSfP46pl7ZsofL8iN+zQ -3I7OsJrcSba9aDM7wp3xjIlLn6OzjtxpRHr+12knm4T41OShen4BhQefBe2d -Cc2QujdkPttQBDmPqHjf5xRMwjdYbdN/i+FUp58zejoROjvn0y8bq+GjodIS -EcRHrszlu2eWiCHctXQgz5sBdZvoIzGytRhwPml7htcDg+UCDWc5Fs64x393 -je9A7FHeYcWUXqi4xii3uFCY6BWZnN7AhN5LduG1411EX4vkV5D2UNJ+QdKN -JD1A4nnS80vCyWGNSptJo31odON2FBmm4cgfP/sWnm7HD/ubGh2ybKjHKrbJ -vM7AC80Uo9VJHVgt6eBZwK3FLdc7xQrHBDDpk5xcaiimHU/CyWOLpMaDoY2w -qrX2H/TphGp+stOkXWKYbZ1vv2AJCydPPpj8+EsHkhpKZ3yu7IWmXUDt4hUs -lFeVJI5wKuApDjCoWNGJ7b0dXs4R1UgyTija+D0LhWPmLTDV5GKVZpjRemcW -BPFNFnNKOJh+Q1FdWqUPFlnpPsfnUugKi9cJG6IgWLTco1/chR1+mQtyjzGh -/psO9ciTjS0bzUL3nu/GQ2+Jb18ms+Dooazb1fsGqDoUe8O9E/5J0S3nYxhY -NF2tbc3pWmTtUUosHu4h+qsk34zkh5D2XNL+QtKlJL1BmiMkfiCdu8MWvvHO -+rdYuvsxQ9MnCXebbD9HuzZjMXvWHW3jBnCPrC1oUupEFjNZ77m1mBhPwkl0 -mFbq+3VscA89zze2zkSQAz+JKu+AuVTqufwkFvwqYjumXOBi+HTykyK/Pnw7 -c6dXNp2N5ZYBO2KCnmOnR5G31GseKKfAS7H+DHRN602evq0GjfacZSece+Br -Hr7r/nYmGNS+zl/vsiFlraIVdqcb7Mr0qguVFFbnKwjUUtoxvGPt6nDdXjw8 -sW0JGGy4LpX2T3C7ixP6kQF/eHKwxviJ/AFQCNcx5/jubcGUGBO/5AMiPLxb -uu43WwaO1hwTfI2rQez70tSrQT3YU6ZcdjySwnLBnIS9zxjwX1/LqtLpIvrw -JH+V5JuR/BDSnkvaX0i6lKQ3SHOExA8knPC+Px9/msdC+jv1X0pWZiC7dOrS -6Qc7iDiZc7RB08K0A3lC2foPV7uxCE5M2RgxnL34HWMO1cHH0OWu3nUBss1O -MQI3idGUkr6ttp2FQxdCLl64XoIV045OrJwswBVTv7TskSZcVDN1zq7rxAvf -oYkfXUbneEzxwLhfKDhIiVNl0yhY+i0IELzpwpNX82x3qLERMfuZ/J7zxZA7 -6zr1bDwfvw/OU01kje7F/a310mUsGOl8UVUz6cbLD0cFi0TtMO/3CvcZ1UMr -vRhtKufEOEet2Ga5m4VZjlnH3APLocdw55txBBgbOKPglAcb2xcFCkpCX+LK -TdmpLQv5mJgUu+XGVyYEK3r0lgawcJwrr2m0sPsf/vkPfDLnw7IE94n1qJte -dDO+TABveZfvB8zE6L8W7ToxkgVs+ZFg/jEdH1NWDqXJdPzDP39z/qHLJySc -/MM//8c/f9f9i64+IZ073fjejyMqE4YaodjaZDIxphOTE6Q0F+8Ro6zLftdL -32po7t0mE6z/AIGut71tD3H/2b/+5P2L7r5DmiMkfqAbT8LJ33X/+qv4z3T9 -E9K5kPQGaY7Qjaebzxhf3c3vOTyolYRyuRFCJLhW3tcoFmOpzJKvc2JZuNbi -maFT+xo74oYfxZ0S/OM//wf/mbYfS+B50vNL0qUkvUE3nm4+JJz8VfznP+v9 -O933O6S+kfQAiedJ+wtJl9KNp5sP3XrDLSc/VzdoR/pgaJq2bDe2DPwkpRsm -hqdjzudW61H9GtNf52z4CILnElXjMrl/+ffvdN8Xk3iY9HyRdCNJD5D2XNL+ -Qjeebj506yXh5M96//7fun9I9/4JqS7SvCbxMGm/IOlGkh9C2nPpxtPNh269 -dPvp6FXtM0ORh0KXRZ/i5gix/4/lVhmPxRinYaBVas5CwfvbC6wGy2HZ4zC5 -YUjw/37/kO59NhJPkvBP0nWkeU3aQ0n7Bck3I/khdOPp5kO3Xrr9JOHkv3X/ -kO59aRI+Sd9LmqckniTpf5KuI/kVpD2U5K+SfDO68XTzoVsv3X7SPa/8yJUb -83O6UL8pPetEbC8qtnuO7PlI/1496XMSj5HwSdJdpHlK2hNJ+p/ka5H8CpIP -T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= +1:eJztWnk0lXvbbiJKOdEolSGR1JFCKl0NiEiTaBDSQFFKREkaJE5FiTKERiEy +pUQ6TRRl7+fZWxm3aWNj720XRVF8vm+9//6+tZ61vm+973veYy1rWXvdy77v +3309133d1+9RdfbYuGf4kCFDJv/j97//VpFsnqN4shBD/vEz/lFxw1VrLhb7 +5DvEqLFwY8HtR4bfy9B6W5W/IaUd3yoWjFhmV4mUnRzaTVWAhLerNH+3kYDj +a+M1sJxG4HNb2TizRszYlTDxokgMhfCPNlMHKOQt8kpjbW+A3WkrTds/xBDR +tIfdOQr5Ouf067bdhe7xdjX/hjq4apqoXizn4MOe0cq7QlLh/GFSWopPI47f +jm8czqtErr37VWtTAZQ2ZHx9aCeBjXev1dZJHPDSUlRb+cnI35ebuT+xAS+f +X+KeWM2BS3qP9fVLKfANWBfMrWrAlP4QjVBNDl54XUhafv4VVmUsmR9+vRkR +E4LCAtRpJAd9PeXPa4Dm5tZfV1+IGcczzYdpvUzPk2m/SH1n+jkJV3ELUine +GA76AmzVU1WacWlt5E7BNAlkTKfdZX1jY8YmPcMZx6rxjjWx+5S0CHO8Au+s +qGUjdbdhhJ5GNcT9UpVdX4VY7/U1UiWQjasxL906t3JQsNU8ij7fhsSaoom5 +j2ho9Lwp+9XIh+ChXMzI6A5ke5RtjZpEw4zje1MhuwGK461UPj0U44zfUaPP +s9mYaPmn/pcRXJRP2PFdTLfBPrOn7tQbDljBHb3DHJqxTtRToq0lQXLJkw+u ++jRCnTTr72cXI1jjhuJ5DQHC7706N0yLgi8lZRSdV4MyS9ffnlmIGMczzYdp +vUzPk2m/mOKEhE/S9/o40vs7mt/ihGVrevK3Uxh3Q99EQfyR+P9nOWxenvyW +jfNxcg8ElTQ6XRwHNq5vg8VKO+fFUfWg+4dP2re0DbGdY58VBEvw/lSf5vse +NjzV3uffO0kjJGhxfqFWG2qyvJXGBnIxBzMivdseIjBI7vrxBXxMfiLaVl5B +YX22wnJPbj3WHktYvnaDGNoL08umvaIx79OUhnyFJozi3Ls1kNqBXDOj6NQX +bLhzb2S8za/Cq7erRrXWCrGo6WnUiCAuermKA0VrMnDg5JXMaDs+43im+TCt +l+l5Mu1XU+jR2roACvPkA67vHs8GJ3yWc926VixTtUtbHMLB3OFOo4eb/onw +sK1Wcj1NRB5jik+bs5ncPTtoKB+PitgV+A5TbDu7WPwW5GrUKBnIs1F9TNS9 +c1UFmieW9yRuEyL2nMfvfD4FPZMz29m99fgeO6D6ZqcYt8XmRSERFAxLLyhN +elEH+6OrBk4KRdDtW1bnZExBJXyRy5YgClpvT3RrFrTia17FtMBjbFzb8mHX +wueVqPfYqF+fLMT2g3tKEU9hosq+dpl5LCjlve/umtYKJYOc0vcHWcgb+nnZ +s5GfsFfZeZ0Svx228sEXW/ksrDpicfpJCBf2+hOSj41uZxzPNB+m9TI9T1K/ +Vu608XQQNmNxQ8jRV5NEWC8xnj6WkuBhdYdOErjoeGrNs/+ehkSrSKPhbY0Y +vdBI94AWjXZD64q86ETI7Bq6wup2PXGekniShH9SXc4cs1AHaS4Kqg9NFlY9 +gdTwujTn2U0YGRGvH7SSBb3nG2dn5ZehRiq+cuLldozON+sq3cKCpmxP/46n +H/Es8kryY047ggc+FWxS4cIkx/mW3obHsN0XEvW0nw/X9B9avhvYuBPjoN7/ +lIPPfUtVPDPb0BA2xfbSIgoVYzkzA3R5kJLJGLPbWYSfK+NzCmXZOJP8NlK8 +ggsZkd8Ze1EbDhZpCZFKw7a8p8Z5XhHmHan8ZujcwjieaT5M6yWdJwkn3gfW +Dj0npjHtopz1LryB+uPQ1V3dzeg2dtu3rrkU1yNvVjTGx8F9Fs8qxasGkx1r +g+u/s7C+5aTq+65ybPST6hq6RggVPaGWS0w1chxdlxc/E0Bfqs9n8y4JUXeR +5imJJ0n4J+Hk+TmYt70qhnl28xqzyaFIo6bOcvhajqhsbl6QNxcst/55QpNM +NKzz0nzkyUeU8sHIZisa2s+1fxtxuBHc9d/tzPvFKBHIl9dG0+j3PxJe+LQI +KxZMDnM/1YKR3qwkv8H4V2EWwx+MKMYi+fS9sQMtOGq9oe2LD40FMYeC3Ebx +8eHwF3XPZR0weBasOeN2GZLWXpJXr22GMitBLXmhhHE803yY1kvCybVPNt2O +ETRSXyUszPfgY9GGHgWOaweMVzfKJ94b5ENhm+FuJQ72n/DrNHUf1GP18h51 +GmwoxWeYqUdUYLa0j+sfbkJQzuX7FxykcC1K58iBGDZGR01XFbq3QmbUeB/H +iRw4nFXKDJN9jZzUc8bs7Gai/ifpOtK8JvEw6fkindv4VZu+zrViw75tw/WO +1beglOXl4NjHw5sn44fXGbLwa5xJ51CTj/j2IOb0nLx23A2u2jPdhwPufBef +qjkvcDhrWBl7fDN2t6Qq86ZSuH0pWEtmdw0O6v48cctQhM+l6UuiptN47pfT +m+ZUggG9DaVSlgIop+ROskyg8ONnoaqjdD22r11GB/Uxj2eaD6leEk66Y/dH +T4zloP7yU2tVg+dY5LQ5JKuyCSopZocf3KPRNeZHgX0aH07fIpZEn+nAenp2 +tV4cG8ZPfvrYG1chLWtNnc8bIX69yo2K7aYxRGgwUFzaBN8lF+KX9nXAIr4r +VmUJB7qW77/SnS+xWNYwx8WnGTf8AztfDqOxZbLB3q7xiZiRKu9vcayeuCeS +9D9J15HmNYmHSc8XCSedn0cu9temkF2js/Om0h1Iz1RpTp5ahzA/mWlbMimE +/j4/alFcKfrc+xaH9wsQuXGuZ8dCGnEfVurHTW3EVlavMKxKDHvzJ+YezmyI +ipv6utwqAd28xNQoIcx2sg/pDM7xR15Xf/th/R4vBUUeyScFjOOZ5kPCie3B +juQl2bVQbvhi4nulFdGKj2MVfAf7cvKuu0ctjddhd2cl+jQhm2c5S7+8A3q9 +tUPrr7JgIkia7q1ahsBqqwzjte1I1Rib5X6URlbOz8fXit4icPqD4LS8FsQN +jVb7YsqGr9Y3yX7pSowL6U4/dFaIU1KHZrcbcKGwKdMhqvcRhpXuOxhTyQfP +7lG9vj0X31RXbM0JaobCmMQMNR2yf0LaQ0n7BUk3kvQAiedJzy+pL6v1cvkX +btJYmVTxRX1FEoJ8M8crajQQ+6LcIPSxyeXg8eO28OjjzyA5bsm9k9yEFG1h +i9YXCskrdphP1W7A/MiKAxe9xYzjmeZj3Ot6XMuFg1Rl6dDmuy/gvy6IN+r3 +QX0ie1zG+iWFxybhp+fOLEUH22e+XZMA/SWxUlG+FHhzXtwUf6/F+lZPm4qX +IuyWOddpL6IwIsdI4xbvPeC0MeBqnAADGS/nzZSnsLTx+OPtsjWIcJ0g+2Cm +CNTyhxVSllwMHNWIjy7ORlLJnQOhuXycu7xvnskwLmJGX4nomZGG1lVOnTqJ +jTDJfJXO2v4RPypaGzvlWzBsqP+VQCMJ0dci+RWkPZS0X5B0I0kPkHie6fOr +57JmrybvA8T3Tox73RcN5frwKoXN1ZDdXs3f50aj2Cj52mteI1w2vIt8M6cD +U56EvvAvoMFeKCe8+aAQ82MzhjWatjCOJ/oYM71iklPL4WZYX/jzYQt0NVyv +SVtIGNc7xFQzSjOVgmCK5fSFC+shX7J3TdZYMUz3JyiqlLMgOhbnGehXDtk/ +5BKrdIWIzpHNi1Yb3I9idVIbhRQi9JSmare14uC12Xmfa2hcDj5lP6PgDbRO +bw/XU2iBzOA4KX7GgstIg4akaeW43b03z2iaEEVTLw55Lf0Jxp6FcmzjFvT1 +Jmz7ZSwh+qsk34zkh5D2XNL+QtKlJL1BmiMkfiD1vbzQbk1iDwsp92e868q6 +iRMaZny7BB4+ZZyW83RmodB8eLxOQBkoVyWq2rudGE/CyUl2sTH/NYWTI/J/ +FAXXI+3zvVEKemJcrLqccGgoB2rtmt7rk16jf+YpU4NPzbheXPvnBFMKzw5b +sukQHmqU7ecreItgUBKgfiWIxkd/7w/aVm/RVHlFdtbNFrjr+JoX+XEQb7go +vdn0AY57+519odiIh4ajDu/NpeAw6b5luWM9Dv+Z/LZTRQyr3kKuSigLy6zi +L+zy+YQlNQa9R3rbUVUWu9G9bZAn1VfKseIHecBxTlGkoAMJ8qMkwVwKJpfX +bxZFf4BuUpztziIBjM9ra/ZbcaAjUC6xcXuJh4mS1aO3kX14kr9K8s1Ifghp +zyXtLyRdStIbpDlC4gcSTi6nS8m/tKGwZ7qjbmz6HdzNsHbK9Kkj46Ta8fMm +izpwbwcI85+2Qu1pZM6AnwQRSy3GNr3j4ObDsbGuAfngzhYau4c2ISLC+fed +TjT2dy2IP/y4EQOnePYbp3Yg4mOJ1+pxFL57dKtfmTuI9+WRd29JtcF8o1BR +ahuF8ZtTlkvPqMWTi3amZhEiGKZKdWdVc5DVtWmHqnMePmaXapz1aALryE/F +7fdZEPpuKbOgP4F1bMSv5WOEYM3dWtbwiAX9gmPn6xu5oBBjNF2vHQrJkmVD +tlD46CX+sluVQnvVm3kugzortWq6z6J9FBrt7/9hf6EWw8bMdO5IEeF0g7Zs +6Cga9IGKnTGBDTj5wMBhbyz5fuc/jX9IOBH2WmztMquBXsyDMgWhAN0F+0UV +LhKizv+bf/7a/MOUT4g4+Zt//od//tP2LxI/kPrOND688pLDizMNELROOL80 +rw1OVvfThkVKiD7q3/vXv+b+Rdp3SHOExA9M40k4+avuX/8u/jNT/4TUF5Le +IM0RpvFM8/nNNT9hNK8GrduN/GwVWxGwa410kZuEqPP/9p//d/+ZqR9L4nnS +80vSpSS9wTSeaT4knPy7+M//rPt3pvc7pHMj6QESz5P2F5IuZRrPNB+m9XrV +Rvo0r2pCwWlTtbCFQnzxT41ueSr5y96/M70vJvEw6fki6UaSHiDtuaT9hWk8 +03yY1vuvdv/+//3+IQn/pLpI85rEw6T9gqQbSX4Iac9lGs80H6b1Mj3PO+9q +FXlnKQSplWTCog6Fl81O3+WIiDr/n/X+Iel9NhJPkvBP0nWkeU3aQ0n7Bck3 +I/khTOOZ5sO0XqbnScLJ/9X7h0zflybhk/S9pHlK4kmS/ifpOpJfQdpDSf4q +yTdjGs80H6b1Mj1Ppv1ylosLUx/big83yk8rG4vhR539kiQi6yumn5N4jIRP +ku4izVPSnkjS/yRfi+RXkHx4kr/KNJ5pPkzrZXqeTPtF6jsJV/8FQGef1A== + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ @@ -19122,8 +19328,8 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.07968743240634073`"}], "-", - RowBox[{"0.17702649633258472`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -19134,8 +19340,8 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.3506829757791454`"}], "+", - RowBox[{"0.10726001244941838`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -19146,8 +19352,8 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.27130379014783124`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.12044715596755934`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -19158,9 +19364,9 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.45588071484204273`"}], "-", - RowBox[{"0.014752170920114424`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -19191,391 +19397,395 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 4} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, - 6} -> Complex[-0.45588071484204273`, \ --0.014752170920114424`], {1, 7} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 8} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 9} -> Complex[-0.07164664525064873, -0.2907134789193454], \ -{1, 10} -> Complex[0.02023138254715448, 0.11137525641609], {1, 11} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, - 12} -> Complex[-0.04633762187626639, \ --0.37156097014999256`], {1, 13} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, - 14} -> Complex[-0.04633762187626639, \ --0.37156097014999256`], {1, 15} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, - 16} -> Complex[0.02023138254715448, 0.11137525641609], {1, - 17} -> Complex[ - 0.199408104684111, -0.11720650121625686`], {1, 18} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, - 19} -> Complex[ - 0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], { - 1, 21} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, - 22} -> Complex[-0.3506829757791454, - 0.10726001244941838`], {1, 24} -> 1, {2, 3} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, - 4} -> Complex[ - 0.27244326195988916`, 0.011111878577649018`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 6} -> Complex[0.11519091687891489`, 0.4012928958026726], { - 2, 7} -> Complex[-0.24737746704016716`, - 0.5022802985841684], {2, 8} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 9} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, - 10} -> Complex[-0.09727281618814543, - 0.4251726947214757], {2, 11} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, - 12} -> Complex[-0.20476687273928368`, - 0.20940927658482447`], {2, 13} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, - 14} -> Complex[-0.20476687273928368`, - 0.20940927658482447`], {2, 15} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, - 16} -> Complex[-0.09727281618814543, - 0.4251726947214757], {2, 17} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, - 18} -> Complex[ - 0.16774613988004144`, -0.225655277072902], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, - 20} -> Complex[ - 0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, - 22} -> Complex[ - 0.27244326195988916`, 0.011111878577649018`], {2, 23} -> - 1, {3, 4} -> Complex[0.2677162255621613, 0.], {3, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, + Complex[-0.1766768302665536, 0.1352957631030186], {1, 4} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, + 8} -> Complex[ + 0.29687889692943875`, -0.2375326567068352], {1, 9} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], { + 1, 10} -> Complex[ + 0.34087862056969404`, -0.1100388283919505], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 12} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 14} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], { + 1, 16} -> Complex[ + 0.34087862056969404`, -0.1100388283919505], {1, 17} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, + 18} -> Complex[ + 0.29687889692943875`, -0.2375326567068352], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 20} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 21} -> Complex[-0.1766768302665536, 0.1352957631030186], {1, 22} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 24} -> 1, {2, 3} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 4} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[-0.16418162796222252`, \ +-0.13133580222113328`], {2, 8} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, + 9} -> Complex[-0.2917595352077467, -0.3784536838475334], { + 2, 10} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 12} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 14} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 15} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 16} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 17} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 18} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 19} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, + 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 21} -> Complex[-0.06947320790243908, \ +-0.12537107773431694`], {2, 22} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 23} -> + 1, {3, 4} -> Complex[0.8762699833354937, 0.], {3, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 6} -> Complex[ - 0.24014852879671952`, 0.15329539227786965`], {3, 7} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 8} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, - 9} -> Complex[ - 0.011359633728347016`, 0.08520800008182422], {3, 10} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], { - 3, 11} -> Complex[ - 0.09059534447844704, -0.10345647613127328`], {3, 12} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, + 0.030636763457055183`, 0.11355874224143539`], {3, 7} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 8} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, + 9} -> Complex[-0.2346066684020043, 0.5335785389713812], { + 3, 10} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, + 11} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {3, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 13} -> Complex[ - 0.09059534447844704, -0.10345647613127328`], {3, 14} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, - 15} -> Complex[ - 0.011359633728347016`, 0.08520800008182422], {3, 16} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], { - 3, 17} -> Complex[-0.2385656438458264, - 0.06903700176549488], {3, 18} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, - 19} -> Complex[ - 0.02087872306380592, -0.10446111125006569`], {3, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, - 21} -> Complex[-0.1157253008903192, - 0.07182611485724257], {3, 22} -> - Complex[0.2677162255621613, 0.], {3, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {3, - 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {4, - 5} -> Complex[-0.32198385415100245`, - 0.056214448752933965`], {4, 6} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, - 7} -> Complex[0.6164020052722983, -0.03301684548082712], { - 4, 8} -> Complex[-0.07115780937991523, - 0.011205895451017422`], {4, 9} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, - 10} -> Complex[-0.06237372995183321, \ --0.06727056435677253], {4, 11} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, + 0.25833102475550235`, 0.37839808713437206`], {3, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, + 15} -> Complex[-0.2346066684020043, 0.5335785389713812], { + 3, 16} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, + 17} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {3, 18} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, + 19} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {3, 20} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, + 21} -> Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.8762699833354937, 0.], {3, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {3, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {4, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {4, 7} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, + 8} -> Complex[-0.13167457410588743`, + 0.003054508743256395], {4, 9} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, + 10} -> Complex[-0.04368290380765367, + 0.027436459786564067`], {4, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, + 12} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {4, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, + 14} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {4, 15} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, + 16} -> Complex[-0.04368290380765367, + 0.027436459786564067`], {4, 17} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, + 18} -> Complex[-0.13167457410588743`, + 0.003054508743256395], {4, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, + 20} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {4, 21} -> + Complex[0.12373001666450631`, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {4, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{5, 6} -> Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, + 8} -> Complex[-0.007671097858546656, \ +-0.0057340892009139326`], {5, 9} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, + 10} -> Complex[ + 0.02081012384838236, 0.14234469229568147`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 12} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {4, 13} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, + 0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 14} -> Complex[ - 0.5691291778553188, -0.009546455336403484], {4, 15} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, - 16} -> Complex[-0.06237372995183321, \ --0.06727056435677253], {4, 17} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, - 18} -> Complex[-0.07115780937991523, - 0.011205895451017422`], {4, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, - 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, - 21} -> Complex[0.7322837744378387, 0.], {4, 22} -> - Complex[-0.1157253008903192, -0.07182611485724257], {4, - 23} -> Complex[-0.29340373279675197`, \ --0.27809938962030384`], {4, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {5, - 6} -> Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, - 8} -> Complex[-0.03764992141799037, \ --0.13605099778794436`], {5, 9} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, + 0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, + 16} -> Complex[ + 0.02081012384838236, 0.14234469229568147`], {5, 17} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, + 18} -> Complex[-0.007671097858546656, \ +-0.0057340892009139326`], {5, 19} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 22} -> Complex[ + 0.030636763457055183`, -0.11355874224143539`], {5, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 6, 7} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, + 8} -> Complex[ + 0.2578656808252187, -0.10876030801336257`], {6, 9} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 10} -> Complex[ - 0.22168267144312054`, 0.03299920735716682], {5, 11} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, - 12} -> Complex[-0.04214475287108173, - 0.2125642839376449], {5, 13} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, - 14} -> Complex[-0.04214475287108173, - 0.2125642839376449], {5, 15} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, + 0.13476314496413244`, 0.0767423516894553], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 12} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 14} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 15} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 16} -> Complex[ - 0.22168267144312054`, 0.03299920735716682], {5, 17} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, - 18} -> Complex[-0.03764992141799037, \ --0.13605099778794436`], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, - 20} -> Complex[0.460087813322552, 0.], {5, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {5, - 22} -> Complex[ - 0.24014852879671952`, -0.15329539227786965`], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {6, 7} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 8} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, - 9} -> Complex[0.0806509155236052, 0.06238441832735686], { - 6, 10} -> Complex[-0.2934854494126851, - 0.04085502210736608], {6, 11} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], { - 6, 12} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 13} -> Complex[-0.029186234486845222`, \ --0.022372160811117286`], {6, 14} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, - 15} -> Complex[0.0806509155236052, 0.06238441832735686], { - 6, 16} -> Complex[-0.2934854494126851, - 0.04085502210736608], {6, 17} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, - 18} -> Complex[ - 0.12702736104247997`, 0.01646149694625006], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, - 21} -> Complex[-0.32198385415100245`, \ --0.056214448752933965`], {6, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {6, + 0.13476314496413244`, 0.0767423516894553], {6, 17} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, + 18} -> Complex[ + 0.2578656808252187, -0.10876030801336257`], {6, 19} -> + Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {6, 22} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {6, 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, - 8} -> Complex[0.09630860197729411, 0.], {7, 9} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, - 10} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {7, 11} -> - Complex[-0.010533198723196371`, -0.006296053518233197], { - 7, 12} -> Complex[-0.06875971685231415, - 0.006550328119388341], {7, 13} -> - Complex[-0.010533198723196371`, -0.006296053518233197], { - 7, 14} -> Complex[-0.06875971685231415, - 0.006550328119388341], {7, 15} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, - 16} -> Complex[-0.11463533571593523`, - 0.055210078698593804`], {7, 17} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {7, - 18} -> Complex[0.09630860197729411, 0.], {7, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {7, - 20} -> Complex[-0.03764992141799037, - 0.13605099778794436`], {7, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {7, + 0.029019428968993538`, 0.21528502386671927`], {6, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.5226137655938699, 0.], {7, 9} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, + 10} -> Complex[ + 0.17479296155780188`, 0.14732776197358494`], {7, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, + 12} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {7, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, + 14} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {7, 15} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, + 16} -> Complex[ + 0.17479296155780188`, 0.14732776197358494`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {7, 18} -> + Complex[0.5226137655938699, 0.], {7, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {7, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {7, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {7, 22} -> Complex[ - 0.07416506719537758, 0.08051189278847616], {7, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {7, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {8, - 9} -> Complex[ - 0.14880448551485936`, -0.18343023977218464`], {8, 10} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 11} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, - 12} -> Complex[0.4351121808870284, -0.1282880779202612], { - 8, 13} -> Complex[-0.2300764357164763, - 0.11137567802408056`], {8, 14} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 15} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, - 16} -> Complex[0.1868664022204954, 0.06385028540854319], { - 8, 17} -> Complex[0.7694387170582185, 0.], {8, 18} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], { - 8, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {8, - 20} -> Complex[-0.02707098756043888, \ --0.08415309369657159], {8, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {8, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {8, - 23} -> Complex[-0.24737746704016716`, \ --0.5022802985841684], {8, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {9, 10} -> - Complex[0.41416215192864014`, 0.], {9, 11} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {9, - 12} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {9, 13} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {9, - 14} -> Complex[-0.1634450723422762, \ --0.0011076658174966336`], {9, 15} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {9, - 16} -> Complex[0.41416215192864014`, 0.], {9, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {9, - 18} -> Complex[-0.11463533571593523`, \ --0.055210078698593804`], {9, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {9, + 0.037739555243020126`, -0.012308050579545225`], {7, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {7, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {8, 9} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, + 10} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {8, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, + 12} -> Complex[-0.04249050665712762, -0.090268967382963], \ +{8, 13} -> Complex[0.09710709374348331, 0.20541302638200343`], {8, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, + 15} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {8, 16} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, + 17} -> Complex[0.47738623440613004`, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {8, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {8, 20} -> Complex[ - 0.22168267144312054`, -0.03299920735716682], {9, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {9, - 22} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {9, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {9, - 24} -> Complex[0.02023138254715448, -0.11137525641609], { - 10, 11} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, - 12} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {10, 13} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, - 14} -> Complex[ - 0.3689066714841379, -0.01963818646965646], {10, 15} -> - Complex[0.4159087185308232, 0.], {10, 16} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {10, + 0.22516518597054483`, 0.1013577129442031], {8, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {8, + 22} -> Complex[ + 0.2616855917631509, -0.009667937264448562], {8, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {8, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {9, 10} -> + Complex[0.3800250972969439, 0.], {9, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, + 12} -> Complex[0.1899783589314758, -0.1365082746823964], { + 9, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, + 14} -> Complex[0.1899783589314758, -0.1365082746823964], { + 9, 15} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {9, 16} -> Complex[0.3800250972969439, 0.], {9, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {9, + 18} -> Complex[ + 0.17479296155780188`, -0.14732776197358494`], {9, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {9, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {9, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {9, + 22} -> Complex[-0.15157725194981503`, + 0.17844414940708186`], {9, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {9, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {10, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, + 12} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {10, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, + 14} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {10, 15} -> Complex[0.619974902703056, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {10, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 10, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {10, + 19} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {10, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {10, + 21} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {10, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {10, + 23} -> Complex[-0.2917595352077467, 0.3784536838475334], { + 10, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 11, 12} -> Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {11, 14} -> + Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], { + 11, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, + 18} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {11, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, + 20} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {11, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, + 22} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, + 24} -> Complex[ + 0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[ + 0.13800495411149877`, 0.3680867713233184], {12, 16} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {12, 17} -> Complex[ - 0.14880448551485936`, 0.18343023977218464`], {10, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {10, - 19} -> Complex[ - 0.0806509155236052, -0.06238441832735686], {10, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {10, + 0.09710709374348331, -0.20541302638200343`], {12, 18} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {12, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {12, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {12, 21} -> Complex[ - 0.3146513247958228, -0.026797378998685423`], {10, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {10, - 23} -> Complex[ - 0.17837001887568327`, 0.09187489939370964], {10, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {11, - 12} -> Complex[0.5794387931418044, 0.], {11, 13} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {11, - 14} -> Complex[0.5794387931418044, 0.], {11, 15} -> - Complex[0.3689066714841379, 0.01963818646965646], {11, - 16} -> Complex[-0.1634450723422762, - 0.0011076658174966336`], {11, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {11, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {11, - 19} -> Complex[-0.18425433538775948`, - 0.03665899040288985], {11, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {11, - 21} -> Complex[ - 0.5691291778553188, 0.009546455336403484], {11, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 11, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], { - 11, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {12, - 13} -> Complex[0.3744935743083003, 0.], {12, 14} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {12, - 15} -> Complex[-0.364332505630415, - 0.055629112414147225`], {12, 16} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {12, - 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {12, - 18} -> Complex[-0.010533198723196371`, - 0.006296053518233197], {12, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], { - 12, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {12, - 21} -> Complex[-0.33684082460892883`, - 0.09005315780013691], {12, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {12, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {12, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {13, - 14} -> Complex[0.5794387931418044, 0.], {13, 15} -> - Complex[0.3689066714841379, 0.01963818646965646], {13, - 16} -> Complex[-0.1634450723422762, - 0.0011076658174966336`], {13, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {13, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {13, - 19} -> Complex[-0.18425433538775948`, - 0.03665899040288985], {13, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {13, - 21} -> Complex[ - 0.5691291778553188, 0.009546455336403484], {13, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], { - 13, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], { - 13, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {14, - 15} -> Complex[-0.364332505630415, - 0.055629112414147225`], {14, 16} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {14, - 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {14, - 18} -> Complex[-0.010533198723196371`, - 0.006296053518233197], {14, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], { - 14, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {14, - 21} -> Complex[-0.33684082460892883`, - 0.09005315780013691], {14, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {14, - 23} -> Complex[-0.008851768247553363, \ --0.029068202106085572`], {14, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {15, - 16} -> Complex[0.41416215192864014`, 0.], {15, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {15, - 18} -> Complex[-0.11463533571593523`, \ --0.055210078698593804`], {15, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {15, + 0.01476498538421066, -0.0004105289599095289], {12, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], { + 13, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, + 18} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {13, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 20} -> Complex[ - 0.22168267144312054`, -0.03299920735716682], {15, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {15, - 22} -> Complex[-0.030346695869449408`, \ --0.030149558835644692`], {15, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {15, - 24} -> Complex[0.02023138254715448, -0.11137525641609], { - 16, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {16, + 0.017368709836144688`, -0.1497980533645717], {13, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, + 22} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, + 24} -> Complex[ + 0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, + 16} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {14, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, + 18} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {14, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, + 20} -> Complex[ + 0.13688251203715338`, -0.1036078618111689], {14, 21} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, + 22} -> Complex[ + 0.25833102475550235`, -0.37839808713437206`], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {15, 16} -> + Complex[0.3800250972969439, 0.], {15, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {15, 18} -> Complex[ - 0.06911881436797135, -0.04269376157510484], {16, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {16, - 20} -> Complex[-0.08181885113853848, - 0.0223150746441549], {16, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {16, - 22} -> Complex[ - 0.011359633728347016`, -0.08520800008182422], {16, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {16, - 24} -> Complex[-0.07164664525064873, - 0.2907134789193454], {17, 18} -> - Complex[0.09630860197729411, 0.], {17, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {17, - 20} -> Complex[-0.03764992141799037, - 0.13605099778794436`], {17, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], { + 0.17479296155780188`, -0.14732776197358494`], {15, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {15, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {15, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 15, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {15, + 23} -> Complex[ + 0.01747597846754094, 0.10203270358947614`], {15, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {16, + 17} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {16, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {16, + 19} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {16, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {16, + 21} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {16, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {16, + 23} -> Complex[-0.2917595352077467, 0.3784536838475334], { + 16, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 17, 18} -> Complex[0.5226137655938699, 0.], {17, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {17, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {17, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { 17, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {17, - 23} -> Complex[0.16774613988004144`, 0.225655277072902], { + Complex[0.037739555243020126`, -0.012308050579545225`], { + 17, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { 17, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {18, - 19} -> Complex[-0.4024303768625533, \ --0.06319936655428628], {18, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {18, - 21} -> Complex[0.6164020052722983, 0.03301684548082712], { - 18, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {18, - 23} -> Complex[-0.24737746704016716`, \ --0.5022802985841684], {18, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {19, - 20} -> Complex[0.460087813322552, 0.], {19, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {19, - 22} -> Complex[ - 0.24014852879671952`, -0.15329539227786965`], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, - 24} -> Complex[-0.45588071484204273`, - 0.014752170920114424`], {20, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], { - 20, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, - 23} -> Complex[ - 0.34202714802636813`, 0.5203828231210746], {20, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {21, - 22} -> Complex[0.2677162255621613, 0.], {21, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], { - 21, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {22, - 23} -> Complex[-0.29340373279675197`, \ --0.27809938962030384`], {22, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`]}, + Complex[0.29687889692943875`, 0.2375326567068352], {18, + 19} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {18, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {18, + 21} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {18, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {18, + 23} -> Complex[-0.16418162796222252`, + 0.13133580222113328`], {18, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {19, + 20} -> Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 19, 22} -> Complex[ + 0.030636763457055183`, -0.11355874224143539`], {19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 20, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {20, + 22} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.8762699833354937, 0.], {21, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {21, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {22, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {22, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -19598,26 +19808,26 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 4, 1], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[3, 4, 1], - $CellContext`c[3, 4, 0], - $CellContext`c[4, 4, 0], - $CellContext`c[4, 4, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], $CellContext`c[5, 4, 0], $CellContext`c[5, 4, 1], - $CellContext`c[4, 4, 0], - $CellContext`c[4, 4, 1], - $CellContext`c[3, 4, 1], - $CellContext`c[3, 4, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 4, 0], - $CellContext`c[2, 4, 1], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ @@ -19625,408 +19835,408 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.003199544626197204, 0.3297439955129934], - Complex[0.008217904758440434, 0.2734619518889669], - Complex[0.07170349660756319, -0.3308341974343667], - Complex[0.13386863995237325`, 0.44170964021631365`]}, { - Complex[0.04874074692585862, 0.3153732739924285], - Complex[-0.21611436984490454`, 0.3438604847821194], - Complex[0.0862468436614582, -0.17252686331664302`], - Complex[0.06715074411686846, -0.056561617785587735`]}, { - Complex[0.34202714802636813`, 0.5203828231210746], - Complex[0.12912013356447993`, -0.07024852585640175], - Complex[0.27130379014783124`, 0.12044715596755934`], - Complex[-0.1444693327513152, 0.1467644976803585]}, { - Complex[0.27244326195988916`, -0.011111878577649018`], - Complex[0.20639670524699508`, -0.05702565950216449], - Complex[-0.3506829757791454, -0.10726001244941838`], - Complex[-0.10918759881937293`, -0.03332721774937018]}}, {{ - Complex[-0.2639404645591563, -0.15277525412936915`], - Complex[0.09231139986610498, -0.29669867325033045`], - Complex[0.047321128072178816`, 0.30144304375130837`], - Complex[-0.09981725234070961, -0.44290155180873547`]}, { - Complex[0.532884334790854, 0.1249664381621398], - Complex[-0.2682429619612622, -0.09964905181181516], - Complex[0.3033096752957091, -0.37136962140617824`], - Complex[0.26541210666733067`, -0.08052218231531742]}, { - Complex[0.11519091687891489`, 0.4012928958026726], - Complex[0.07818915612239147, 0.03710824828217322], - Complex[-0.45588071484204273`, -0.014752170920114424`], - Complex[-0.20186401734617482`, 0.1717509165415551]}, { - Complex[-0.29340373279675197`, 0.27809938962030384`], - Complex[0.19425201349723273`, -0.2552467755869767], - Complex[-0.07968743240634073, -0.17702649633258472`], - Complex[0.6507057866447266, -0.06976750143203901]}}}, {{{ - Complex[0.18115468807599375`, 0.060622711803628083`], - Complex[-0.012858043978625694`, -0.11198593324513041`], - Complex[0.35646384780453366`, -0.30598615622990827`], - Complex[0.05881053884122235, -0.4708491885036206]}, { - Complex[-0.6156736556443742, -0.25244933168662087`], - Complex[0.02831667617560113, 0.004908733377296248], - Complex[0.041924100884302054`, -0.007741947552095695], - Complex[-0.24259497601022262`, 0.30507006751772947`]}, { - Complex[-0.14870364336919026`, 0.48105438580018695`], - Complex[-0.3735446580512588, 0.25907217168777213`], - Complex[0.651283531251321, -0.09965607210472253], - Complex[-0.4408926680755911, 0.42598473856256935`]}, { - Complex[-0.24737746704016716`, -0.5022802985841684], - Complex[-0.10182925461337411`, 0.33593869799459225`], - Complex[0.199408104684111, 0.11720650121625686`], - Complex[0.521423241284259, -0.08573475908488075]}}, {{ - Complex[0.012505187475293007`, -0.04084924755114033], - Complex[0.102886363908164, 0.034083698928516516`], - Complex[0.25687956818112573`, 0.2981536977402794], - Complex[0.31406622925080735`, 0.47357269884470254`]}, { - Complex[-0.06893107615738917, -0.28466832693232685`], - Complex[0.38894153817288984`, -0.153519140379273], - Complex[-0.14379476667724106`, 0.33397248217937314`], - Complex[0.14665392506657265`, -0.14999120568614824`]}, { - Complex[-0.021734524937425594`, 0.0432251806978573], - Complex[0.1677371581091596, -0.035695548848700756`], - Complex[-0.40926834539005985`, 0.06603476607998171], - Complex[0.34157031520823644`, -0.05129523067950293]}, { - Complex[0.16774613988004144`, -0.225655277072902], - Complex[-0.00803305453676556, -0.021995118021503904`], - Complex[-0.09714752480970831, 0.05391368675976281], - Complex[0.061760768552954814`, 0.02329153388866037]}}}, {{{ - Complex[-0.20991643627763132`, 0.5577406910885601], - Complex[0.15713526050053836`, 0.33675900101843914`], - Complex[0.2474968927433882, -0.6156328962641477], - Complex[0.13739556974446743`, 0.11634408366132243`]}, { - Complex[0.2019772532410719, 0.09629092546340579], - Complex[0.01311591492983473, 0.002040281413460812], - Complex[-0.5042949310315591, -0.15935356972232817`], - Complex[-0.41604331285364227`, 0.5567148632504132]}, { - Complex[0.5905887660385458, 0.5917130426563681], - Complex[-0.27440553128528117`, 0.051882364309273066`], - Complex[0.46410334078474175`, 0.08745871234884267], - Complex[-0.28840330432645045`, 0.5370247278461384]}, { - Complex[-0.09727281618814543, -0.4251726947214757], - Complex[-0.19615557804295436`, 0.20297435812067985`], - Complex[0.02023138254715448, -0.11137525641609], - Complex[-0.2857933765171885, -0.22307200480621522`]}}, {{ - Complex[-0.3996461708933473, -0.19593820197306547`], - Complex[0.14831222441440423`, -0.41999984340668955`], - Complex[0.23842571640445276`, 0.5479718511577991], - Complex[0.2724834130908451, -0.0633687691939085]}, { - Complex[-0.00034559501604113085`, 0.3970827700107563], - Complex[0.09038215372333014, -0.18111487149699826`], - Complex[-0.1333651935328348, -0.24635072986108097`], - Complex[0.20670041081890747`, -0.6482196773821932]}, { - Complex[0.06792647132477296, 0.7466172337313368], - Complex[0.09937554402378643, 0.13586319279499448`], - Complex[-0.6792360657321856, -0.10361224557407907`], - Complex[0.20761637735224092`, 0.2208382347357326]}, { - Complex[0.17837001887568327`, -0.09187489939370964], - Complex[0.10976256865639583`, 0.09095852663966021], - Complex[-0.07164664525064873, -0.2907134789193454], - Complex[0.5113101533790915, -0.06515321298591878]}}}, {{{ - Complex[0.473710736282878, -0.3980600635547612], - Complex[-0.14890782345678455`, -0.070247228365721], - Complex[0.34242598997866214`, -0.23549518439930822`], - Complex[0.22618037920324308`, -0.32711693319777513`]}, { - Complex[-0.6193021828457277, -0.1449239471239273], - Complex[-0.09664379070945783, 0.22024363660069912`], - Complex[0.512880413233891, -0.12047179078042838`], - Complex[0.17279975645832446`, -0.41173636587819873`]}, { - Complex[-0.3675030298091308, 0.5411770449662627], - Complex[-0.40676478475472666`, 0.3423019814159452], - Complex[0.9610124539496843, -0.029566858001993768`], - Complex[-0.31130797942703703`, 0.6609210875861877]}, { - Complex[-0.20476687273928368`, -0.20940927658482447`], - Complex[0.11592814105183623`, -0.058194090642899765`], - Complex[-0.04633762187626639, 0.37156097014999256`], - Complex[0.5567693974142289, 0.16320017812537857`]}}, {{ - Complex[0.6382416591514937, 0.23070222330096132`], - Complex[0.05489800037650852, 0.19376459978980481`], - Complex[0.04574731578706234, 0.26480847210604913`], - Complex[0.4021005644104277, 0.37925488723831086`]}, { - Complex[-0.09083180722648443, -0.7809678331192994], - Complex[0.17815075429152644`, -0.021488793194890138`], - Complex[0.18335769636928329`, 0.39761091167663987`], - Complex[0.09722721095603323, 0.41634582574917733`]}, { - Complex[-0.20301381732249188`, 0.03648941256057566], - Complex[0.602753813755454, 0.015167659402733062`], - Complex[-0.8568775360913131, 0.38861190960822894`], - Complex[0.26632398173994687`, 0.32900379591054485`]}, { - Complex[-0.008851768247553363, 0.029068202106085572`], - Complex[-0.06470692394692006, -0.15742176284434192`], - Complex[-0.07795077274116374, 0.2904671042221048], - Complex[-0.501255061489724, 0.05382902966459985]}}}}, + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, SymmetrizedArray[ StructuredArray`StructuredData[{24, 24}, {{{1, 3} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 4} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 5} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 6} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 7} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 8} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 9} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 10} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 11} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 12} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 13} -> - Complex[-0.07795077274116374, 0.2904671042221048], {1, 14} -> - Complex[-0.04633762187626639, -0.37156097014999256`], {1, 15} -> - Complex[-0.07164664525064873, -0.2907134789193454], {1, 16} -> - Complex[0.02023138254715448, 0.11137525641609], {1, 17} -> - Complex[0.199408104684111, -0.11720650121625686`], {1, 18} -> - Complex[-0.09714752480970831, 0.05391368675976281], {1, 19} -> - Complex[0.27130379014783124`, -0.12044715596755934`], {1, 20} -> - Complex[-0.45588071484204273`, -0.014752170920114424`], {1, 21} -> - Complex[-0.07968743240634073, -0.17702649633258472`], {1, 22} -> - Complex[-0.3506829757791454, 0.10726001244941838`], {1, 24} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 4} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 8} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 9} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 10} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 16} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 17} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 18} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 20} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 21} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 22} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 24} -> 1, {2, 3} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 4} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 5} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 6} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 7} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 8} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 9} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 10} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 11} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 12} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 13} -> - Complex[-0.008851768247553363, 0.029068202106085572`], {2, 14} -> - Complex[-0.20476687273928368`, 0.20940927658482447`], {2, 15} -> - Complex[0.17837001887568327`, -0.09187489939370964], {2, 16} -> - Complex[-0.09727281618814543, 0.4251726947214757], {2, 17} -> - Complex[-0.24737746704016716`, 0.5022802985841684], {2, 18} -> - Complex[0.16774613988004144`, -0.225655277072902], {2, 19} -> - Complex[0.34202714802636813`, -0.5203828231210746], {2, 20} -> - Complex[0.11519091687891489`, 0.4012928958026726], {2, 21} -> - Complex[-0.29340373279675197`, 0.27809938962030384`], {2, 22} -> - Complex[0.27244326195988916`, 0.011111878577649018`], {2, 23} -> - 1, {3, 4} -> Complex[0.2677162255621613, 0.], {3, 5} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, 6} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, 7} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 8} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, 9} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, 10} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {3, 11} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, 12} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, 13} -> - Complex[0.09059534447844704, -0.10345647613127328`], {3, 14} -> - Complex[-0.11604982216622163`, 0.19926182212673743`], {3, 15} -> - Complex[0.011359633728347016`, 0.08520800008182422], {3, 16} -> - Complex[-0.030346695869449408`, 0.030149558835644692`], {3, 17} -> - Complex[-0.2385656438458264, 0.06903700176549488], {3, 18} -> - Complex[0.07416506719537758, -0.08051189278847616], {3, 19} -> - Complex[0.02087872306380592, -0.10446111125006569`], {3, 20} -> - Complex[0.24014852879671952`, 0.15329539227786965`], {3, 21} -> - Complex[-0.1157253008903192, 0.07182611485724257], {3, 22} -> - Complex[0.2677162255621613, 0.], {3, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {3, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {4, 5} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, 6} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, 7} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, 8} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, 9} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, 10} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, 11} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, 12} -> - Complex[0.5691291778553188, -0.009546455336403484], {4, 13} -> - Complex[-0.33684082460892883`, -0.09005315780013691], {4, 14} -> - Complex[0.5691291778553188, -0.009546455336403484], {4, 15} -> - Complex[0.3146513247958228, 0.026797378998685423`], {4, 16} -> - Complex[-0.06237372995183321, -0.06727056435677253], {4, 17} -> - Complex[0.6164020052722983, -0.03301684548082712], {4, 18} -> - Complex[-0.07115780937991523, 0.011205895451017422`], {4, 19} -> - Complex[-0.32198385415100245`, 0.056214448752933965`], {4, 20} -> - Complex[-0.020878723063805726`, -0.1044611112500656], {4, 21} -> - Complex[0.7322837744378387, 0.], {4, 22} -> - Complex[-0.1157253008903192, -0.07182611485724257], {4, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {4, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`], {5, 6} -> - Complex[0.460087813322552, 0.], {5, 7} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 8} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 9} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 10} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 11} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 12} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 13} -> - Complex[0.14142597329959572`, -0.061350391806736695`], {5, 14} -> - Complex[-0.04214475287108173, 0.2125642839376449], {5, 15} -> - Complex[-0.08181885113853848, -0.0223150746441549], {5, 16} -> - Complex[0.22168267144312054`, 0.03299920735716682], {5, 17} -> - Complex[-0.02707098756043888, 0.08415309369657159], {5, 18} -> - Complex[-0.03764992141799037, -0.13605099778794436`], {5, 19} -> - Complex[-0.27467400107696954`, -0.08314412135251599], {5, 20} -> - Complex[0.460087813322552, 0.], {5, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {5, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {5, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {5, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {6, 7} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 8} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 9} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 10} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 11} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 12} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 13} -> - Complex[-0.029186234486845222`, -0.022372160811117286`], {6, 14} -> - Complex[-0.18425433538775948`, -0.03665899040288985], {6, 15} -> - Complex[0.0806509155236052, 0.06238441832735686], {6, 16} -> - Complex[-0.2934854494126851, 0.04085502210736608], {6, 17} -> - Complex[-0.4024303768625533, 0.06319936655428628], {6, 18} -> - Complex[0.12702736104247997`, 0.01646149694625006], {6, 19} -> - Complex[0.5399121866774477, 0.], {6, 20} -> - Complex[-0.27467400107696954`, 0.08314412135251599], {6, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {6, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {6, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {6, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {7, 8} -> - Complex[0.09630860197729411, 0.], {7, 9} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, 10} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, 11} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {7, 12} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, 13} -> - Complex[-0.010533198723196371`, -0.006296053518233197], {7, 14} -> - Complex[-0.06875971685231415, 0.006550328119388341], {7, 15} -> - Complex[0.06911881436797135, 0.04269376157510484], {7, 16} -> - Complex[-0.11463533571593523`, 0.055210078698593804`], {7, 17} -> - Complex[-0.13812244808851923`, 0.022678210677030422`], {7, 18} -> - Complex[0.09630860197729411, 0.], {7, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {7, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {7, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {7, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {7, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {7, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {8, 9} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, 10} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 11} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, 12} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 13} -> - Complex[-0.2300764357164763, 0.11137567802408056`], {8, 14} -> - Complex[0.4351121808870284, -0.1282880779202612], {8, 15} -> - Complex[0.14880448551485936`, -0.18343023977218464`], {8, 16} -> - Complex[0.1868664022204954, 0.06385028540854319], {8, 17} -> - Complex[0.7694387170582185, 0.], {8, 18} -> - Complex[-0.13812244808851923`, -0.022678210677030422`], {8, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {8, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {8, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {8, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {8, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {8, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {9, 10} -> - Complex[0.41416215192864014`, 0.], {9, 11} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {9, 12} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {9, 13} -> - Complex[0.24390216997712094`, 0.12967162455970677`], {9, 14} -> - Complex[-0.1634450723422762, -0.0011076658174966336`], {9, 15} -> - Complex[-0.29089675324323006`, -0.1558046632134409], {9, 16} -> - Complex[0.41416215192864014`, 0.], {9, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {9, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {9, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {9, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {9, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {9, 22} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {9, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {9, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {10, 11} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, 12} -> - Complex[0.3689066714841379, -0.01963818646965646], {10, 13} -> - Complex[-0.364332505630415, -0.055629112414147225`], {10, 14} -> - Complex[0.3689066714841379, -0.01963818646965646], {10, 15} -> - Complex[0.4159087185308232, 0.], {10, 16} -> - Complex[-0.29089675324323006`, 0.1558046632134409], {10, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {10, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {10, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {10, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {10, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {10, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {10, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {10, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {11, 12} -> - Complex[0.5794387931418044, 0.], {11, 13} -> - Complex[-0.4009452410407828, -0.11284019268466222`], {11, 14} -> - Complex[0.5794387931418044, 0.], {11, 15} -> - Complex[0.3689066714841379, 0.01963818646965646], {11, 16} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {11, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {11, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {11, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {11, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {11, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {11, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {11, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {11, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {12, 13} -> - Complex[0.3744935743083003, 0.], {12, 14} -> - Complex[-0.4009452410407828, 0.11284019268466222`], {12, 15} -> - Complex[-0.364332505630415, 0.055629112414147225`], {12, 16} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {12, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {12, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {12, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {12, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {12, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {12, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {12, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {12, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {13, 14} -> - Complex[0.5794387931418044, 0.], {13, 15} -> - Complex[0.3689066714841379, 0.01963818646965646], {13, 16} -> - Complex[-0.1634450723422762, 0.0011076658174966336`], {13, 17} -> - Complex[0.4351121808870284, 0.1282880779202612], {13, 18} -> - Complex[-0.06875971685231415, -0.006550328119388341], {13, 19} -> - Complex[-0.18425433538775948`, 0.03665899040288985], {13, 20} -> - Complex[-0.04214475287108173, -0.2125642839376449], {13, 21} -> - Complex[0.5691291778553188, 0.009546455336403484], {13, 22} -> - Complex[-0.11604982216622163`, -0.19926182212673743`], {13, 23} -> - Complex[-0.20476687273928368`, -0.20940927658482447`], {13, 24} -> - Complex[-0.04633762187626639, 0.37156097014999256`], {14, 15} -> - Complex[-0.364332505630415, 0.055629112414147225`], {14, 16} -> - Complex[0.24390216997712094`, -0.12967162455970677`], {14, 17} -> - Complex[-0.2300764357164763, -0.11137567802408056`], {14, 18} -> - Complex[-0.010533198723196371`, 0.006296053518233197], {14, 19} -> - Complex[-0.029186234486845222`, 0.022372160811117286`], {14, 20} -> - Complex[0.14142597329959572`, 0.061350391806736695`], {14, 21} -> - Complex[-0.33684082460892883`, 0.09005315780013691], {14, 22} -> - Complex[0.09059534447844704, 0.10345647613127328`], {14, 23} -> - Complex[-0.008851768247553363, -0.029068202106085572`], {14, 24} -> - Complex[-0.07795077274116374, -0.2904671042221048], {15, 16} -> - Complex[0.41416215192864014`, 0.], {15, 17} -> - Complex[0.1868664022204954, -0.06385028540854319], {15, 18} -> - Complex[-0.11463533571593523`, -0.055210078698593804`], {15, 19} -> - Complex[-0.2934854494126851, -0.04085502210736608], {15, 20} -> - Complex[0.22168267144312054`, -0.03299920735716682], {15, 21} -> - Complex[-0.06237372995183321, 0.06727056435677253], {15, 22} -> - Complex[-0.030346695869449408`, -0.030149558835644692`], {15, 23} -> - Complex[-0.09727281618814543, -0.4251726947214757], {15, 24} -> - Complex[0.02023138254715448, -0.11137525641609], {16, 17} -> - Complex[0.14880448551485936`, 0.18343023977218464`], {16, 18} -> - Complex[0.06911881436797135, -0.04269376157510484], {16, 19} -> - Complex[0.0806509155236052, -0.06238441832735686], {16, 20} -> - Complex[-0.08181885113853848, 0.0223150746441549], {16, 21} -> - Complex[0.3146513247958228, -0.026797378998685423`], {16, 22} -> - Complex[0.011359633728347016`, -0.08520800008182422], {16, 23} -> - Complex[0.17837001887568327`, 0.09187489939370964], {16, 24} -> - Complex[-0.07164664525064873, 0.2907134789193454], {17, 18} -> - Complex[0.09630860197729411, 0.], {17, 19} -> - Complex[0.12702736104247997`, -0.01646149694625006], {17, 20} -> - Complex[-0.03764992141799037, 0.13605099778794436`], {17, 21} -> - Complex[-0.07115780937991523, -0.011205895451017422`], {17, 22} -> - Complex[0.07416506719537758, 0.08051189278847616], {17, 23} -> - Complex[0.16774613988004144`, 0.225655277072902], {17, 24} -> - Complex[-0.09714752480970831, -0.05391368675976281], {18, 19} -> - Complex[-0.4024303768625533, -0.06319936655428628], {18, 20} -> - Complex[-0.02707098756043888, -0.08415309369657159], {18, 21} -> - Complex[0.6164020052722983, 0.03301684548082712], {18, 22} -> - Complex[-0.2385656438458264, -0.06903700176549488], {18, 23} -> - Complex[-0.24737746704016716`, -0.5022802985841684], {18, 24} -> - Complex[0.199408104684111, 0.11720650121625686`], {19, 20} -> - Complex[0.460087813322552, 0.], {19, 21} -> - Complex[-0.020878723063805726`, 0.1044611112500656], {19, 22} -> - Complex[0.24014852879671952`, -0.15329539227786965`], {19, 23} -> - Complex[0.11519091687891489`, -0.4012928958026726], {19, 24} -> - Complex[-0.45588071484204273`, 0.014752170920114424`], {20, 21} -> - Complex[-0.32198385415100245`, -0.056214448752933965`], {20, 22} -> - Complex[0.02087872306380592, 0.10446111125006569`], {20, 23} -> - Complex[0.34202714802636813`, 0.5203828231210746], {20, 24} -> - Complex[0.27130379014783124`, 0.12044715596755934`], {21, 22} -> - Complex[0.2677162255621613, 0.], {21, 23} -> - Complex[0.27244326195988916`, -0.011111878577649018`], {21, 24} -> - Complex[-0.3506829757791454, -0.10726001244941838`], {22, 23} -> - Complex[-0.29340373279675197`, -0.27809938962030384`], {22, 24} -> - Complex[-0.07968743240634073, 0.17702649633258472`]}, + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 4} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 8} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 9} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 10} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 14} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 15} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 16} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 17} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 18} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 19} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 21} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 22} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 23} -> + 1, {3, 4} -> Complex[0.8762699833354937, 0.], {3, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, 7} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 8} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, 9} -> + Complex[-0.2346066684020043, 0.5335785389713812], {3, 10} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 15} -> + Complex[-0.2346066684020043, 0.5335785389713812], {3, 16} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, 17} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 18} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 20} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.8762699833354937, 0.], {3, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {3, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {4, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {4, 7} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, 8} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, 9} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, 10} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, 12} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {4, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, 14} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {4, 15} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, 16} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, 17} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, 18} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, 20} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {4, 21} -> + Complex[0.12373001666450631`, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {4, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 8} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 9} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 10} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 12} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 14} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 16} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 17} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 18} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 19} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 8} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 9} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 10} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 12} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 14} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 15} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 16} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 17} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 18} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 19} -> + Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 22} -> Complex[-0.5748910514001031, -0.14633045383134305`], {6, + 23} -> Complex[0.029019428968993538`, 0.21528502386671927`], {6, + 24} -> Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.5226137655938699, 0.], {7, 9} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, 10} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, 12} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, 14} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, 15} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, 16} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {7, + 18} -> Complex[0.5226137655938699, 0.], {7, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {7, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {7, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {7, 22} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {7, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {7, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {8, 9} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, 10} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, 12} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, 13} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, 15} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, 16} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, 17} -> + Complex[0.47738623440613004`, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {8, + 19} -> Complex[-0.17834040611966948`, 0.12609948481270494`], {8, + 20} -> Complex[0.22516518597054483`, 0.1013577129442031], {8, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {8, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {8, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {8, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {9, 10} -> + Complex[0.3800250972969439, 0.], {9, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, 12} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, 14} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 15} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {9, 16} -> + Complex[0.3800250972969439, 0.], {9, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {9, 18} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {9, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {9, 20} -> + Complex[0.02081012384838236, -0.14234469229568147`], {9, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {9, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {9, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {9, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {10, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 15} -> + Complex[0.619974902703056, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {10, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {10, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {10, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {10, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {10, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {10, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {10, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {10, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {11, 12} -> + Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, + 14} -> Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 16} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 18} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {11, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[0.13800495411149877`, 0.3680867713233184], {12, + 16} -> Complex[-0.15558917647409173`, 0.09979098803090053], {12, + 17} -> Complex[0.09710709374348331, -0.20541302638200343`], {12, + 18} -> Complex[-0.13183382282185513`, 0.15967490110950291`], {12, + 19} -> Complex[-0.3239368353423375, 0.27853835234466173`], {12, + 20} -> Complex[0.13688251203715338`, -0.1036078618111689], {12, + 21} -> Complex[0.01476498538421066, -0.0004105289599095289], {12, + 22} -> Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 23} -> Complex[-0.0868392972934217, 0.014513008624828502`], {12, + 24} -> Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, 16} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, 18} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {13, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, 16} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {14, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, 18} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {14, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, 21} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, 16} -> + Complex[0.3800250972969439, 0.], {15, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {15, 18} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {15, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {15, 20} -> + Complex[0.02081012384838236, -0.14234469229568147`], {15, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {15, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {15, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {15, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {16, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {16, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {16, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {16, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {16, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {16, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {16, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {16, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {17, 18} -> + Complex[0.5226137655938699, 0.], {17, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {17, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {17, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {17, 22} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {17, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {17, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {18, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {18, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {18, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {18, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {18, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {18, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {19, 20} -> + Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {19, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {20, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {20, 22} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.8762699833354937, 0.], {21, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {21, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {22, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {22, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -20036,90 +20246,42492 @@ T/JX6cbTzYduvXT7Sfe8SOdOwtX/AIomsy8= SelectWithContents->True, Selectable->False]}], "}"}]}], "}"}]], "Output", CellLabel->"Out[8]=", - CellID->1924523762,ExpressionUUID->"b894e2ec-d161-4b65-921a-8b7bd71878a6"] + CellID->86072826,ExpressionUUID->"12a3777b-8b6c-451a-9716-e2a6cb79c8cb"] }, Open ]], -Cell[TextData[{ - "For non-interacting models, Green's functions are sufficient for post \ -purposes. Give the option ", - Cell[BoxData[ - RowBox[{"\"\\"", "\[Rule]", "\"\\""}]], - "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "bdd769fd-d2ab-4bfc-a715-66db2d099827"], - " to directly generate trajectories if Green's functions." -}], "ExampleText", - CellID->25231531,ExpressionUUID->"3118bc29-b2cc-4c41-85a6-2d07dc08a5ad"], - Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"EchoTiming", "[", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"data", "=", - RowBox[{"WickRandomCircuit", "[", - RowBox[{ - "cc", ",", "wu", ",", "$p", ",", "$T", ",", "\[IndentingNewLine]", - RowBox[{"\"\\"", "->", - RowBox[{"{", - RowBox[{"8", ",", "5"}], "}"}]}], ",", "\[IndentingNewLine]", - RowBox[{"\"\\"", "->", "\"\\""}]}], - "\[IndentingNewLine]", "]"}]}], ";"}], "\[IndentingNewLine]", - "]"}]], "Input", + RowBox[{"Show", "[", + RowBox[{"data", "[", + RowBox[{"[", + RowBox[{"1", ",", "1"}], "]"}], "]"}], "]"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[9]:=", - CellID->554066767,ExpressionUUID->"c7c309f7-43bf-4d1e-9c4c-29dc4ecb7682"], + CellID->324853311,ExpressionUUID->"aff755d9-b4b2-4c58-b119-401f36052c08"], -Cell[BoxData["45.010003`"], "EchoTiming", - CellID->1605629935,ExpressionUUID->"40fdffbc-aee7-4f52-a48c-6288b372d2bf"] +Cell[BoxData[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{}]}, + LineBox[{{{0, -1}, {11, -1}}, {{0, -2}, {11, -2}}, {{0, -3}, {11, -3}}, {{ + 0, -4}, {11, -4}}}], { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{0.6, -4.4}, {1.4, -0.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {1., -2.5}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{2.6, -4.4}, {3.4, -0.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {3., -2.5}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, + CircleBox[{4, -1.2}, 0.4, + NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, + 2.6179938779914944`}]], LineBox[{{4, -1.2}, {4.24, -0.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{4.6, -4.4}, {5.4, -0.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {5., -2.5}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{5.6, -2.4}, {6.4, -1.6}]}, + CircleBox[{6, -2.2}, 0.4, + NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, + 2.6179938779914944`}]], LineBox[{{6, -2.2}, {6.24, -1.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{6.6, -4.4}, {7.4, -0.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {7., -2.5}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, {{ + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{7.6, -1.4}, {8.4, -0.6}]}, + CircleBox[{8, -1.2}, 0.4, + NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, + 2.6179938779914944`}]], LineBox[{{8, -1.2}, {8.24, -0.76}}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{7.6, -3.4}, {8.4, -2.6}]}, + CircleBox[{8, -3.2}, 0.4, + NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, + 2.6179938779914944`}]], LineBox[{{8, -3.2}, {8.24, -2.76}}]}}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{8.6, -4.4}, {9.4, -0.6}]}, InsetBox[ + StyleBox["\<\"U\"\>", + StripOnInput->False, + FontSize->Scaled[0.03636363636363637], + FontWeight->"Light", + FontSlant->Italic], {9., -2.5}, NCache[ + ImageScaled[{Rational[1, 2], Rational[1, 2]}], ImageScaled[{0.5, 0.5}]], + Automatic, {1, 0}]}, { + {GrayLevel[1], EdgeForm[Opacity[1]], + RectangleBox[{9.6, -4.4}, {10.4, -3.6}]}, + CircleBox[{10, -4.2}, 0.4, + NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, + 2.6179938779914944`}]], LineBox[{{10, -4.2}, {10.24, -3.76}}]}}, + AxesStyle->Large, + FrameStyle->Large, + ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, + ImageSize->442.8, + PlotRange->{{0, 11}, {-4.5, -0.5}}, + PlotRangePadding->Scaled[0.025]]], "Output", + CellLabel->"Out[9]=", + CellID->2090935451,ExpressionUUID->"55f97efc-6787-43d2-ba32-4e81475979db"] }, Open ]], Cell[TextData[{ - "Note that there are ", + "The output is memory efficient. Convert it to the list of pairs ", Cell[BoxData[ - RowBox[{ - RowBox[{"8", "\[Times]", "5"}], "=", "40"}]], "InlineFormula", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["wc", "TI"], + StyleBox["k", "TI"]], ",", + SubscriptBox[ + StyleBox["out", "TI"], + StyleBox["k", "TI"]]}], "}"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "c750b55f-64c8-4c53-92fe-6db736d98297"], - " trajectories in ", - StyleBox["data", "Input"], + "b0418dd9-e02d-4080-9887-1ac0c3a1315f"], + " of Wick circuit ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["wc", "TI"], + StyleBox["k", "TI"]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "dcd16cd9-afbd-45e4-9bf8-da6aa773a354"], + " and the corresponding output state ", + Cell[BoxData[ + SubscriptBox[ + StyleBox["out", "TI"], + StyleBox["k", "TI"]]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f668a966-f0e8-4075-8612-e85e51027b9b"], "." }], "ExampleText", - CellID->645544329,ExpressionUUID->"03698fe6-a5e6-4ee7-b016-b26345cfdc31"], + CellID->999210408,ExpressionUUID->"ff869ea9-76ea-4b46-8c33-10bfc879f8a8"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"new", "=", + RowBox[{"Catenate", "[", + RowBox[{"Thread", "/@", "data"}], "]"}]}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[10]:=", + CellID->440324408,ExpressionUUID->"5de3c8f1-f954-4ca2-8e1a-7a43f38f1cd3"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Dimensions", "[", "data", "]"}]], "Input", + RowBox[{"Dimensions", "[", "new", "]"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", - CellID->756282262,ExpressionUUID->"24ff3d9c-ab6d-4c26-962d-7a1d91050496"], + CellLabel->"In[11]:=", + CellID->939855962,ExpressionUUID->"03f22f21-9911-458a-bca3-d652b11a040a"], Cell[BoxData[ RowBox[{"{", - RowBox[{"40", ",", "10", ",", "2", ",", "4", ",", "4"}], "}"}]], "Output", - CellLabel->"Out[10]=", - CellID->1780035325,ExpressionUUID->"484e7091-1bdc-4f9b-9ae5-203cc28cd93a"] + RowBox[{"40", ",", "2"}], "}"}]], "Output", + CellLabel->"Out[11]=", + CellID->180218597,ExpressionUUID->"7dbfcaa8-3cc0-45ec-97ff-90ea54e66964"] }, Open ]], -Cell["\<\ -Take a look at a few Green's functions in the first trajectory.\ -\>", "ExampleText", - CellID->1931213478,ExpressionUUID->"32cbd3f9-c963-4f49-b8ce-e98e5d5002ef"], - Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Map", "[", - RowBox[{"MatrixForm", ",", - RowBox[{"Chop", "@", - RowBox[{"data", "[", + RowBox[{"new", "[", + RowBox[{"[", + RowBox[{";;", + RowBox[{"UpTo", "[", "4", "]"}]}], "]"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[12]:=", + CellID->1914446308,ExpressionUUID->"97e88f00-4659-4f48-8655-ba96ae46d2e1"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickCircuit", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Some elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickCircuit[{ + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[2]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1], + $CellContext`c[3]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[4]}]}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> \ +Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{ + Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{ + Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2554635621264281`"}], "-", + + RowBox[{"0.11047661244174078`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09641151687286514`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10587920814398327`"}], "-", + + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.41316719904942195`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04510958570261943`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31745858462564497`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiRaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvvSmKojjOOuff57fWu9b5rXO+cz5rWcuy7mXf93Nf +z3Vf9/W+FB3dLPeKDRs2bOo/v//+s0LnlnmyfgUY9s+viY+K6q+ac7HMK88u +WomFG4tvP9L9XorW24p8i+R2cLytPAZX0Qh4bi0Za9SAWbvjJ18UivCtfPHI +lTYVSN7FoV0UWxD/dq3qQqtOyIR9tJo+SCF3qUcqa0c9bE6bqVr/LoKQpt1s +zlHI0zinXbv9LjRPtCv51tfixO24BjFeBXJsXa+aG7ZAziL960ObTjirGihe +LOPgw96x8ruDU+D4YUpqslcDXj6/xD25jgOntF7z65eS4e2/MYhbWQ8rzz6z +bVM44KUmK7byk5C3PyfjQEI9pg0Eq4SocvDC40LiqvOvsDZ9+aKw600InxQY +6q9MIynw6ylfXj1Ut7T+uvpCxDieaT5M62V6nkz7Reo709+TcDXacMZd1jc2 +Zm3W0p11vArvWJN7TkkIEbs4heKN46Df31o5RaEJlzZE7GqZ0Yl5HgF3Vtew +kbJHN1xLpQqiAfGK7q8CbPL4GqEQwMbV6JcuXds4yN9mHEmfb0OWW+m2yCk0 +jDjeN2Wy6iE70Uzh00MREqoLJ+c8oqHS+6b0VwMfLQ+lokdFdcA2o7f21BsO +WEEdfSPsmrBR2FusrtaJMz7H9D7PZWOy6R/aX0ZyUTZp53cR3Yak4icfnLVp +hDio1t3PKkKQyg3Z8yotCLv36twINQrelLheVG41Sk2df3tmImQczzQfpvUy +PU+m/WKKExI+SZ9rdTaDu3cnDfkTkeG7A95hmnVXN4vfTPz7OSrVcjrSbFQd +F/bsWluOpsllvQnbBYg557aQz6egZXBmB7uvDt9jBhXf7BJBs39lrYM+BYWw +pU5bAymovT3Zo5rfitsi48LgcAq6JRfkpryohe2xtYN+AiF2HNpbgjgKkxX2 +t49ewIJc7vue7hmt+JpbPiPgOBvXtn7YveR5BercLLXrkgSQ08kueX+Ihdzh +n1c+G/UJ++QdN8rx22EtHXSxlc/C2qMmp58Ec2GrPSnp+Nh2xvFM82FaL9Pz +ZNqvh1UdGongouOpOc/2eyoSzCL0xNoaMHaJnuZBNRrtuubluVEJGL17+Gqz +23VEHmOKTy97+kBH01ucNG1NS/p2ChNuaBvIiD5ijt2WVUlv2TgfK/WgpYJG +l5P9oOWmNpissXFcFlkHekBsyv4VbYjpGv8sP6gT1ZmecuMDuJiHWRGebQ8R +ECh1/cRiPt6f6ld938uGu9L7vHt+NIIDl+UVqLVBfUla6YxXNBZ8mlafJ9OI +MZx7twZTOjD1iXB7WTmFTVkyq9y5ddhwPH7VBgsRcoz0olJesOHKvZH+Nq8S +r96uHdNaI8DSxqeRIwO56OPKDhauT8dBvysZUTZ8xvFM82FaL9PzJPXrzrsa +Wd5ZCoFKxRkwqUXBZaPTdzlCNIYcq6n1p7BA2v/6nolscMLmONZubMVKRZvU +ZcEczBdzGCtm+AfCQreZSfU2EucpiSdJ+CfV5cgxCrGT4CK/6vBUQeUTiIvV +pjrObcSo8DjtwDUsaD23nJuZV4pq8biKyZfbETT4KX+zAhcG2Y63tCwew3p/ +cOTTAT7G5hl1l2xlQVWyd2Dn0494FnEl6TGnHfWh06wvLaVQPp4z21+TB/HR +6eP2OArhnPZDzduCjTvRdsoDTzn43L9CwT2jDT/XxGUXSLJxJulthGj10DwW ++pyxFbbhUKGaACk0rMt6qx0XFGLB0Ypvuo7NjOOZ5sO0XtJ5knDSo++yf2NT +Ca5H3CxviIuF6xyeWbJHNTwPbhh+TkRjxkUp8914A+XHIeu6e5ow1b4mqO47 +C5ua/RTfd5fB0ke8e/h6ARS0BGpO0VXItndeVfSsBdri/V5bdncSdRdpnpJ4 +koR/Ek6en4Nx26siGGc1rTeaGoJUavocu69liJQ/FNFkRkP9ufpvI480gLvp +u43xgAiRWdzcQE8uWC4DCwQGGajf6KH6yJ2PUZ6sRJ+h+FehJmIPRhZhqXTa +vpjBZhS3SJfVRNEY8D0aVvC0EKsXTw11PdWMY+YWbV+8aCyOPhzoMoaPD0e+ +KLuv7IDOsyDVWbdLkbjhkrRyTRPkWfFKSUs6GcczzYdpvSScXPtk1WMfTiPl +VfySPDc+llr0ynCch/RhnbRbrQobcnHpRsrh5Zgr4eX8u4sA+usapBPuDc1T +QZvuHjkODpz06TJ0bQPlWHZg8SEK1yI1jh6MZmNs5ExFgWsrRo+Z6GU/mQO7 +s3IZoZKvkZ1yTp+d1UTU/yRdR5rXJB4m3S/SuXV9HrXMV51CVrXGrptydyAx +W6EpaXot3jyZKFary8KvCQZdww0+4tuD6NPzctsRYTnfvWMJjdgPa7Rjpzdg +G6tPEFopQqjP6BlbMyiELFwUuTS2BP2u/cvCBlpga/zE2M2RDWFRY3+3SwWg +mZuQEimA0S72YY0hHn7kcfW3H+bv8bKl0C3Jj3k803xI9ZJwkuV319Wthsbr +0LtzErwakcUznaNd1gGtvprhdVdZMGhJnOmpWIqAKrN0/Q3tiB0epfTFkA1v +tW+dByQqMCG4J+3w2SHqVBmf6XqMRmb2z8fXCt8iYOaDoNTcZpwSPzy3XYcL +mc0ZdpF9jzCiZP+h6Ao+eDaP6rRtufimuHpbdmATZMYlpCtpkPdEkv4n6TrS +vCbxMOl+kXAyce3mr/PN2LBts7jese4W5DI97Oz7edjTnCLPm07h9qUgtdF7 +qnFI8+fJW7pC3A2q3DvTiwPuIievynkvcCRzRCl7YhM+l6Qtj5xJ47lPdl+q +QzEGtSxKxE1bIJ+cM8U0nsKPnwWK9hJ12LFhJR3YL2QczzQfEk5+c86LH8ur +RusOPR9r2Vb4714vUejSiZ6YA1GTYziou/zUXFHnOZY6bAnOrGiEQrLRkQf3 +aHSP+5Fvm8qHw7fw5VFnOvDrVU5kTA+NYQKdwaKSRngvvxC3or8Dm+i5VVqx +bOg/+ellq1+J1Mz1tV5vBDCJ645RWM6Bpun7r3TXSyyT1M128mrCDd+Arpcj +aGydqrOve2ICZqVI+5ocryP6FaQ9lLRfkHQjSQ+QeJ50f0l90XJav0+V9wGi +eycnvO6PgnxdWKXMlipiXyR3VPH3u9Ao0ku69prXACeLdxFv5nVg2pOQF775 +NNhLpAQ3HxRgUUz6iAbDZsbxTPNhWu8wQ9VI1RQKLdNMZy5ZUgfp4n3rM8eL +YHggXlahjAXh8Vj3AJ8ySP4ulVCpKcCha3NzP1fTuBx0ynZW/huond4RpiXT +jKhsydwopSHdG6OR0iCgEK4lN129bWhODY2NomcsOI3SqU+cUYbbPfty9WYI +UDj94rDXEp+g714gxdZvRn9f/PZf+p1EX4vkV5D2UNJ+QdKNJD1A4nmm93ed +Vg7/wk0aaxLLvyivTkSgd8ZEWZV6yNcLvKxyOHj8uC0s6sQzdJ4w5d5JakSy +uqBZ7QuFpNU7jaer12NRRPnBi54ixvGkfMIqLtm9OFOPltZJ51fktsHB7H7q +iIghPpE8Mdr8JYXHBmGn588uQQfba5FNYwv0+5xPqDlxkCIvEdJ09wV8Nwby +xixswkBxjHikNwXevBc3Rd9rsKnV3ar85RDvjT7XZSukMDJbT+UW7z3gYOl/ +NbYF1KqH5eKmXAweU4mLKspCYvGdgyE5fAymv1wwW5rCioYTj3dIViPceZLk +g9lCnLu8f4HBCC6ix14J752Vita1Dl0aCQ0wyHiVxtrxET/KWxu6pJsxYrjv +lQC9TqK/SvLNSH4Iac8l7S8kXUrSG6Q5QuIHUt/LCmzWJ/SykHx/1rvuzJs4 +qWLEt4nn4VP6aSl3RxYKjMXiNPxLQTnLUVWe7cR4Ek4uVl6OPzycA6V2Vc9N +ia8xMPuUoc6nJvixi/T5ryn4jcz7URhUh9TP98bIaImgU+yvfCWQxkdfzw/q +Zm/RWHFFcs7NZlwvqvljkiGFZ0dM2XQwD9XytotkPIVw1fA2LvThIE53aVqT +4QOc8PQ5+0K2AQ91xxzZl0PBbsp90zL7Ohz5I+ltl4IIlaUxlq5tQ/dIeY0U +K25oLtjPK4xo6YBZXwFXIYSFlWZxF3Z7fcLyap2+o33tiJce0xnEpWBwedMW +YdQHaCbGWu8qHMLzeXXVATMONFrki61cXuJhQue6sdvJPjzJXyX5ZiQ/hLTn +kvYXki4l6Q3SHCHxAwknl9PEpV9aUdg7014zJu0O7qabO2R4kXWsX5X9580m +teDe9hfkPW2F0tOI7EGfToSHOy7c5UDjQPfiuCOPGzB4imdrOb0D4StMxje+ +4+Dmw/Exzv554M4V6LuGNMLYUiArvp3CxC3JqyRm1eDJRRtDo3Ahwj8We6yb +QOG7W4/ylflD92NVxN1b4m3QTRHvyaziILN7805Fx1x8zCpROevWCNbRn7I7 +7rMg8N5aakJ/Auv4yF+rxgkgk9S5cthWCh89RF/2KFJor3yzwOlKK1jzt5XW +P2JBO//4+boGLihE683UakdK5UyvpfspNNje/932Qg1GjJvt2JEsxOl6dcmQ +MTTog+W7ogPq4fdAx25fDPn5zv8a/5BwIugz2dZtVA2t6AelMoIW9OQfEJY7 +dRJ1/l/889/NP0z5hISTv/jnH/zzv7Z/kfiB1Hem8XNme0QnpZTBRbeu4OfD +ZmiqOF+TMCH7qH/tX/+Z+xdp3yHNERI/MI0n4eS/df/6s/jPTP0TUl9IeoM0 +R5jGM83H+lBH0vKsmiG99sXAe2iuRMk+jpHx7iTq/L/85//bf2bqx5J4nnR/ +SbqUpDeYxjPNh4STP4v//O96/s70+Q7p3Eh6gMTzpP2FpEuZxjPNh2m9HjUR +Xk1rG5F/2lApdIkAX3xTopqfkt/T+LM/f2f6vJjEw6T7RdKNJD1A2nNJ+wvT +eKb5MK33P+35+//3+4ck/JPqIs1rEg+T9guSbiT5IaQ9l2k803yY1sv0PNfs +snK3EwztGfXBx15NEWJTp/7M8RR5H/x3vX9Iep+NxJMk/JN0HWlek/ZQ0n5B +8s1IfgjTeKb5MK2X6XmScPKvev+Q6fvSJHySPpc0T0k8SdL/JF1H8itIeyjJ +XyX5ZkzjmebDtF6m58m0X45SsaHK41vx4UbZaXl9EXyos18Shf+6/8sg8RgJ +nyTdRZqnpD2RpP9JvhbJryD58CR/lWk803yY1sv0PJn2i9R3Eq7+BnJ3opg= + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiRaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvvSmKojjOOuff57fWu9b5rXO+cz5rWcuy7mXf93Nf +z3Vf9/W+FB3dLPeKDRs2bOo/v//+s0LnlnmyfgUY9s+viY+K6q+ac7HMK88u +WomFG4tvP9L9XorW24p8i+R2cLytPAZX0Qh4bi0Za9SAWbvjJ18UivCtfPHI +lTYVSN7FoV0UWxD/dq3qQqtOyIR9tJo+SCF3qUcqa0c9bE6bqVr/LoKQpt1s +zlHI0zinXbv9LjRPtCv51tfixO24BjFeBXJsXa+aG7ZAziL960ObTjirGihe +LOPgw96x8ruDU+D4YUpqslcDXj6/xD25jgOntF7z65eS4e2/MYhbWQ8rzz6z +bVM44KUmK7byk5C3PyfjQEI9pg0Eq4SocvDC40LiqvOvsDZ9+aKw600InxQY +6q9MIynw6ylfXj1Ut7T+uvpCxDieaT5M62V6nkz7Reo709+TcDXacMZd1jc2 +Zm3W0p11vArvWJN7TkkIEbs4heKN46Df31o5RaEJlzZE7GqZ0Yl5HgF3Vtew +kbJHN1xLpQqiAfGK7q8CbPL4GqEQwMbV6JcuXds4yN9mHEmfb0OWW+m2yCk0 +jDjeN2Wy6iE70Uzh00MREqoLJ+c8oqHS+6b0VwMfLQ+lokdFdcA2o7f21BsO +WEEdfSPsmrBR2FusrtaJMz7H9D7PZWOy6R/aX0ZyUTZp53cR3Yak4icfnLVp +hDio1t3PKkKQyg3Z8yotCLv36twINQrelLheVG41Sk2df3tmImQczzQfpvUy +PU+m/WKKExI+SZ9rdTaDu3cnDfkTkeG7A95hmnVXN4vfTPz7OSrVcjrSbFQd +F/bsWluOpsllvQnbBYg557aQz6egZXBmB7uvDt9jBhXf7BJBs39lrYM+BYWw +pU5bAymovT3Zo5rfitsi48LgcAq6JRfkpryohe2xtYN+AiF2HNpbgjgKkxX2 +t49ewIJc7vue7hmt+JpbPiPgOBvXtn7YveR5BercLLXrkgSQ08kueX+Ihdzh +n1c+G/UJ++QdN8rx22EtHXSxlc/C2qMmp58Ec2GrPSnp+Nh2xvFM82FaL9Pz +ZNqvh1UdGongouOpOc/2eyoSzCL0xNoaMHaJnuZBNRrtuubluVEJGL17+Gqz +23VEHmOKTy97+kBH01ucNG1NS/p2ChNuaBvIiD5ijt2WVUlv2TgfK/WgpYJG +l5P9oOWmNpissXFcFlkHekBsyv4VbYjpGv8sP6gT1ZmecuMDuJiHWRGebQ8R +ECh1/cRiPt6f6ld938uGu9L7vHt+NIIDl+UVqLVBfUla6YxXNBZ8mlafJ9OI +MZx7twZTOjD1iXB7WTmFTVkyq9y5ddhwPH7VBgsRcoz0olJesOHKvZH+Nq8S +r96uHdNaI8DSxqeRIwO56OPKDhauT8dBvysZUTZ8xvFM82FaL9PzJPXrzrsa +Wd5ZCoFKxRkwqUXBZaPTdzlCNIYcq6n1p7BA2v/6nolscMLmONZubMVKRZvU +ZcEczBdzGCtm+AfCQreZSfU2EucpiSdJ+CfV5cgxCrGT4CK/6vBUQeUTiIvV +pjrObcSo8DjtwDUsaD23nJuZV4pq8biKyZfbETT4KX+zAhcG2Y63tCwew3p/ +cOTTAT7G5hl1l2xlQVWyd2Dn0494FnEl6TGnHfWh06wvLaVQPp4z21+TB/HR +6eP2OArhnPZDzduCjTvRdsoDTzn43L9CwT2jDT/XxGUXSLJxJulthGj10DwW ++pyxFbbhUKGaACk0rMt6qx0XFGLB0Ypvuo7NjOOZ5sO0XtJ5knDSo++yf2NT +Ca5H3CxviIuF6xyeWbJHNTwPbhh+TkRjxkUp8914A+XHIeu6e5ow1b4mqO47 +C5ua/RTfd5fB0ke8e/h6ARS0BGpO0VXItndeVfSsBdri/V5bdncSdRdpnpJ4 +koR/Ek6en4Nx26siGGc1rTeaGoJUavocu69liJQ/FNFkRkP9ufpvI480gLvp +u43xgAiRWdzcQE8uWC4DCwQGGajf6KH6yJ2PUZ6sRJ+h+FehJmIPRhZhqXTa +vpjBZhS3SJfVRNEY8D0aVvC0EKsXTw11PdWMY+YWbV+8aCyOPhzoMoaPD0e+ +KLuv7IDOsyDVWbdLkbjhkrRyTRPkWfFKSUs6GcczzYdpvSScXPtk1WMfTiPl +VfySPDc+llr0ynCch/RhnbRbrQobcnHpRsrh5Zgr4eX8u4sA+usapBPuDc1T +QZvuHjkODpz06TJ0bQPlWHZg8SEK1yI1jh6MZmNs5ExFgWsrRo+Z6GU/mQO7 +s3IZoZKvkZ1yTp+d1UTU/yRdR5rXJB4m3S/SuXV9HrXMV51CVrXGrptydyAx +W6EpaXot3jyZKFary8KvCQZdww0+4tuD6NPzctsRYTnfvWMJjdgPa7Rjpzdg +G6tPEFopQqjP6BlbMyiELFwUuTS2BP2u/cvCBlpga/zE2M2RDWFRY3+3SwWg +mZuQEimA0S72YY0hHn7kcfW3H+bv8bKl0C3Jj3k803xI9ZJwkuV319Wthsbr +0LtzErwakcUznaNd1gGtvprhdVdZMGhJnOmpWIqAKrN0/Q3tiB0epfTFkA1v +tW+dByQqMCG4J+3w2SHqVBmf6XqMRmb2z8fXCt8iYOaDoNTcZpwSPzy3XYcL +mc0ZdpF9jzCiZP+h6Ao+eDaP6rRtufimuHpbdmATZMYlpCtpkPdEkv4n6TrS +vCbxMOl+kXAyce3mr/PN2LBts7jese4W5DI97Oz7edjTnCLPm07h9qUgtdF7 +qnFI8+fJW7pC3A2q3DvTiwPuIievynkvcCRzRCl7YhM+l6Qtj5xJ47lPdl+q +QzEGtSxKxE1bIJ+cM8U0nsKPnwWK9hJ12LFhJR3YL2QczzQfEk5+c86LH8ur +RusOPR9r2Vb4714vUejSiZ6YA1GTYziou/zUXFHnOZY6bAnOrGiEQrLRkQf3 +aHSP+5Fvm8qHw7fw5VFnOvDrVU5kTA+NYQKdwaKSRngvvxC3or8Dm+i5VVqx +bOg/+ellq1+J1Mz1tV5vBDCJ645RWM6Bpun7r3TXSyyT1M128mrCDd+Arpcj +aGydqrOve2ICZqVI+5ocryP6FaQ9lLRfkHQjSQ+QeJ50f0l90XJav0+V9wGi +eycnvO6PgnxdWKXMlipiXyR3VPH3u9Ao0ku69prXACeLdxFv5nVg2pOQF775 +NNhLpAQ3HxRgUUz6iAbDZsbxTPNhWu8wQ9VI1RQKLdNMZy5ZUgfp4n3rM8eL +YHggXlahjAXh8Vj3AJ8ySP4ulVCpKcCha3NzP1fTuBx0ynZW/huond4RpiXT +jKhsydwopSHdG6OR0iCgEK4lN129bWhODY2NomcsOI3SqU+cUYbbPfty9WYI +UDj94rDXEp+g714gxdZvRn9f/PZf+p1EX4vkV5D2UNJ+QdKNJD1A4nmm93ed +Vg7/wk0aaxLLvyivTkSgd8ZEWZV6yNcLvKxyOHj8uC0s6sQzdJ4w5d5JakSy +uqBZ7QuFpNU7jaer12NRRPnBi54ixvGkfMIqLtm9OFOPltZJ51fktsHB7H7q +iIghPpE8Mdr8JYXHBmGn588uQQfba5FNYwv0+5xPqDlxkCIvEdJ09wV8Nwby +xixswkBxjHikNwXevBc3Rd9rsKnV3ar85RDvjT7XZSukMDJbT+UW7z3gYOl/ +NbYF1KqH5eKmXAweU4mLKspCYvGdgyE5fAymv1wwW5rCioYTj3dIViPceZLk +g9lCnLu8f4HBCC6ix14J752Vita1Dl0aCQ0wyHiVxtrxET/KWxu6pJsxYrjv +lQC9TqK/SvLNSH4Iac8l7S8kXUrSG6Q5QuIHUt/LCmzWJ/SykHx/1rvuzJs4 +qWLEt4nn4VP6aSl3RxYKjMXiNPxLQTnLUVWe7cR4Ek4uVl6OPzycA6V2Vc9N +ia8xMPuUoc6nJvixi/T5ryn4jcz7URhUh9TP98bIaImgU+yvfCWQxkdfzw/q +Zm/RWHFFcs7NZlwvqvljkiGFZ0dM2XQwD9XytotkPIVw1fA2LvThIE53aVqT +4QOc8PQ5+0K2AQ91xxzZl0PBbsp90zL7Ohz5I+ltl4IIlaUxlq5tQ/dIeY0U +K25oLtjPK4xo6YBZXwFXIYSFlWZxF3Z7fcLyap2+o33tiJce0xnEpWBwedMW +YdQHaCbGWu8qHMLzeXXVATMONFrki61cXuJhQue6sdvJPjzJXyX5ZiQ/hLTn +kvYXki4l6Q3SHCHxAwknl9PEpV9aUdg7014zJu0O7qabO2R4kXWsX5X9580m +teDe9hfkPW2F0tOI7EGfToSHOy7c5UDjQPfiuCOPGzB4imdrOb0D4StMxje+ +4+Dmw/Exzv554M4V6LuGNMLYUiArvp3CxC3JqyRm1eDJRRtDo3Ahwj8We6yb +QOG7W4/ylflD92NVxN1b4m3QTRHvyaziILN7805Fx1x8zCpROevWCNbRn7I7 +7rMg8N5aakJ/Auv4yF+rxgkgk9S5cthWCh89RF/2KFJor3yzwOlKK1jzt5XW +P2JBO//4+boGLihE683UakdK5UyvpfspNNje/932Qg1GjJvt2JEsxOl6dcmQ +MTTog+W7ogPq4fdAx25fDPn5zv8a/5BwIugz2dZtVA2t6AelMoIW9OQfEJY7 +dRJ1/l/889/NP0z5hISTv/jnH/zzv7Z/kfiB1Hem8XNme0QnpZTBRbeu4OfD +ZmiqOF+TMCH7qH/tX/+Z+xdp3yHNERI/MI0n4eS/df/6s/jPTP0TUl9IeoM0 +R5jGM83H+lBH0vKsmiG99sXAe2iuRMk+jpHx7iTq/L/85//bf2bqx5J4nnR/ +SbqUpDeYxjPNh4STP4v//O96/s70+Q7p3Eh6gMTzpP2FpEuZxjPNh2m9HjUR +Xk1rG5F/2lApdIkAX3xTopqfkt/T+LM/f2f6vJjEw6T7RdKNJD1A2nNJ+wvT +eKb5MK33P+35+//3+4ck/JPqIs1rEg+T9guSbiT5IaQ9l2k803yY1sv0PNfs +snK3EwztGfXBx15NEWJTp/7M8RR5H/x3vX9Iep+NxJMk/JN0HWlek/ZQ0n5B +8s1IfgjTeKb5MK2X6XmScPKvev+Q6fvSJHySPpc0T0k8SdL/JF1H8itIeyjJ +XyX5ZkzjmebDtF6m58m0X45SsaHK41vx4UbZaXl9EXyos18Shf+6/8sg8RgJ +nyTdRZqnpD2RpP9JvhbJryD58CR/lWk803yY1sv0PJn2i9R3Eq7+BnJ3opg= + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["272", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 10} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 12} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 14} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 16} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 18} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 20} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 21} -> Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 9} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 11} -> Complex[-0.0868392972934217, \ +-0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 14} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 21} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, + 12} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {3, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, + 14} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 16} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 18} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 20} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, + 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 13} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 15} -> Complex[-0.15157725194981503`, \ +-0.17844414940708186`], {4, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 20} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, + 12} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, + 14} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 19} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 12} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 14} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 16} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 19} -> Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 23} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, + 12} -> Complex[-0.04249050665712762, -0.090268967382963], \ +{7, 13} -> Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 15} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, + 20} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 12} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 14} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 16} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {8, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 12} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 14} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, + 20} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 12} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 14} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {10, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {11, 14} -> + Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, + 19} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {11, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, + 13} -> Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {12, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {12, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {12, + 21} -> Complex[ + 0.25833102475550235`, -0.37839808713437206`], {12, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {12, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, + 19} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {13, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, + 21} -> Complex[ + 0.25833102475550235`, -0.37839808713437206`], {14, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 15, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, + 20} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, + 20} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {18, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 19, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 20, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 20} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 14} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 12} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 14} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 20} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 20} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 12} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 14} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 19} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 12} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 14} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 19} -> + Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.5748910514001031, -0.14633045383134305`], {6, + 22} -> Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 23} -> Complex[0.029019428968993538`, 0.21528502386671927`], {6, + 24} -> Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 12} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 13} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 12} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 14} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 12} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 14} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, + 17} -> Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[0.08485061223426596, -0.11980477813807357`], {10, + 19} -> Complex[0.13476314496413244`, -0.0767423516894553], {10, + 20} -> Complex[0.02081012384838236, -0.14234469229568147`], {10, + 21} -> Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> Complex[-0.04368290380765367, -0.027436459786564067`], {10, + 23} -> Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, + 14} -> Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, 0.09979098803090053], {12, + 16} -> Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, 0.15967490110950291`], {12, + 18} -> Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[-0.3239368353423375, 0.27853835234466173`], {12, + 20} -> Complex[0.13688251203715338`, -0.1036078618111689], {12, + 21} -> Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 22} -> Complex[0.01476498538421066, -0.0004105289599095289], {12, + 23} -> Complex[-0.0868392972934217, 0.014513008624828502`], {12, + 24} -> Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 20} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {19, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {20, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickCircuit", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Some elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickCircuit[{ + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[2]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1], + $CellContext`c[3]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[4]}]}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{ + Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2554635621264281`"}], "-", + + RowBox[{"0.11047661244174078`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09641151687286514`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10587920814398327`"}], "-", + + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.41316719904942195`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04510958570261943`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31745858462564497`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkSU8kWjVIZEUkkhla4GRKRJNAhpoCglooQGia+iRBlCoxCZ +0kD6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +9Vz3dV/vS8XJfeMeiSFDhkz65/fff1YWb56t4F+AIf/8GvewqP6KFReLvfPs +Y1RZuL7g1kOD76VovaXC35DSjm/lC4Yvs61Ayk4O7arSgoS3qzTmWYvB8bH2 +HFhOI/C5jUycaQOm70qYcEEogpCm3W3PUsjTPqtXu+0OdI63q/rV10I+/KP1 +lAEKuYs801jb62F7ylLD5ncRjt+Kb5DgVeCJndsVK5MWKG7I+PrAVgwXDWOV +C2UcfNgzSmlXSCqcPkxMS/FuwMvnF7knVnPgnN5jde1iCnwC1gVzK+th7dVr +uXUiB7y0FJVWfjLy9j3J3J9Yj8n9IeqhGhy88DyftPzcK6zKWDI//FoTIsYH +hQWo0UgO+nrSj1cPjc2tv668EDGOZ5oP03qZnifTfpH6zvT3JFzFLUileKM5 +6AuwUUtVbsLFtZE7W6aKIW0y9Q7rGxvTN+kaTD9WhXesCd0npYRY7/k1UjmQ +jSsxL107t3KQv9Usij7XhtmegbdX1LCRutsgQle9CqJ+yYqurwJku5dujZpI +w5Tjc0M+ux4K4yyVPz0QIbG6cMKThzTUe96U/mrgo+WBbMyI6A7YZfbUnnzD +ASu4o3eYfRPWCXuKtTTFOO171PDzLDYmWPyh92U4F2Xjd3wX0W1ILn78wUWP +RqijRt297CIEq19XOKfegvC7r84O06TgQ0kaRudWo9TC5bdn5kLG8UzzYVov +0/Nk2i+mOCHhk/S53g70/o6mtzhh0Zqe/O0kxl7XM5YXfST+ffOVtk6Lo+pA +90tM3Le0DbGdY57lB4sx037z8uS3bJyLk73fUkGj09lhYOP6NlRneSmOCeRi +NqZHerU9QGCQ7LXjC/h4f7JP430PGx6q7/Pu+tMICVqcV6DZBq2F6aVTX9GY ++2lyfZ58I0Zy7t4cSO3ApMfCbWXlFNZnyy/34NZh7bGE5Ws3iPDE1DA69QUb +btzrGW/zKvHq7aqRrTUCLGp8GjU8iItersJA4ZoMHPC/nBlty2cczzQfpvUy +PU+m/WoMPVpTG0BhrlzAtd3j2OCEz3SqXdeKZSq2aYtDOJgj4ThKwuQPhIdt +tZTtaSTyGFN8Wp/J5O7ZQUPpeFTErsB3mGzT2cXiNyP2rPs8Pp+CrvHp7eze +OnyPHVB5s3Owj+rVivpybFQdE3bvXFWOpgllPYnbBNDpW1braERBOXyR85Yg +CppvT3Rr5LfilsisMCSCgkHJecWJL2phd3TVgL9AiO0H95QgnsIE5X3t0nNZ +UMx93901tRVfc8unBh5j4+qWD7sWPq9AnftGvbpkART1c0reH2Qhd+jnZc9G +fMJeJad1ivx22MgFX2jls7DqiPmpxyFc2OmNTz42qp1xPNN8mNbL9DxJ/Vq5 +09rDXtCExfUhR19NHJwTYqNpYygxHlR1aCeBi46nVjy772lItIw0lGhrwKiF +hjoHNGm0G1iV50YnQnrX0BWWt+qI85TEkyT8k+p6fhZmba+KYJbdtMZ0UijS +qCkz7b+WYUREvF7QShZ0n2+clZVXimrJ+IoJl9oRpXQwssmShtZzrd+GH24A +d/13W7N+EaKyublBXlywXPvnCowzUb/OU+OhBx8jvFhJvoPxr8LMJe4PL8Ii +ufS9sQPNKG6RK6uJptHvdyS84GkhViyYFOZ2shlHrTa0ffGmsSDmUJDrSD4+ +HP6i5rGsA/rPgjWm3ypF0tqLcmo1TVBiJagmLxQzjmeaD9N6SedJwonR6ga5 +xLuDuBW0GexW5GD/Cd9OE7c22NXJudeqs6EYn2GqFlGOWVLeLr+7CkA5le1f +cJDC1SjtIwdi2BgVNU1F4NYK6ZHjvB0mcGB/RjEzTOY1clLPGrGzm4i6izRP +STxJwj8JJ04c01B7KS7yqw5NElQ+hqREbZrTrEYED3zK36TMhXGO003dDY9g +sy8k6mk/H6PyTLtKtrCgIdPTv+PpRzyLvJz8iNOO+rDJNhcXUSgfw5kRoMOD +pHTG6N1OQrik/9D02cDG7Rh7tf6nHHzuW6rskdmGnyvjcwpk2Did/DZStIIL +aaHvaTthGw4WagqQSsOmrKfaaW4h5h6p+Gbg1Mw4nmk+TOsl4cSzJtK7aVUj +8k+ZqIYtFOCLX2p081MxvA6sHXpWRGPqBVmrXXgDtUehq7u6m9Bt5LpvXVMJ +rkXeKG+Ij4PbTJ5limc1JjnUBNd9Z2F9s7/K+64ybPSV7Bq6RgBlXYGmc0wV +chxclhc9a4GeZJ/35l1iov4n6TrSvCbxMOl+kc6t8/OIxX5aFLKrtXfeULwN +qRnKTclTavHm8TiJWgMWfo017hxq/BHf7secmp3bjsiNczw6FtKI+7BSL25K +A7ayegVhlSKE+UpP3ZJJIXTe/KhFcSXoc+tbHN7fAjuzx2buTmwIixr7ulwr +AJ3cxNQoAUx3sg9pD96jh55Xfvth9R4vWwrdk/2ZxzPNh1QvCSe6vTVD666w +YNySNM1LpRSBVZYZRmvbke1/x829hsbrsDszE70bkc2zmKlX1oFU9TFZbkdp +ZOX8fHS18C0Cp90PTsttRtzQaNUvJmz4aH4T75eqwNiQ7vRDZwQ4KXloVrs+ +F/KbMu2jeh9iWMm+gzEVfPBsH9bp2XHxTWXF1pygQd4ZnZihqk3eE0n6n6Tr +SPOaxMOk+0XCybhVm77OsWTDrm3DtY7VN6GY5Wnv0MfD7uZUJd4UCrcuBmtK +767GQZ2fJ24aCHEnuHLPNG8OuPOdvStnv8DhrGGl7HFN+FySviRqGo3nvjm9 +aY7FGNDdUCJp0QKllCcTLRIo/PhZoOIgVYfta5fRQX1CxvFM8yHh5DeXvIRR +vGq0bjf0tVFoRcCuNVKFrmIop5gevn+XRtfoH/l2aXw4fotYEn26A92x+6Mn +xHJQd+mplYr+cyxy3BySVdGI9fSsKt04Nowe//S2M6pEWtaaWu83Avx69SQq +tpvGEIH+QFFJI3yWnI9f2tcB8/iuWOUlHOhYvP9Kd77EYhmDHGfvJlz3C+x8 +OYzGlkn6e7vGJWJ6qpyf+bE6ol9B2kNJ+wVJN5L0AInnSfeX1Bdd5zV7NXgf +ILp7Yuzrvmgo1YVXym+uIvZFZnsVf58rjSLD5KuveQ1w3vAu8s3sDkx+HPrC +L58Ge6Gs4Mb9AsyPzRjWYNLMOJ5pPkzrNdmfoKBcxoLwWJxHoG8ZZH6XTazU +EWCIiUaURiqFlskW0xYurINc8d41WWNEiM6RyY1WHdQnsdqpDQIKEbqKU7Ta +WnHw6qzcz9U0LgWftJue/waap7aH68o3Q3pwnBQ9Y8F5hH590tQy3Orem2s4 +VYDCKReGvJb6BCOPAlm2UTP6ehO2/TISE30tkl9B2kNJ+wVJN5L0AInnmd7f +1bpP+Odv0FiZVP5FbUUSgnwyxymo10OpXuBt/YSDR4/awqOPP4P4uAX3dnIj +UrQEzZpfKCSv2GE2Rase8yPLD1zwEjGOJ+UTXnHR/sXperS0jj+3NLcNjpb3 +0oZFitEtc1za6iWFR8bhp+bMKEEH23u+bWMLjHpdjms6c5CqJBXadOcF/NYF +8UbOa8Ju6bOddkIKw3MM1W/y3gOOGwOuxLWgvzhWMsqHAm/2ixui7zVY3+ph +Xf5SiIGMl3NnyFFY2nD80XaZakS4jJe5P0MIavmDckkLLgaOqsdHF2Ujqfj2 +gdAnfJy9tG+u8TAuYkZdjuiZnobWVY6d2okNMM58lc7a/hE/ylsbOuWaMWyo +3+VAQzHRXyX5ZiQ/hLTnkvYXki4l6Q3SHCHxA6nvZQW2axJ7WEi5N/1dV9YN +nFA35dsm8PAp45SshxMLBWYS8doBpaBcFKkqr3ZiPAknFyovJRwayoFqu4bX ++qTX6J9x0kT/UxP82UVG/NcU/Ifn/SgMrkPa57sj5XVF0C8OULscROOjn9cH +Lcu3aKy4LDPzRjOuFdX8Md6EwrPDFmw6hIdqJbv58l5CPDAYeXjvEwr2E+9Z +lDnU4fAfyW87lUVw0/YxK/TlIN5gUXqTyX0c9/I980KhAZa9BVzlUBaWWcaf +3+X9CUuq9XuP9LajsjR2o1vb4P1SWynLih+cIw6zCyNbOpAgN1IczKVgfGn9 +ZmH0B+gkxdnsLBzE8zktjX5LDrRblIqtXV/iQaJ49ahtZB+e5K+SfDOSH0La +c0n7C0mXkvQGaY6Q+IGEk0vpknIvrSnsmeagE5t+G3cyrBwzvck61r/K4fMm +81pwbwUI8p62QvVpZM6ArxgREU7zdjrS2N+1IP7wowYMnOTZbZzSgYil5mMa +33Fw48GYWJeAPHBnCYzcQhthtlGgILmNwrjNKculptfg8QVbE9MIISI+Fnuu +Hkvhu3u32uU5g/djeeSdm5JtYB35qbD9HgsCny2l5vQnsI4N/7V8tAAGqZLd +WVUcZHVt2qHilIuP2SXqZ9wbwZqztbT+IQt6+cfO1TVwQSHGcJpuO+STxcuG +bKHw0VP0ZbcKhfbKN3OdL7citXKa96J9FBrs7v1ud74Gw0bPcOpIEeJUvZZM +6Ega9IHynTGB9fC/r2+/N5b8fOd/jX9IOBH0mm/tMq2Gbsz9UnlBC7rz9wvL +ncVEnf8X//y5+Ycpn5Bw8hf//IN//tf2LxI/kPrONH7mDM+Y5NQyuBrUFfx8 +0AwddZerUuZioo/61/71n7l/kfYd0hwh8QPTeBJO/qz713+L/8zUPyH1haQ3 +SHOEaTzTfGwOdiQvya4Z1GtfjH0G50e0wqNYeR8xUef/5T//3/4zUz+WxPOk ++0vSpSS9wTSeaT4knPy3+M//rufvTJ/vkM6NpAdIPE/aX0i6lGk803yY1nv1 +k3W3QwSN1FcJC/Pc+Vi0oUee49Lxp33+zvR5MYmHSfeLpBtJeoC055L2F6bx +TPNhWu9/2vP3/+/3D0n4J9VFmtckHibtFyTdSPJDSHsu03im+TCtl+l53n5X +o8A7QyFItTgT5rUouGR66g5HSNT5/673D0nvs5F4koR/kq4jzWvSHkraL0i+ +GckPYRrPNB+m9TI9TxJO/lXvHzJ9X5qET9LnkuYpiSdJ+p+k60h+BWkPJfmr +JN+MaTzTfJjWy/Q8mfbLSTYuTG1MKz5cLzulZCSCL3XmS5JQ/C/7vwwSj5Hw +SdJdpHlK2hNJ+p/ka5H8CpIPT/JXmcYzzYdpvUzPk2m/SH0n4epvHUOgig== + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkSU8kWjVIZEUkkhla4GRKRJNAhpoCglooQGia+iRBlCoxCZ +0kD6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +9Vz3dV/vS8XJfeMeiSFDhkz65/fff1YWb56t4F+AIf/8GvewqP6KFReLvfPs +Y1RZuL7g1kOD76VovaXC35DSjm/lC4Yvs61Ayk4O7arSgoS3qzTmWYvB8bH2 +HFhOI/C5jUycaQOm70qYcEEogpCm3W3PUsjTPqtXu+0OdI63q/rV10I+/KP1 +lAEKuYs801jb62F7ylLD5ncRjt+Kb5DgVeCJndsVK5MWKG7I+PrAVgwXDWOV +C2UcfNgzSmlXSCqcPkxMS/FuwMvnF7knVnPgnN5jde1iCnwC1gVzK+th7dVr +uXUiB7y0FJVWfjLy9j3J3J9Yj8n9IeqhGhy88DyftPzcK6zKWDI//FoTIsYH +hQWo0UgO+nrSj1cPjc2tv668EDGOZ5oP03qZnifTfpH6zvT3JFzFLUileKM5 +6AuwUUtVbsLFtZE7W6aKIW0y9Q7rGxvTN+kaTD9WhXesCd0npYRY7/k1UjmQ +jSsxL107t3KQv9Usij7XhtmegbdX1LCRutsgQle9CqJ+yYqurwJku5dujZpI +w5Tjc0M+ux4K4yyVPz0QIbG6cMKThzTUe96U/mrgo+WBbMyI6A7YZfbUnnzD +ASu4o3eYfRPWCXuKtTTFOO171PDzLDYmWPyh92U4F2Xjd3wX0W1ILn78wUWP +RqijRt297CIEq19XOKfegvC7r84O06TgQ0kaRudWo9TC5bdn5kLG8UzzYVov +0/Nk2i+mOCHhk/S53g70/o6mtzhh0Zqe/O0kxl7XM5YXfST+ffOVtk6Lo+pA +90tM3Le0DbGdY57lB4sx037z8uS3bJyLk73fUkGj09lhYOP6NlRneSmOCeRi +NqZHerU9QGCQ7LXjC/h4f7JP430PGx6q7/Pu+tMICVqcV6DZBq2F6aVTX9GY ++2lyfZ58I0Zy7t4cSO3ApMfCbWXlFNZnyy/34NZh7bGE5Ws3iPDE1DA69QUb +btzrGW/zKvHq7aqRrTUCLGp8GjU8iItersJA4ZoMHPC/nBlty2cczzQfpvUy +PU+m/WoMPVpTG0BhrlzAtd3j2OCEz3SqXdeKZSq2aYtDOJgj4ThKwuQPhIdt +tZTtaSTyGFN8Wp/J5O7ZQUPpeFTErsB3mGzT2cXiNyP2rPs8Pp+CrvHp7eze +OnyPHVB5s3Owj+rVivpybFQdE3bvXFWOpgllPYnbBNDpW1braERBOXyR85Yg +CppvT3Rr5LfilsisMCSCgkHJecWJL2phd3TVgL9AiO0H95QgnsIE5X3t0nNZ +UMx93901tRVfc8unBh5j4+qWD7sWPq9AnftGvbpkART1c0reH2Qhd+jnZc9G +fMJeJad1ivx22MgFX2jls7DqiPmpxyFc2OmNTz42qp1xPNN8mNbL9DxJ/Vq5 +09rDXtCExfUhR19NHJwTYqNpYygxHlR1aCeBi46nVjy772lItIw0lGhrwKiF +hjoHNGm0G1iV50YnQnrX0BWWt+qI85TEkyT8k+p6fhZmba+KYJbdtMZ0UijS +qCkz7b+WYUREvF7QShZ0n2+clZVXimrJ+IoJl9oRpXQwssmShtZzrd+GH24A +d/13W7N+EaKyublBXlywXPvnCowzUb/OU+OhBx8jvFhJvoPxr8LMJe4PL8Ii +ufS9sQPNKG6RK6uJptHvdyS84GkhViyYFOZ2shlHrTa0ffGmsSDmUJDrSD4+ +HP6i5rGsA/rPgjWm3ypF0tqLcmo1TVBiJagmLxQzjmeaD9N6SedJwonR6ga5 +xLuDuBW0GexW5GD/Cd9OE7c22NXJudeqs6EYn2GqFlGOWVLeLr+7CkA5le1f +cJDC1SjtIwdi2BgVNU1F4NYK6ZHjvB0mcGB/RjEzTOY1clLPGrGzm4i6izRP +STxJwj8JJ04c01B7KS7yqw5NElQ+hqREbZrTrEYED3zK36TMhXGO003dDY9g +sy8k6mk/H6PyTLtKtrCgIdPTv+PpRzyLvJz8iNOO+rDJNhcXUSgfw5kRoMOD +pHTG6N1OQrik/9D02cDG7Rh7tf6nHHzuW6rskdmGnyvjcwpk2Did/DZStIIL +aaHvaTthGw4WagqQSsOmrKfaaW4h5h6p+Gbg1Mw4nmk+TOsl4cSzJtK7aVUj +8k+ZqIYtFOCLX2p081MxvA6sHXpWRGPqBVmrXXgDtUehq7u6m9Bt5LpvXVMJ +rkXeKG+Ij4PbTJ5limc1JjnUBNd9Z2F9s7/K+64ybPSV7Bq6RgBlXYGmc0wV +chxclhc9a4GeZJ/35l1iov4n6TrSvCbxMOl+kc6t8/OIxX5aFLKrtXfeULwN +qRnKTclTavHm8TiJWgMWfo017hxq/BHf7secmp3bjsiNczw6FtKI+7BSL25K +A7ayegVhlSKE+UpP3ZJJIXTe/KhFcSXoc+tbHN7fAjuzx2buTmwIixr7ulwr +AJ3cxNQoAUx3sg9pD96jh55Xfvth9R4vWwrdk/2ZxzPNh1QvCSe6vTVD666w +YNySNM1LpRSBVZYZRmvbke1/x829hsbrsDszE70bkc2zmKlX1oFU9TFZbkdp +ZOX8fHS18C0Cp90PTsttRtzQaNUvJmz4aH4T75eqwNiQ7vRDZwQ4KXloVrs+ +F/KbMu2jeh9iWMm+gzEVfPBsH9bp2XHxTWXF1pygQd4ZnZihqk3eE0n6n6Tr +SPOaxMOk+0XCybhVm77OsWTDrm3DtY7VN6GY5Wnv0MfD7uZUJd4UCrcuBmtK +767GQZ2fJ24aCHEnuHLPNG8OuPOdvStnv8DhrGGl7HFN+FySviRqGo3nvjm9 +aY7FGNDdUCJp0QKllCcTLRIo/PhZoOIgVYfta5fRQX1CxvFM8yHh5DeXvIRR +vGq0bjf0tVFoRcCuNVKFrmIop5gevn+XRtfoH/l2aXw4fotYEn26A92x+6Mn +xHJQd+mplYr+cyxy3BySVdGI9fSsKt04Nowe//S2M6pEWtaaWu83Avx69SQq +tpvGEIH+QFFJI3yWnI9f2tcB8/iuWOUlHOhYvP9Kd77EYhmDHGfvJlz3C+x8 +OYzGlkn6e7vGJWJ6qpyf+bE6ol9B2kNJ+wVJN5L0AInnSfeX1Bdd5zV7NXgf +ILp7Yuzrvmgo1YVXym+uIvZFZnsVf58rjSLD5KuveQ1w3vAu8s3sDkx+HPrC +L58Ge6Gs4Mb9AsyPzRjWYNLMOJ5pPkzrNdmfoKBcxoLwWJxHoG8ZZH6XTazU +EWCIiUaURiqFlskW0xYurINc8d41WWNEiM6RyY1WHdQnsdqpDQIKEbqKU7Ta +WnHw6qzcz9U0LgWftJue/waap7aH68o3Q3pwnBQ9Y8F5hH590tQy3Orem2s4 +VYDCKReGvJb6BCOPAlm2UTP6ehO2/TISE30tkl9B2kNJ+wVJN5L0AInnmd7f +1bpP+Odv0FiZVP5FbUUSgnwyxymo10OpXuBt/YSDR4/awqOPP4P4uAX3dnIj +UrQEzZpfKCSv2GE2Rase8yPLD1zwEjGOJ+UTXnHR/sXperS0jj+3NLcNjpb3 +0oZFitEtc1za6iWFR8bhp+bMKEEH23u+bWMLjHpdjms6c5CqJBXadOcF/NYF +8UbOa8Ju6bOddkIKw3MM1W/y3gOOGwOuxLWgvzhWMsqHAm/2ixui7zVY3+ph +Xf5SiIGMl3NnyFFY2nD80XaZakS4jJe5P0MIavmDckkLLgaOqsdHF2Ujqfj2 +gdAnfJy9tG+u8TAuYkZdjuiZnobWVY6d2okNMM58lc7a/hE/ylsbOuWaMWyo +3+VAQzHRXyX5ZiQ/hLTnkvYXki4l6Q3SHCHxA6nvZQW2axJ7WEi5N/1dV9YN +nFA35dsm8PAp45SshxMLBWYS8doBpaBcFKkqr3ZiPAknFyovJRwayoFqu4bX ++qTX6J9x0kT/UxP82UVG/NcU/Ifn/SgMrkPa57sj5XVF0C8OULscROOjn9cH +Lcu3aKy4LDPzRjOuFdX8Md6EwrPDFmw6hIdqJbv58l5CPDAYeXjvEwr2E+9Z +lDnU4fAfyW87lUVw0/YxK/TlIN5gUXqTyX0c9/I980KhAZa9BVzlUBaWWcaf +3+X9CUuq9XuP9LajsjR2o1vb4P1SWynLih+cIw6zCyNbOpAgN1IczKVgfGn9 +ZmH0B+gkxdnsLBzE8zktjX5LDrRblIqtXV/iQaJ49ahtZB+e5K+SfDOSH0La +c0n7C0mXkvQGaY6Q+IGEk0vpknIvrSnsmeagE5t+G3cyrBwzvck61r/K4fMm +81pwbwUI8p62QvVpZM6ArxgREU7zdjrS2N+1IP7wowYMnOTZbZzSgYil5mMa +33Fw48GYWJeAPHBnCYzcQhthtlGgILmNwrjNKculptfg8QVbE9MIISI+Fnuu +Hkvhu3u32uU5g/djeeSdm5JtYB35qbD9HgsCny2l5vQnsI4N/7V8tAAGqZLd +WVUcZHVt2qHilIuP2SXqZ9wbwZqztbT+IQt6+cfO1TVwQSHGcJpuO+STxcuG +bKHw0VP0ZbcKhfbKN3OdL7citXKa96J9FBrs7v1ud74Gw0bPcOpIEeJUvZZM +6Ega9IHynTGB9fC/r2+/N5b8fOd/jX9IOBH0mm/tMq2Gbsz9UnlBC7rz9wvL +ncVEnf8X//y5+Ycpn5Bw8hf//IN//tf2LxI/kPrONH7mDM+Y5NQyuBrUFfx8 +0AwddZerUuZioo/61/71n7l/kfYd0hwh8QPTeBJO/qz713+L/8zUPyH1haQ3 +SHOEaTzTfGwOdiQvya4Z1GtfjH0G50e0wqNYeR8xUef/5T//3/4zUz+WxPOk ++0vSpSS9wTSeaT4knPy3+M//rufvTJ/vkM6NpAdIPE/aX0i6lGk803yY1nv1 +k3W3QwSN1FcJC/Pc+Vi0oUee49Lxp33+zvR5MYmHSfeLpBtJeoC055L2F6bx +TPNhWu9/2vP3/+/3D0n4J9VFmtckHibtFyTdSPJDSHsu03im+TCtl+l53n5X +o8A7QyFItTgT5rUouGR66g5HSNT5/673D0nvs5F4koR/kq4jzWvSHkraL0i+ +GckPYRrPNB+m9TI9TxJO/lXvHzJ9X5qET9LnkuYpiSdJ+p+k60h+BWkPJfmr +JN+MaTzTfJjWy/Q8mfbLSTYuTG1MKz5cLzulZCSCL3XmS5JQ/C/7vwwSj5Hw +SdJdpHlK2hNJ+p/ka5H8CpIPT/JXmcYzzYdpvUzPk2m/SH0n4epvHUOgig== + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["272", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 4} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 5} -> Complex[-0.1599463611986579, -0.3186964622408383], { + 1, 6} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 10} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 12} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 14} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 16} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 18} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, + 20} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 22} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 24} -> 1, {2, 3} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 4} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 6} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, + 8} -> Complex[-0.16418162796222252`, \ +-0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, + 10} -> Complex[-0.2917595352077467, -0.3784536838475334], \ +{2, 11} -> Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 14} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 20} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 22} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 23} -> 1, {3, 4} -> + Complex[0.8762699833354937, 0.], {3, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, + 6} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {3, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, + 8} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {3, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {3, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, + 12} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {3, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, + 14} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {3, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, + 16} -> Complex[-0.2346066684020043, + 0.5335785389713812], {3, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {3, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, + 20} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.8762699833354937, 0.], {3, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {3, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {4, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 4, 6} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {4, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {4, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {4, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, + 12} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {4, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, + 14} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {4, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, + 16} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {4, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, + 18} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {4, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 4, 20} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {4, 21} -> + Complex[0.12373001666450631`, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {4, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{5, 6} -> Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, + 12} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {5, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, + 14} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 16} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 19} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, + 22} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, + 12} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {6, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, + 14} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {6, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 6, 22} -> Complex[ + 0.030636763457055183`, -0.11355874224143539`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 7, 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, + 12} -> Complex[-0.04249050665712762, -0.090268967382963], \ +{7, 13} -> Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 15} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {7, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, + 22} -> Complex[ + 0.2616855917631509, -0.009667937264448562], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 12} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 14} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 16} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 8, 20} -> Complex[ + 0.2578656808252187, 0.10876030801336257`], {8, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 22} -> Complex[ + 0.037739555243020126`, -0.012308050579545225`], {8, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 12} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 14} -> Complex[-0.1905043599805688, \ +-0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, + 22} -> Complex[-0.2346066684020043, -0.5335785389713812], \ +{9, 23} -> Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 12} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 14} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {10, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 23} -> Complex[ + 0.01747597846754094, 0.10203270358947614`], {10, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {11, 14} -> + Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {11, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, + 21} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {11, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, + 13} -> Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {12, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[ + 0.13688251203715338`, -0.1036078618111689], {12, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {12, + 21} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {12, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {13, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, + 21} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {13, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, + 19} -> Complex[ + 0.13688251203715338`, -0.1036078618111689], {14, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, + 21} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {14, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, + 22} -> Complex[-0.2346066684020043, -0.5335785389713812], \ +{15, 23} -> Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, + 23} -> Complex[ + 0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, + 18} -> Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {17, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], { + 17, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 23} -> Complex[-0.16418162796222252`, + 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, + 19} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 21} -> Complex[-0.13167457410588743`, \ +-0.003054508743256395], {18, 22} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, + 22} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 20, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 21, 22} -> Complex[0.8762699833354937, 0.], {21, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {21, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {22, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {22, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 4} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 20} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 22} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 24} -> + 1, {2, 3} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 4} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 14} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 20} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 22} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 23} -> + 1, {3, 4} -> Complex[0.8762699833354937, 0.], {3, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {3, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {3, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {3, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {3, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {3, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {3, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {3, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {3, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.8762699833354937, 0.], {3, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {3, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {4, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {4, 6} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, 12} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {4, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {4, 14} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {4, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {4, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {4, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {4, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {4, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {4, 20} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {4, 21} -> + Complex[0.12373001666450631`, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {4, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 12} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 14} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 19} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, 22} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 12} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 14} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {6, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {6, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 12} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 13} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 12} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 14} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[-0.007671097858546656, 0.0057340892009139326`], {8, + 20} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, + 21} -> Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 22} -> Complex[0.037739555243020126`, -0.012308050579545225`], {8, + 23} -> Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[0.29687889692943875`, 0.2375326567068352], {9, + 10} -> Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 12} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 14} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, + 17} -> Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[0.08485061223426596, -0.11980477813807357`], {10, + 19} -> Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[0.13476314496413244`, -0.0767423516894553], {10, + 21} -> Complex[-0.04368290380765367, -0.027436459786564067`], {10, + 22} -> Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 23} -> Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, + 14} -> Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, 0.09979098803090053], {12, + 16} -> Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, 0.15967490110950291`], {12, + 18} -> Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[0.13688251203715338`, -0.1036078618111689], {12, + 20} -> Complex[-0.3239368353423375, 0.27853835234466173`], {12, + 21} -> Complex[0.01476498538421066, -0.0004105289599095289], {12, + 22} -> Complex[0.25833102475550235`, -0.37839808713437206`], {12, + 23} -> Complex[-0.0868392972934217, 0.014513008624828502`], {12, + 24} -> Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 21} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 22} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 21} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, 22} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 22} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 22} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 21} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 22} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 21} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 22} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, 22} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {20, 22} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {21, 22} -> + Complex[0.8762699833354937, 0.], {21, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {21, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {22, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {22, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickCircuit", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Some elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickCircuit[{ + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[2]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1], + $CellContext`c[3]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[4]}]}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{ + Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2554635621264281`"}], "-", + + RowBox[{"0.11047661244174078`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09641151687286514`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10587920814398327`"}], "-", + + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.41316719904942195`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04510958570261943`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31745858462564497`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +/Vz3dV3vS9nRbdNeiSFDhkz+5/fff1YSb5kj71eAIf/8Gv+oqP6qJRdLvPLs +olVYuLHw9iP976Vova3M35jcDo63lcfAChoBz62lY00aMGN3/MSLQhG+lS8c +vtymAsm7OLSLcgvi365Wn28lhpCm3WzOUcjTOqdbu/0utE+0q/jW10Iu7KPV +1AEKuYs9Ulk76mFz2kLd+ncRTtyOa5DgVSDH1vWqpXELFDamf31oI4azupHy +xTIOPuwdrbg7OAWOHyalJns14OXzS9yTazhwSuuxvH4pGd7+64O4lfWw8uy1 +2DaJA15qsnIrPwl5+3MyDiTUI3xCYKi/Ko2kwK+nfHn1UN/S+uvqCxGm9Aer +hahz8MLjQuKK86+wOn3pgrDrTYzjmebDtF6m58m0X6S+M/09aa5GGk+7y/rG +xozNOvozjlfhHWti9ykpIWIXplC8MRz0+Vurpig14dK6iF0t08TY4PE1QimA +javRL106t3GQv800kj7fhjkeAXdW1rCRskc/XEetCqJ+yYqurwJkuZVui5xE +w4TjfVMuqx7y4y2UPj0UIaG6cGLOIxpqPW9KfzXw0fJQJnpEVAdsM3pqT73h +gBXU0TvMrgnrhT3FmhpinPE5ZvB5NhsTzf/Q/TKci7IJO7+L6DaE3Xt1bpgG +BW9K0iAqtxql5s6/PTMTIqn4yQdnXRohDup197OKEKR2Q/68WgvjeKb5MK2X +6Xky7RfTOSHNJ+lzrc5mcPfupKF4IjJ8d8A7TLHu7GLxm4l/P+ac23w+n4KO +0Zkd7N46fI8ZUH6zS4QctWoFPVk2qo4Lu3etLkfTxLKehO0CaPctr3UwpKAU +tthpayAFjbcnu9XzW3FbZFoYHE5Bv+SCwqQXtbA9tnrATyDEjkN7SxBHYaLS +/vaR81hQyH3f3TWtFV9zy6cFHGfj2tYPuxc9r0Cd2ybduiQBrGWDLrbyWVh9 +1Oz0k2AubHUnJB0f3Q4FveyS94dYyB36efmzEZ+wT9FxvQK/nXE803yY1sv0 +PJn262FVh1YiuOh4asmz/Z6KBIsIA4m2BoxeZKB9UINGu75leW5UAkbuHrrS +4nYdEceYzqeXPX2go+ktTpq3piV9O4VxN3SN5EQfYbbKxnFJZB3ofolJ+5e1 +IaZz7LP8IDFm2W1ZkfSWjfOxMg9aKmh0OtkPbNrQhupMT4WxAVzMwYwIz7aH +CAiUuX5iIR/vT/Wpv+9hw13lfd49PxrBgUvyCjTaoLkorXTaKxrzPk2pz5Nr +xCjOvVsDKR2Y/ES4vaycwoYsuRXu3DqsOx6/Yt1GERY3Po0cHshFL1d+oHBt +Og76XcmIsuEjx8QgKuUFG67cG+lv8yrx6u3qUa01AsbxTPNhWi/T8yT16867 +GnneWQqBKsUZMKtFwWWT03c5QjSGHKup9acwT9b/+p7xbHDCZjnWrm/FcmWb +1CXBHMyVcBgtYfwHwkK3Wcj0NBL3KQknSfNPquv5OZi2vSqCaVbTWpPJIUil +ps6y+1qGEeFxuoGrWNB5vml2Zl4pqiXjKiZebkek4qGIJgsams81fxt+pAHc +Dd9tTPtFiMzi5gZ6csFy6Z8nMMpA/XoP9UfufIzwZCX6DMa/CjWTeDC8CItl +0/bFDDSjuEW2rCaKRr/v0bCCp4VYuXByqOupZug9C1KfcbsUiesuyarWNEGR +Fa+StEiMY5Yb27540VgYfTjQZRQfH458UXVf3sE4nmk+TOslnSdpTmzrZN1q +1dhQiEs3UQ0vx2wpL+ffXQQwXNMgm3BvEA8Fbfp7FDg4cNKn09i1DZRj2YGF +hyhci9Q6ejCajdGR05UFrq0YOWq8l/1EDuzOKmSESr9Gdso5Q3ZWE5F3kfYp +CSdJ80+aE0eOSYidFBf5VYcnCyqfQFKiNtVxdiOCBj7lb1biwijb8ZbOxsew +3h8c+bSfj9F5Jl0lW1lQl+7p3/n0I55FXEl6zGlHfegU60uLKZSP5cz01+ZB +cmT6mD2OQjin/dDw3sjGnWg71f6nHHzuW6bkntGGQ4UaAqTQsC7rqXacV4h5 +Ryu+6Ts24+equOwCaTbOJL2NEK0c5HlCnzO2QubxTPNhWi9pTjxqIryaVjci +/7SxSugiAb74pkQ1PxWj29Bl//qmElyPuFneEBcL11k8i2SPangeXDf0nIjG +tIsylrvxBqqPQ9Z0dTdhsn1NUN13FjY0+ym/7yrDJh/JrqFrBVDSEWg4RVch +2955RdGzFuhK9nlt2S0m8n8SryPtaxIOk+4X6dw6P49Y4qtJIataa9dNhTuQ +mqnUlDS1Fm+ejJeo1Wfh1zijzqFGH/HtQfTpObntiNg0171jEY3YD6t0Y6c2 +YBurVxBaKUKoz8hpWzMohMxfELk4tgR9rn1LwvpbYLKLfVhr8L488rj62w/L +93jZUuiW5DfIe02fmLo5siEsauzrcqkAtHMTUiIFjOOZ5kOqlzQnOr01Q+uu +smDUkjjdU7kUAVUW6Ybr2pHld9fVrYbG69C7sxK8GpHFM5+lW9aB2KFRKl+M +2fDW+CY+IFWBccHdaYfPDl4JtbGZrsdoZGb/fHyt8C0Cpj8ISs1txinJw7Pb +9biQ25xhF9n7CMNK9h+KruCDZ/OoTteWi2/KK7dlBw7izpiEdBUtsk4k8X8S +ryPtaxIOk+4XaU7Gr978da4FG7ZtG693rLkFhUwPO/s+HvY0pyjyplK4fSlI +Y+SeahzS/nnylr4Qd4Mq90734oC7wMmrcs4LHMkcVsoeP7h/knMmmcdT+PGz +QNleqg471i2nA/uE+FyStjRyOo3nPtm9qQ7FGNDZWCJp3sI4nmk+pDn5zTkv +fjSvGq07DHys5Vvhv3utVKGLGErJJkce3KPRNeZHvm0qHw7fwpdGnelAd8yB +qIkxHNRdfmqprPccix22BGdWNOLXq5zImG4aQwR6A0UljfBeeiFuWd+gjqNn +V+nEsmH45KeXrWElUjPX1nq9EcAsritGaSkH2ubvv9KdL7FEWj/byasJN3wD +Ol8Oo7F1st6+rvEJmJEi62t2vI7oV5B0KElfkHgjiQ+QcJ50f0l90XFau0+d +9wGieyfHve6LgmJdWKXclipiX6Y8CXnhm0+DvUhGcPNBARbEpA9rMG6G9I4q +/n4XGkUGSdde8xrgtPFdxJs5HYzjmebDtF7jA/HySmUsCI/Hugf4lEH6d5mE +Sm0BhhirR6qnUGiZYj590aI6yBbvW5s5VoRD12bnfq6mcTnolO2M/DfQOL0j +TEeuGVHZ0rlRKoO8JUYrpUFAIVxHYapm2yDPGVwbRc9YcBqhV584rQy3u/fl +GkwToHDqxSGvpT7B0L1Ahm3YjL7e+O2/DMVEX4vkV5B0KElfkHgjiQ+QcJ7p +/V2jk8O/cJPGqsTyL6orExHonTFeXq0eyZqCZo0vFJJW7jSdqlmPBRHlBy96 +iqBYL/CyyuHg8eO2sKgTzyA+Yc69k9TIOJ6UT1jFJbsXZ+rR0jrh/LLcNjhY +3E8dFjHIT6RPjLR8SeGxUdjpuTNL0MH2WmDT2ALDXucTGk4cpChKhTTdfQHf +9YG8UfObsGfkuU5bIYXh2QZqt3jvAYdN/ldjW9BfHCMZ6U2BN+fFTdH3Gmxo +dbcqfykEteJhuaQ5FwPH1OKiirKQWHznYEgOHwPpL+fNlKWwrOHE4x3S1Qh3 +niD9YKYQ5y7vn2c0jIvo0VfCe2akonW1Q6dWQgOMMl6lsXZ8xI/y1oZO2WYM +G+p7JcBATPRXSb4ZyQ8h6VySfiHxUhLfIO0REj6Q+n45TVL2pRWFvdPttWPS +7uBuuqVDhlctPqWflnF3ZKHAVCJOy78UlLMCVeXZTownzUl4uOP8XQ40DnQt +jDvyuAEDp3i2m6Z2IHyZ2djGdxzcfDg2xtk/D9zZAkPXkEaYbhLIS26nMH5L +8gqpGTV4ctHG2CRciPCPxR5rxlH47tatemXuIM6tiLh7S7INrKM/5XfcZ0Hg +vbXUjP4E1vHhv1aMEUA/RbI7s4qDzK7NO5Udc/Exq0TtrFsj5JLEy4dspfDR +Q/RljzKF9so385yutII1d1tp/SMWdPOPn69r4IJCtMF0nXakVE73WryfQoPt +/d9tL9Rg2JiZjh3JQpyu15QOGUWDPli+KzqgHn4P9Oz2xZB9eJK/SvLNSH4I +SeeS9AuJl5L4BmmPkPCBNCdlBTZrE3pYSL4/411X5k2cVDPh28TziHMi6DXb +1mVSDZ3oB6VyghZ05x8QljuJcbHycvzhoRyotKt7bkh8jf6Zp4z1PjXBj11k +yH9NwW943o/CoDqkfr43Sk5HBL1if9UrgTQ++np+0LR4i8aKK9KzbjbjelHN +HxOMKTw7Ys6mg3moVrRdIOcpxEP9UUf25VCwm3TfvMy+Dkf+SHrbqSSCq5a3 +aaEPB3H6i9OajB/ghKfP2RfyDagsjdnk2jaIw6qrZFhxg7zCfk5hREsHLHoL +uEohLCy3iLuw2+sTllbr9R7tbUe87ChxEJeC0eUNW4RRH6CdGGu9q3AQD89r +qvdbcKDVolhs5fISDxPEa0ZvJz/f+V/DH9Kc+FXZf95sVgvubX9B3tNWqDyN +yB7wERN5/l/48+fGH6Z4QpqTv/DnH/jzv6a/SPhA6jvT+FkzPaKTUsrgol9X +8PNhM7TVnK9JmYmJPupf+us/U3+R9A5pj5DwgWk8aU7+rPrrv8V/ZuqfkPpC +4hukPcI0nmk+1oc6kpZm1Qzu2y9G3oO8JEr+cYyct5jI8//yn/9v/5mpH0vC +edL9JfFSEt9gGs80H9Kc/Lf4z/+u5+9Mn++Qzo3EB0g4T9IvJF7KNJ5pPkzr +vfbJqts+nEbKq/hFeW58LN7YI8dx7vjTPn9n+ryYhMOk+0XijSQ+QNK5JP3C +NJ5pPkzr/U97/v7//f4haf5JdZH2NQmHSfqCxBtJfghJ5zKNZ5oP03qZnueq +XVbudoJBnVEffOzVJCE2iA2nj6XIevDf9f4h6X02Ek6S5p/E60j7mqRDSfqC +5JuR/BCm8UzzYVov0/Mkzcm/6v1Dpu9Lk+aT9LmkfUrCSRL/J/E6kl9B0qEk +f5XkmzGNZ5oP03qZnifTfjnKxIaqjm3FhxtlpxUNRfChzn5JFP7r/i+DhGOk ++STxLtI+JelEEv8n+Vokv4Lkw5P8VabxTPNhWi/T82TaL1LfSXP1NzHdn3I= + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvve2iKIrjrHP+fX5rvWud3zrnfOezlrUs6172fT/3 +/Vz3dV3vS9nRbdNeiSFDhkz+5/fff1YSb5kj71eAIf/8Gv+oqP6qJRdLvPLs +olVYuLHw9iP976Vova3M35jcDo63lcfAChoBz62lY00aMGN3/MSLQhG+lS8c +vtymAsm7OLSLcgvi365Wn28lhpCm3WzOUcjTOqdbu/0utE+0q/jW10Iu7KPV +1AEKuYs9Ulk76mFz2kLd+ncRTtyOa5DgVSDH1vWqpXELFDamf31oI4azupHy +xTIOPuwdrbg7OAWOHyalJns14OXzS9yTazhwSuuxvH4pGd7+64O4lfWw8uy1 +2DaJA15qsnIrPwl5+3MyDiTUI3xCYKi/Ko2kwK+nfHn1UN/S+uvqCxGm9Aer +hahz8MLjQuKK86+wOn3pgrDrTYzjmebDtF6m58m0X6S+M/09aa5GGk+7y/rG +xozNOvozjlfhHWti9ykpIWIXplC8MRz0+Vurpig14dK6iF0t08TY4PE1QimA +javRL106t3GQv800kj7fhjkeAXdW1rCRskc/XEetCqJ+yYqurwJkuZVui5xE +w4TjfVMuqx7y4y2UPj0UIaG6cGLOIxpqPW9KfzXw0fJQJnpEVAdsM3pqT73h +gBXU0TvMrgnrhT3FmhpinPE5ZvB5NhsTzf/Q/TKci7IJO7+L6DaE3Xt1bpgG +BW9K0iAqtxql5s6/PTMTIqn4yQdnXRohDup197OKEKR2Q/68WgvjeKb5MK2X +6Xky7RfTOSHNJ+lzrc5mcPfupKF4IjJ8d8A7TLHu7GLxm4l/P+ac23w+n4KO +0Zkd7N46fI8ZUH6zS4QctWoFPVk2qo4Lu3etLkfTxLKehO0CaPctr3UwpKAU +tthpayAFjbcnu9XzW3FbZFoYHE5Bv+SCwqQXtbA9tnrATyDEjkN7SxBHYaLS +/vaR81hQyH3f3TWtFV9zy6cFHGfj2tYPuxc9r0Cd2ybduiQBrGWDLrbyWVh9 +1Oz0k2AubHUnJB0f3Q4FveyS94dYyB36efmzEZ+wT9FxvQK/nXE803yY1sv0 +PJn262FVh1YiuOh4asmz/Z6KBIsIA4m2BoxeZKB9UINGu75leW5UAkbuHrrS +4nYdEceYzqeXPX2go+ktTpq3piV9O4VxN3SN5EQfYbbKxnFJZB3ofolJ+5e1 +IaZz7LP8IDFm2W1ZkfSWjfOxMg9aKmh0OtkPbNrQhupMT4WxAVzMwYwIz7aH +CAiUuX5iIR/vT/Wpv+9hw13lfd49PxrBgUvyCjTaoLkorXTaKxrzPk2pz5Nr +xCjOvVsDKR2Y/ES4vaycwoYsuRXu3DqsOx6/Yt1GERY3Po0cHshFL1d+oHBt +Og76XcmIsuEjx8QgKuUFG67cG+lv8yrx6u3qUa01AsbxTPNhWi/T8yT16867 +GnneWQqBKsUZMKtFwWWT03c5QjSGHKup9acwT9b/+p7xbHDCZjnWrm/FcmWb +1CXBHMyVcBgtYfwHwkK3Wcj0NBL3KQknSfNPquv5OZi2vSqCaVbTWpPJIUil +ps6y+1qGEeFxuoGrWNB5vml2Zl4pqiXjKiZebkek4qGIJgsams81fxt+pAHc +Dd9tTPtFiMzi5gZ6csFy6Z8nMMpA/XoP9UfufIzwZCX6DMa/CjWTeDC8CItl +0/bFDDSjuEW2rCaKRr/v0bCCp4VYuXByqOupZug9C1KfcbsUiesuyarWNEGR +Fa+StEiMY5Yb27540VgYfTjQZRQfH458UXVf3sE4nmk+TOslnSdpTmzrZN1q +1dhQiEs3UQ0vx2wpL+ffXQQwXNMgm3BvEA8Fbfp7FDg4cNKn09i1DZRj2YGF +hyhci9Q6ejCajdGR05UFrq0YOWq8l/1EDuzOKmSESr9Gdso5Q3ZWE5F3kfYp +CSdJ80+aE0eOSYidFBf5VYcnCyqfQFKiNtVxdiOCBj7lb1biwijb8ZbOxsew +3h8c+bSfj9F5Jl0lW1lQl+7p3/n0I55FXEl6zGlHfegU60uLKZSP5cz01+ZB +cmT6mD2OQjin/dDw3sjGnWg71f6nHHzuW6bkntGGQ4UaAqTQsC7rqXacV4h5 +Ryu+6Ts24+equOwCaTbOJL2NEK0c5HlCnzO2QubxTPNhWi9pTjxqIryaVjci +/7SxSugiAb74pkQ1PxWj29Bl//qmElyPuFneEBcL11k8i2SPangeXDf0nIjG +tIsylrvxBqqPQ9Z0dTdhsn1NUN13FjY0+ym/7yrDJh/JrqFrBVDSEWg4RVch +2955RdGzFuhK9nlt2S0m8n8SryPtaxIOk+4X6dw6P49Y4qtJIataa9dNhTuQ +mqnUlDS1Fm+ejJeo1Wfh1zijzqFGH/HtQfTpObntiNg0171jEY3YD6t0Y6c2 +YBurVxBaKUKoz8hpWzMohMxfELk4tgR9rn1LwvpbYLKLfVhr8L488rj62w/L +93jZUuiW5DfIe02fmLo5siEsauzrcqkAtHMTUiIFjOOZ5kOqlzQnOr01Q+uu +smDUkjjdU7kUAVUW6Ybr2pHld9fVrYbG69C7sxK8GpHFM5+lW9aB2KFRKl+M +2fDW+CY+IFWBccHdaYfPDl4JtbGZrsdoZGb/fHyt8C0Cpj8ISs1txinJw7Pb +9biQ25xhF9n7CMNK9h+KruCDZ/OoTteWi2/KK7dlBw7izpiEdBUtsk4k8X8S +ryPtaxIOk+4XaU7Gr978da4FG7ZtG693rLkFhUwPO/s+HvY0pyjyplK4fSlI +Y+SeahzS/nnylr4Qd4Mq90734oC7wMmrcs4LHMkcVsoeP7h/knMmmcdT+PGz +QNleqg471i2nA/uE+FyStjRyOo3nPtm9qQ7FGNDZWCJp3sI4nmk+pDn5zTkv +fjSvGq07DHys5Vvhv3utVKGLGErJJkce3KPRNeZHvm0qHw7fwpdGnelAd8yB +qIkxHNRdfmqprPccix22BGdWNOLXq5zImG4aQwR6A0UljfBeeiFuWd+gjqNn +V+nEsmH45KeXrWElUjPX1nq9EcAsritGaSkH2ubvv9KdL7FEWj/byasJN3wD +Ol8Oo7F1st6+rvEJmJEi62t2vI7oV5B0KElfkHgjiQ+QcJ50f0l90XFau0+d +9wGieyfHve6LgmJdWKXclipiX6Y8CXnhm0+DvUhGcPNBARbEpA9rMG6G9I4q +/n4XGkUGSdde8xrgtPFdxJs5HYzjmebDtF7jA/HySmUsCI/Hugf4lEH6d5mE +Sm0BhhirR6qnUGiZYj590aI6yBbvW5s5VoRD12bnfq6mcTnolO2M/DfQOL0j +TEeuGVHZ0rlRKoO8JUYrpUFAIVxHYapm2yDPGVwbRc9YcBqhV584rQy3u/fl +GkwToHDqxSGvpT7B0L1Ahm3YjL7e+O2/DMVEX4vkV5B0KElfkHgjiQ+QcJ7p +/V2jk8O/cJPGqsTyL6orExHonTFeXq0eyZqCZo0vFJJW7jSdqlmPBRHlBy96 +iqBYL/CyyuHg8eO2sKgTzyA+Yc69k9TIOJ6UT1jFJbsXZ+rR0jrh/LLcNjhY +3E8dFjHIT6RPjLR8SeGxUdjpuTNL0MH2WmDT2ALDXucTGk4cpChKhTTdfQHf +9YG8UfObsGfkuU5bIYXh2QZqt3jvAYdN/ldjW9BfHCMZ6U2BN+fFTdH3Gmxo +dbcqfykEteJhuaQ5FwPH1OKiirKQWHznYEgOHwPpL+fNlKWwrOHE4x3S1Qh3 +niD9YKYQ5y7vn2c0jIvo0VfCe2akonW1Q6dWQgOMMl6lsXZ8xI/y1oZO2WYM +G+p7JcBATPRXSb4ZyQ8h6VySfiHxUhLfIO0REj6Q+n45TVL2pRWFvdPttWPS +7uBuuqVDhlctPqWflnF3ZKHAVCJOy78UlLMCVeXZTownzUl4uOP8XQ40DnQt +jDvyuAEDp3i2m6Z2IHyZ2djGdxzcfDg2xtk/D9zZAkPXkEaYbhLIS26nMH5L +8gqpGTV4ctHG2CRciPCPxR5rxlH47tatemXuIM6tiLh7S7INrKM/5XfcZ0Hg +vbXUjP4E1vHhv1aMEUA/RbI7s4qDzK7NO5Udc/Exq0TtrFsj5JLEy4dspfDR +Q/RljzKF9so385yutII1d1tp/SMWdPOPn69r4IJCtMF0nXakVE73WryfQoPt +/d9tL9Rg2JiZjh3JQpyu15QOGUWDPli+KzqgHn4P9Oz2xZB9eJK/SvLNSH4I +SeeS9AuJl5L4BmmPkPCBNCdlBTZrE3pYSL4/411X5k2cVDPh28TziHMi6DXb +1mVSDZ3oB6VyghZ05x8QljuJcbHycvzhoRyotKt7bkh8jf6Zp4z1PjXBj11k +yH9NwW943o/CoDqkfr43Sk5HBL1if9UrgTQ++np+0LR4i8aKK9KzbjbjelHN +HxOMKTw7Ys6mg3moVrRdIOcpxEP9UUf25VCwm3TfvMy+Dkf+SHrbqSSCq5a3 +aaEPB3H6i9OajB/ghKfP2RfyDagsjdnk2jaIw6qrZFhxg7zCfk5hREsHLHoL +uEohLCy3iLuw2+sTllbr9R7tbUe87ChxEJeC0eUNW4RRH6CdGGu9q3AQD89r +qvdbcKDVolhs5fISDxPEa0ZvJz/f+V/DH9Kc+FXZf95sVgvubX9B3tNWqDyN +yB7wERN5/l/48+fGH6Z4QpqTv/DnH/jzv6a/SPhA6jvT+FkzPaKTUsrgol9X +8PNhM7TVnK9JmYmJPupf+us/U3+R9A5pj5DwgWk8aU7+rPrrv8V/ZuqfkPpC +4hukPcI0nmk+1oc6kpZm1Qzu2y9G3oO8JEr+cYyct5jI8//yn/9v/5mpH0vC +edL9JfFSEt9gGs80H9Kc/Lf4z/+u5+9Mn++Qzo3EB0g4T9IvJF7KNJ5pPkzr +vfbJqts+nEbKq/hFeW58LN7YI8dx7vjTPn9n+ryYhMOk+0XijSQ+QNK5JP3C +NJ5pPkzr/U97/v7//f4haf5JdZH2NQmHSfqCxBtJfghJ5zKNZ5oP03qZnueq +XVbudoJBnVEffOzVJCE2iA2nj6XIevDf9f4h6X02Ek6S5p/E60j7mqRDSfqC +5JuR/BCm8UzzYVov0/Mkzcm/6v1Dpu9Lk+aT9LmkfUrCSRL/J/E6kl9B0qEk +f5XkmzGNZ5oP03qZnifTfjnKxIaqjm3FhxtlpxUNRfChzn5JFP7r/i+DhGOk ++STxLtI+JelEEv8n+Vokv4Lkw5P8VabxTPNhWi/T82TaL1LfSXP1NzHdn3I= + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["272", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 7} -> Complex[ + 0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, + 9} -> Complex[ + 0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], { + 1, 11} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 13} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 15} -> Complex[ + 0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], { + 1, 17} -> Complex[ + 0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, + 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, + 20} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 22} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 24} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 6} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, + 8} -> Complex[-0.16418162796222252`, \ +-0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, + 10} -> Complex[-0.2917595352077467, -0.3784536838475334], \ +{2, 11} -> Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 13} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 20} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 6} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 12} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 14} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 16} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 18} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 20} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 12} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 14} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 16} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 20} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 12} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 14} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, + 16} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {5, 19} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, + 12} -> Complex[ + 0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, + 14} -> Complex[ + 0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 6, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 6, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 12} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {7, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 14} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 16} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, + 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 13} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 15} -> Complex[ + 0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, + 17} -> Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 8, 20} -> Complex[ + 0.2578656808252187, 0.10876030801336257`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, + 12} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {9, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, + 14} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {9, 15} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, + 12} -> Complex[-0.15558917647409173`, \ +-0.09979098803090053], {10, 13} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, + 14} -> Complex[-0.15558917647409173`, \ +-0.09979098803090053], {10, 15} -> Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {10, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {11, + 16} -> Complex[ + 0.13800495411149877`, 0.3680867713233184], {11, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {11, + 18} -> Complex[ + 0.09710709374348331, -0.20541302638200343`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {12, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {12, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {12, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {12, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {12, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {12, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {12, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {12, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {12, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {13, + 14} -> Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {13, + 16} -> Complex[ + 0.13800495411149877`, 0.3680867713233184], {13, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {13, + 18} -> Complex[ + 0.09710709374348331, -0.20541302638200343`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {14, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {14, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {14, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, + 19} -> Complex[ + 0.017368709836144688`, -0.1497980533645717], {14, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {14, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {14, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {14, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {14, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {18, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 21} -> Complex[ + 0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 21, 22} -> Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 13} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 20} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 13} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 20} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 6} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 12} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 14} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 20} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 12} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 14} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 12} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 14} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 19} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 12} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 14} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 12} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 14} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 13} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[-0.007671097858546656, 0.0057340892009139326`], {8, + 20} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, + 21} -> Complex[0.037739555243020126`, -0.012308050579545225`], {8, + 22} -> Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[0.29687889692943875`, 0.2375326567068352], {9, + 10} -> Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 12} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 14} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 12} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 13} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 14} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, + 17} -> Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[0.08485061223426596, -0.11980477813807357`], {10, + 19} -> Complex[0.02081012384838236, -0.14234469229568147`], {10, + 20} -> Complex[0.13476314496413244`, -0.0767423516894553], {10, + 21} -> Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> Complex[-0.04368290380765367, -0.027436459786564067`], {10, + 23} -> Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[0.34087862056969404`, 0.1100388283919505], {11, + 12} -> Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {11, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {11, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {11, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {12, + 15} -> Complex[0.1899783589314758, 0.1365082746823964], {12, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {12, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {12, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {12, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {12, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {12, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {12, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {12, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {13, 14} -> + Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {13, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {13, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {13, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {14, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {14, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {14, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {14, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {14, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {14, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {14, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {14, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickCircuit", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Fermion modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Circuit depth: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["10", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Some elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True], ",", + RowBox[{"Measurement", "[", + RowBox[{"{", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], "}"}], "]"}], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, \ +{ + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Selectable -> False, Editable -> + False, SelectWithContents -> True]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickCircuit[{ + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[2]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[1], + $CellContext`c[3]}], + Q3`WickUnitary[{{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Q3`Measurement[{ + $CellContext`c[4]}]}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{ + Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, FrameLabel -> { + None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Specified elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2554635621264281`"}], "-", + + RowBox[{"0.11047661244174078`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09641151687286514`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10587920814398327`"}], "-", + + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.41316719904942195`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04510958570261943`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31745858462564497`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzKPGxt7b7soiuI465x/n99a71rnt875zvmsZS3Lupd93899 +v9d9XdfzUnZ027RXYsiQIZP/+f33n5XEW+bI+xVgyD+/xj8qarhqycUSrzy7 +aBUWbiy8/Uj/eylabyvzNia3g+Nt5TGwgkbAc2vpWJNGzNgdP/GiUIRv5QuH +L7epQPIuDu2izEf829Xq863EENK0m805Cnla53Trtt+F9ol2Fd+GOsiFfbSa +OkAhd7FHKmtHA2xOW6hb/y6Cs7qR8sUyDj7sHa24OzgFjh8mpSZ7NeLE7bhG +iZoK5Ni6XrU05kNhY/rXhzZiWHn2WmybxEFNarJyKy8JeftzMg4kNODl80vc +k2s4cErrsbx+KRne/uuDuJUNCJ8QGOqvSiMp8Osp35oGqG9p/XX1hQhT+oPV +QtQ5eOFxIXHF+VdYnb50Qdj1ZsbxTPNhWi/T82TaL1Lfmf6eNFcjjafdZX1j +Y8ZmHf0Zx6vwjjWx+5SUELELU6iaMRz0+Vurpig149K6iF38aWJs8PgaoRTA +xtXoly6d2zjI32YaSZ9vwxyPgDsra9lI2aMfrqNWBVG/ZEXXVwESqgsn5jyi +odbzpvRXIw/8hzLRI6I6kOVWui1yEg0TjvdNuawGyI+3UPr0UIQzPscMPs9m +Y6L5H7pfhnNRNmHndxHdBtuMnrpTbzhgBXX0DrNrxnphT7Gmhhhh916dG6ZB +wZuSNIjKrUapufNvz8yESCp+8sFZl0aIg3r9/awiBKndkD+vxmcczzQfpvUy +PU+m/WI6J6T5JH2u1dkM7t6dNBRPRIbvDniHKdadXSxeC/Hvx5xzm8/jUdAx +OrOD3VuP7zEDym92iZCjVq2gJ8tG1XFh967V5WieWNaTsF2A2yLTwuBwCvol +FxQmvaiD7bHVA34CIbT7ltc5GFJQClvstDWQgsbbk93q+a34mls+LeA4G9e2 +fti96HkF6t026dYnCbDj0N4SxFGYqLS/feQ8FhRy33d3TWuFtWzQxVYeC6uP +mp1+EsyFre6EpOOj26Ggl13y/hALuUM/L3824hP2KTquV+C1M45nmg/Tepme +J9N+Pazq0EoEFx1PLWtsv6ciwSLCQKKtEaMXGWgf1KDRrm9ZnhuVgJG7h660 +uF1PxDGm8+llTx/oaH6Lk+ataUnfTmHcDV0jOdFHmK2ycVwSWQ+6X2LS/mVt +iOkc+yw/SIxZdltWJL1l43yszAN+BY1OJ/uBTRva8P5Un/r7HjbcVd7n3fOj +ERy4JK9Aow3VmZ4KYwO4mIMZEZ5tDxEQKHP9xEIeJj8Rbi8rp7AhS26FO7ce +647Hr1i3UQTNRWml017RmPdpSkOeXBNGce7dGkjpwOKmp5HDA7no5coPFK5N +x0G/KxlRNjzkmBhEpbxgw5V7I/1tXiVevV09qrVWwDieaT5M62V6nqR+3XlX +K19zlkKgSnEGzOpQcNnk9F2OEE0hx2rr/CnMk/W/vmc8G5ywWY5161uxXNkm +dUkwB3MlHEZLGP+BsNBtFjI9TcR9SsJJ0vyT6np+DqZtr4pgmtW81mRyCFKp +qbPsvpZhRHicbuAqFnSeb5qdmVeKasm4iomX2xGZxc0N9OSC5dI/T2CUgYb1 +HuqP3HmIVDwU0WxBQ/O55m/DjzSCu+G7jWm/CMV82bLaKBr9vkfDCp4WYuXC +yaGup1owwpOV6DMY/yrUTOLB8CIslk3bFzPQAr1nQeozbpcicd0lWdXaZiiy +4lWSFolxzHJj2xcvGgujDwe6jOLhw5Evqu7LOxjHM82Hab2k8yTNiW29rFud +GhsKcekmquHlmC3l5fy7iwCGaxplE+4N4qSgTX+PAgcHTvp0Gru2gXIsO7Dw +EIVrkVpHD0azMTpyurLAtRUjR433sp/Igd1ZhYxQ6dfITjlnyM5qJvIu0j4l +4SRp/klz4sgxCbGT4iK/6vBkQeUTSErUpTrObsLoPJOukq0sqEv39O98+hHP +Iq4kPea0I2jgU/5mJS6Msh1v6Wx8DOv9wZFP+3lwTvuh4b2RjTvRdqr9Tzn4 +3LdMyT2jDQ2hU6wvLaZQPpYz01+7BpIj08fscRTiUKGGACk0rMt6qh3nFWLe +0Ypv+o4t+LkqLrtAmo0zSW8jRCsHeZ7Q54ytsI1xPNN8mNZLmhOP2giv5tVN +yD9trBK6SIAvvilRLU/F6DZ02b++uQTXI26WN8bFwnVWjUWyRzU8D64bek5E +Y9pFGcvdeAPVxyFrurqbMdm+Nqj+OwsbWvyU33eVYZOPZNfQtQIo6Qg0nKKr +kG3vvKLoGR+6kn1eW3aLifyfxOtI+5qEw6Tni3Ru41dv/jrXgg3bto3XO9bc +gkKmh519Xw3ePBkvUafPwq9xRp1DjT7i24Po03Ny23E3qHLvdC8OuAucvCrn +vMCRzGGl7PHN2NOSolgzlcLtS0EaI/dU45D2z5O39IVQTM6ZZB5P4cfPAmV7 +qXrsWLecDuwT4nNJ2tLI6TSe+2T3pjoUY0BnY4mkOZ9xPNN8SPUSdU2yyZEH +92h0jfmRb5vKg8O38KVRZzrQHXMgamIMB/WXn1oq6z3HYoctwZkVTfj1Kicy +ppvGEIHeQFFJE7yXXohb1teBDfTsKp1YNgyf/PSyNaxEaubaOq83ApjFdcUo +LeVA2/z9V7rzJZZI62c7eTXjhm9A58thNLZO1tvXNT4BM1Jkfc2O1xN1Ion/ +k3gdaV+TcJj0fJHmpPPziCW+mhSyqrV23VS4A6mZSs1JU+sQ6jNy2tYMCiHz +F0Quji1Bn2vfkrB+PiI2zXXvWEQj9sMq3dipjdjG6hWEVopgsot9WGsQbx95 +XP3th+V7vOQXuiX58WFr+sTUzZENYVFTX5dLBaCdm5ASKWAczzQf0pxYH+pI +WppVC8WGL0beV1oRJf84Rs5bDJ3e2qH1V1kw4idO91QuRUCVRbrhunZk+d11 +daul8Tr07qwEryZk1ZjP0i3rQOzQKJUvxmx4a3wTH5CqwLjg7rTDZwchVW1s +pusxGpnZPx9fK3yLgOkPglJzW3BK8vDsdj0u5DZn2EX2PsKwkv2Hoit4qLF5 +VK9ry8U35ZXbsgMH99aYhHQVLbJ/QtKhJH1B4o0kPkDCedLzS+rLGp0c3oWb +NFYlln9RXZmIQO+M8fJqDcS+JGsKWjS+UEhaudN0qmYDFkSUH7zoKRrsk8DL +KoeDx4/bwqJOPIP4hDn3TlIT43im+Rj2Op/QcOIgRVEqpPnuC/iuD6wZNb8Z +3dInRlq+pPDYKOz03Jkl6GB7LbBp4mPPyHOdtkIKw7MN1G7VvAccNvlfjeWj +vzhGMtKbQs2cFzdF32uxodXdqvylENSKh+WS5lwMHFOLiyrKQmLxnYMhOTwM +pL+cN1OWwrLGE493SFcj3HmC9IOZQpy7vH+e0TAuokdfCe+ZkYrW1Q6dWgmN +MMp4lcba8RE/ylsbO2VbMGyo75UAAzHR1yL5FSQdStIXJN5I4gMknGf6/Oo4 +rd2nXvMBonsnx73ui4JifVil3JYqTHkS8sI3nwZ7kYzg5oMCLIhJH9Zo3ALp +HVW8/S40igySrr2uaYTTxncRb+Z0MI4n5TNrpkd0UkoZXPTrC34+bIG2mvM1 +KTMx43qND8TLK5WxIDwe6x7gUwbp32USKrUFGGKsHqmeQoE/xXz6okX1kC3e +tzZzrAiHrs3O/VxN43LQKdsZ+W+gcXpHmI5cC6KypXOjVAZ5b4xWSqOAQriO +wlTNtkGePLg2ip6x4DRCryFxWhlud+/LNZgmQOHUi0NeS32CoXuBDNuwBX29 +8dt/GYqJ/irJNyP5ISSdS9IvJF5K4hukPULCB1LfL6dJyr60orB3ur12TNod +3E23dMjwqsOn9NMy7o4sFJhKxGn5l4JyVqCqPNuJ8aQ5CV9mNrbpHQc3H46N +cfbPA3e2wNA1pAnh4Y7zdznQONC1MO7I40YMnKqx3TS1A+Efiz3WjKPw3a1b +9crcwXlcEXH3lmQbTDcJ5CW3Uxi/JXmF1IxaPLloY2wSLgTr6E/5HfdZEHhv +LTWjP4F1fPivFWME0E+R7M6s4iCza/NOZcdcfMwqUTvr1gS5JPHyIVspfPQQ +fdmjTKG98s08p8F9yJq7rbThEQu6+cfP1zdyQSHaYLpOO1Iqp3st3k+h0fb+ +77YXajFszEzHjmQhTjdoSoeMokEfLN8VHdAAvwd6dvtiyD48yV8l+WYkP4Sk +c0n6hcRLSXyDtEdI+ECak7ICm7UJPSwk35/xrivzJk6qmfBs4sk8VtBrtq3L +pBo60Q9K5QR8dOcfEJY7ieHHLjLkvabgNzzvR2FQPVI/3xslpyPCxcrL8YeH +cqDSru65IfE1+meeMtb71IzrRbV/TDCm8OyIOZsOrkG1ou0COU8h9Ir9Va8E +0vjo6/lB0+ItmiquSM+62YKH+qOO7MuhYDfpvnmZfT2O/JH0tlNJBFctb9NC +Hw7i9BenNRs/wAlPn7Mv5BtRWRqzybVtcJ+qrpJhxQ3uBfs5hRH8Dlj0FnCV +QlhYbhF3YbfXJyyt1us92tuOeNlR4iAuBaPLG7YIoz5AOzHWelchH4bnNdX7 +LTjQ4isWW7m8xMME8ZrR28n3O/9r+EOaE78q+8+bzerAve0vyHvaCpWnEdkD +PmIiz/8Lf/678YcpnpDm5C/8+Qf+/K/pLxI+kPrOND6s4pLdizMN4LdOOL8s +tw0OFvdTh0WIiT7qX/rrP1N/kfQOaY+Q8IFpPGlO/lv115/Ff2bqn5D6QuIb +pD3CNJ5pPr8558WPrqlG6w4DH2v5VvjvXitV6CIm8vy//Of/239m6seScJ70 +/JJ4KYlvMI1nmg9pTv4s/vO/6/6d6f0O6dxIfICE8yT9QuKlTOOZ5sO03muf +rLrtw2mkvIpflOfGw+KNPXIcZ7Iu+LPfvzO+LybgMOn5IvFGEh8g6VySfmEa +zzQfpvX+p92//3+/f0iaf1JdpH1NwmGSviDxRpIfQtK5TOOZ5sO0XqbnuWqX +lbudoBlLGoKPvZokxAax4fSxFFkP/rvePyS9z0bCSdL8k3gdaV+TdChJX5B8 +M5IfwjSeaT5M62V6nqQ5+Ve9f8j0fWnSfJI+l7RPSThJ4v8kXkfyK0g6lOSv +knwzpvFM82FaL9PzZNovR5nYUNWxrfhwo+y0oqEIPtTZL4nCf93/ZZBwjDSf +JN5F2qcknUji/yRfi+RXkHx4kr/KNJ5pPkzrZXqeTPtF6jtprv4Grwugbg== + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiTaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzKPGxt7b7soiuI465x/n99a71rnt875zvmsZS3Lupd93899 +v9d9XdfzUnZ027RXYsiQIZP/+f33n5XEW+bI+xVgyD+/xj8qarhqycUSrzy7 +aBUWbiy8/Uj/eylabyvzNia3g+Nt5TGwgkbAc2vpWJNGzNgdP/GiUIRv5QuH +L7epQPIuDu2izEf829Xq863EENK0m805Cnla53Trtt+F9ol2Fd+GOsiFfbSa +OkAhd7FHKmtHA2xOW6hb/y6Cs7qR8sUyDj7sHa24OzgFjh8mpSZ7NeLE7bhG +iZoK5Ni6XrU05kNhY/rXhzZiWHn2WmybxEFNarJyKy8JeftzMg4kNODl80vc +k2s4cErrsbx+KRne/uuDuJUNCJ8QGOqvSiMp8Osp35oGqG9p/XX1hQhT+oPV +QtQ5eOFxIXHF+VdYnb50Qdj1ZsbxTPNhWi/T82TaL1Lfmf6eNFcjjafdZX1j +Y8ZmHf0Zx6vwjjWx+5SUELELU6iaMRz0+Vurpig149K6iF38aWJs8PgaoRTA +xtXoly6d2zjI32YaSZ9vwxyPgDsra9lI2aMfrqNWBVG/ZEXXVwESqgsn5jyi +odbzpvRXIw/8hzLRI6I6kOVWui1yEg0TjvdNuawGyI+3UPr0UIQzPscMPs9m +Y6L5H7pfhnNRNmHndxHdBtuMnrpTbzhgBXX0DrNrxnphT7Gmhhhh916dG6ZB +wZuSNIjKrUapufNvz8yESCp+8sFZl0aIg3r9/awiBKndkD+vxmcczzQfpvUy +PU+m/WI6J6T5JH2u1dkM7t6dNBRPRIbvDniHKdadXSxeC/Hvx5xzm8/jUdAx +OrOD3VuP7zEDym92iZCjVq2gJ8tG1XFh967V5WieWNaTsF2A2yLTwuBwCvol +FxQmvaiD7bHVA34CIbT7ltc5GFJQClvstDWQgsbbk93q+a34mls+LeA4G9e2 +fti96HkF6t026dYnCbDj0N4SxFGYqLS/feQ8FhRy33d3TWuFtWzQxVYeC6uP +mp1+EsyFre6EpOOj26Ggl13y/hALuUM/L3824hP2KTquV+C1M45nmg/Tepme +J9N+Pazq0EoEFx1PLWtsv6ciwSLCQKKtEaMXGWgf1KDRrm9ZnhuVgJG7h660 +uF1PxDGm8+llTx/oaH6Lk+ataUnfTmHcDV0jOdFHmK2ycVwSWQ+6X2LS/mVt +iOkc+yw/SIxZdltWJL1l43yszAN+BY1OJ/uBTRva8P5Un/r7HjbcVd7n3fOj +ERy4JK9Aow3VmZ4KYwO4mIMZEZ5tDxEQKHP9xEIeJj8Rbi8rp7AhS26FO7ce +647Hr1i3UQTNRWml017RmPdpSkOeXBNGce7dGkjpwOKmp5HDA7no5coPFK5N +x0G/KxlRNjzkmBhEpbxgw5V7I/1tXiVevV09qrVWwDieaT5M62V6nqR+3XlX +K19zlkKgSnEGzOpQcNnk9F2OEE0hx2rr/CnMk/W/vmc8G5ywWY5161uxXNkm +dUkwB3MlHEZLGP+BsNBtFjI9TcR9SsJJ0vyT6np+DqZtr4pgmtW81mRyCFKp +qbPsvpZhRHicbuAqFnSeb5qdmVeKasm4iomX2xGZxc0N9OSC5dI/T2CUgYb1 +HuqP3HmIVDwU0WxBQ/O55m/DjzSCu+G7jWm/CMV82bLaKBr9vkfDCp4WYuXC +yaGup1owwpOV6DMY/yrUTOLB8CIslk3bFzPQAr1nQeozbpcicd0lWdXaZiiy +4lWSFolxzHJj2xcvGgujDwe6jOLhw5Evqu7LOxjHM82Hab2k8yTNiW29rFud +GhsKcekmquHlmC3l5fy7iwCGaxplE+4N4qSgTX+PAgcHTvp0Gru2gXIsO7Dw +EIVrkVpHD0azMTpyurLAtRUjR433sp/Igd1ZhYxQ6dfITjlnyM5qJvIu0j4l +4SRp/klz4sgxCbGT4iK/6vBkQeUTSErUpTrObsLoPJOukq0sqEv39O98+hHP +Iq4kPea0I2jgU/5mJS6Msh1v6Wx8DOv9wZFP+3lwTvuh4b2RjTvRdqr9Tzn4 +3LdMyT2jDQ2hU6wvLaZQPpYz01+7BpIj08fscRTiUKGGACk0rMt6qh3nFWLe +0Ypv+o4t+LkqLrtAmo0zSW8jRCsHeZ7Q54ytsI1xPNN8mNZLmhOP2giv5tVN +yD9trBK6SIAvvilRLU/F6DZ02b++uQTXI26WN8bFwnVWjUWyRzU8D64bek5E +Y9pFGcvdeAPVxyFrurqbMdm+Nqj+OwsbWvyU33eVYZOPZNfQtQIo6Qg0nKKr +kG3vvKLoGR+6kn1eW3aLifyfxOtI+5qEw6Tni3Ru41dv/jrXgg3bto3XO9bc +gkKmh519Xw3ePBkvUafPwq9xRp1DjT7i24Po03Ny23E3qHLvdC8OuAucvCrn +vMCRzGGl7PHN2NOSolgzlcLtS0EaI/dU45D2z5O39IVQTM6ZZB5P4cfPAmV7 +qXrsWLecDuwT4nNJ2tLI6TSe+2T3pjoUY0BnY4mkOZ9xPNN8SPUSdU2yyZEH +92h0jfmRb5vKg8O38KVRZzrQHXMgamIMB/WXn1oq6z3HYoctwZkVTfj1Kicy +ppvGEIHeQFFJE7yXXohb1teBDfTsKp1YNgyf/PSyNaxEaubaOq83ApjFdcUo +LeVA2/z9V7rzJZZI62c7eTXjhm9A58thNLZO1tvXNT4BM1Jkfc2O1xN1Ion/ +k3gdaV+TcJj0fJHmpPPziCW+mhSyqrV23VS4A6mZSs1JU+sQ6jNy2tYMCiHz +F0Quji1Bn2vfkrB+PiI2zXXvWEQj9sMq3dipjdjG6hWEVopgsot9WGsQbx95 +XP3th+V7vOQXuiX58WFr+sTUzZENYVFTX5dLBaCdm5ASKWAczzQf0pxYH+pI +WppVC8WGL0beV1oRJf84Rs5bDJ3e2qH1V1kw4idO91QuRUCVRbrhunZk+d11 +daul8Tr07qwEryZk1ZjP0i3rQOzQKJUvxmx4a3wTH5CqwLjg7rTDZwchVW1s +pusxGpnZPx9fK3yLgOkPglJzW3BK8vDsdj0u5DZn2EX2PsKwkv2Hoit4qLF5 +VK9ry8U35ZXbsgMH99aYhHQVLbJ/QtKhJH1B4o0kPkDCedLzS+rLGp0c3oWb +NFYlln9RXZmIQO+M8fJqDcS+JGsKWjS+UEhaudN0qmYDFkSUH7zoKRrsk8DL +KoeDx4/bwqJOPIP4hDn3TlIT43im+Rj2Op/QcOIgRVEqpPnuC/iuD6wZNb8Z +3dInRlq+pPDYKOz03Jkl6GB7LbBp4mPPyHOdtkIKw7MN1G7VvAccNvlfjeWj +vzhGMtKbQs2cFzdF32uxodXdqvylENSKh+WS5lwMHFOLiyrKQmLxnYMhOTwM +pL+cN1OWwrLGE493SFcj3HmC9IOZQpy7vH+e0TAuokdfCe+ZkYrW1Q6dWgmN +MMp4lcba8RE/ylsbO2VbMGyo75UAAzHR1yL5FSQdStIXJN5I4gMknGf6/Oo4 +rd2nXvMBonsnx73ui4JifVil3JYqTHkS8sI3nwZ7kYzg5oMCLIhJH9Zo3ALp +HVW8/S40igySrr2uaYTTxncRb+Z0MI4n5TNrpkd0UkoZXPTrC34+bIG2mvM1 +KTMx43qND8TLK5WxIDwe6x7gUwbp32USKrUFGGKsHqmeQoE/xXz6okX1kC3e +tzZzrAiHrs3O/VxN43LQKdsZ+W+gcXpHmI5cC6KypXOjVAZ5b4xWSqOAQriO +wlTNtkGePLg2ip6x4DRCryFxWhlud+/LNZgmQOHUi0NeS32CoXuBDNuwBX29 +8dt/GYqJ/irJNyP5ISSdS9IvJF5K4hukPULCB1LfL6dJyr60orB3ur12TNod +3E23dMjwqsOn9NMy7o4sFJhKxGn5l4JyVqCqPNuJ8aQ5CV9mNrbpHQc3H46N +cfbPA3e2wNA1pAnh4Y7zdznQONC1MO7I40YMnKqx3TS1A+Efiz3WjKPw3a1b +9crcwXlcEXH3lmQbTDcJ5CW3Uxi/JXmF1IxaPLloY2wSLgTr6E/5HfdZEHhv +LTWjP4F1fPivFWME0E+R7M6s4iCza/NOZcdcfMwqUTvr1gS5JPHyIVspfPQQ +fdmjTKG98s08p8F9yJq7rbThEQu6+cfP1zdyQSHaYLpOO1Iqp3st3k+h0fb+ +77YXajFszEzHjmQhTjdoSoeMokEfLN8VHdAAvwd6dvtiyD48yV8l+WYkP4Sk +c0n6hcRLSXyDtEdI+ECak7ICm7UJPSwk35/xrivzJk6qmfBs4sk8VtBrtq3L +pBo60Q9K5QR8dOcfEJY7ieHHLjLkvabgNzzvR2FQPVI/3xslpyPCxcrL8YeH +cqDSru65IfE1+meeMtb71IzrRbV/TDCm8OyIOZsOrkG1ou0COU8h9Ir9Va8E +0vjo6/lB0+ItmiquSM+62YKH+qOO7MuhYDfpvnmZfT2O/JH0tlNJBFctb9NC +Hw7i9BenNRs/wAlPn7Mv5BtRWRqzybVtcJ+qrpJhxQ3uBfs5hRH8Dlj0FnCV +QlhYbhF3YbfXJyyt1us92tuOeNlR4iAuBaPLG7YIoz5AOzHWelchH4bnNdX7 +LTjQ4isWW7m8xMME8ZrR28n3O/9r+EOaE78q+8+bzerAve0vyHvaCpWnEdkD +PmIiz/8Lf/678YcpnpDm5C/8+Qf+/K/pLxI+kPrOND6s4pLdizMN4LdOOL8s +tw0OFvdTh0WIiT7qX/rrP1N/kfQOaY+Q8IFpPGlO/lv115/Ff2bqn5D6QuIb +pD3CNJ5pPr8558WPrqlG6w4DH2v5VvjvXitV6CIm8vy//Of/239m6seScJ70 +/JJ4KYlvMI1nmg9pTv4s/vO/6/6d6f0O6dxIfICE8yT9QuKlTOOZ5sO03muf +rLrtw2mkvIpflOfGw+KNPXIcZ7Iu+LPfvzO+LybgMOn5IvFGEh8g6VySfmEa +zzQfpvX+p92//3+/f0iaf1JdpH1NwmGSviDxRpIfQtK5TOOZ5sO0XqbnuWqX +lbudoBlLGoKPvZokxAax4fSxFFkP/rvePyS9z0bCSdL8k3gdaV+TdChJX5B8 +M5IfwjSeaT5M62V6nqQ5+Ve9f8j0fWnSfJI+l7RPSThJ4v8kXkfyK0g6lOSv +knwzpvFM82FaL9PzZNovR5nYUNWxrfhwo+y0oqEIPtTZL4nCf93/ZZBwjDSf +JN5F2qcknUji/yRfi+RXkHx4kr/KNJ5pPkzrZXqeTPtF6jtprv4Grwugbg== + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["272", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 7} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 8} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 9} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 10} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 11} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 13} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 15} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 16} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 17} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 18} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 19} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 20} -> Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 22} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 24} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[-0.06797212261961828, \ +-0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, + 7} -> Complex[-0.16418162796222252`, \ +-0.13133580222113328`], {2, 8} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, + 9} -> Complex[-0.2917595352077467, -0.3784536838475334], { + 2, 10} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 11} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 13} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 15} -> Complex[-0.2917595352077467, -0.3784536838475334], \ +{2, 16} -> Complex[0.01747597846754094, -0.10203270358947614`], {2, 17} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 18} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 20} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 6} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 7} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, + 8} -> Complex[-0.13167457410588743`, + 0.003054508743256395], {3, 9} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, + 10} -> Complex[-0.04368290380765367, + 0.027436459786564067`], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 12} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, + 14} -> Complex[ + 0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, + 16} -> Complex[-0.04368290380765367, + 0.027436459786564067`], {3, 17} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, + 18} -> Complex[-0.13167457410588743`, + 0.003054508743256395], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], { + 3, 20} -> Complex[-0.15211930857597808`, + 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 7} -> Complex[0.2616855917631509, 0.009667937264448562], { + 4, 8} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 9} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 10} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 12} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, + 14} -> Complex[ + 0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 16} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 17} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 18} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 19} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 21} -> Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, + 8} -> Complex[ + 0.2578656808252187, -0.10876030801336257`], {5, 9} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, + 10} -> Complex[ + 0.13476314496413244`, 0.0767423516894553], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 12} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, + 14} -> Complex[-0.3239368353423375, \ +-0.27853835234466173`], {5, 15} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, + 16} -> Complex[ + 0.13476314496413244`, 0.0767423516894553], {5, 17} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, + 18} -> Complex[ + 0.2578656808252187, -0.10876030801336257`], {5, 19} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, + 8} -> Complex[-0.007671097858546656, \ +-0.0057340892009139326`], {6, 9} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, + 10} -> Complex[ + 0.02081012384838236, 0.14234469229568147`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, + 12} -> Complex[ + 0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, + 14} -> Complex[ + 0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, + 16} -> Complex[ + 0.02081012384838236, 0.14234469229568147`], {6, 17} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, + 18} -> Complex[-0.007671097858546656, \ +-0.0057340892009139326`], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, + 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 6, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.5226137655938699, 0.], {7, 9} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, + 10} -> Complex[ + 0.17479296155780188`, 0.14732776197358494`], {7, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, + 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, + 13} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {7, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, + 15} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {7, 16} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {7, 18} -> + Complex[0.5226137655938699, 0.], {7, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 7, 20} -> Complex[ + 0.2578656808252187, 0.10876030801336257`], {7, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 7, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {7, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {7, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {8, 9} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, + 10} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {8, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, + 12} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {8, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, + 14} -> Complex[ + 0.09710709374348331, 0.20541302638200343`], {8, 15} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, + 16} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {8, 17} -> + Complex[0.47738623440613004`, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {8, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {8, + 20} -> Complex[-0.17834040611966948`, + 0.12609948481270494`], {8, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {8, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {8, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {8, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {9, 10} -> + Complex[0.3800250972969439, 0.], {9, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 12} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, + 13} -> Complex[0.1899783589314758, -0.1365082746823964], { + 9, 14} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, + 15} -> Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {9, 16} -> Complex[0.3800250972969439, 0.], {9, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {9, + 18} -> Complex[ + 0.17479296155780188`, -0.14732776197358494`], {9, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {9, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {9, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {9, + 22} -> Complex[-0.04368290380765367, \ +-0.027436459786564067`], {9, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {9, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {10, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, + 12} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {10, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, + 14} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {10, 15} -> + Complex[0.619974902703056, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {10, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 10, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {10, + 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {10, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {10, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {10, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {10, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {10, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {11, 12} -> + Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {11, + 16} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {11, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {11, + 18} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, + 1.457167719820518*^-16], {12, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {12, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], { + 12, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, + 18} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {12, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {12, + 20} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {12, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {12, + 22} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {12, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {12, + 24} -> Complex[ + 0.161016937967343, 0.024863370726720582`], {13, 14} -> + Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {13, + 16} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {13, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {13, + 18} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, + 20} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, + 22} -> Complex[ + 0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, + 24} -> Complex[-0.16585075463443222`, + 0.4085141858532183], {14, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], { + 14, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, + 18} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {14, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {14, + 20} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {14, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {14, + 22} -> Complex[-0.008146862343863803, + 0.10273781027166022`], {14, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {14, + 24} -> Complex[ + 0.161016937967343, 0.024863370726720582`], {15, 16} -> + Complex[0.3800250972969439, 0.], {15, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {15, + 18} -> Complex[ + 0.17479296155780188`, -0.14732776197358494`], {15, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {15, + 20} -> Complex[ + 0.13476314496413244`, -0.0767423516894553], {15, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {15, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 15, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {15, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {16, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 16, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {16, + 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {16, + 20} -> Complex[ + 0.12289396168675226`, 0.38209796458606343`], {16, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {16, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {16, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {16, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {17, 18} -> + Complex[0.5226137655938699, 0.], {17, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], { + 17, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {17, + 21} -> Complex[ + 0.037739555243020126`, -0.012308050579545225`], {17, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 17, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 17, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {18, + 19} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {18, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {18, + 21} -> Complex[ + 0.2616855917631509, -0.009667937264448562], {18, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], { + 18, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {18, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 21, 22} -> Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 6} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 7} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 8} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 9} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 10} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 11} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 12} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 13} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 14} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 15} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 16} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 17} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 18} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 19} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 20} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 6} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 7} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 8} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 9} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 10} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 11} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 12} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 13} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 14} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 15} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 16} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 17} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 18} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 19} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 20} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 6} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 7} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 8} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 9} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 10} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 11} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 12} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 13} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 14} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 15} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 16} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 17} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 18} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 19} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 20} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 6} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 7} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 8} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 9} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 10} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 11} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 12} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 13} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 14} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 15} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 16} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 17} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 18} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 19} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 20} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.7835951260215941, 0.], {5, 7} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 8} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 9} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 10} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 11} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 12} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 13} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {5, 14} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {5, 15} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {5, 16} -> + Complex[0.13476314496413244`, 0.0767423516894553], {5, 17} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {5, 18} -> + Complex[0.2578656808252187, -0.10876030801336257`], {5, 19} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {5, + 20} -> Complex[0.7835951260215941, 0.], {5, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {5, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {5, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {5, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {6, 7} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 8} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 9} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 10} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 11} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 12} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 13} -> + Complex[0.017368709836144688`, 0.1497980533645717], {6, 14} -> + Complex[0.13688251203715338`, 0.1036078618111689], {6, 15} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {6, 16} -> + Complex[0.02081012384838236, 0.14234469229568147`], {6, 17} -> + Complex[0.22516518597054483`, -0.1013577129442031], {6, 18} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {6, 19} -> + Complex[0.21640487397840627`, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {6, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {6, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {6, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {6, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {7, 8} -> + Complex[0.5226137655938699, 0.], {7, 9} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, 10} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, 11} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, 12} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, 13} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {7, 14} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {7, 15} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {7, 16} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {7, + 18} -> Complex[0.5226137655938699, 0.], {7, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {7, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {7, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {7, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {7, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {7, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {8, 9} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, 10} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, 11} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, 12} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, 13} -> + Complex[-0.04249050665712762, -0.090268967382963], {8, 14} -> + Complex[0.09710709374348331, 0.20541302638200343`], {8, 15} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {8, 16} -> + Complex[0.08485061223426596, 0.11980477813807357`], {8, 17} -> + Complex[0.47738623440613004`, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {8, + 19} -> Complex[0.22516518597054483`, 0.1013577129442031], {8, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {8, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {8, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {8, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {8, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {9, 10} -> + Complex[0.3800250972969439, 0.], {9, 11} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 12} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, 13} -> + Complex[0.1899783589314758, -0.1365082746823964], {9, 14} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {9, 15} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {9, 16} -> + Complex[0.3800250972969439, 0.], {9, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {9, 18} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {9, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {9, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {9, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {9, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {9, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {9, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {10, 11} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 12} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, 13} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {10, 14} -> + Complex[0.13800495411149877`, -0.3680867713233184], {10, 15} -> + Complex[0.619974902703056, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {10, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {10, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {10, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {10, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {10, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {10, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {10, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {10, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {11, 12} -> + Complex[0.4724699088969763, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {11, + 14} -> Complex[0.4724699088969763, 0.], {11, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {11, 16} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {11, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {11, 18} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {11, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {11, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {11, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {11, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {11, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {11, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {12, 13} -> + Complex[0.5275300911030236, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {12, + 15} -> Complex[-0.1905043599805688, 0.13762822610920328`], {12, + 16} -> Complex[0.1899783589314758, 0.1365082746823964], {12, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {12, 18} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {12, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {12, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {12, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {12, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {12, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {12, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {13, 14} -> + Complex[0.4724699088969763, 0.], {13, 15} -> + Complex[0.13800495411149877`, 0.3680867713233184], {13, 16} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {13, 17} -> + Complex[0.09710709374348331, -0.20541302638200343`], {13, 18} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {13, 19} -> + Complex[0.13688251203715338`, -0.1036078618111689], {13, 20} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {13, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {13, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {13, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {13, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {14, 15} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {14, 16} -> + Complex[0.1899783589314758, 0.1365082746823964], {14, 17} -> + Complex[-0.04249050665712762, 0.090268967382963], {14, 18} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {14, 19} -> + Complex[0.017368709836144688`, -0.1497980533645717], {14, 20} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {14, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {14, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {14, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {14, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {15, 16} -> + Complex[0.3800250972969439, 0.], {15, 17} -> + Complex[0.08485061223426596, -0.11980477813807357`], {15, 18} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {15, 19} -> + Complex[0.02081012384838236, -0.14234469229568147`], {15, 20} -> + Complex[0.13476314496413244`, -0.0767423516894553], {15, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {15, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {15, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {15, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {16, 17} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {16, 18} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {16, 19} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {16, 20} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {16, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {16, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {16, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {16, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {17, 18} -> + Complex[0.5226137655938699, 0.], {17, 19} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {17, 20} -> + Complex[0.2578656808252187, 0.10876030801336257`], {17, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {17, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {17, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {17, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {18, 19} -> + Complex[0.22516518597054483`, 0.1013577129442031], {18, 20} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {18, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {18, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {18, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {18, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {19, 20} -> + Complex[0.7835951260215941, 0.], {19, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {19, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {19, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {19, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {20, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {20, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {20, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {20, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]}], "}"}]}], "}"}]], "Output", + CellLabel->"Out[12]=", + CellID->115936302,ExpressionUUID->"4b8d84a6-9b6e-496a-9dd6-31c67b68305c"] +}, Open ]], + +Cell[TextData[{ + "Further convert it into the list of trajectories ", + Cell[BoxData[ + RowBox[{"{", + RowBox[{ + StyleBox["\[Ellipsis]", "TR"], ",", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["ws", "TI"], + StyleBox[ + RowBox[{ + StyleBox["k", "TI"], + StyleBox["1", "TR"]}], + ZeroWidthTimes->True]], ",", + SubscriptBox[ + StyleBox["ws", "TI"], + StyleBox[ + RowBox[{ + StyleBox["k", "TI"], + StyleBox["2", "TR"]}], + ZeroWidthTimes->True]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["ws", "TI"], + StyleBox["kt", "TI"]], ",", + StyleBox["\[Ellipsis]", "TR"]}], "}"}], ",", + StyleBox["\[Ellipsis]", "TR"]}], "}"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "fe5efcca-6ef1-4c26-b93c-4ebf4fa372c4"], + " of Wick states." +}], "ExampleText", + CellID->1098101017,ExpressionUUID->"0dd59e23-30ae-49bd-920f-01f48aa1bee1"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"trj", "=", + RowBox[{"WickHistory", "/@", "new"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[13]:=", + CellID->515015734,ExpressionUUID->"c0c36eac-d357-477d-8031-2a8d1bb09c02"], + +Cell[BoxData["0.686782`"], "EchoTiming", + CellID->1446312516,ExpressionUUID->"4d35b7c5-802b-4269-abad-8e6f7a74b59f"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Dimensions", "[", "trj", "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[14]:=", + CellID->1483443528,ExpressionUUID->"be53966e-70eb-4a87-8956-d3145cb01858"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"40", ",", "11"}], "}"}]], "Output", + CellLabel->"Out[14]=", + CellID->1389183870,ExpressionUUID->"0a3236d4-1093-4797-a331-89bb0974972c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"trj", "[", + RowBox[{"[", "1", "]"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[15]:=", + CellID->1387826665,ExpressionUUID->"6a572f51-764d-45ee-a9ea-2ec2e3948df4"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["1", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["1", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{4, + 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{ + Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{4, + 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.03366194652080452`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06828568731855353`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.14370408553513453`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5244426568817449`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32425478243791506`"}], "-", + RowBox[{"0.2505352169502708`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09731457320944077`"}], "+", + + RowBox[{"0.36614880435266234`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6046115694239635`"}], "-", + RowBox[{"0.0927863649632214`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06433103119315173`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.36780965701168966`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.17194368781493669`"}], "-", + RowBox[{"0.02293480606961591`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.1615971642079726`"}], "+", + + RowBox[{"0.06522863604494963`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.0646743939669621`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06000606819617823`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.48303086679576346`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0074025950691596065`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27627138353199115`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.46410424659034716`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.07361775090590311`"}], "+", + + RowBox[{"0.023698077090486498`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3460935364546608`"}], "+", + RowBox[{"0.037837238078302866`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2916330984170741`"}], "+", + RowBox[{"0.03369419259883069`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20776189967335898`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2279118302190514`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.43797063690096505`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2874966185613304`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.21329882056174498`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1929648891603551`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04015336580467837`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042589308843701365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32939400653103723`"}], "-", + RowBox[{"0.1551353197076265`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2621644795854893`"}], "+", + RowBox[{"0.31561570164137387`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.12148254511892286`"}], "+", + RowBox[{"0.06731592210378477`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09782129832513366`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.22302043792036905`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.23870936058561518`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.40797405813555215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.030004045505787863`"}], "-", + RowBox[{"0.3507595497174941`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4722075776836026`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.06957480320587886`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18601150397821611`"}], "-", + RowBox[{"0.1203653956117911`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.07293893488354745`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13658056979152677`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34813420061047845`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1976424980820621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3279833130429745`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23157849664092164`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10551146953905632`"}], "-", + RowBox[{"0.349819651038493`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.17432432947898263`"}], "-", + RowBox[{"0.0694059337265399`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.011574436767802121`"}], "-", + RowBox[{"0.3049144399352454`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{4, + 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[0.03366194652080452, -0.06828568731855353], + Complex[0.14370408553513453`, 0.5244426568817449], + Complex[-0.32425478243791506`, -0.2505352169502708], + Complex[-0.09731457320944077, 0.36614880435266234`]}, { + Complex[-0.6046115694239635, -0.0927863649632214], + Complex[0.06433103119315173, 0.36780965701168966`], + Complex[-0.17194368781493669`, -0.02293480606961591], + Complex[-0.1615971642079726, 0.06522863604494963]}, { + Complex[0.0646743939669621, 0.06000606819617823], + Complex[0.48303086679576346`, 0.0074025950691596065`], + Complex[0.27627138353199115`, -0.46410424659034716`], + Complex[-0.07361775090590311, 0.023698077090486498`]}, { + Complex[-0.3460935364546608, 0.037837238078302866`], + Complex[-0.2916330984170741, 0.03369419259883069], + Complex[0.20776189967335898`, 0.2279118302190514], + Complex[0.43797063690096505`, 0.2874966185613304]}}, {{ + Complex[0.21329882056174498`, -0.1929648891603551], + Complex[0.04015336580467837, -0.042589308843701365`], + Complex[-0.32939400653103723`, -0.1551353197076265], + Complex[-0.2621644795854893, 0.31561570164137387`]}, { + Complex[-0.12148254511892286`, 0.06731592210378477], + Complex[0.09782129832513366, 0.22302043792036905`], + Complex[0.23870936058561518`, 0.40797405813555215`], + Complex[-0.030004045505787863`, -0.3507595497174941]}, { + Complex[0.4722075776836026, 0.06957480320587886], + Complex[-0.18601150397821611`, -0.1203653956117911], + Complex[0.07293893488354745, 0.13658056979152677`], + Complex[0.34813420061047845`, -0.1976424980820621]}, { + Complex[0.3279833130429745, -0.23157849664092164`], + Complex[-0.10551146953905632`, -0.349819651038493], + Complex[-0.17432432947898263`, -0.0694059337265399], + Complex[-0.011574436767802121`, -0.3049144399352454]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f +MHsB6BbE9A== + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{4, + 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGDggGIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPXK/s+69i7hfRfsE1jUawRLHtj7THg+P0PzrX3mhgVT +Hq+9bL9FZ0L/vDlP7W+/tFrqqveeZPW47CVVHJe/vKbP+awfcN5equlL+Vut +m/aa8iHhwt2v7Sddz7p7OOeivfnrhpopjx7Zf/q7yemE7juS1ZPqTlzhg8ve +sLk6bw9FXrSvE7qd8X3+CXvdY043T7x8htN8UtXfv1f/6Ir+ZXsNudYN7Glb +7Ws2Xa+0e/rYPidna//lXxftG4Nu28bVr7Q/U7RCM7b9Ic54JDV8FHOWC1g/ +Omlvfn02h9DXPvstvnfsy8Vu4FTv3Hkgb5LxBfuWtpUnGHjv2heddz//PeqN +/Zrqe07ZHRfsy4o+bZh++Zz9cUO++iuOL+zv2fZFLNG8ZJ9kqRCTW37IPnCO +rJPKlKc0D/+U5hdKTCcf2Tvpb8p1z3xlz3Jkn5HIsvf2bXNqGAx9ztt32X9/ +/P/wJfvHOumZJ7a+HLDwxxWeuNxJrfAnNb/gCh9c9pKq3uKOwFS+9c/smRgi +3+xveGM/0+jKR69b1CuXcMUjrvAhVT0ue3H5CwD+mRdd + "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGDggGIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPXK/s+69i7hfRfsE1jUawRLHtj7THg+P0PzrX3mhgVT +Hq+9bL9FZ0L/vDlP7W+/tFrqqveeZPW47CVVHJe/vKbP+awfcN5equlL+Vut +m/aa8iHhwt2v7Sddz7p7OOeivfnrhpopjx7Zf/q7yemE7juS1ZPqTlzhg8ve +sLk6bw9FXrSvE7qd8X3+CXvdY043T7x8htN8UtXfv1f/6Ir+ZXsNudYN7Glb +7Ws2Xa+0e/rYPidna//lXxftG4Nu28bVr7Q/U7RCM7b9Ic54JDV8FHOWC1g/ +Omlvfn02h9DXPvstvnfsy8Vu4FTv3Hkgb5LxBfuWtpUnGHjv2heddz//PeqN +/Zrqe07ZHRfsy4o+bZh++Zz9cUO++iuOL+zv2fZFLNG8ZJ9kqRCTW37IPnCO +rJPKlKc0D/+U5hdKTCcf2Tvpb8p1z3xlz3Jkn5HIsvf2bXNqGAx9ztt32X9/ +/P/wJfvHOumZJ7a+HLDwxxWeuNxJrfAnNb/gCh9c9pKq3uKOwFS+9c/smRgi +3+xveGM/0+jKR69b1CuXcMUjrvAhVT0ue3H5CwD+mRdd + "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["24", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 6} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 8} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 6} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 7} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 6} -> + Complex[0.12373001666450631`, 0.], {3, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 8} -> Complex[-0.1766768302665536, -0.1352957631030186], { + 4, 5} -> Complex[0.8762699833354937, 0.], {4, 6} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, + 6} -> Complex[0.12373001666450631`, 0.], {5, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {5, + 8} -> Complex[-0.1766768302665536, -0.1352957631030186], { + 6, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {6, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 6} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 8} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 6} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 7} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 6} -> + Complex[0.12373001666450631`, 0.], {3, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 8} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[0.8762699833354937, 0.], {4, 6} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.12373001666450631`, 0.], {5, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {5, 8} -> + Complex[-0.1766768302665536, -0.1352957631030186], {6, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {6, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGDggGIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPXK/s+69i7hfRfsE1jUawRLHtj7THg+P0PzrX3mhgVT +Hq+9bL9FZ0L/vDlP7W+/tFrqqveeZPW47CVVHJe/vKbP+awfcN5equlL+Vut +m/aa8iHhwt2v7Sddz7p7OOeivfnrhpopjx7Zf/q7yemE7juS1ZPqTlzhg8ve +sLk6bw9FXrSvE7qd8X3+CXvdY043T7x8htN8UtXfv1f/6Ir+ZXsNudYN7Glb +7Ws2Xa+0e/rYPidna//lXxftG4Nu28bVr7Q/U7RCM7b9Ic54JDV8FHOWC1g/ +Omlvfn02h9DXPvstvnfsy8Vu4FTv3Hkgb5LxBfuWtpUnGHjv2heddz//PeqN +/Zrqe07ZHRfsy4o+bZh++Zz9cUO++iuOL+zv2fZFLNG8ZJ9kqRCTW37IPnCO +rJPKlKc0D/+U5hdKTCcf2Tvpb8p1z3xlz3Jkn5HIsvf2bXNqGAx9ztt32X9/ +/P/wJfvHOumZJ7a+HLDwxxWeuNxJrfAnNb/gCh9c9pKq3uKOwFS+9c/smRgi +3+xveGM/0+jKR69b1CuXcMUjrvAhVT0ue3H5CwD+mRdd + "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGDggGIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j +vGiL+Y8r9i8WKT4OXPXK/s+69i7hfRfsE1jUawRLHtj7THg+P0PzrX3mhgVT +Hq+9bL9FZ0L/vDlP7W+/tFrqqveeZPW47CVVHJe/vKbP+awfcN5equlL+Vut +m/aa8iHhwt2v7Sddz7p7OOeivfnrhpopjx7Zf/q7yemE7juS1ZPqTlzhg8ve +sLk6bw9FXrSvE7qd8X3+CXvdY043T7x8htN8UtXfv1f/6Ir+ZXsNudYN7Glb +7Ws2Xa+0e/rYPidna//lXxftG4Nu28bVr7Q/U7RCM7b9Ic54JDV8FHOWC1g/ +Omlvfn02h9DXPvstvnfsy8Vu4FTv3Hkgb5LxBfuWtpUnGHjv2heddz//PeqN +/Zrqe07ZHRfsy4o+bZh++Zz9cUO++iuOL+zv2fZFLNG8ZJ9kqRCTW37IPnCO +rJPKlKc0D/+U5hdKTCcf2Tvpb8p1z3xlz3Jkn5HIsvf2bXNqGAx9ztt32X9/ +/P/wJfvHOumZJ7a+HLDwxxWeuNxJrfAnNb/gCh9c9pKq3uKOwFS+9c/smRgi +3+xveGM/0+jKR69b1CuXcMUjrvAhVT0ue3H5CwD+mRdd + "], {{0, 0}, {8, 8}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"8", ",", "8"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["24", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 6} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 8} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 6} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 7} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 6} -> + Complex[0.12373001666450631`, 0.], {3, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 8} -> Complex[-0.1766768302665536, -0.1352957631030186], { + 4, 5} -> Complex[0.8762699833354937, 0.], {4, 6} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, + 6} -> Complex[0.12373001666450631`, 0.], {5, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {5, + 8} -> Complex[-0.1766768302665536, -0.1352957631030186], { + 6, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {6, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{8, + 8}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 6} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 8} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 6} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 7} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 6} -> + Complex[0.12373001666450631`, 0.], {3, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 8} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[0.8762699833354937, 0.], {4, 6} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.12373001666450631`, 0.], {5, 7} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {5, 8} -> + Complex[-0.1766768302665536, -0.1352957631030186], {6, 7} -> + Complex[-0.2782895722096578, -0.5061420791848172], {6, 8} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Specified elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJzVVntMU2cc5SGKtoAIJDgExoi4rHshb1BOh5k4HmUyB2E4nDhEAWemPIYS +AaOorIGNikqHbEOdrjNAgDEFbLvYLghbe1tBaOhqW9pSqIWw+WDy6Fziv98f +N3Fxu8lNbr6c3O/8zu+c7/cFZO9PzXG0s7NjPn3/+X5x+n2WxxEp7J4+np23 +dDzObUSX9GTxX5KhMaS5M2J2EObmgLGtgkm0pRvvtq9RINlWXBYn1eGHQl35 +p11WzHACHi7qB+FxZju7etqI2EdUbWb4NBxfe5d7w0Bh1OWPCtWCFq7HwV++ +y4qgj5Zc4X2swOGFep1432X4661DfWNa2ni6fEh10V0n6SZa+vaGD/wozJRk +2SRFauwN1filx9xDvlCbsVGsQMIxkYDBNGDJlbnSEMEUJN9pktVjcrSuHvFg +RY3ivGOYc8BfFiQmS1C4R44T91O882qUUDdpbTVNE7TxdPnQ1YGkP2lfpuzg +9d4nfRQsnNnUndSHvubtK0XDJuL/taxrDtJ5GeJ+UfoJ7EfAm71aZ06yQF08 +JKrqoCCIFHuVcrRIc0zwbl1tpY2ny0eRvDszIeM2lkmi44Nn2nFjLq7F59sx +uH7xQqzzFiVOVJzsPVorANW/YWv+qI7oQ7r6V3Mwb7zQB092aJbhzSpEXsvn +GHruIDU4tc0WQeFs9sxZIZ8C8y02xyY1gz/7alRS+O9YnkMp4llmZGp47T6f +TNPGk/icdtXV9R6gUC1ys7wu1+ChyT3X9/o9XNWWabxMFFYpGE4bXX5F2njb +94bL4yhyXbd2aJcSx0z77vsKxWgqoBYrQ43EvJN8Tuovqa7PT6pyHymUYJ5L +ahY/6EZ7r8NkZbkB9aH1YacuyvBb68v7NfaD4Nug4mKSiCfp0CXs77h5V47c +eSd7RlLzk/qdnFwaNViMp4YfSxVIG3njEDtfis706m+mIkwIq4pbE3hJBpa5 +QrXz1h3YaXU/NjAscFgX5/3zihG0iAsLo/tMCEpTC8oSp4nnHinvJJ+T+kvS +QX98y+EPMYCGkKPq9e+cxrYHA968OhVRh/yvHg967FYgLz2FJ+rXwylPWkoF +TiHRPzCze5scnjvKxT4xKiiPlHxdVGPBnzms4DmLHMMrClcx6hX4TB/deGj9 +BOxj3Wr3XqCwp7Jcr10qQ/jFsq4SLzNSEqLeG3FTYvNPK3PdY26CmZ3Sdkr4 +/PxD0uEVWw7V0qVHTxD34IEdkxgoKJD4XSLn6P/uH7p++K/559+eX6T+kuqi +i2cUf+m8eZkRaeyM8Z3nLRC6N2zyl5Bz/bzmF2lekHxO6i9dPEmHZzW/6N6X +SPqT9iXlneRzuni6fPQRuewO5Ti4Qxltkb5WzFoTxrgTz+5eTfIhSX/SuUfK +O108XT6kuki6/Q2cvt/j + "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJzVVntMU2cc5SGKtoAIJDgExoi4rHshb1BOh5k4HmUyB2E4nDhEAWemPIYS +AaOorIGNikqHbEOdrjNAgDEFbLvYLghbe1tBaOhqW9pSqIWw+WDy6Fziv98f +N3Fxu8lNbr6c3O/8zu+c7/cFZO9PzXG0s7NjPn3/+X5x+n2WxxEp7J4+np23 +dDzObUSX9GTxX5KhMaS5M2J2EObmgLGtgkm0pRvvtq9RINlWXBYn1eGHQl35 +p11WzHACHi7qB+FxZju7etqI2EdUbWb4NBxfe5d7w0Bh1OWPCtWCFq7HwV++ +y4qgj5Zc4X2swOGFep1432X4661DfWNa2ni6fEh10V0n6SZa+vaGD/wozJRk +2SRFauwN1filx9xDvlCbsVGsQMIxkYDBNGDJlbnSEMEUJN9pktVjcrSuHvFg +RY3ivGOYc8BfFiQmS1C4R44T91O882qUUDdpbTVNE7TxdPnQ1YGkP2lfpuzg +9d4nfRQsnNnUndSHvubtK0XDJuL/taxrDtJ5GeJ+UfoJ7EfAm71aZ06yQF08 +JKrqoCCIFHuVcrRIc0zwbl1tpY2ny0eRvDszIeM2lkmi44Nn2nFjLq7F59sx +uH7xQqzzFiVOVJzsPVorANW/YWv+qI7oQ7r6V3Mwb7zQB092aJbhzSpEXsvn +GHruIDU4tc0WQeFs9sxZIZ8C8y02xyY1gz/7alRS+O9YnkMp4llmZGp47T6f +TNPGk/icdtXV9R6gUC1ys7wu1+ChyT3X9/o9XNWWabxMFFYpGE4bXX5F2njb +94bL4yhyXbd2aJcSx0z77vsKxWgqoBYrQ43EvJN8Tuovqa7PT6pyHymUYJ5L +ahY/6EZ7r8NkZbkB9aH1YacuyvBb68v7NfaD4Nug4mKSiCfp0CXs77h5V47c +eSd7RlLzk/qdnFwaNViMp4YfSxVIG3njEDtfis706m+mIkwIq4pbE3hJBpa5 +QrXz1h3YaXU/NjAscFgX5/3zihG0iAsLo/tMCEpTC8oSp4nnHinvJJ+T+kvS +QX98y+EPMYCGkKPq9e+cxrYHA968OhVRh/yvHg967FYgLz2FJ+rXwylPWkoF +TiHRPzCze5scnjvKxT4xKiiPlHxdVGPBnzms4DmLHMMrClcx6hX4TB/deGj9 +BOxj3Wr3XqCwp7Jcr10qQ/jFsq4SLzNSEqLeG3FTYvNPK3PdY26CmZ3Sdkr4 +/PxD0uEVWw7V0qVHTxD34IEdkxgoKJD4XSLn6P/uH7p++K/559+eX6T+kuqi +i2cUf+m8eZkRaeyM8Z3nLRC6N2zyl5Bz/bzmF2lekHxO6i9dPEmHZzW/6N6X +SPqT9iXlneRzuni6fPQRuewO5Ti4Qxltkb5WzFoTxrgTz+5eTfIhSX/SuUfK +O108XT6kuki6/Q2cvt/j + "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["62", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{12, + 12}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 8} -> Complex[-0.1599463611986579, -0.3186964622408383], { + 1, 9} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 10} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 12} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 8} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 9} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 10} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 11} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 8} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 9} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 10} -> + Complex[0.12373001666450631`, 0.], {3, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 12} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {4, 8} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 9} -> Complex[0.8762699833354937, 0.], {4, 10} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 11} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 12} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[ + 8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 8} -> + Complex[0.21640487397840627`, 0.], {5, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 11} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.7835951260215941, 0.], {6, 8} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 9} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 10} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 11} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 12} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.21640487397840627`, 0.], {7, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {7, + 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 7, 11} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {7, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {8, 9} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {8, + 10} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {8, 11} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {8, + 12} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {9, 10} -> + Complex[0.12373001666450631`, 0.], {9, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {9, + 12} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{10, 11} -> Complex[-0.2782895722096578, -0.5061420791848172], {10, 12} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{12, + 12}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 8} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 9} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 10} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 12} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 8} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 9} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 10} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 11} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 8} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 9} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 10} -> + Complex[0.12373001666450631`, 0.], {3, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 12} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 8} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 9} -> + Complex[0.8762699833354937, 0.], {4, 10} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 11} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 12} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 8} -> + Complex[0.21640487397840627`, 0.], {5, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 11} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.7835951260215941, 0.], {6, 8} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, 9} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {6, 10} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, 11} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {6, 12} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.21640487397840627`, 0.], {7, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {7, 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {7, 11} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {7, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {8, 9} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {8, 10} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {8, 11} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {8, 12} -> + Complex[0.46472596940822686`, 0.06199143840307167], {9, 10} -> + Complex[0.12373001666450631`, 0.], {9, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {9, 12} -> + Complex[-0.1766768302665536, -0.1352957631030186], {10, 11} -> + Complex[-0.2782895722096578, -0.5061420791848172], {10, 12} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJzVVntMU2cc5SGKtoAIJDgExoi4rHshb1BOh5k4HmUyB2E4nDhEAWemPIYS +AaOorIGNikqHbEOdrjNAgDEFbLvYLghbe1tBaOhqW9pSqIWw+WDy6Fziv98f +N3Fxu8lNbr6c3O/8zu+c7/cFZO9PzXG0s7NjPn3/+X5x+n2WxxEp7J4+np23 +dDzObUSX9GTxX5KhMaS5M2J2EObmgLGtgkm0pRvvtq9RINlWXBYn1eGHQl35 +p11WzHACHi7qB+FxZju7etqI2EdUbWb4NBxfe5d7w0Bh1OWPCtWCFq7HwV++ +y4qgj5Zc4X2swOGFep1432X4661DfWNa2ni6fEh10V0n6SZa+vaGD/wozJRk +2SRFauwN1filx9xDvlCbsVGsQMIxkYDBNGDJlbnSEMEUJN9pktVjcrSuHvFg +RY3ivGOYc8BfFiQmS1C4R44T91O882qUUDdpbTVNE7TxdPnQ1YGkP2lfpuzg +9d4nfRQsnNnUndSHvubtK0XDJuL/taxrDtJ5GeJ+UfoJ7EfAm71aZ06yQF08 +JKrqoCCIFHuVcrRIc0zwbl1tpY2ny0eRvDszIeM2lkmi44Nn2nFjLq7F59sx +uH7xQqzzFiVOVJzsPVorANW/YWv+qI7oQ7r6V3Mwb7zQB092aJbhzSpEXsvn +GHruIDU4tc0WQeFs9sxZIZ8C8y02xyY1gz/7alRS+O9YnkMp4llmZGp47T6f +TNPGk/icdtXV9R6gUC1ys7wu1+ChyT3X9/o9XNWWabxMFFYpGE4bXX5F2njb +94bL4yhyXbd2aJcSx0z77vsKxWgqoBYrQ43EvJN8Tuovqa7PT6pyHymUYJ5L +ahY/6EZ7r8NkZbkB9aH1YacuyvBb68v7NfaD4Nug4mKSiCfp0CXs77h5V47c +eSd7RlLzk/qdnFwaNViMp4YfSxVIG3njEDtfis706m+mIkwIq4pbE3hJBpa5 +QrXz1h3YaXU/NjAscFgX5/3zihG0iAsLo/tMCEpTC8oSp4nnHinvJJ+T+kvS +QX98y+EPMYCGkKPq9e+cxrYHA968OhVRh/yvHg967FYgLz2FJ+rXwylPWkoF +TiHRPzCze5scnjvKxT4xKiiPlHxdVGPBnzms4DmLHMMrClcx6hX4TB/deGj9 +BOxj3Wr3XqCwp7Jcr10qQ/jFsq4SLzNSEqLeG3FTYvNPK3PdY26CmZ3Sdkr4 +/PxD0uEVWw7V0qVHTxD34IEdkxgoKJD4XSLn6P/uH7p++K/559+eX6T+kuqi +i2cUf+m8eZkRaeyM8Z3nLRC6N2zyl5Bz/bzmF2lekHxO6i9dPEmHZzW/6N6X +SPqT9iXlneRzuni6fPQRuewO5Ti4Qxltkb5WzFoTxrgTz+5eTfIhSX/SuUfK +O108XT6kuki6/Q2cvt/j + "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJzVVntMU2cc5SGKtoAIJDgExoi4rHshb1BOh5k4HmUyB2E4nDhEAWemPIYS +AaOorIGNikqHbEOdrjNAgDEFbLvYLghbe1tBaOhqW9pSqIWw+WDy6Fziv98f +N3Fxu8lNbr6c3O/8zu+c7/cFZO9PzXG0s7NjPn3/+X5x+n2WxxEp7J4+np23 +dDzObUSX9GTxX5KhMaS5M2J2EObmgLGtgkm0pRvvtq9RINlWXBYn1eGHQl35 +p11WzHACHi7qB+FxZju7etqI2EdUbWb4NBxfe5d7w0Bh1OWPCtWCFq7HwV++ +y4qgj5Zc4X2swOGFep1432X4661DfWNa2ni6fEh10V0n6SZa+vaGD/wozJRk +2SRFauwN1filx9xDvlCbsVGsQMIxkYDBNGDJlbnSEMEUJN9pktVjcrSuHvFg +RY3ivGOYc8BfFiQmS1C4R44T91O882qUUDdpbTVNE7TxdPnQ1YGkP2lfpuzg +9d4nfRQsnNnUndSHvubtK0XDJuL/taxrDtJ5GeJ+UfoJ7EfAm71aZ06yQF08 +JKrqoCCIFHuVcrRIc0zwbl1tpY2ny0eRvDszIeM2lkmi44Nn2nFjLq7F59sx +uH7xQqzzFiVOVJzsPVorANW/YWv+qI7oQ7r6V3Mwb7zQB092aJbhzSpEXsvn +GHruIDU4tc0WQeFs9sxZIZ8C8y02xyY1gz/7alRS+O9YnkMp4llmZGp47T6f +TNPGk/icdtXV9R6gUC1ys7wu1+ChyT3X9/o9XNWWabxMFFYpGE4bXX5F2njb +94bL4yhyXbd2aJcSx0z77vsKxWgqoBYrQ43EvJN8Tuovqa7PT6pyHymUYJ5L +ahY/6EZ7r8NkZbkB9aH1YacuyvBb68v7NfaD4Nug4mKSiCfp0CXs77h5V47c +eSd7RlLzk/qdnFwaNViMp4YfSxVIG3njEDtfis706m+mIkwIq4pbE3hJBpa5 +QrXz1h3YaXU/NjAscFgX5/3zihG0iAsLo/tMCEpTC8oSp4nnHinvJJ+T+kvS +QX98y+EPMYCGkKPq9e+cxrYHA968OhVRh/yvHg967FYgLz2FJ+rXwylPWkoF +TiHRPzCze5scnjvKxT4xKiiPlHxdVGPBnzms4DmLHMMrClcx6hX4TB/deGj9 +BOxj3Wr3XqCwp7Jcr10qQ/jFsq4SLzNSEqLeG3FTYvNPK3PdY26CmZ3Sdkr4 +/PxD0uEVWw7V0qVHTxD34IEdkxgoKJD4XSLn6P/uH7p++K/559+eX6T+kuqi +i2cUf+m8eZkRaeyM8Z3nLRC6N2zyl5Bz/bzmF2lekHxO6i9dPEmHZzW/6N6X +SPqT9iXlneRzuni6fPQRuewO5Ti4Qxltkb5WzFoTxrgTz+5eTfIhSX/SuUfK +O108XT6kuki6/Q2cvt/j + "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["62", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{12, + 12}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 8} -> Complex[-0.1599463611986579, -0.3186964622408383], { + 1, 9} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 10} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 12} -> 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 8} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 9} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 10} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 11} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 8} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 9} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 10} -> + Complex[0.12373001666450631`, 0.], {3, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 12} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[-0.5748910514001031, + 0.14633045383134305`], {4, 8} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 9} -> Complex[0.8762699833354937, 0.], {4, 10} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 11} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 12} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[ + 8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 8} -> + Complex[0.21640487397840627`, 0.], {5, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 11} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.7835951260215941, 0.], {6, 8} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 9} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 10} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 11} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 12} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.21640487397840627`, 0.], {7, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {7, + 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 7, 11} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {7, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {8, 9} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {8, + 10} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {8, 11} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {8, + 12} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {9, 10} -> + Complex[0.12373001666450631`, 0.], {9, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {9, + 12} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{10, 11} -> Complex[-0.2782895722096578, -0.5061420791848172], {10, 12} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{12, + 12}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 8} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 9} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 10} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 12} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 8} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 9} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 10} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 11} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 8} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 9} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 10} -> + Complex[0.12373001666450631`, 0.], {3, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 12} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 8} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 9} -> + Complex[0.8762699833354937, 0.], {4, 10} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 11} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 12} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 8} -> + Complex[0.21640487397840627`, 0.], {5, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 11} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.7835951260215941, 0.], {6, 8} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, 9} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {6, 10} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, 11} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {6, 12} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.21640487397840627`, 0.], {7, 9} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {7, 10} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {7, 11} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {7, 12} -> + Complex[-0.1599463611986579, 0.3186964622408383], {8, 9} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {8, 10} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {8, 11} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {8, 12} -> + Complex[0.46472596940822686`, 0.06199143840307167], {9, 10} -> + Complex[0.12373001666450631`, 0.], {9, 11} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {9, 12} -> + Complex[-0.1766768302665536, -0.1352957631030186], {10, 11} -> + Complex[-0.2782895722096578, -0.5061420791848172], {10, 12} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.022551499983490292`", " ", "\[ImaginaryI]"}]}]} + , { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztWn001GkbllZSqaWQRfoSleSrD7Vcic0rZSmSqLbaEMmmVEwfmy21QmRT +SqSQJJJaSQqhEPOb8THj+2NmMMbMlDZf2az3nP33Oe/5nbPv2d333Tlnzpkz +5zoz9/1c93Nf1/08vzm7/TbtHS8jIzPj9/e/P8+WOi+efrIEMr+/Zjwqa4+2 +r8aqo3k7rs2tQpzJrUcrBmvQfWsOzzGtB5KXxZZWKixELrzZUJTWjtvb3PXc +74mx2eyzFMXxXOzeUH91YWknZuoYqtvaScGwXqmT10CBentirUFDGzgLjrnM +chLj1uolrHmJFIq5uk8bnyVh3MtyO9lpbbBTjvnoksvFZLUHaz4f6ET4krMV +ig5SRKY+OHZqfjXOBHBtE6/eR0VNbtbBig6YL56U820KGxuDfOu1m+5hzXIn +/oK1HSi17VFI8mLDQJPVckj2Hr4MDH8s+tROG083Hrr50l1PEi90vyfx/jas +S5gzzMS5+NHIhNBG/Hgg8t3CSb3QMKzbe7yJhfRjUdzs7/jYgHzXjTUSxIfI +tjbXM9F5smw4XKUR33otcs94J8LVPIsQ4VEmxOdPrdI4yEZsuJpRY5QQ0Y9O +i8zEFLI2pjaoarbDYdWLs5l+Ysx1DuT8wGBh/vRBt/lqPLysP7Kt2EqCC8PC +fYMfWNivlX38TAUfP40Y77UdlsBay+ghfxwTPuflXzU7VCPO4GFfbZ+QNp5u +PHTzpbuedHkk1Q/pf69MVhK0OLJwrb9Yidn4Guo14ZkF/Z3E31/p4rhHSX4s +3wnDQ+4LuLi52tz5spMITOWjh8+UUMB1z2eXI9qwtuej4JSpGHvrlztrr6cw +XprpLreFwrX0Lovlqd1omOHxUP88hfK75nZDnq0oMZ5wSKm+F2a6BjO5mRQs +Nje9u5paCcrF31VhXDd8bZIG3o6t57kn0S+uPKkHk+oqyk4V0cbTjYduvnTX +s2N+/6bIc9WIUFnxyMnkAbK0JzpPc+bhpmnOZp2dLKieidCM23YHwsRuvdbm +NmIfoFs/h6+XtpR8eoWslqmh5UmnocWd0qM1sQ7fSe6s38VhIm9pyoovnrGw +0jp3s5eVECEaeVrXRa2Yn+JkYS3ohoGyzF6L76XQVPKcUbi9GqXxuwqP338I +53CZtJJYHu5/3yp+NInCr54Z+ifWsTBipVd14HMhrJa7GkeEs2D81FL1gAsP +fjeLZFN3SNDZ7wLWYwpuwevVb29pQ5js4q/UtcS08XTjoZsvaT0XtbuYt/pT +mGW5fESHasFt9QBlx9xe2I8aISyUAve25hX/l1UIYnBqnSy6cdJ9oTTMnQ39 +3jqey4cC6LR/8yJwjYCoF6Q+Q6pPUl4zOasDo3PYCL5EtUwMeQaraxrj2tP4 +6IqeLTnlUAVTzlSRcWINZDJ6JdfO9KDI0qw4kDuGt6Gy5aKfIl2/35F5mA8H +c7nMnT5VCJuWuiD0Yy3OyL/YFd7WA1P7K8VrLCiIN9WnzHZtxiqx/Baedy+c +C4Se21cwccLyyf7jIja+ntzxo6BUSBtPNx5SviQe6+z4azTXVyFRpG1nLJuA +S7V5DK+OJuBSfpqwkoXgMK9B1aUlKD13T1GwqBM2/bytvl1VmDQcOTPuMQe2 +6mavZMxFMPVL2MFKbgAnpC1Mn9EFqVlAvNRdStR9kl6Q+gypPkk8qhhnBqz+ +UIa7H1fJyzMujtUkw0R3MRez9tcWMXVYCFSIrMsTtOOtXXzahGIxMuYkHDm6 +thotjoGvv7F7hJECxdXxpTyEjJ/x66AZC6FPrBhTosqwL37aMvlZXeBvntK9 +IYwFmbUCv8zZrzD3wC12bkwnbTzdeEg85r+0HS8c68OT0nMT2oM74HXOy65Q +ToL9IkblRF0m7BVZ/euucuHTmi7ntV+Ei+GqHI87TJTJB7kqqbFhd2+Lfq23 +EM1bO/r4Byns2LX1rvdJJibUGRnWe3SD9UAhqkDMQr+HYWyCeTEiHl74Nqpf +QPSHJF9B0iNSHyPVP2ndWnalx466UPDWO/9yUt5tvFe/Xl14shUp6/Y8M7Cs +QnxrZoDh3loUrJIMaRT2gN8+TTnsMxZ+lcwoMfJrh4JKn7z/JTF+/irvJ2EZ +hQlyNiqdHW9gesSm0KiuizaeFA+JR09l3yb/jDEdlHiGJL/hwb7klGzmRQn6 +ZvRdfpJfhbbHUd6z2NUYbLJpaFjUg4EjEee2OzDR8q/VvIuL62Gn0my/7III +nHEKA5yDLAw+2RLuJHwF9tBos2lRJ4wMoyzl+tl4z7FI4rOfYN5chcmW1nwE +x5Yy5iqwIelU+J45TYCbcyz49apkn0/yhyRfQdIjUh8j1T+JxwOuRiHPw5iY +Kl3llpubiHLVwa/TLFtQt/t9brQuhfTuQ1E/5DRBb51ur6ptL/zFhzcdsWJj +S9YU3bjsQlyY7jbp8T4BbTyJR4dtFlsj7zaiRFuwr6GgCx/Tvvj0dI8UPy6c +dXxPABsl/suODK0sQGr2w2d31AQ4VW4cUuPJwuHBj8GfqA6sVN2+xneBBN6H +uHqJBWM+Z3ndFj9FPs7bPjR/nSbBm1/6GS1JY3qxxv991tYGuG1XsV5aLkLK +TuXB4DEehYncCHWfl9hgmOPY91qAffZuN6nFLCwpqwlMT06B5RutlJHkNuI8 +SJojSP6T5FtIekfsk4T9ReIlFwP2p3Qr4dd+8AY17jr4P701G5/SSOSFLp5u +PPcNB+wqYymU5pbKXRe0Yva8i0Eu73txbfQcx+dZFb5rMzFx0+TA5t3gu/ea +Y37+9llL159Z6Ft8ZLSivQS9g4ZKCY5j/vmOz2QvvTHd1EhIaaml8Dol1TOh +dUz3zuswKq5Wwe25obvHjTp8Gbli1ENWBNHp3ZmmTjWoORxj8WWZAD72Nt8k +GEuJcz1pHiTNEST/SfItJL0j9Um6+8vLOC08jM/ChCn3cjiGd+GUkW2sOcYP +CR+TPS+LGmhDz5AfJ8tPCKORYVF+uBSKNb7uTW0UTDfMDm4yfQO708qVQQ+6 +oLGzKPQHfTYWeps8Td5VhMMTIz/5XBTgw88vlN7vprDsC4e8tB0tmPn8aOjl +xF74aO/RFsiycHJw2ZQC4wrELvF/fuFYF5K0yntnKlUjyFWnzXhlDgL2TZ1X +qMbHFX/BnmWqFJ5/YGg8Xd0ELYO8VJOlvXD0vTy50b0a6j7H5Wx3ZiBuSAOV +E3lIPth1o+tYNUwYvt2eEQJoT/+lrkNf+n+3f/tTeLIbF9Yh38NgVNmmE9Zy +N5L4FmQf+M/+/WvuX9J+JPH4v7p//y7+ma4+knihi2cnG7rkZjQjdHqoTIxd +N46dF2uvPSjF5QdnT+w9WYXyIMYcg/U1UMvNGebt+Mc//yf/TNevkvokaX/R +xZN4/Lv45z/r/Iru/EhaN5LekfokXTzdeGI08pNtq3gYkR8oDPjQg7gMM8aL +bPI55N/9/IrueQ6pj5Hqn+RbSHpHF083nr/a+dV/+/6IVJ+kvEh6ROpjJP9J +8i108XTjoZvvbNesW7vCBPAdufv5G74I5ptV+lUqyD7wz7o/It13kPoMqT5J +voKkR6Q5guQ/6eLpxkM3XxKPf9T9Ed37YlL9kP6XpBekPkPyhyRfQZoHSXME +XTzdeOjmS3c9V8acqDQt6ULTZInDRxUxKhW/WsTt/uOe6yD1AVL9kHSfpBck +n0/yh6S5njQP0sXTjYduvnTXk/gcBYH33wCkxyGh + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztWn001GkbllZSqaWQRfoSleSrD7Vcic0rZSmSqLbaEMmmVEwfmy21QmRT +SqSQJJJaSQqhEPOb8THj+2NmMMbMlDZf2az3nP33Oe/5nbPv2d333Tlnzpkz +5zoz9/1c93Nf1/08vzm7/TbtHS8jIzPj9/e/P8+WOi+efrIEMr+/Zjwqa4+2 +r8aqo3k7rs2tQpzJrUcrBmvQfWsOzzGtB5KXxZZWKixELrzZUJTWjtvb3PXc +74mx2eyzFMXxXOzeUH91YWknZuoYqtvaScGwXqmT10CBentirUFDGzgLjrnM +chLj1uolrHmJFIq5uk8bnyVh3MtyO9lpbbBTjvnoksvFZLUHaz4f6ET4krMV +ig5SRKY+OHZqfjXOBHBtE6/eR0VNbtbBig6YL56U820KGxuDfOu1m+5hzXIn +/oK1HSi17VFI8mLDQJPVckj2Hr4MDH8s+tROG083Hrr50l1PEi90vyfx/jas +S5gzzMS5+NHIhNBG/Hgg8t3CSb3QMKzbe7yJhfRjUdzs7/jYgHzXjTUSxIfI +tjbXM9F5smw4XKUR33otcs94J8LVPIsQ4VEmxOdPrdI4yEZsuJpRY5QQ0Y9O +i8zEFLI2pjaoarbDYdWLs5l+Ysx1DuT8wGBh/vRBt/lqPLysP7Kt2EqCC8PC +fYMfWNivlX38TAUfP40Y77UdlsBay+ghfxwTPuflXzU7VCPO4GFfbZ+QNp5u +PHTzpbuedHkk1Q/pf69MVhK0OLJwrb9Yidn4Guo14ZkF/Z3E31/p4rhHSX4s +3wnDQ+4LuLi52tz5spMITOWjh8+UUMB1z2eXI9qwtuej4JSpGHvrlztrr6cw +XprpLreFwrX0Lovlqd1omOHxUP88hfK75nZDnq0oMZ5wSKm+F2a6BjO5mRQs +Nje9u5paCcrF31VhXDd8bZIG3o6t57kn0S+uPKkHk+oqyk4V0cbTjYduvnTX +s2N+/6bIc9WIUFnxyMnkAbK0JzpPc+bhpmnOZp2dLKieidCM23YHwsRuvdbm +NmIfoFs/h6+XtpR8eoWslqmh5UmnocWd0qM1sQ7fSe6s38VhIm9pyoovnrGw +0jp3s5eVECEaeVrXRa2Yn+JkYS3ohoGyzF6L76XQVPKcUbi9GqXxuwqP338I +53CZtJJYHu5/3yp+NInCr54Z+ifWsTBipVd14HMhrJa7GkeEs2D81FL1gAsP +fjeLZFN3SNDZ7wLWYwpuwevVb29pQ5js4q/UtcS08XTjoZsvaT0XtbuYt/pT +mGW5fESHasFt9QBlx9xe2I8aISyUAve25hX/l1UIYnBqnSy6cdJ9oTTMnQ39 +3jqey4cC6LR/8yJwjYCoF6Q+Q6pPUl4zOasDo3PYCL5EtUwMeQaraxrj2tP4 +6IqeLTnlUAVTzlSRcWINZDJ6JdfO9KDI0qw4kDuGt6Gy5aKfIl2/35F5mA8H +c7nMnT5VCJuWuiD0Yy3OyL/YFd7WA1P7K8VrLCiIN9WnzHZtxiqx/Baedy+c +C4Se21cwccLyyf7jIja+ntzxo6BUSBtPNx5SviQe6+z4azTXVyFRpG1nLJuA +S7V5DK+OJuBSfpqwkoXgMK9B1aUlKD13T1GwqBM2/bytvl1VmDQcOTPuMQe2 +6mavZMxFMPVL2MFKbgAnpC1Mn9EFqVlAvNRdStR9kl6Q+gypPkk8qhhnBqz+ +UIa7H1fJyzMujtUkw0R3MRez9tcWMXVYCFSIrMsTtOOtXXzahGIxMuYkHDm6 +thotjoGvv7F7hJECxdXxpTyEjJ/x66AZC6FPrBhTosqwL37aMvlZXeBvntK9 +IYwFmbUCv8zZrzD3wC12bkwnbTzdeEg85r+0HS8c68OT0nMT2oM74HXOy65Q +ToL9IkblRF0m7BVZ/euucuHTmi7ntV+Ei+GqHI87TJTJB7kqqbFhd2+Lfq23 +EM1bO/r4Byns2LX1rvdJJibUGRnWe3SD9UAhqkDMQr+HYWyCeTEiHl74Nqpf +QPSHJF9B0iNSHyPVP2ndWnalx466UPDWO/9yUt5tvFe/Xl14shUp6/Y8M7Cs +QnxrZoDh3loUrJIMaRT2gN8+TTnsMxZ+lcwoMfJrh4JKn7z/JTF+/irvJ2EZ +hQlyNiqdHW9gesSm0KiuizaeFA+JR09l3yb/jDEdlHiGJL/hwb7klGzmRQn6 +ZvRdfpJfhbbHUd6z2NUYbLJpaFjUg4EjEee2OzDR8q/VvIuL62Gn0my/7III +nHEKA5yDLAw+2RLuJHwF9tBos2lRJ4wMoyzl+tl4z7FI4rOfYN5chcmW1nwE +x5Yy5iqwIelU+J45TYCbcyz49apkn0/yhyRfQdIjUh8j1T+JxwOuRiHPw5iY +Kl3llpubiHLVwa/TLFtQt/t9brQuhfTuQ1E/5DRBb51ur6ptL/zFhzcdsWJj +S9YU3bjsQlyY7jbp8T4BbTyJR4dtFlsj7zaiRFuwr6GgCx/Tvvj0dI8UPy6c +dXxPABsl/suODK0sQGr2w2d31AQ4VW4cUuPJwuHBj8GfqA6sVN2+xneBBN6H +uHqJBWM+Z3ndFj9FPs7bPjR/nSbBm1/6GS1JY3qxxv991tYGuG1XsV5aLkLK +TuXB4DEehYncCHWfl9hgmOPY91qAffZuN6nFLCwpqwlMT06B5RutlJHkNuI8 +SJojSP6T5FtIekfsk4T9ReIlFwP2p3Qr4dd+8AY17jr4P701G5/SSOSFLp5u +PPcNB+wqYymU5pbKXRe0Yva8i0Eu73txbfQcx+dZFb5rMzFx0+TA5t3gu/ea +Y37+9llL159Z6Ft8ZLSivQS9g4ZKCY5j/vmOz2QvvTHd1EhIaaml8Dol1TOh +dUz3zuswKq5Wwe25obvHjTp8Gbli1ENWBNHp3ZmmTjWoORxj8WWZAD72Nt8k +GEuJcz1pHiTNEST/SfItJL0j9Um6+8vLOC08jM/ChCn3cjiGd+GUkW2sOcYP +CR+TPS+LGmhDz5AfJ8tPCKORYVF+uBSKNb7uTW0UTDfMDm4yfQO708qVQQ+6 +oLGzKPQHfTYWeps8Td5VhMMTIz/5XBTgw88vlN7vprDsC4e8tB0tmPn8aOjl +xF74aO/RFsiycHJw2ZQC4wrELvF/fuFYF5K0yntnKlUjyFWnzXhlDgL2TZ1X +qMbHFX/BnmWqFJ5/YGg8Xd0ELYO8VJOlvXD0vTy50b0a6j7H5Wx3ZiBuSAOV +E3lIPth1o+tYNUwYvt2eEQJoT/+lrkNf+n+3f/tTeLIbF9Yh38NgVNmmE9Zy +N5L4FmQf+M/+/WvuX9J+JPH4v7p//y7+ma4+knihi2cnG7rkZjQjdHqoTIxd +N46dF2uvPSjF5QdnT+w9WYXyIMYcg/U1UMvNGebt+Mc//yf/TNevkvokaX/R +xZN4/Lv45z/r/Iru/EhaN5LekfokXTzdeGI08pNtq3gYkR8oDPjQg7gMM8aL +bPI55N/9/IrueQ6pj5Hqn+RbSHpHF083nr/a+dV/+/6IVJ+kvEh6ROpjJP9J +8i108XTjoZvvbNesW7vCBPAdufv5G74I5ptV+lUqyD7wz7o/It13kPoMqT5J +voKkR6Q5guQ/6eLpxkM3XxKPf9T9Ed37YlL9kP6XpBekPkPyhyRfQZoHSXME +XTzdeOjmS3c9V8acqDQt6ULTZInDRxUxKhW/WsTt/uOe6yD1AVL9kHSfpBck +n0/yh6S5njQP0sXTjYduvnTXk/gcBYH33wCkxyGh + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["186", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 10} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 12} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 13} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 14} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 15} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 16} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 17} -> Complex[-0.41976082253431385`, -0.08596477743313696], {1, 18} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 20} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 9} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 11} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 12} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 13} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 14} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 15} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 16} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 17} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 18} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 19} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 12} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 13} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 14} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 15} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 16} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 17} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 18} -> + Complex[0.12373001666450631`, 0.], {3, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 20} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 12} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 13} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 14} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 15} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 16} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 17} -> + Complex[0.8762699833354937, 0.], {4, 18} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 19} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 20} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 11} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 12} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 13} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 14} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 15} -> + Complex[ + 8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, + 16} -> Complex[0.21640487397840627`, 0.], {5, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 19} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 20} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 12} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 13} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 14} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 15} -> Complex[0.7835951260215941, 0.], {6, 16} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 17} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 18} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 19} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 20} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 12} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 13} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 14} -> + Complex[0.47738623440613004`, 0.], {7, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, + 16} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {7, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 18} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 20} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 12} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 13} -> + Complex[0.5226137655938699, 0.], {8, 14} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 15} -> + Complex[0.2578656808252187, 0.10876030801336257`], {8, + 16} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {8, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 20} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 12} -> + Complex[0.619974902703056, 0.], {9, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 14} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, + 16} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {9, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 18} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 20} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> Complex[0.3800250972969439, 0.], {10, 12} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 14} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, + 16} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {10, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 20} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.619974902703056, 0.], {11, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {11, + 14} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 11, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {11, + 16} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {11, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {11, + 18} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {11, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {11, + 20} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {12, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {12, + 14} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {12, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {12, + 16} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {12, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {12, + 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 12, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {12, + 20} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {13, 14} -> + Complex[0.47738623440613004`, 0.], {13, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {13, + 16} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {13, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {13, + 18} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {13, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {13, + 20} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {14, 15} -> + Complex[0.2578656808252187, 0.10876030801336257`], {14, + 16} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {14, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 14, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 14, 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 14, 20} -> + Complex[0.29687889692943875`, 0.2375326567068352], {15, + 16} -> Complex[0.21640487397840627`, 0.], {15, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 15, 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 15, 19} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {15, + 20} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 16, 17} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {16, + 18} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {16, 19} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {16, + 20} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {17, 18} -> + Complex[0.12373001666450631`, 0.], {17, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {17, + 20} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{18, 19} -> Complex[-0.2782895722096578, -0.5061420791848172], {18, 20} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 12} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 13} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 14} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 15} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 16} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 17} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 18} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 20} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 12} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 13} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 14} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 15} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 16} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 17} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 18} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 19} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 12} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 13} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 14} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 15} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 16} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 17} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 18} -> + Complex[0.12373001666450631`, 0.], {3, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 20} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 12} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 13} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 14} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 15} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 16} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 17} -> + Complex[0.8762699833354937, 0.], {4, 18} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 19} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 20} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 11} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 12} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 13} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 14} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 15} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 16} -> + Complex[0.21640487397840627`, 0.], {5, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 19} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 20} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 12} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 13} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 14} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 15} -> + Complex[0.7835951260215941, 0.], {6, 16} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, 17} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {6, 18} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, 19} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {6, 20} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 12} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 13} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 14} -> Complex[0.47738623440613004`, 0.], {7, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 16} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 18} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 20} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 12} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 13} -> + Complex[0.5226137655938699, 0.], {8, 14} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 15} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, 16} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {8, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {8, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, 20} -> + Complex[0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 12} -> + Complex[0.619974902703056, 0.], {9, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 14} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 16} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 18} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 20} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[0.3800250972969439, 0.], {10, 12} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, 14} -> + Complex[0.08485061223426596, -0.11980477813807357`], {10, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, 16} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {10, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, 20} -> + Complex[0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.619974902703056, 0.], {11, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {11, 14} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {11, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {11, 16} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {11, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {11, 18} -> + Complex[0.08210404404737587, 0.05307307167276523], {11, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {11, 20} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {12, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {12, 14} -> + Complex[0.08485061223426596, -0.11980477813807357`], {12, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {12, 16} -> + Complex[0.02081012384838236, -0.14234469229568147`], {12, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {12, 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {12, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {12, 20} -> + Complex[0.34087862056969404`, 0.1100388283919505], {13, 14} -> + Complex[0.47738623440613004`, 0.], {13, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {13, 16} -> + Complex[0.22516518597054483`, 0.1013577129442031], {13, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {13, 18} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {13, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {13, 20} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {14, 15} -> + Complex[0.2578656808252187, 0.10876030801336257`], {14, 16} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {14, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {14, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {14, 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {14, 20} -> + Complex[0.29687889692943875`, 0.2375326567068352], {15, 16} -> + Complex[0.21640487397840627`, 0.], {15, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {15, 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {15, 19} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {15, 20} -> + Complex[-0.1599463611986579, 0.3186964622408383], {16, 17} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {16, 18} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {16, 19} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {16, 20} -> + Complex[0.46472596940822686`, 0.06199143840307167], {17, 18} -> + Complex[0.12373001666450631`, 0.], {17, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {17, 20} -> + Complex[-0.1766768302665536, -0.1352957631030186], {18, 19} -> + Complex[-0.2782895722096578, -0.5061420791848172], {18, 20} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2554635621264281`"}], "-", + RowBox[{"0.11047661244174078`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09641151687286514`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10587920814398327`"}], "-", + + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.41316719904942195`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04510958570261943`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31745858462564497`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztWn001GkbllZSqaWQRfoSleSrD7Vcic0rZSmSqLbaEMmmVEwfmy21QmRT +SqSQJJJaSQqhEPOb8THj+2NmMMbMlDZf2az3nP33Oe/5nbPv2d333Tlnzpkz +5zoz9/1c93Nf1/08vzm7/TbtHS8jIzPj9/e/P8+WOi+efrIEMr+/Zjwqa4+2 +r8aqo3k7rs2tQpzJrUcrBmvQfWsOzzGtB5KXxZZWKixELrzZUJTWjtvb3PXc +74mx2eyzFMXxXOzeUH91YWknZuoYqtvaScGwXqmT10CBentirUFDGzgLjrnM +chLj1uolrHmJFIq5uk8bnyVh3MtyO9lpbbBTjvnoksvFZLUHaz4f6ET4krMV +ig5SRKY+OHZqfjXOBHBtE6/eR0VNbtbBig6YL56U820KGxuDfOu1m+5hzXIn +/oK1HSi17VFI8mLDQJPVckj2Hr4MDH8s+tROG083Hrr50l1PEi90vyfx/jas +S5gzzMS5+NHIhNBG/Hgg8t3CSb3QMKzbe7yJhfRjUdzs7/jYgHzXjTUSxIfI +tjbXM9F5smw4XKUR33otcs94J8LVPIsQ4VEmxOdPrdI4yEZsuJpRY5QQ0Y9O +i8zEFLI2pjaoarbDYdWLs5l+Ysx1DuT8wGBh/vRBt/lqPLysP7Kt2EqCC8PC +fYMfWNivlX38TAUfP40Y77UdlsBay+ghfxwTPuflXzU7VCPO4GFfbZ+QNp5u +PHTzpbuedHkk1Q/pf69MVhK0OLJwrb9Yidn4Guo14ZkF/Z3E31/p4rhHSX4s +3wnDQ+4LuLi52tz5spMITOWjh8+UUMB1z2eXI9qwtuej4JSpGHvrlztrr6cw +XprpLreFwrX0Lovlqd1omOHxUP88hfK75nZDnq0oMZ5wSKm+F2a6BjO5mRQs +Nje9u5paCcrF31VhXDd8bZIG3o6t57kn0S+uPKkHk+oqyk4V0cbTjYduvnTX +s2N+/6bIc9WIUFnxyMnkAbK0JzpPc+bhpmnOZp2dLKieidCM23YHwsRuvdbm +NmIfoFs/h6+XtpR8eoWslqmh5UmnocWd0qM1sQ7fSe6s38VhIm9pyoovnrGw +0jp3s5eVECEaeVrXRa2Yn+JkYS3ohoGyzF6L76XQVPKcUbi9GqXxuwqP338I +53CZtJJYHu5/3yp+NInCr54Z+ifWsTBipVd14HMhrJa7GkeEs2D81FL1gAsP +fjeLZFN3SNDZ7wLWYwpuwevVb29pQ5js4q/UtcS08XTjoZsvaT0XtbuYt/pT +mGW5fESHasFt9QBlx9xe2I8aISyUAve25hX/l1UIYnBqnSy6cdJ9oTTMnQ39 +3jqey4cC6LR/8yJwjYCoF6Q+Q6pPUl4zOasDo3PYCL5EtUwMeQaraxrj2tP4 +6IqeLTnlUAVTzlSRcWINZDJ6JdfO9KDI0qw4kDuGt6Gy5aKfIl2/35F5mA8H +c7nMnT5VCJuWuiD0Yy3OyL/YFd7WA1P7K8VrLCiIN9WnzHZtxiqx/Baedy+c +C4Se21cwccLyyf7jIja+ntzxo6BUSBtPNx5SviQe6+z4azTXVyFRpG1nLJuA +S7V5DK+OJuBSfpqwkoXgMK9B1aUlKD13T1GwqBM2/bytvl1VmDQcOTPuMQe2 +6mavZMxFMPVL2MFKbgAnpC1Mn9EFqVlAvNRdStR9kl6Q+gypPkk8qhhnBqz+ +UIa7H1fJyzMujtUkw0R3MRez9tcWMXVYCFSIrMsTtOOtXXzahGIxMuYkHDm6 +thotjoGvv7F7hJECxdXxpTyEjJ/x66AZC6FPrBhTosqwL37aMvlZXeBvntK9 +IYwFmbUCv8zZrzD3wC12bkwnbTzdeEg85r+0HS8c68OT0nMT2oM74HXOy65Q +ToL9IkblRF0m7BVZ/euucuHTmi7ntV+Ei+GqHI87TJTJB7kqqbFhd2+Lfq23 +EM1bO/r4Byns2LX1rvdJJibUGRnWe3SD9UAhqkDMQr+HYWyCeTEiHl74Nqpf +QPSHJF9B0iNSHyPVP2ndWnalx466UPDWO/9yUt5tvFe/Xl14shUp6/Y8M7Cs +QnxrZoDh3loUrJIMaRT2gN8+TTnsMxZ+lcwoMfJrh4JKn7z/JTF+/irvJ2EZ +hQlyNiqdHW9gesSm0KiuizaeFA+JR09l3yb/jDEdlHiGJL/hwb7klGzmRQn6 +ZvRdfpJfhbbHUd6z2NUYbLJpaFjUg4EjEee2OzDR8q/VvIuL62Gn0my/7III +nHEKA5yDLAw+2RLuJHwF9tBos2lRJ4wMoyzl+tl4z7FI4rOfYN5chcmW1nwE +x5Yy5iqwIelU+J45TYCbcyz49apkn0/yhyRfQdIjUh8j1T+JxwOuRiHPw5iY +Kl3llpubiHLVwa/TLFtQt/t9brQuhfTuQ1E/5DRBb51ur6ptL/zFhzcdsWJj +S9YU3bjsQlyY7jbp8T4BbTyJR4dtFlsj7zaiRFuwr6GgCx/Tvvj0dI8UPy6c +dXxPABsl/suODK0sQGr2w2d31AQ4VW4cUuPJwuHBj8GfqA6sVN2+xneBBN6H +uHqJBWM+Z3ndFj9FPs7bPjR/nSbBm1/6GS1JY3qxxv991tYGuG1XsV5aLkLK +TuXB4DEehYncCHWfl9hgmOPY91qAffZuN6nFLCwpqwlMT06B5RutlJHkNuI8 +SJojSP6T5FtIekfsk4T9ReIlFwP2p3Qr4dd+8AY17jr4P701G5/SSOSFLp5u +PPcNB+wqYymU5pbKXRe0Yva8i0Eu73txbfQcx+dZFb5rMzFx0+TA5t3gu/ea +Y37+9llL159Z6Ft8ZLSivQS9g4ZKCY5j/vmOz2QvvTHd1EhIaaml8Dol1TOh +dUz3zuswKq5Wwe25obvHjTp8Gbli1ENWBNHp3ZmmTjWoORxj8WWZAD72Nt8k +GEuJcz1pHiTNEST/SfItJL0j9Um6+8vLOC08jM/ChCn3cjiGd+GUkW2sOcYP +CR+TPS+LGmhDz5AfJ8tPCKORYVF+uBSKNb7uTW0UTDfMDm4yfQO708qVQQ+6 +oLGzKPQHfTYWeps8Td5VhMMTIz/5XBTgw88vlN7vprDsC4e8tB0tmPn8aOjl +xF74aO/RFsiycHJw2ZQC4wrELvF/fuFYF5K0yntnKlUjyFWnzXhlDgL2TZ1X +qMbHFX/BnmWqFJ5/YGg8Xd0ELYO8VJOlvXD0vTy50b0a6j7H5Wx3ZiBuSAOV +E3lIPth1o+tYNUwYvt2eEQJoT/+lrkNf+n+3f/tTeLIbF9Yh38NgVNmmE9Zy +N5L4FmQf+M/+/WvuX9J+JPH4v7p//y7+ma4+knihi2cnG7rkZjQjdHqoTIxd +N46dF2uvPSjF5QdnT+w9WYXyIMYcg/U1UMvNGebt+Mc//yf/TNevkvokaX/R +xZN4/Lv45z/r/Iru/EhaN5LekfokXTzdeGI08pNtq3gYkR8oDPjQg7gMM8aL +bPI55N/9/IrueQ6pj5Hqn+RbSHpHF083nr/a+dV/+/6IVJ+kvEh6ROpjJP9J +8i108XTjoZvvbNesW7vCBPAdufv5G74I5ptV+lUqyD7wz7o/It13kPoMqT5J +voKkR6Q5guQ/6eLpxkM3XxKPf9T9Ed37YlL9kP6XpBekPkPyhyRfQZoHSXME +XTzdeOjmS3c9V8acqDQt6ULTZInDRxUxKhW/WsTt/uOe6yD1AVL9kHSfpBck +n0/yh6S5njQP0sXTjYduvnTXk/gcBYH33wCkxyGh + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztWn001GkbllZSqaWQRfoSleSrD7Vcic0rZSmSqLbaEMmmVEwfmy21QmRT +SqSQJJJaSQqhEPOb8THj+2NmMMbMlDZf2az3nP33Oe/5nbPv2d333Tlnzpkz +5zoz9/1c93Nf1/08vzm7/TbtHS8jIzPj9/e/P8+WOi+efrIEMr+/Zjwqa4+2 +r8aqo3k7rs2tQpzJrUcrBmvQfWsOzzGtB5KXxZZWKixELrzZUJTWjtvb3PXc +74mx2eyzFMXxXOzeUH91YWknZuoYqtvaScGwXqmT10CBentirUFDGzgLjrnM +chLj1uolrHmJFIq5uk8bnyVh3MtyO9lpbbBTjvnoksvFZLUHaz4f6ET4krMV +ig5SRKY+OHZqfjXOBHBtE6/eR0VNbtbBig6YL56U820KGxuDfOu1m+5hzXIn +/oK1HSi17VFI8mLDQJPVckj2Hr4MDH8s+tROG083Hrr50l1PEi90vyfx/jas +S5gzzMS5+NHIhNBG/Hgg8t3CSb3QMKzbe7yJhfRjUdzs7/jYgHzXjTUSxIfI +tjbXM9F5smw4XKUR33otcs94J8LVPIsQ4VEmxOdPrdI4yEZsuJpRY5QQ0Y9O +i8zEFLI2pjaoarbDYdWLs5l+Ysx1DuT8wGBh/vRBt/lqPLysP7Kt2EqCC8PC +fYMfWNivlX38TAUfP40Y77UdlsBay+ghfxwTPuflXzU7VCPO4GFfbZ+QNp5u +PHTzpbuedHkk1Q/pf69MVhK0OLJwrb9Yidn4Guo14ZkF/Z3E31/p4rhHSX4s +3wnDQ+4LuLi52tz5spMITOWjh8+UUMB1z2eXI9qwtuej4JSpGHvrlztrr6cw +XprpLreFwrX0Lovlqd1omOHxUP88hfK75nZDnq0oMZ5wSKm+F2a6BjO5mRQs +Nje9u5paCcrF31VhXDd8bZIG3o6t57kn0S+uPKkHk+oqyk4V0cbTjYduvnTX +s2N+/6bIc9WIUFnxyMnkAbK0JzpPc+bhpmnOZp2dLKieidCM23YHwsRuvdbm +NmIfoFs/h6+XtpR8eoWslqmh5UmnocWd0qM1sQ7fSe6s38VhIm9pyoovnrGw +0jp3s5eVECEaeVrXRa2Yn+JkYS3ohoGyzF6L76XQVPKcUbi9GqXxuwqP338I +53CZtJJYHu5/3yp+NInCr54Z+ifWsTBipVd14HMhrJa7GkeEs2D81FL1gAsP +fjeLZFN3SNDZ7wLWYwpuwevVb29pQ5js4q/UtcS08XTjoZsvaT0XtbuYt/pT +mGW5fESHasFt9QBlx9xe2I8aISyUAve25hX/l1UIYnBqnSy6cdJ9oTTMnQ39 +3jqey4cC6LR/8yJwjYCoF6Q+Q6pPUl4zOasDo3PYCL5EtUwMeQaraxrj2tP4 +6IqeLTnlUAVTzlSRcWINZDJ6JdfO9KDI0qw4kDuGt6Gy5aKfIl2/35F5mA8H +c7nMnT5VCJuWuiD0Yy3OyL/YFd7WA1P7K8VrLCiIN9WnzHZtxiqx/Baedy+c +C4Se21cwccLyyf7jIja+ntzxo6BUSBtPNx5SviQe6+z4azTXVyFRpG1nLJuA +S7V5DK+OJuBSfpqwkoXgMK9B1aUlKD13T1GwqBM2/bytvl1VmDQcOTPuMQe2 +6mavZMxFMPVL2MFKbgAnpC1Mn9EFqVlAvNRdStR9kl6Q+gypPkk8qhhnBqz+ +UIa7H1fJyzMujtUkw0R3MRez9tcWMXVYCFSIrMsTtOOtXXzahGIxMuYkHDm6 +thotjoGvv7F7hJECxdXxpTyEjJ/x66AZC6FPrBhTosqwL37aMvlZXeBvntK9 +IYwFmbUCv8zZrzD3wC12bkwnbTzdeEg85r+0HS8c68OT0nMT2oM74HXOy65Q +ToL9IkblRF0m7BVZ/euucuHTmi7ntV+Ei+GqHI87TJTJB7kqqbFhd2+Lfq23 +EM1bO/r4Byns2LX1rvdJJibUGRnWe3SD9UAhqkDMQr+HYWyCeTEiHl74Nqpf +QPSHJF9B0iNSHyPVP2ndWnalx466UPDWO/9yUt5tvFe/Xl14shUp6/Y8M7Cs +QnxrZoDh3loUrJIMaRT2gN8+TTnsMxZ+lcwoMfJrh4JKn7z/JTF+/irvJ2EZ +hQlyNiqdHW9gesSm0KiuizaeFA+JR09l3yb/jDEdlHiGJL/hwb7klGzmRQn6 +ZvRdfpJfhbbHUd6z2NUYbLJpaFjUg4EjEee2OzDR8q/VvIuL62Gn0my/7III +nHEKA5yDLAw+2RLuJHwF9tBos2lRJ4wMoyzl+tl4z7FI4rOfYN5chcmW1nwE +x5Yy5iqwIelU+J45TYCbcyz49apkn0/yhyRfQdIjUh8j1T+JxwOuRiHPw5iY +Kl3llpubiHLVwa/TLFtQt/t9brQuhfTuQ1E/5DRBb51ur6ptL/zFhzcdsWJj +S9YU3bjsQlyY7jbp8T4BbTyJR4dtFlsj7zaiRFuwr6GgCx/Tvvj0dI8UPy6c +dXxPABsl/suODK0sQGr2w2d31AQ4VW4cUuPJwuHBj8GfqA6sVN2+xneBBN6H +uHqJBWM+Z3ndFj9FPs7bPjR/nSbBm1/6GS1JY3qxxv991tYGuG1XsV5aLkLK +TuXB4DEehYncCHWfl9hgmOPY91qAffZuN6nFLCwpqwlMT06B5RutlJHkNuI8 +SJojSP6T5FtIekfsk4T9ReIlFwP2p3Qr4dd+8AY17jr4P701G5/SSOSFLp5u +PPcNB+wqYymU5pbKXRe0Yva8i0Eu73txbfQcx+dZFb5rMzFx0+TA5t3gu/ea +Y37+9llL159Z6Ft8ZLSivQS9g4ZKCY5j/vmOz2QvvTHd1EhIaaml8Dol1TOh +dUz3zuswKq5Wwe25obvHjTp8Gbli1ENWBNHp3ZmmTjWoORxj8WWZAD72Nt8k +GEuJcz1pHiTNEST/SfItJL0j9Um6+8vLOC08jM/ChCn3cjiGd+GUkW2sOcYP +CR+TPS+LGmhDz5AfJ8tPCKORYVF+uBSKNb7uTW0UTDfMDm4yfQO708qVQQ+6 +oLGzKPQHfTYWeps8Td5VhMMTIz/5XBTgw88vlN7vprDsC4e8tB0tmPn8aOjl +xF74aO/RFsiycHJw2ZQC4wrELvF/fuFYF5K0yntnKlUjyFWnzXhlDgL2TZ1X +qMbHFX/BnmWqFJ5/YGg8Xd0ELYO8VJOlvXD0vTy50b0a6j7H5Wx3ZiBuSAOV +E3lIPth1o+tYNUwYvt2eEQJoT/+lrkNf+n+3f/tTeLIbF9Yh38NgVNmmE9Zy +N5L4FmQf+M/+/WvuX9J+JPH4v7p//y7+ma4+knihi2cnG7rkZjQjdHqoTIxd +N46dF2uvPSjF5QdnT+w9WYXyIMYcg/U1UMvNGebt+Mc//yf/TNevkvokaX/R +xZN4/Lv45z/r/Iru/EhaN5LekfokXTzdeGI08pNtq3gYkR8oDPjQg7gMM8aL +bPI55N/9/IrueQ6pj5Hqn+RbSHpHF083nr/a+dV/+/6IVJ+kvEh6ROpjJP9J +8i108XTjoZvvbNesW7vCBPAdufv5G74I5ptV+lUqyD7wz7o/It13kPoMqT5J +voKkR6Q5guQ/6eLpxkM3XxKPf9T9Ed37YlL9kP6XpBekPkPyhyRfQZoHSXME +XTzdeOjmS3c9V8acqDQt6ULTZInDRxUxKhW/WsTt/uOe6yD1AVL9kHSfpBck +n0/yh6S5njQP0sXTjYduvnTXk/gcBYH33wCkxyGh + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["186", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 10} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 12} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 13} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 14} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 15} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 16} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 17} -> Complex[-0.41976082253431385`, -0.08596477743313696], {1, 18} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 20} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 9} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 11} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 12} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 13} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 14} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 15} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 16} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 17} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 18} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 19} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 12} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 13} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 14} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 15} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 16} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 17} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 18} -> + Complex[0.12373001666450631`, 0.], {3, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 20} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 12} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 13} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 14} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 15} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 16} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 17} -> + Complex[0.8762699833354937, 0.], {4, 18} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 19} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 20} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 11} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 12} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 13} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 14} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 15} -> + Complex[ + 8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, + 16} -> Complex[0.21640487397840627`, 0.], {5, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 19} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 20} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 12} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 13} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 14} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 15} -> Complex[0.7835951260215941, 0.], {6, 16} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 17} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 18} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 19} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 20} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 12} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 13} -> + Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 14} -> + Complex[0.47738623440613004`, 0.], {7, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, + 16} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {7, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 18} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 20} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 12} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 13} -> + Complex[0.5226137655938699, 0.], {8, 14} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 15} -> + Complex[0.2578656808252187, 0.10876030801336257`], {8, + 16} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {8, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 20} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 12} -> + Complex[0.619974902703056, 0.], {9, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 14} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, + 16} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {9, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 18} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 20} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> Complex[0.3800250972969439, 0.], {10, 12} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 14} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, + 16} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {10, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 20} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.619974902703056, 0.], {11, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {11, + 14} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 11, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {11, + 16} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {11, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {11, + 18} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {11, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {11, + 20} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {12, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {12, + 14} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {12, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {12, + 16} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {12, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {12, + 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 12, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {12, + 20} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {13, 14} -> + Complex[0.47738623440613004`, 0.], {13, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {13, + 16} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {13, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {13, + 18} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {13, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {13, + 20} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {14, 15} -> + Complex[0.2578656808252187, 0.10876030801336257`], {14, + 16} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {14, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 14, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 14, 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 14, 20} -> + Complex[0.29687889692943875`, 0.2375326567068352], {15, + 16} -> Complex[0.21640487397840627`, 0.], {15, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 15, 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 15, 19} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {15, + 20} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 16, 17} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {16, + 18} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {16, 19} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {16, + 20} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {17, 18} -> + Complex[0.12373001666450631`, 0.], {17, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {17, + 20} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{18, 19} -> Complex[-0.2782895722096578, -0.5061420791848172], {18, 20} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 12} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 13} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 14} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 15} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 16} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 17} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 18} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 20} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 12} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 13} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 14} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 15} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 16} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 17} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 18} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 19} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 12} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 13} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 14} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 15} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 16} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 17} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 18} -> + Complex[0.12373001666450631`, 0.], {3, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 20} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 12} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 13} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 14} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 15} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 16} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 17} -> + Complex[0.8762699833354937, 0.], {4, 18} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 19} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 20} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 11} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 12} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 13} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 14} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 15} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 16} -> + Complex[0.21640487397840627`, 0.], {5, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 19} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 20} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 12} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 13} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 14} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 15} -> + Complex[0.7835951260215941, 0.], {6, 16} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, 17} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {6, 18} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, 19} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {6, 20} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 12} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 13} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 14} -> Complex[0.47738623440613004`, 0.], {7, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 16} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 18} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 20} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 12} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 13} -> + Complex[0.5226137655938699, 0.], {8, 14} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 15} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, 16} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {8, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {8, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, 20} -> + Complex[0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 12} -> + Complex[0.619974902703056, 0.], {9, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 14} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 16} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 18} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 20} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[0.3800250972969439, 0.], {10, 12} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, 14} -> + Complex[0.08485061223426596, -0.11980477813807357`], {10, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, 16} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {10, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, 20} -> + Complex[0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.619974902703056, 0.], {11, 13} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {11, 14} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {11, 15} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {11, 16} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {11, 17} -> + Complex[-0.2346066684020043, -0.5335785389713812], {11, 18} -> + Complex[0.08210404404737587, 0.05307307167276523], {11, 19} -> + Complex[-0.2917595352077467, 0.3784536838475334], {11, 20} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {12, 13} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {12, 14} -> + Complex[0.08485061223426596, -0.11980477813807357`], {12, 15} -> + Complex[0.13476314496413244`, -0.0767423516894553], {12, 16} -> + Complex[0.02081012384838236, -0.14234469229568147`], {12, 17} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {12, 18} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {12, 19} -> + Complex[0.01747597846754094, 0.10203270358947614`], {12, 20} -> + Complex[0.34087862056969404`, 0.1100388283919505], {13, 14} -> + Complex[0.47738623440613004`, 0.], {13, 15} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {13, 16} -> + Complex[0.22516518597054483`, 0.1013577129442031], {13, 17} -> + Complex[0.2616855917631509, -0.009667937264448562], {13, 18} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {13, 19} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {13, 20} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {14, 15} -> + Complex[0.2578656808252187, 0.10876030801336257`], {14, 16} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {14, 17} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {14, 18} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {14, 19} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {14, 20} -> + Complex[0.29687889692943875`, 0.2375326567068352], {15, 16} -> + Complex[0.21640487397840627`, 0.], {15, 17} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {15, 18} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {15, 19} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {15, 20} -> + Complex[-0.1599463611986579, 0.3186964622408383], {16, 17} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {16, 18} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {16, 19} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {16, 20} -> + Complex[0.46472596940822686`, 0.06199143840307167], {17, 18} -> + Complex[0.12373001666450631`, 0.], {17, 19} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {17, 20} -> + Complex[-0.1766768302665536, -0.1352957631030186], {18, 19} -> + Complex[-0.2782895722096578, -0.5061420791848172], {18, 20} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "0"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "5", "4", "1"}, + "RowWithSeparators"]], + $CellContext`c[5, 4, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "4", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[4, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["5", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox["1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{ + Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, + NumberMarks -> False, PrintPrecision -> 3, + ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2782895722096578`"}], "-", + RowBox[{"0.5061420791848172`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2733192924318595`"}], "-", + RowBox[{"0.2866292525497604`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "+", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4340849306800596`"}], "-", + + RowBox[{"0.11733077534610525`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.18897976845624656`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2193913949919816`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1234026045588936`"}], "-", + RowBox[{"0.3430267599876074`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3102066190294725`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1955570463246054`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.06379909126269831`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.055431638140259754`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09090145800267238`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.13220442595227294`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13708720157438797`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.16778380274993618`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5314254500086204`"}], "-", + RowBox[{"0.1601932130348615`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1546035574406662`"}], "+", + + RowBox[{"0.019572727757422637`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.09127213841007686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08396674036681216`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.05611714946407789`"}], "-", + RowBox[{"0.22459475371310766`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1222349248717875`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.3592273026798092`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16615213221459663`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.042830862450775`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.06947320790243908`"}], "-", + RowBox[{"0.12537107773431694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.09274189029215457`"}], "-", + RowBox[{"0.1525925852170881`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.03855174839112596`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1424575181136921`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.34842650181591067`"}], "+", + RowBox[{"0.09534758633867517`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18655002527177894`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.49731352794999145`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.135629037286077`"}], "+", + RowBox[{"0.28218752063961017`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.18556346816461905`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31076056209244207`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.13001101765726375`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.006613428521192205`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.06427765491980145`"}], "+", + RowBox[{"0.11880029749208657`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04655117515599494`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.23724528676375553`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059988046455802184`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.7054868885057577`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3592506310788281`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4943306882370872`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3065681255061926`"}], "-", + RowBox[{"0.42833640570923337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.14587432264783667`"}], "-", + RowBox[{"0.05102316480225587`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0953066251283054`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2715776653050047`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.13310151104055673`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3216438379645342`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.16256973716941572`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.32985596233393516`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.18873885834416249`"}], "+", + RowBox[{"0.42841597623695465`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05056865751860938`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1674802847382621`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.029019428968993538`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.21528502386671927`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5836012368054313`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.14011751273172965`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.051685348113423235`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.39204272216220826`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.23658037607384153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.263106585416781`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.09185083181789964`"}], "+", + RowBox[{"0.12431094340569032`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.21024311266575202`"}], "+", + RowBox[{"0.28424185032030325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.00877363617654349`"}], "+", + + RowBox[{"0.01494295849690793`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.047739779164339496`"}], "+", + RowBox[{"0.3501071945334459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13159992489563876`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.30877096291453193`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2596912587429`"}], "+", + RowBox[{"0.10163460050515649`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3754348981018454`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2723665650696815`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.41307380808193334`"}], "+", + RowBox[{"0.07887229554816147`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.13096544681221897`"}], "+", + RowBox[{"0.16782894147723998`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.09226811825990172`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.053034854644221974`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.02041549562281217`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5098173280537821`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.06797212261961828`"}], "-", + RowBox[{"0.14596193524618625`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.06922904686571765`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2133763416438674`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.11179807790789101`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.022551499983490292`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2674642518070132`"}], "+", + RowBox[{"0.11486112430211151`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.13268912818116638`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.47623014624795496`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.31479044199634393`"}], "-", + RowBox[{"0.1031879516092761`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.3861802575406903`"}], "-", + + RowBox[{"0.37095993310128994`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.2501841624116386`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4811358974060326`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05849707916030307`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15662336608642746`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.27345764344374485`"}], "-", + RowBox[{"0.18778513878025607`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16488040971834939`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10158357691759023`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.2917595352077467`"}], "+", + RowBox[{"0.3784536838475334`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.32058852420225675`"}], "+", + RowBox[{"0.3964786741669225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.33333532926317844`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0052698415932301845`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11723619170167478`"}], "+", + + RowBox[{"0.08226303526605327`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.3667492210359212`"}], "-", + RowBox[{"0.43113438236634694`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19505936093830462`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2688125748662213`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10143497490031508`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.14936198871188314`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4031352961356238`"}], "+", + + RowBox[{"0.16750021659239794`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.23097227051538433`"}], "-", + RowBox[{"0.42320695740719316`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.36379526634548687`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.08712990039261531`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.29687889692943875`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.2375326567068352`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.04438462203816944`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.060778240953935414`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.2928601250655106`"}], "+", + RowBox[{"0.016816824750373938`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.47012305983155644`"}], "+", + RowBox[{"0.304812925826158`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.07112220343937875`"}], "-", + RowBox[{"0.10821098039245546`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.20491773469056704`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.36570355095505475`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.01747597846754094`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10203270358947614`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22275361481051711`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11674604401194733`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.34087862056969404`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1100388283919505`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.03850952729390612`"}], "+", + RowBox[{"0.4198457356701454`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.16728734076551682`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1012243050348226`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.027481438148074803`"}], "-", + RowBox[{"0.12265424886979337`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.31323517631932274`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.005055195768145546`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.251667478676747`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3614253617708223`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16418162796222252`"}], "-", + RowBox[{"0.13133580222113328`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19386553584427627`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725275012337173`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.42262163352679005`"}], "-", + RowBox[{"0.31456841745062747`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.12233037196247185`"}], "+", + + RowBox[{"0.27989677883902564`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.18416413290016811`"}], "+", + RowBox[{"0.07547539021526112`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.06789773904062156`"}], "-", + RowBox[{"0.17286872360962324`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.32711527577399524`"}], "-", + RowBox[{"0.28968872303804705`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.03949865282693209`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3754123289463239`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", + "SummaryBoxCloser"]], ButtonFunction :> (Typeset`open$$ = + False), Appearance -> None, BaseStyle -> {}, Evaluator -> + Automatic, Method -> "Preemptive"], Alignment -> { + Center, Center}, ImageSize -> Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.35301157955421997`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.18433248500490176`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3545619047227668`"}], "-", + RowBox[{"0.2518457162138301`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.40335021433884743`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.43044842153701757`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2554635621264281`"}], "-", + + RowBox[{"0.11047661244174078`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.3389616128227115`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.26071178427718106`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.26369052466507936`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.1289488711848646`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.30373244867900095`"}], "+", + RowBox[{"0.04743110406076845`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.16512486079597133`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.09641151687286514`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.6056925859033055`"}], "-", + RowBox[{"0.17653183929211463`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.39536470302151516`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.011182810749676739`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.2366411798060733`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.05082845109020735`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.10587920814398327`"}], "-", + + RowBox[{"0.14209402219042508`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.11666092373220538`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.218936695047531`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10718278790864488`"}], "-", + RowBox[{"0.182359207186658`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.161016937967343`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.024863370726720582`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.4732781816040144`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.41316719904942195`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.06738916374659966`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07649144929508839`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.059885508092134554`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.2889292728240201`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.178123892585753`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.17046651411982472`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.25795257294065177`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.04510958570261943`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.29246024425286876`"}], "+", + RowBox[{"0.22698666942149048`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0862637346868819`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.2282256499441826`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08724725586545216`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.38547343892973174`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3825483572505487`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.31745858462564497`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.17848865673563932`"}], "-", + RowBox[{"0.10913582570091293`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.24724236985797493`"}], "-", + RowBox[{"0.22681298599685956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15578800310745206`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.19168569573353814`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.3423922893645634`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.1447876492826268`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.0868392972934217`"}], "-", + RowBox[{"0.014513008624828502`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.5135103273869612`"}], "+", + RowBox[{"0.025635878245816868`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.16585075463443222`"}], "-", + RowBox[{"0.4085141858532183`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.004303315022197357`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.07719670951801982`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[ + 0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiRaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvvSmKojjOOuff57fWu9b5rXO+cz5rWcuy7mXf93Nf +z3Vf9/W+FB3dLPeKDRs2bOo/v//+s0LnlnmyfgUY9s+viY+K6q+ac7HMK88u +WomFG4tvP9L9XorW24p8i+R2cLytPAZX0Qh4bi0Za9SAWbvjJ18UivCtfPHI +lTYVSN7FoV0UWxD/dq3qQqtOyIR9tJo+SCF3qUcqa0c9bE6bqVr/LoKQpt1s +zlHI0zinXbv9LjRPtCv51tfixO24BjFeBXJsXa+aG7ZAziL960ObTjirGihe +LOPgw96x8ruDU+D4YUpqslcDXj6/xD25jgOntF7z65eS4e2/MYhbWQ8rzz6z +bVM44KUmK7byk5C3PyfjQEI9pg0Eq4SocvDC40LiqvOvsDZ9+aKw600InxQY +6q9MIynw6ylfXj1Ut7T+uvpCxDieaT5M62V6nkz7Reo709+TcDXacMZd1jc2 +Zm3W0p11vArvWJN7TkkIEbs4heKN46Df31o5RaEJlzZE7GqZ0Yl5HgF3Vtew +kbJHN1xLpQqiAfGK7q8CbPL4GqEQwMbV6JcuXds4yN9mHEmfb0OWW+m2yCk0 +jDjeN2Wy6iE70Uzh00MREqoLJ+c8oqHS+6b0VwMfLQ+lokdFdcA2o7f21BsO +WEEdfSPsmrBR2FusrtaJMz7H9D7PZWOy6R/aX0ZyUTZp53cR3Yak4icfnLVp +hDio1t3PKkKQyg3Z8yotCLv36twINQrelLheVG41Sk2df3tmImQczzQfpvUy +PU+m/WKKExI+SZ9rdTaDu3cnDfkTkeG7A95hmnVXN4vfTPz7OSrVcjrSbFQd +F/bsWluOpsllvQnbBYg557aQz6egZXBmB7uvDt9jBhXf7BJBs39lrYM+BYWw +pU5bAymovT3Zo5rfitsi48LgcAq6JRfkpryohe2xtYN+AiF2HNpbgjgKkxX2 +t49ewIJc7vue7hmt+JpbPiPgOBvXtn7YveR5BercLLXrkgSQ08kueX+Ihdzh +n1c+G/UJ++QdN8rx22EtHXSxlc/C2qMmp58Ec2GrPSnp+Nh2xvFM82FaL9Pz +ZNqvh1UdGongouOpOc/2eyoSzCL0xNoaMHaJnuZBNRrtuubluVEJGL17+Gqz +23VEHmOKTy97+kBH01ucNG1NS/p2ChNuaBvIiD5ijt2WVUlv2TgfK/WgpYJG +l5P9oOWmNpissXFcFlkHekBsyv4VbYjpGv8sP6gT1ZmecuMDuJiHWRGebQ8R +ECh1/cRiPt6f6ld938uGu9L7vHt+NIIDl+UVqLVBfUla6YxXNBZ8mlafJ9OI +MZx7twZTOjD1iXB7WTmFTVkyq9y5ddhwPH7VBgsRcoz0olJesOHKvZH+Nq8S +r96uHdNaI8DSxqeRIwO56OPKDhauT8dBvysZUTZ8xvFM82FaL9PzJPXrzrsa +Wd5ZCoFKxRkwqUXBZaPTdzlCNIYcq6n1p7BA2v/6nolscMLmONZubMVKRZvU +ZcEczBdzGCtm+AfCQreZSfU2EucpiSdJ+CfV5cgxCrGT4CK/6vBUQeUTiIvV +pjrObcSo8DjtwDUsaD23nJuZV4pq8biKyZfbETT4KX+zAhcG2Y63tCwew3p/ +cOTTAT7G5hl1l2xlQVWyd2Dn0494FnEl6TGnHfWh06wvLaVQPp4z21+TB/HR +6eP2OArhnPZDzduCjTvRdsoDTzn43L9CwT2jDT/XxGUXSLJxJulthGj10DwW ++pyxFbbhUKGaACk0rMt6qx0XFGLB0Ypvuo7NjOOZ5sO0XtJ5knDSo++yf2NT +Ca5H3CxviIuF6xyeWbJHNTwPbhh+TkRjxkUp8914A+XHIeu6e5ow1b4mqO47 +C5ua/RTfd5fB0ke8e/h6ARS0BGpO0VXItndeVfSsBdri/V5bdncSdRdpnpJ4 +koR/Ek6en4Nx26siGGc1rTeaGoJUavocu69liJQ/FNFkRkP9ufpvI480gLvp +u43xgAiRWdzcQE8uWC4DCwQGGajf6KH6yJ2PUZ6sRJ+h+FehJmIPRhZhqXTa +vpjBZhS3SJfVRNEY8D0aVvC0EKsXTw11PdWMY+YWbV+8aCyOPhzoMoaPD0e+ +KLuv7IDOsyDVWbdLkbjhkrRyTRPkWfFKSUs6GcczzYdpvSScXPtk1WMfTiPl +VfySPDc+llr0ynCch/RhnbRbrQobcnHpRsrh5Zgr4eX8u4sA+usapBPuDc1T +QZvuHjkODpz06TJ0bQPlWHZg8SEK1yI1jh6MZmNs5ExFgWsrRo+Z6GU/mQO7 +s3IZoZKvkZ1yTp+d1UTU/yRdR5rXJB4m3S/SuXV9HrXMV51CVrXGrptydyAx +W6EpaXot3jyZKFary8KvCQZdww0+4tuD6NPzctsRYTnfvWMJjdgPa7Rjpzdg +G6tPEFopQqjP6BlbMyiELFwUuTS2BP2u/cvCBlpga/zE2M2RDWFRY3+3SwWg +mZuQEimA0S72YY0hHn7kcfW3H+bv8bKl0C3Jj3k803xI9ZJwkuV319Wthsbr +0LtzErwakcUznaNd1gGtvprhdVdZMGhJnOmpWIqAKrN0/Q3tiB0epfTFkA1v +tW+dByQqMCG4J+3w2SHqVBmf6XqMRmb2z8fXCt8iYOaDoNTcZpwSPzy3XYcL +mc0ZdpF9jzCiZP+h6Ao+eDaP6rRtufimuHpbdmATZMYlpCtpkPdEkv4n6TrS +vCbxMOl+kXAyce3mr/PN2LBts7jese4W5DI97Oz7edjTnCLPm07h9qUgtdF7 +qnFI8+fJW7pC3A2q3DvTiwPuIievynkvcCRzRCl7YhM+l6Qtj5xJ47lPdl+q +QzEGtSxKxE1bIJ+cM8U0nsKPnwWK9hJ12LFhJR3YL2QczzQfEk5+c86LH8ur +RusOPR9r2Vb4714vUejSiZ6YA1GTYziou/zUXFHnOZY6bAnOrGiEQrLRkQf3 +aHSP+5Fvm8qHw7fw5VFnOvDrVU5kTA+NYQKdwaKSRngvvxC3or8Dm+i5VVqx +bOg/+ellq1+J1Mz1tV5vBDCJ645RWM6Bpun7r3TXSyyT1M128mrCDd+Arpcj +aGydqrOve2ICZqVI+5ocryP6FaQ9lLRfkHQjSQ+QeJ50f0l90XJav0+V9wGi +eycnvO6PgnxdWKXMlipiXyR3VPH3u9Ao0ku69prXACeLdxFv5nVg2pOQF775 +NNhLpAQ3HxRgUUz6iAbDZsbxTPNhWu8wQ9VI1RQKLdNMZy5ZUgfp4n3rM8eL +YHggXlahjAXh8Vj3AJ8ySP4ulVCpKcCha3NzP1fTuBx0ynZW/huond4RpiXT +jKhsydwopSHdG6OR0iCgEK4lN129bWhODY2NomcsOI3SqU+cUYbbPfty9WYI +UDj94rDXEp+g714gxdZvRn9f/PZf+p1EX4vkV5D2UNJ+QdKNJD1A4nmm93ed +Vg7/wk0aaxLLvyivTkSgd8ZEWZV6yNcLvKxyOHj8uC0s6sQzdJ4w5d5JakSy +uqBZ7QuFpNU7jaer12NRRPnBi54ixvGkfMIqLtm9OFOPltZJ51fktsHB7H7q +iIghPpE8Mdr8JYXHBmGn588uQQfba5FNYwv0+5xPqDlxkCIvEdJ09wV8Nwby +xixswkBxjHikNwXevBc3Rd9rsKnV3ar85RDvjT7XZSukMDJbT+UW7z3gYOl/ +NbYF1KqH5eKmXAweU4mLKspCYvGdgyE5fAymv1wwW5rCioYTj3dIViPceZLk +g9lCnLu8f4HBCC6ix14J752Vita1Dl0aCQ0wyHiVxtrxET/KWxu6pJsxYrjv +lQC9TqK/SvLNSH4Iac8l7S8kXUrSG6Q5QuIHUt/LCmzWJ/SykHx/1rvuzJs4 +qWLEt4nn4VP6aSl3RxYKjMXiNPxLQTnLUVWe7cR4Ek4uVl6OPzycA6V2Vc9N +ia8xMPuUoc6nJvixi/T5ryn4jcz7URhUh9TP98bIaImgU+yvfCWQxkdfzw/q +Zm/RWHFFcs7NZlwvqvljkiGFZ0dM2XQwD9XytotkPIVw1fA2LvThIE53aVqT +4QOc8PQ5+0K2AQ91xxzZl0PBbsp90zL7Ohz5I+ltl4IIlaUxlq5tQ/dIeY0U +K25oLtjPK4xo6YBZXwFXIYSFlWZxF3Z7fcLyap2+o33tiJce0xnEpWBwedMW +YdQHaCbGWu8qHMLzeXXVATMONFrki61cXuJhQue6sdvJPjzJXyX5ZiQ/hLTn +kvYXki4l6Q3SHCHxAwknl9PEpV9aUdg7014zJu0O7qabO2R4kXWsX5X9580m +teDe9hfkPW2F0tOI7EGfToSHOy7c5UDjQPfiuCOPGzB4imdrOb0D4StMxje+ +4+Dmw/Exzv554M4V6LuGNMLYUiArvp3CxC3JqyRm1eDJRRtDo3Ahwj8We6yb +QOG7W4/ylflD92NVxN1b4m3QTRHvyaziILN7805Fx1x8zCpROevWCNbRn7I7 +7rMg8N5aakJ/Auv4yF+rxgkgk9S5cthWCh89RF/2KFJor3yzwOlKK1jzt5XW +P2JBO//4+boGLihE683UakdK5UyvpfspNNje/932Qg1GjJvt2JEsxOl6dcmQ +MTTog+W7ogPq4fdAx25fDPn5zv8a/5BwIugz2dZtVA2t6AelMoIW9OQfEJY7 +dRJ1/l/889/NP0z5hISTv/jnH/zzv7Z/kfiB1Hem8XNme0QnpZTBRbeu4OfD +ZmiqOF+TMCH7qH/tX/+Z+xdp3yHNERI/MI0n4eS/df/6s/jPTP0TUl9IeoM0 +R5jGM83H+lBH0vKsmiG99sXAe2iuRMk+jpHx7iTq/L/85//bf2bqx5J4nnR/ +SbqUpDeYxjPNh4STP4v//O96/s70+Q7p3Eh6gMTzpP2FpEuZxjPNh2m9HjUR +Xk1rG5F/2lApdIkAX3xTopqfkt/T+LM/f2f6vJjEw6T7RdKNJD1A2nNJ+wvT +eKb5MK33P+35+//3+4ck/JPqIs1rEg+T9guSbiT5IaQ9l2k803yY1sv0PNfs +snK3EwztGfXBx15NEWJTp/7M8RR5H/x3vX9Iep+NxJMk/JN0HWlek/ZQ0n5B +8s1IfgjTeKb5MK2X6XmScPKvev+Q6fvSJHySPpc0T0k8SdL/JF1H8itIeyjJ +XyX5ZkzjmebDtF6m58m0X45SsaHK41vx4UbZaXl9EXyos18Shf+6/8sg8RgJ +nyTdRZqnpD2RpP9JvhbJryD58CR/lWk803yY1sv0PJn2i9R3Eq7+BnJ3opg= + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJztW3k0le36rkQp5YtGqQyJpJJCKl0NiEiRaBDSQFFKRAkNEl9FiTKERiEy +pUT6mijK3u+7tzJu0zbvvSmKojjOOuff57fWu9b5rXO+cz5rWcuy7mXf93Nf +z3Vf9/W+FB3dLPeKDRs2bOo/v//+s0LnlnmyfgUY9s+viY+K6q+ac7HMK88u +WomFG4tvP9L9XorW24p8i+R2cLytPAZX0Qh4bi0Za9SAWbvjJ18UivCtfPHI +lTYVSN7FoV0UWxD/dq3qQqtOyIR9tJo+SCF3qUcqa0c9bE6bqVr/LoKQpt1s +zlHI0zinXbv9LjRPtCv51tfixO24BjFeBXJsXa+aG7ZAziL960ObTjirGihe +LOPgw96x8ruDU+D4YUpqslcDXj6/xD25jgOntF7z65eS4e2/MYhbWQ8rzz6z +bVM44KUmK7byk5C3PyfjQEI9pg0Eq4SocvDC40LiqvOvsDZ9+aKw600InxQY +6q9MIynw6ylfXj1Ut7T+uvpCxDieaT5M62V6nkz7Reo709+TcDXacMZd1jc2 +Zm3W0p11vArvWJN7TkkIEbs4heKN46Df31o5RaEJlzZE7GqZ0Yl5HgF3Vtew +kbJHN1xLpQqiAfGK7q8CbPL4GqEQwMbV6JcuXds4yN9mHEmfb0OWW+m2yCk0 +jDjeN2Wy6iE70Uzh00MREqoLJ+c8oqHS+6b0VwMfLQ+lokdFdcA2o7f21BsO +WEEdfSPsmrBR2FusrtaJMz7H9D7PZWOy6R/aX0ZyUTZp53cR3Yak4icfnLVp +hDio1t3PKkKQyg3Z8yotCLv36twINQrelLheVG41Sk2df3tmImQczzQfpvUy +PU+m/WKKExI+SZ9rdTaDu3cnDfkTkeG7A95hmnVXN4vfTPz7OSrVcjrSbFQd +F/bsWluOpsllvQnbBYg557aQz6egZXBmB7uvDt9jBhXf7BJBs39lrYM+BYWw +pU5bAymovT3Zo5rfitsi48LgcAq6JRfkpryohe2xtYN+AiF2HNpbgjgKkxX2 +t49ewIJc7vue7hmt+JpbPiPgOBvXtn7YveR5BercLLXrkgSQ08kueX+Ihdzh +n1c+G/UJ++QdN8rx22EtHXSxlc/C2qMmp58Ec2GrPSnp+Nh2xvFM82FaL9Pz +ZNqvh1UdGongouOpOc/2eyoSzCL0xNoaMHaJnuZBNRrtuubluVEJGL17+Gqz +23VEHmOKTy97+kBH01ucNG1NS/p2ChNuaBvIiD5ijt2WVUlv2TgfK/WgpYJG +l5P9oOWmNpissXFcFlkHekBsyv4VbYjpGv8sP6gT1ZmecuMDuJiHWRGebQ8R +ECh1/cRiPt6f6ld938uGu9L7vHt+NIIDl+UVqLVBfUla6YxXNBZ8mlafJ9OI +MZx7twZTOjD1iXB7WTmFTVkyq9y5ddhwPH7VBgsRcoz0olJesOHKvZH+Nq8S +r96uHdNaI8DSxqeRIwO56OPKDhauT8dBvysZUTZ8xvFM82FaL9PzJPXrzrsa +Wd5ZCoFKxRkwqUXBZaPTdzlCNIYcq6n1p7BA2v/6nolscMLmONZubMVKRZvU +ZcEczBdzGCtm+AfCQreZSfU2EucpiSdJ+CfV5cgxCrGT4CK/6vBUQeUTiIvV +pjrObcSo8DjtwDUsaD23nJuZV4pq8biKyZfbETT4KX+zAhcG2Y63tCwew3p/ +cOTTAT7G5hl1l2xlQVWyd2Dn0494FnEl6TGnHfWh06wvLaVQPp4z21+TB/HR +6eP2OArhnPZDzduCjTvRdsoDTzn43L9CwT2jDT/XxGUXSLJxJulthGj10DwW ++pyxFbbhUKGaACk0rMt6qx0XFGLB0Ypvuo7NjOOZ5sO0XtJ5knDSo++yf2NT +Ca5H3CxviIuF6xyeWbJHNTwPbhh+TkRjxkUp8914A+XHIeu6e5ow1b4mqO47 +C5ua/RTfd5fB0ke8e/h6ARS0BGpO0VXItndeVfSsBdri/V5bdncSdRdpnpJ4 +koR/Ek6en4Nx26siGGc1rTeaGoJUavocu69liJQ/FNFkRkP9ufpvI480gLvp +u43xgAiRWdzcQE8uWC4DCwQGGajf6KH6yJ2PUZ6sRJ+h+FehJmIPRhZhqXTa +vpjBZhS3SJfVRNEY8D0aVvC0EKsXTw11PdWMY+YWbV+8aCyOPhzoMoaPD0e+ +KLuv7IDOsyDVWbdLkbjhkrRyTRPkWfFKSUs6GcczzYdpvSScXPtk1WMfTiPl +VfySPDc+llr0ynCch/RhnbRbrQobcnHpRsrh5Zgr4eX8u4sA+usapBPuDc1T +QZvuHjkODpz06TJ0bQPlWHZg8SEK1yI1jh6MZmNs5ExFgWsrRo+Z6GU/mQO7 +s3IZoZKvkZ1yTp+d1UTU/yRdR5rXJB4m3S/SuXV9HrXMV51CVrXGrptydyAx +W6EpaXot3jyZKFary8KvCQZdww0+4tuD6NPzctsRYTnfvWMJjdgPa7Rjpzdg +G6tPEFopQqjP6BlbMyiELFwUuTS2BP2u/cvCBlpga/zE2M2RDWFRY3+3SwWg +mZuQEimA0S72YY0hHn7kcfW3H+bv8bKl0C3Jj3k803xI9ZJwkuV319Wthsbr +0LtzErwakcUznaNd1gGtvprhdVdZMGhJnOmpWIqAKrN0/Q3tiB0epfTFkA1v +tW+dByQqMCG4J+3w2SHqVBmf6XqMRmb2z8fXCt8iYOaDoNTcZpwSPzy3XYcL +mc0ZdpF9jzCiZP+h6Ao+eDaP6rRtufimuHpbdmATZMYlpCtpkPdEkv4n6TrS +vCbxMOl+kXAyce3mr/PN2LBts7jese4W5DI97Oz7edjTnCLPm07h9qUgtdF7 +qnFI8+fJW7pC3A2q3DvTiwPuIievynkvcCRzRCl7YhM+l6Qtj5xJ47lPdl+q +QzEGtSxKxE1bIJ+cM8U0nsKPnwWK9hJ12LFhJR3YL2QczzQfEk5+c86LH8ur +RusOPR9r2Vb4714vUejSiZ6YA1GTYziou/zUXFHnOZY6bAnOrGiEQrLRkQf3 +aHSP+5Fvm8qHw7fw5VFnOvDrVU5kTA+NYQKdwaKSRngvvxC3or8Dm+i5VVqx +bOg/+ellq1+J1Mz1tV5vBDCJ645RWM6Bpun7r3TXSyyT1M128mrCDd+Arpcj +aGydqrOve2ICZqVI+5ocryP6FaQ9lLRfkHQjSQ+QeJ50f0l90XJav0+V9wGi +eycnvO6PgnxdWKXMlipiXyR3VPH3u9Ao0ku69prXACeLdxFv5nVg2pOQF775 +NNhLpAQ3HxRgUUz6iAbDZsbxTPNhWu8wQ9VI1RQKLdNMZy5ZUgfp4n3rM8eL +YHggXlahjAXh8Vj3AJ8ySP4ulVCpKcCha3NzP1fTuBx0ynZW/huond4RpiXT +jKhsydwopSHdG6OR0iCgEK4lN129bWhODY2NomcsOI3SqU+cUYbbPfty9WYI +UDj94rDXEp+g714gxdZvRn9f/PZf+p1EX4vkV5D2UNJ+QdKNJD1A4nmm93ed +Vg7/wk0aaxLLvyivTkSgd8ZEWZV6yNcLvKxyOHj8uC0s6sQzdJ4w5d5JakSy +uqBZ7QuFpNU7jaer12NRRPnBi54ixvGkfMIqLtm9OFOPltZJ51fktsHB7H7q +iIghPpE8Mdr8JYXHBmGn588uQQfba5FNYwv0+5xPqDlxkCIvEdJ09wV8Nwby +xixswkBxjHikNwXevBc3Rd9rsKnV3ar85RDvjT7XZSukMDJbT+UW7z3gYOl/ +NbYF1KqH5eKmXAweU4mLKspCYvGdgyE5fAymv1wwW5rCioYTj3dIViPceZLk +g9lCnLu8f4HBCC6ix14J752Vita1Dl0aCQ0wyHiVxtrxET/KWxu6pJsxYrjv +lQC9TqK/SvLNSH4Iac8l7S8kXUrSG6Q5QuIHUt/LCmzWJ/SykHx/1rvuzJs4 +qWLEt4nn4VP6aSl3RxYKjMXiNPxLQTnLUVWe7cR4Ek4uVl6OPzycA6V2Vc9N +ia8xMPuUoc6nJvixi/T5ryn4jcz7URhUh9TP98bIaImgU+yvfCWQxkdfzw/q +Zm/RWHFFcs7NZlwvqvljkiGFZ0dM2XQwD9XytotkPIVw1fA2LvThIE53aVqT +4QOc8PQ5+0K2AQ91xxzZl0PBbsp90zL7Ohz5I+ltl4IIlaUxlq5tQ/dIeY0U +K25oLtjPK4xo6YBZXwFXIYSFlWZxF3Z7fcLyap2+o33tiJce0xnEpWBwedMW +YdQHaCbGWu8qHMLzeXXVATMONFrki61cXuJhQue6sdvJPjzJXyX5ZiQ/hLTn +kvYXki4l6Q3SHCHxAwknl9PEpV9aUdg7014zJu0O7qabO2R4kXWsX5X9580m +teDe9hfkPW2F0tOI7EGfToSHOy7c5UDjQPfiuCOPGzB4imdrOb0D4StMxje+ +4+Dmw/Exzv554M4V6LuGNMLYUiArvp3CxC3JqyRm1eDJRRtDo3Ahwj8We6yb +QOG7W4/ylflD92NVxN1b4m3QTRHvyaziILN7805Fx1x8zCpROevWCNbRn7I7 +7rMg8N5aakJ/Auv4yF+rxgkgk9S5cthWCh89RF/2KFJor3yzwOlKK1jzt5XW +P2JBO//4+boGLihE683UakdK5UyvpfspNNje/932Qg1GjJvt2JEsxOl6dcmQ +MTTog+W7ogPq4fdAx25fDPn5zv8a/5BwIugz2dZtVA2t6AelMoIW9OQfEJY7 +dRJ1/l/889/NP0z5hISTv/jnH/zzv7Z/kfiB1Hem8XNme0QnpZTBRbeu4OfD +ZmiqOF+TMCH7qH/tX/+Z+xdp3yHNERI/MI0n4eS/df/6s/jPTP0TUl9IeoM0 +R5jGM83H+lBH0vKsmiG99sXAe2iuRMk+jpHx7iTq/L/85//bf2bqx5J4nnR/ +SbqUpDeYxjPNh4STP4v//O96/s70+Q7p3Eh6gMTzpP2FpEuZxjPNh2m9HjUR +Xk1rG5F/2lApdIkAX3xTopqfkt/T+LM/f2f6vJjEw6T7RdKNJD1A2nNJ+wvT +eKb5MK33P+35+//3+4ck/JPqIs1rEg+T9guSbiT5IaQ9l2k803yY1sv0PNfs +snK3EwztGfXBx15NEWJTp/7M8RR5H/x3vX9Iep+NxJMk/JN0HWlek/ZQ0n5B +8s1IfgjTeKb5MK2X6XmScPKvev+Q6fvSJHySPpc0T0k8SdL/JF1H8itIeyjJ +XyX5ZkzjmebDtF6m58m0X45SsaHK41vx4UbZaXl9EXyos18Shf+6/8sg8RgJ +nyTdRZqnpD2RpP9JvhbJryD58CR/lWk803yY1sv0PJn2i9R3Eq7+BnJ3opg= + + "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["272", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.41976082253431385`"}], "-", + RowBox[{"0.08596477743313696`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1766768302665536`"}], "+", + RowBox[{"0.1352957631030186`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.46472596940822686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.06199143840307167`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.1599463611986579`"}], "-", + RowBox[{"0.3186964622408383`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SymmetrizedArray[ + + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, + 4} -> Complex[-0.1766768302665536, 0.1352957631030186], { + 1, 5} -> Complex[ + 0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 8} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 10} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 12} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, + 14} -> Complex[ + 0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, + 16} -> Complex[ + 0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, + 18} -> Complex[-0.42262163352679005`, \ +-0.31456841745062747`], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, + 20} -> Complex[-0.1599463611986579, -0.3186964622408383], \ +{1, 21} -> Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 5} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 7} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 9} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 11} -> Complex[-0.0868392972934217, \ +-0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, + 14} -> Complex[0.11666092373220538`, 0.218936695047531], { + 2, 15} -> Complex[ + 0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, + 17} -> Complex[-0.23097227051538433`, + 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, + 19} -> Complex[ + 0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, + 21} -> Complex[-0.2782895722096578, 0.5061420791848172], { + 2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, + 23} -> 1, {3, 4} -> + Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 6} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 8} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 10} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, + 12} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {3, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, + 14} -> Complex[-0.008146862343863803, \ +-0.10273781027166022`], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, + 16} -> Complex[ + 0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, + 18} -> Complex[ + 0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, + 20} -> Complex[-0.029720518023860276`, + 0.053544088868121745`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{4, 5} -> Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, + 7} -> Complex[ + 0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 10} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, + 12} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {4, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, + 14} -> Complex[-0.06250476454855013, \ +-0.34969666557353624`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, + 16} -> Complex[-0.2346066684020043, + 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, + 18} -> Complex[ + 0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, + 20} -> Complex[ + 0.030636763457055183`, 0.11355874224143539`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, + 24} -> Complex[-0.41976082253431385`, + 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 8} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 10} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, + 12} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, + 14} -> Complex[ + 0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, + 16} -> Complex[-0.09460977915945387, + 0.11933166053315665`], {5, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], { + 5, 18} -> Complex[ + 0.22516518597054483`, -0.1013577129442031], {5, 19} -> + Complex[ + 8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, + 20} -> Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, + 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 5, 23} -> Complex[-0.06797212261961828, + 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 8} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 10} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 12} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, + 14} -> Complex[-0.19299966150123138`, + 0.3282026155242766], {6, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, + 16} -> Complex[ + 0.12289396168675226`, -0.38209796458606343`], {6, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, + 18} -> Complex[-0.17834040611966948`, \ +-0.12609948481270494`], {6, 19} -> Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[ + 8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, + 21} -> Complex[-0.5748910514001031, \ +-0.14633045383134305`], {6, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, + 23} -> Complex[ + 0.029019428968993538`, 0.21528502386671927`], {6, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, + 8} -> Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, + 10} -> Complex[-0.17479296155780177`, + 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, + 12} -> Complex[-0.04249050665712762, -0.090268967382963], \ +{7, 13} -> Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, + 15} -> Complex[ + 0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, + 17} -> Complex[-1.7867651802561116`*^-16, \ +-1.1449174941446927`*^-16], {7, 18} -> + Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, + 20} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 10} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 12} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, + 14} -> Complex[ + 0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, + 16} -> Complex[-0.08485061223426603, + 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, + 1.1449174941446927`*^-16], {8, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {8, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, + 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, + 24} -> Complex[ + 0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, + 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, + 13} -> Complex[ + 0.13800495411149877`, -0.3680867713233184], {9, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, + 15} -> Complex[-8.673617379884035*^-17, + 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, + 18} -> Complex[-0.17479296155780177`, \ +-0.14732776197358502`], {9, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, + 20} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], { + 10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 12} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, + 14} -> Complex[ + 0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, \ +-8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {10, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 10, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[ + 1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, + 14} -> Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, + 19} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {11, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, + 23} -> Complex[ + 0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, + 13} -> Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[ + 1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {12, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {12, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {12, + 21} -> Complex[ + 0.25833102475550235`, -0.37839808713437206`], {12, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {12, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, + 14} -> Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, + 17} -> Complex[ + 0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, + 19} -> Complex[-0.19299966150123138`, \ +-0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, + 21} -> Complex[-0.06250476454855013, + 0.34969666557353624`], {13, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, + 23} -> Complex[0.11666092373220538`, -0.218936695047531], + {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, + 15} -> Complex[-0.15558917647409173`, + 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, + 17} -> Complex[-0.13183382282185513`, + 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, + 19} -> Complex[-0.3239368353423375, + 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, + 21} -> Complex[ + 0.25833102475550235`, -0.37839808713437206`], {14, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, + 23} -> Complex[-0.0868392972934217, + 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, + 16} -> Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, + 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], { + 15, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, + 20} -> Complex[-0.09460977915945387, \ +-0.11933166053315665`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, + 22} -> Complex[ + 0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, + 24} -> Complex[ + 0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, + 18} -> Complex[ + 0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, + 20} -> Complex[ + 0.02081012384838236, -0.14234469229568147`], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, + 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], { + 16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, + 24} -> Complex[ + 0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, + 20} -> Complex[ + 0.22516518597054483`, 0.1013577129442031], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, + 22} -> Complex[ + 0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, + 24} -> Complex[-0.42262163352679005`, + 0.31456841745062747`], {18, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, + 20} -> Complex[-0.007671097858546656, + 0.0057340892009139326`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], { + 18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], { + 18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], { + 18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, + 20} -> Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], { + 19, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], { + 19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, + 24} -> Complex[-0.1599463611986579, 0.3186964622408383], { + 20, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, + 22} -> Complex[-0.15211930857597808`, \ +-0.0462428201376506], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, + 24} -> Complex[ + 0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, + 24} -> Complex[-0.1766768302665536, -0.1352957631030186], \ +{22, 23} -> Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickState[{ + $CellContext`c[1, 3, 0], + $CellContext`c[1, 1, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[5, 4, 0], + $CellContext`c[5, 4, 1], + $CellContext`c[4, 1, 0], + $CellContext`c[4, 1, 1], + $CellContext`c[4, 3, 1], + $CellContext`c[4, 3, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], + $CellContext`c[1, 1, 1], + $CellContext`c[1, 3, 1]}, {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[-0.2782895722096578, -0.5061420791848172], + Complex[-0.2733192924318595, -0.2866292525497604], + Complex[-0.41976082253431385`, 0.08596477743313696], + Complex[-0.4340849306800596, -0.11733077534610525`]}, { + Complex[0.18897976845624656`, -0.2193913949919816], + Complex[-0.1234026045588936, -0.3430267599876074], + Complex[0.3102066190294725, 0.1955570463246054], + Complex[0.06379909126269831, -0.055431638140259754`]}, { + Complex[0.09090145800267238, 0.13220442595227294`], + Complex[0.13708720157438797`, 0.16778380274993618`], + Complex[-0.5314254500086204, -0.1601932130348615], + Complex[-0.1546035574406662, 0.019572727757422637`]}, { + Complex[0.09127213841007686, -0.08396674036681216], + Complex[-0.05611714946407789, -0.22459475371310766`], + Complex[0.1222349248717875, 0.3592273026798092], + Complex[0.16615213221459663`, -0.042830862450775]}}, {{ + Complex[-0.06947320790243908, -0.12537107773431694`], + Complex[-0.09274189029215457, -0.1525925852170881], + Complex[-0.1766768302665536, 0.1352957631030186], + Complex[0.03855174839112596, 0.1424575181136921]}, { + Complex[-0.34842650181591067`, 0.09534758633867517], + Complex[0.18655002527177894`, 0.49731352794999145`], + Complex[-0.135629037286077, 0.28218752063961017`], + Complex[0.18556346816461905`, -0.31076056209244207`]}, { + Complex[0.13001101765726375`, 0.006613428521192205], + Complex[-0.06427765491980145, 0.11880029749208657`], + Complex[0.04655117515599494, 0.23724528676375553`], + Complex[0.059988046455802184`, -0.7054868885057577]}, { + Complex[0.3592506310788281, 0.4943306882370872], + Complex[-0.3065681255061926, -0.42833640570923337`], + Complex[-0.14587432264783667`, -0.05102316480225587], + Complex[0.0953066251283054, -0.2715776653050047]}}}, {{{ + Complex[0.13310151104055673`, 0.3216438379645342], + Complex[0.16256973716941572`, -0.32985596233393516`], + Complex[-0.18873885834416249`, 0.42841597623695465`], + Complex[0.05056865751860938, -0.1674802847382621]}, { + Complex[0.029019428968993538`, 0.21528502386671927`], + Complex[0.5836012368054313, 0.14011751273172965`], + Complex[0.46472596940822686`, 0.06199143840307167], + Complex[0.051685348113423235`, 0.39204272216220826`]}, { + Complex[0.23658037607384153`, -0.263106585416781], + Complex[-0.09185083181789964, 0.12431094340569032`], + Complex[-0.21024311266575202`, 0.28424185032030325`], + Complex[-0.00877363617654349, 0.01494295849690793]}, { + Complex[-0.047739779164339496`, 0.3501071945334459], + Complex[0.13159992489563876`, 0.30877096291453193`], + Complex[-0.2596912587429, 0.10163460050515649`], + Complex[0.3754348981018454, -0.2723665650696815]}}, {{ + Complex[-0.41307380808193334`, 0.07887229554816147], + Complex[-0.13096544681221897`, 0.16782894147723998`], + Complex[0.09226811825990172, 0.053034854644221974`], + Complex[0.02041549562281217, 0.5098173280537821]}, { + Complex[-0.06797212261961828, -0.14596193524618625`], + Complex[0.06922904686571765, 0.2133763416438674], + Complex[-0.1599463611986579, -0.3186964622408383], + Complex[0.11179807790789101`, -0.022551499983490292`]}, { + Complex[-0.2674642518070132, 0.11486112430211151`], + Complex[0.13268912818116638`, 0.47623014624795496`], + Complex[-0.31479044199634393`, -0.1031879516092761], + Complex[-0.3861802575406903, -0.37095993310128994`]}, { + Complex[0.2501841624116386, 0.4811358974060326], + Complex[0.05849707916030307, -0.15662336608642746`], + Complex[-0.27345764344374485`, -0.18778513878025607`], + Complex[0.16488040971834939`, -0.10158357691759023`]}}}, {{{ + Complex[-0.2917595352077467, 0.3784536838475334], + Complex[-0.32058852420225675`, 0.3964786741669225], + Complex[0.33333532926317844`, 0.0052698415932301845`], + Complex[-0.11723619170167478`, 0.08226303526605327]}, { + Complex[-0.3667492210359212, -0.43113438236634694`], + Complex[0.19505936093830462`, 0.2688125748662213], + Complex[0.10143497490031508`, -0.14936198871188314`], + Complex[-0.4031352961356238, 0.16750021659239794`]}, { + Complex[-0.23097227051538433`, -0.42320695740719316`], + Complex[0.36379526634548687`, 0.08712990039261531], + Complex[0.29687889692943875`, 0.2375326567068352], + Complex[0.04438462203816944, -0.060778240953935414`]}, { + Complex[-0.2928601250655106, 0.016816824750373938`], + Complex[-0.47012305983155644`, 0.304812925826158], + Complex[-0.07112220343937875, -0.10821098039245546`], + Complex[0.20491773469056704`, -0.36570355095505475`]}}, {{ + Complex[0.01747597846754094, -0.10203270358947614`], + Complex[0.22275361481051711`, 0.11674604401194733`], + Complex[0.34087862056969404`, -0.1100388283919505], + Complex[-0.03850952729390612, 0.4198457356701454]}, { + Complex[0.16728734076551682`, 0.1012243050348226], + Complex[-0.027481438148074803`, -0.12265424886979337`], + Complex[0.31323517631932274`, -0.005055195768145546], + Complex[0.251667478676747, -0.3614253617708223]}, { + Complex[-0.16418162796222252`, -0.13133580222113328`], + Complex[0.19386553584427627`, 0.15725275012337173`], + Complex[-0.42262163352679005`, -0.31456841745062747`], + Complex[-0.12233037196247185`, 0.27989677883902564`]}, { + Complex[-0.18416413290016811`, 0.07547539021526112], + Complex[-0.06789773904062156, -0.17286872360962324`], + Complex[-0.32711527577399524`, -0.28968872303804705`], + Complex[0.03949865282693209, -0.3754123289463239]}}}, {{{ + Complex[0.35301157955421997`, -0.18433248500490176`], + Complex[-0.3545619047227668, -0.2518457162138301], + Complex[0.40335021433884743`, -0.43044842153701757`], + Complex[-0.2554635621264281, -0.11047661244174078`]}, { + Complex[0.3389616128227115, -0.26071178427718106`], + Complex[0.26369052466507936`, -0.1289488711848646], + Complex[-0.30373244867900095`, 0.04743110406076845], + Complex[0.16512486079597133`, -0.09641151687286514]}, { + Complex[-0.6056925859033055, -0.17653183929211463`], + Complex[0.39536470302151516`, -0.011182810749676739`], + Complex[0.2366411798060733, 0.05082845109020735], + Complex[-0.10587920814398327`, -0.14209402219042508`]}, { + Complex[0.11666092373220538`, -0.218936695047531], + Complex[-0.10718278790864488`, -0.182359207186658], + Complex[0.161016937967343, 0.024863370726720582`], + Complex[0.4732781816040144, -0.41316719904942195`]}}, {{ + Complex[0.06738916374659966, -0.07649144929508839], + Complex[0.059885508092134554`, -0.2889292728240201], + Complex[0.178123892585753, 0.17046651411982472`], + Complex[0.25795257294065177`, 0.04510958570261943]}, { + Complex[-0.29246024425286876`, 0.22698666942149048`], + Complex[0.0862637346868819, 0.2282256499441826], + Complex[0.08724725586545216, 0.38547343892973174`], + Complex[0.3825483572505487, -0.31745858462564497`]}, { + Complex[-0.17848865673563932`, -0.10913582570091293`], + Complex[-0.24724236985797493`, -0.22681298599685956`], + Complex[0.15578800310745206`, 0.19168569573353814`], + Complex[0.3423922893645634, 0.1447876492826268]}, { + Complex[-0.0868392972934217, -0.014513008624828502`], + Complex[-0.5135103273869612, 0.025635878245816868`], + Complex[-0.16585075463443222`, -0.4085141858532183], + Complex[0.004303315022197357, -0.07719670951801982]}}}}, + SymmetrizedArray[ + StructuredArray`StructuredData[{24, + 24}, {{{1, 3} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 4} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 5} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 6} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 7} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 8} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 9} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 10} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 11} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 12} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 13} -> + Complex[-0.16585075463443222`, -0.4085141858532183], {1, 14} -> + Complex[0.161016937967343, -0.024863370726720582`], {1, 15} -> + Complex[0.34087862056969404`, -0.1100388283919505], {1, 16} -> + Complex[0.33333532926317844`, -0.0052698415932301845`], {1, 17} -> + Complex[0.29687889692943875`, -0.2375326567068352], {1, 18} -> + Complex[-0.42262163352679005`, -0.31456841745062747`], {1, 19} -> + Complex[0.46472596940822686`, -0.06199143840307167], {1, 20} -> + Complex[-0.1599463611986579, -0.3186964622408383], {1, 21} -> + Complex[-0.41976082253431385`, -0.08596477743313696], {1, 22} -> + Complex[-0.1766768302665536, 0.1352957631030186], {1, 24} -> + 1, {2, 3} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 4} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 5} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 6} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 7} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 8} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 9} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 10} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 11} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 12} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 13} -> + Complex[-0.0868392972934217, -0.014513008624828502`], {2, 14} -> + Complex[0.11666092373220538`, 0.218936695047531], {2, 15} -> + Complex[0.01747597846754094, -0.10203270358947614`], {2, 16} -> + Complex[-0.2917595352077467, -0.3784536838475334], {2, 17} -> + Complex[-0.23097227051538433`, 0.42320695740719316`], {2, 18} -> + Complex[-0.16418162796222252`, -0.13133580222113328`], {2, 19} -> + Complex[0.029019428968993538`, -0.21528502386671927`], {2, 20} -> + Complex[-0.06797212261961828, -0.14596193524618625`], {2, 21} -> + Complex[-0.2782895722096578, 0.5061420791848172], {2, 22} -> + Complex[-0.06947320790243908, -0.12537107773431694`], {2, 23} -> + 1, {3, 4} -> Complex[0.12373001666450631`, 0.], {3, 5} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 6} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 7} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 8} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 9} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 10} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 11} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 12} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 13} -> + Complex[0.01476498538421066, 0.0004105289599095289], {3, 14} -> + Complex[-0.008146862343863803, -0.10273781027166022`], {3, 15} -> + Complex[-0.04368290380765367, 0.027436459786564067`], {3, 16} -> + Complex[0.08210404404737587, -0.05307307167276523], {3, 17} -> + Complex[-0.13167457410588743`, 0.003054508743256395], {3, 18} -> + Complex[0.053161902759652525`, 0.14451247653181823`], {3, 19} -> + Complex[-0.15211930857597808`, 0.0462428201376506], {3, 20} -> + Complex[-0.029720518023860276`, 0.053544088868121745`], {3, 21} -> + Complex[-1.1102230246251565`*^-16, 0.], {3, 22} -> + Complex[0.12373001666450631`, 0.], {3, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {3, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {4, 5} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 6} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 7} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 8} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 9} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 10} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 11} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 12} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 13} -> + Complex[0.25833102475550235`, 0.37839808713437206`], {4, 14} -> + Complex[-0.06250476454855013, -0.34969666557353624`], {4, 15} -> + Complex[-0.15157725194981503`, -0.17844414940708186`], {4, 16} -> + Complex[-0.2346066684020043, 0.5335785389713812], {4, 17} -> + Complex[0.037739555243020126`, 0.012308050579545225`], {4, 18} -> + Complex[0.2616855917631509, 0.009667937264448562], {4, 19} -> + Complex[-0.5748910514001031, 0.14633045383134305`], {4, 20} -> + Complex[0.030636763457055183`, 0.11355874224143539`], {4, 21} -> + Complex[0.8762699833354937, 0.], {4, 22} -> + Complex[-1.1102230246251565`*^-16, 0.], {4, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {4, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696], {5, 6} -> + Complex[0.21640487397840627`, 0.], {5, 7} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 8} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 9} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 10} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 11} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 12} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 13} -> + Complex[0.13688251203715338`, 0.1036078618111689], {5, 14} -> + Complex[0.017368709836144688`, 0.1497980533645717], {5, 15} -> + Complex[0.02081012384838236, 0.14234469229568147`], {5, 16} -> + Complex[-0.09460977915945387, 0.11933166053315665`], {5, 17} -> + Complex[-0.007671097858546656, -0.0057340892009139326`], {5, 18} -> + Complex[0.22516518597054483`, -0.1013577129442031], {5, 19} -> + Complex[8.326672684688674*^-17, 1.3877787807814457`*^-17], {5, 20} -> + Complex[0.21640487397840627`, 0.], {5, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {5, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {5, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {5, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {6, 7} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 8} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 9} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 10} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 11} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 12} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 13} -> + Complex[-0.3239368353423375, -0.27853835234466173`], {6, 14} -> + Complex[-0.19299966150123138`, 0.3282026155242766], {6, 15} -> + Complex[0.13476314496413244`, 0.0767423516894553], {6, 16} -> + Complex[0.12289396168675226`, -0.38209796458606343`], {6, 17} -> + Complex[0.2578656808252187, -0.10876030801336257`], {6, 18} -> + Complex[-0.17834040611966948`, -0.12609948481270494`], {6, 19} -> + Complex[0.7835951260215941, 0.], {6, 20} -> + Complex[8.326672684688674*^-17, -1.3877787807814457`*^-17], {6, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {6, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {6, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {6, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {7, 8} -> + Complex[0.47738623440613004`, 0.], {7, 9} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 10} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 11} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 12} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 13} -> + Complex[0.09710709374348331, 0.20541302638200343`], {7, 14} -> + Complex[-0.04249050665712762, -0.090268967382963], {7, 15} -> + Complex[0.08485061223426596, 0.11980477813807357`], {7, 16} -> + Complex[-0.17479296155780177`, 0.14732776197358502`], {7, 17} -> + Complex[-1.7867651802561116`*^-16, -1.1449174941446927`*^-16], {7, + 18} -> Complex[0.47738623440613004`, 0.], {7, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {7, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {7, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {7, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {7, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {7, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {8, 9} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 10} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 11} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 12} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 13} -> + Complex[-0.13183382282185513`, -0.15967490110950291`], {8, 14} -> + Complex[0.11065480592987563`, -0.022498803837048064`], {8, 15} -> + Complex[0.17479296155780188`, 0.14732776197358494`], {8, 16} -> + Complex[-0.08485061223426603, 0.11980477813807351`], {8, 17} -> + Complex[0.5226137655938699, 0.], {8, 18} -> + Complex[-1.7867651802561116`*^-16, 1.1449174941446927`*^-16], {8, + 19} -> Complex[0.2578656808252187, 0.10876030801336257`], {8, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {8, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {8, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {8, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {8, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {9, 10} -> + Complex[0.619974902703056, 0.], {9, 11} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 12} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 13} -> + Complex[0.13800495411149877`, -0.3680867713233184], {9, 14} -> + Complex[-0.1905043599805688, -0.13762822610920328`], {9, 15} -> + Complex[-8.673617379884035*^-17, 8.326672684688674*^-17], {9, 16} -> + Complex[0.619974902703056, 0.], {9, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {9, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {9, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {9, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {9, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {9, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {9, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {9, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {10, 11} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 12} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 13} -> + Complex[-0.15558917647409173`, -0.09979098803090053], {10, 14} -> + Complex[0.1899783589314758, -0.1365082746823964], {10, 15} -> + Complex[0.3800250972969439, 0.], {10, 16} -> + Complex[-8.673617379884035*^-17, -8.326672684688674*^-17], {10, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {10, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {10, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {10, 20} -> + Complex[0.02081012384838236, -0.14234469229568147`], {10, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {10, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {10, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {10, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {11, 12} -> + Complex[0.5275300911030236, 0.], {11, 13} -> + Complex[1.8041124150158796`*^-16, 1.457167719820518*^-16], {11, 14} -> + Complex[0.5275300911030236, 0.], {11, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {11, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {11, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {11, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {11, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {11, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {11, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {11, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {11, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {11, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {12, 13} -> + Complex[0.4724699088969763, 0.], {12, 14} -> + Complex[1.8041124150158796`*^-16, -1.457167719820518*^-16], {12, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {12, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {12, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {12, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {12, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {12, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {12, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {12, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {12, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {12, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {13, 14} -> + Complex[0.5275300911030236, 0.], {13, 15} -> + Complex[0.1899783589314758, 0.1365082746823964], {13, 16} -> + Complex[-0.1905043599805688, 0.13762822610920328`], {13, 17} -> + Complex[0.11065480592987563`, 0.022498803837048064`], {13, 18} -> + Complex[-0.04249050665712762, 0.090268967382963], {13, 19} -> + Complex[-0.19299966150123138`, -0.3282026155242766], {13, 20} -> + Complex[0.017368709836144688`, -0.1497980533645717], {13, 21} -> + Complex[-0.06250476454855013, 0.34969666557353624`], {13, 22} -> + Complex[-0.008146862343863803, 0.10273781027166022`], {13, 23} -> + Complex[0.11666092373220538`, -0.218936695047531], {13, 24} -> + Complex[0.161016937967343, 0.024863370726720582`], {14, 15} -> + Complex[-0.15558917647409173`, 0.09979098803090053], {14, 16} -> + Complex[0.13800495411149877`, 0.3680867713233184], {14, 17} -> + Complex[-0.13183382282185513`, 0.15967490110950291`], {14, 18} -> + Complex[0.09710709374348331, -0.20541302638200343`], {14, 19} -> + Complex[-0.3239368353423375, 0.27853835234466173`], {14, 20} -> + Complex[0.13688251203715338`, -0.1036078618111689], {14, 21} -> + Complex[0.25833102475550235`, -0.37839808713437206`], {14, 22} -> + Complex[0.01476498538421066, -0.0004105289599095289], {14, 23} -> + Complex[-0.0868392972934217, 0.014513008624828502`], {14, 24} -> + Complex[-0.16585075463443222`, 0.4085141858532183], {15, 16} -> + Complex[0.619974902703056, 0.], {15, 17} -> + Complex[-0.08485061223426603, -0.11980477813807351`], {15, 18} -> + Complex[-0.17479296155780177`, -0.14732776197358502`], {15, 19} -> + Complex[0.12289396168675226`, 0.38209796458606343`], {15, 20} -> + Complex[-0.09460977915945387, -0.11933166053315665`], {15, 21} -> + Complex[-0.2346066684020043, -0.5335785389713812], {15, 22} -> + Complex[0.08210404404737587, 0.05307307167276523], {15, 23} -> + Complex[-0.2917595352077467, 0.3784536838475334], {15, 24} -> + Complex[0.33333532926317844`, 0.0052698415932301845`], {16, 17} -> + Complex[0.17479296155780188`, -0.14732776197358494`], {16, 18} -> + Complex[0.08485061223426596, -0.11980477813807357`], {16, 19} -> + Complex[0.13476314496413244`, -0.0767423516894553], {16, 20} -> + Complex[0.02081012384838236, -0.14234469229568147`], {16, 21} -> + Complex[-0.15157725194981503`, 0.17844414940708186`], {16, 22} -> + Complex[-0.04368290380765367, -0.027436459786564067`], {16, 23} -> + Complex[0.01747597846754094, 0.10203270358947614`], {16, 24} -> + Complex[0.34087862056969404`, 0.1100388283919505], {17, 18} -> + Complex[0.47738623440613004`, 0.], {17, 19} -> + Complex[-0.17834040611966948`, 0.12609948481270494`], {17, 20} -> + Complex[0.22516518597054483`, 0.1013577129442031], {17, 21} -> + Complex[0.2616855917631509, -0.009667937264448562], {17, 22} -> + Complex[0.053161902759652525`, -0.14451247653181823`], {17, 23} -> + Complex[-0.16418162796222252`, 0.13133580222113328`], {17, 24} -> + Complex[-0.42262163352679005`, 0.31456841745062747`], {18, 19} -> + Complex[0.2578656808252187, 0.10876030801336257`], {18, 20} -> + Complex[-0.007671097858546656, 0.0057340892009139326`], {18, 21} -> + Complex[0.037739555243020126`, -0.012308050579545225`], {18, 22} -> + Complex[-0.13167457410588743`, -0.003054508743256395], {18, 23} -> + Complex[-0.23097227051538433`, -0.42320695740719316`], {18, 24} -> + Complex[0.29687889692943875`, 0.2375326567068352], {19, 20} -> + Complex[0.21640487397840627`, 0.], {19, 21} -> + Complex[0.030636763457055183`, -0.11355874224143539`], {19, 22} -> + Complex[-0.029720518023860276`, -0.053544088868121745`], {19, 23} -> + Complex[-0.06797212261961828, 0.14596193524618625`], {19, 24} -> + Complex[-0.1599463611986579, 0.3186964622408383], {20, 21} -> + Complex[-0.5748910514001031, -0.14633045383134305`], {20, 22} -> + Complex[-0.15211930857597808`, -0.0462428201376506], {20, 23} -> + Complex[0.029019428968993538`, 0.21528502386671927`], {20, 24} -> + Complex[0.46472596940822686`, 0.06199143840307167], {21, 22} -> + Complex[0.12373001666450631`, 0.], {21, 23} -> + Complex[-0.06947320790243908, 0.12537107773431694`], {21, 24} -> + Complex[-0.1766768302665536, -0.1352957631030186], {22, 23} -> + Complex[-0.2782895722096578, -0.5061420791848172], {22, 24} -> + Complex[-0.41976082253431385`, 0.08596477743313696]}, + Antisymmetric[{1, 2}]}]], { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]}], "}"}]], "Output", + CellLabel->"Out[15]=", + CellID->1454804256,ExpressionUUID->"ad93d5df-229a-4967-a3b0-7522c8451426"] +}, Open ]], + +Cell["\<\ +Take a part of the system, and examine the entanglement between the subsystem \ +and the rest.\ +\>", "ExampleText", + CellID->1049343176,ExpressionUUID->"70352729-c3a2-4012-92bf-9b16565d1f12"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"aa", "=", + RowBox[{"Take", "[", + RowBox[{"cc", ",", + RowBox[{"Floor", "[", + RowBox[{"$n", "/", "2"}], "]"}]}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[16]:=", + CellID->903496338,ExpressionUUID->"ef5967aa-7091-4a7e-b10c-7681b32125cb"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "}"}]], "Output", + CellLabel->"Out[16]=", + CellID->636957894,ExpressionUUID->"83c3d373-7d61-42b7-a821-69d1ddb2ffd8"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"ee", "=", + RowBox[{"Map", "[", + RowBox[{ + RowBox[{ + RowBox[{"WickEntanglementEntropy", "[", + RowBox[{"#", ",", "aa"}], "]"}], "&"}], ",", "trj", ",", + RowBox[{"{", "2", "}"}]}], "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[17]:=", + CellID->2039517800,ExpressionUUID->"ae6cc40a-818d-4bd5-9c3f-7deb44fa227a"], + +Cell[BoxData["17.113245`"], "EchoTiming", + CellID->1818303256,ExpressionUUID->"371c7068-b514-4ef4-b828-5624bad24419"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListLinePlot", "[", + RowBox[{ + RowBox[{"Mean", "[", "ee", "]"}], ",", "\[IndentingNewLine]", + RowBox[{"DataRange", "->", + RowBox[{"{", + RowBox[{"0", ",", "$T"}], "}"}]}], ",", "\[IndentingNewLine]", + RowBox[{"PlotMarkers", "->", "Automatic"}], ",", "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[18]:=", + CellID->754134161,ExpressionUUID->"6c37dbe6-3cce-470c-ac16-27dcded963c9"], + +Cell[BoxData[ + GraphicsBox[{{}, + InterpretationBox[{ + TagBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ + NCache[ + Rational[7, 360], 0.019444444444444445`]], Thickness[Large], + LineBox[{{0., 0.}, {0.5, 1.469935598692489}, {1., + 0.9441222991411294}, {1.5000000000000002`, 1.3779444580429732`}, { + 2., 0.7751091696882362}, {2.5, 1.3053054199054228`}, { + 3.0000000000000004`, 0.787038721874741}, {3.5000000000000004`, + 1.3264564176575755`}, {4., 0.9067358146157053}, {4.5, + 1.269457890370162}, {5., 0.6854408460425777}}]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ + NCache[ + Rational[7, 360], 0.019444444444444445`]], Thickness[Large], + GeometricTransformationBox[InsetBox[ + FormBox[ + StyleBox[ + GraphicsBox[ + {EdgeForm[None], DiskBox[{0, 0}]}, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->Large, + PlotRangePadding->Scaled[0.15]], + StripOnInput->False, + GraphicsBoxOptions->{DefaultBaseStyle->Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}], + TraditionalForm], {0., 0.}, Automatic, Offset[10.976]], {{{0., + 0.}}, {{0.5, 1.469935598692489}}, {{1., 0.9441222991411294}}, {{ + 1.5000000000000002`, 1.3779444580429732`}}, {{2., + 0.7751091696882362}}, {{2.5, 1.3053054199054228`}}, {{ + 3.0000000000000004`, 0.787038721874741}}, {{3.5000000000000004`, + 1.3264564176575755`}}, {{4., 0.9067358146157053}}, {{4.5, + 1.269457890370162}}, {{5., 0.6854408460425777}}}]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, + {"WolframDynamicHighlight", <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], + StyleBox[ + DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, + Slot["HighlightElements"], + Slot["LayoutOptions"], + Slot["Meta"], + Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, + Annotation[{ + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + + Line[{{0., 0.}, {0.5, 1.469935598692489}, {1., + 0.9441222991411294}, {1.5000000000000002`, + 1.3779444580429732`}, {2., 0.7751091696882362}, {2.5, + 1.3053054199054228`}, {3.0000000000000004`, + 0.787038721874741}, {3.5000000000000004`, + 1.3264564176575755`}, {4., 0.9067358146157053}, {4.5, + 1.269457890370162}, {5., 0.6854408460425777}}]}, + "Charting`Private`Tag#1"]}, { + Annotation[{ + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + GeometricTransformation[ + Inset[ + Style[ + Graphics[{ + EdgeForm[], + Disk[{0, 0}]}, PlotRangePadding -> Scaled[0.15]], + GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}], {0., 0.}, Automatic, + Offset[10.976]], {{{0., 0.}}, {{0.5, 1.469935598692489}}, {{1., + 0.9441222991411294}}, {{1.5000000000000002`, + 1.3779444580429732`}}, {{2., 0.7751091696882362}}, {{2.5, + 1.3053054199054228`}}, {{3.0000000000000004`, + 0.787038721874741}}, {{3.5000000000000004`, + 1.3264564176575755`}}, {{4., 0.9067358146157053}}, {{4.5, + 1.269457890370162}}, {{5., 0.6854408460425777}}}]}, + "Charting`Private`Tag#1"]}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 5.}, {0, 1.469935598692489}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListLinePlot, "GroupHighlight" -> False|>|>]]& )[<| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 5.}, {0, 1.469935598692489}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListLinePlot, "GroupHighlight" -> False|>|>], + ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { + 4.503599627370496*^15, -4.503599627370496*^15}}], + Selectable->False]}, + Annotation[{{{}, {}, + Annotation[{ + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + Line[{{0., 0.}, {0.5, 1.469935598692489}, {1., 0.9441222991411294}, { + 1.5000000000000002`, 1.3779444580429732`}, {2., + 0.7751091696882362}, {2.5, 1.3053054199054228`}, { + 3.0000000000000004`, 0.787038721874741}, {3.5000000000000004`, + 1.3264564176575755`}, {4., 0.9067358146157053}, {4.5, + 1.269457890370162}, {5., 0.6854408460425777}}]}, + "Charting`Private`Tag#1"]}, { + Annotation[{ + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + GeometricTransformation[ + Inset[ + Style[ + Graphics[{ + EdgeForm[], + Disk[{0, 0}]}, PlotRangePadding -> Scaled[0.15]], + GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}], {0., 0.}, Automatic, + Offset[10.976]], {{{0., 0.}}, {{0.5, 1.469935598692489}}, {{1., + 0.9441222991411294}}, {{1.5000000000000002`, + 1.3779444580429732`}}, {{2., 0.7751091696882362}}, {{2.5, + 1.3053054199054228`}}, {{3.0000000000000004`, + 0.787038721874741}}, {{3.5000000000000004`, + 1.3264564176575755`}}, {{4., 0.9067358146157053}}, {{4.5, + 1.269457890370162}}, {{5., 0.6854408460425777}}}]}, + "Charting`Private`Tag#1"]}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 5.}, {0, 1.469935598692489}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListLinePlot, "GroupHighlight" -> False|>|>, + "DynamicHighlight"]], {{}, {}}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{False, False}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + AxesStyle->Large, + DisplayFunction->Identity, + Frame->{{True, True}, {True, True}}, + FrameLabel->{{ + FormBox[ + TagBox["\"entanglement entropy\"", HoldForm], TraditionalForm], None}, { + + FormBox[ + TagBox["\"time\"", HoldForm], TraditionalForm], None}}, + FrameStyle->Large, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{Automatic, Automatic}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + ImageSize->Large, + Method->{ + "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "DefaultPlotStyle" -> { + Directive[ + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.772079, 0.431554, 0.102387], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.363898, 0.618501, 0.782349], + AbsoluteThickness[2]], + Directive[ + RGBColor[1, 0.75, 0], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.647624, 0.37816, 0.614037], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.571589, 0.586483, 0.], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.915, 0.3325, 0.2125], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.736782672705901, 0.358, 0.5030266573755369], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], + AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], + "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, + "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, + "OptimizePlotMarkers" -> True, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& )}}, + PlotRange->{{0, 5.}, {0, 1.469935598692489}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.025], + Scaled[0.025]}, { + Scaled[0.025], + Scaled[0.025]}}, + Ticks->{Automatic, Automatic}]], "Output", + CellLabel->"Out[18]=", + CellID->1530526782,ExpressionUUID->"69a14f52-3e2e-4360-88f5-c3e524c4e843"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "0008b15c-74f7-42f7-95d6-b2636e7dfb39"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->2092644965,ExpressionUUID->"c76ee2eb-898b-4215-a414-50e8f6489bf3"], + +Cell[TextData[{ + "For non-interacting models, Green's functions are sufficient for post \ +purposes. Give the option ", + Cell[BoxData[ + RowBox[{"\"\\"", "\[Rule]", "\"\\""}]], + "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "bdd769fd-d2ab-4bfc-a715-66db2d099827"], + " to directly generate trajectories of Green's functions." +}], "ExampleText", + CellID->25231531,ExpressionUUID->"3118bc29-b2cc-4c41-85a6-2d07dc08a5ad"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}], "\[IndentingNewLine]", + RowBox[{"EchoTiming", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"data", "=", + RowBox[{"WickRandomCircuit", "[", + RowBox[{ + "cc", ",", "wu", ",", "$p", ",", "$T", ",", "\[IndentingNewLine]", + RowBox[{"\"\\"", "->", + RowBox[{"{", + RowBox[{"8", ",", "5"}], "}"}]}], ",", "\[IndentingNewLine]", + RowBox[{"\"\\"", "->", "\"\\""}]}], + "\[IndentingNewLine]", "]"}]}], ";"}], "\[IndentingNewLine]", + "]"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->554066767,ExpressionUUID->"c7c309f7-43bf-4d1e-9c4c-29dc4ecb7682"], + +Cell[BoxData["69.127506`"], "EchoTiming", + CellID->1097296924,ExpressionUUID->"b07ac415-93fa-4129-9aab-8566bb7bbeb9"] +}, Open ]], + +Cell[TextData[{ + "Note that there are ", + Cell[BoxData[ + RowBox[{ + RowBox[{"8", "\[Times]", "5"}], "=", "40"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "c750b55f-64c8-4c53-92fe-6db736d98297"], + " trajectories in ", + StyleBox["data", "Input"], + "." +}], "ExampleText", + CellID->645544329,ExpressionUUID->"03698fe6-a5e6-4ee7-b016-b26345cfdc31"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Dimensions", "[", "data", "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->756282262,ExpressionUUID->"24ff3d9c-ab6d-4c26-962d-7a1d91050496"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"40", ",", "11"}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1827324879,ExpressionUUID->"ebb6426a-c733-4c68-b2ca-abeb776461dd"] +}, Open ]], + +Cell["\<\ +Take a look at a few Green's functions in the first trajectory.\ +\>", "ExampleText", + CellID->1931213478,ExpressionUUID->"32cbd3f9-c963-4f49-b8ce-e98e5d5002ef"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Map", "[", + RowBox[{"MatrixForm", ",", + RowBox[{"Chop", "@", + RowBox[{"data", "[", RowBox[{"[", RowBox[{"1", ",", - RowBox[{";;", "4"}]}], "]"}], "]"}]}], ",", - RowBox[{"{", "2", "}"}]}], "]"}]], "Input", + RowBox[{";;", + RowBox[{"UpTo", "[", "4", "]"}]}]}], "]"}], "]"}]}]}], "]"}]], "Input",\ + CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", + CellLabel->"In[3]:=", CellID->2146062186,ExpressionUUID->"114e3e3f-befe-480c-8ffc-5b1a865fa16f"], Cell[BoxData[ @@ -20171,47 +62783,41 @@ Cell[BoxData[ RowBox[{ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.4739892370063391`", - RowBox[{ - RowBox[{"-", "0.18107303228982885`"}], "+", - RowBox[{"0.035884468958033655`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09039271890866556`"}], "-", - RowBox[{"0.09597879039920061`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.06541584086260835`"}], "+", - RowBox[{"0.11572491490414684`", " ", "\[ImaginaryI]"}]}]}, + {"0.6545252519055488`", + RowBox[{"0.060926540262062144`", "\[VeryThinSpace]", "+", + RowBox[{"0.03449669058561129`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13121855506360283`", "\[VeryThinSpace]", "+", + RowBox[{"0.1553230345304829`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22124109551502155`", "\[VeryThinSpace]", "+", + RowBox[{"0.02084132422606433`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.060926540262062144`", "\[VeryThinSpace]", "-", + RowBox[{"0.03449669058561129`", " ", "\[ImaginaryI]"}]}], + "0.4125052768858121`", + RowBox[{"0.0676898822394511`", "\[VeryThinSpace]", "+", + RowBox[{"0.21360810290555615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.18107303228982885`"}], "-", - RowBox[{"0.035884468958033655`", " ", "\[ImaginaryI]"}]}], - "0.7021483726538059`", - RowBox[{ - RowBox[{"-", "0.0913258135739913`"}], "+", - RowBox[{"0.0018606951801090886`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.14968602109786922`"}], "-", - RowBox[{"0.03451170559177177`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.18375164649276404`"}], "-", + RowBox[{"0.0950123905886643`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.13121855506360283`", "\[VeryThinSpace]", "-", + RowBox[{"0.1553230345304829`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0676898822394511`", "\[VeryThinSpace]", "-", + RowBox[{"0.21360810290555615`", " ", "\[ImaginaryI]"}]}], + "0.4911497787269318`", RowBox[{ - RowBox[{"-", "0.09039271890866556`"}], "+", - RowBox[{"0.09597879039920061`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0913258135739913`"}], "-", - RowBox[{"0.0018606951801090886`", " ", "\[ImaginaryI]"}]}], - "0.44636785842653237`", - RowBox[{"0.15828029900461`", "\[VeryThinSpace]", "-", - RowBox[{"0.25727828783624584`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.04947801552190542`"}], "+", + RowBox[{"0.12653531360888692`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.22124109551502155`", "\[VeryThinSpace]", "-", + RowBox[{"0.02084132422606433`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06541584086260835`"}], "-", - RowBox[{"0.11572491490414684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18375164649276404`"}], "+", + RowBox[{"0.0950123905886643`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14968602109786922`"}], "+", - RowBox[{"0.03451170559177177`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.15828029900461`", "\[VeryThinSpace]", "+", - RowBox[{"0.25727828783624584`", " ", "\[ImaginaryI]"}]}], - "0.2599976491708852`"} + RowBox[{"-", "0.04947801552190542`"}], "-", + RowBox[{"0.12653531360888692`", " ", "\[ImaginaryI]"}]}], + "0.557065556404731`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -20225,53 +62831,53 @@ Cell[BoxData[ MatrixForm[ SymmetrizedArray[ StructuredArray`StructuredData[{4, - 4}, {{{1, 1} -> 0.4739892370063391, {1, 2} -> - Complex[-0.18107303228982885`, 0.035884468958033655`], {1, 3} -> - Complex[-0.09039271890866556, -0.09597879039920061], {1, 4} -> - Complex[-0.06541584086260835, 0.11572491490414684`], {2, 2} -> - 0.7021483726538059, {2, 3} -> - Complex[-0.0913258135739913, 0.0018606951801090886`], {2, 4} -> - Complex[-0.14968602109786922`, -0.03451170559177177], {3, 3} -> - 0.44636785842653237`, {3, 4} -> - Complex[0.15828029900461, -0.25727828783624584`], {4, 4} -> - 0.2599976491708852}, + 4}, {{{1, 1} -> 0.6545252519055488, {1, 2} -> + Complex[0.060926540262062144`, 0.03449669058561129], {1, 3} -> + Complex[0.13121855506360283`, 0.1553230345304829], {1, 4} -> + Complex[0.22124109551502155`, 0.02084132422606433], {2, 2} -> + 0.4125052768858121, {2, 3} -> + Complex[0.0676898822394511, 0.21360810290555615`], {2, 4} -> + Complex[-0.18375164649276404`, -0.0950123905886643], {3, 3} -> + 0.4911497787269318, {3, 4} -> + Complex[-0.04947801552190542, 0.12653531360888692`], {4, 4} -> + 0.557065556404731}, Hermitian[{1, 2}]}]]]]], ",", TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", - RowBox[{"0.18754850846019822`", "\[VeryThinSpace]", "-", - RowBox[{"0.04056926243573309`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14663518217915278`"}], "-", - RowBox[{"0.1466075425318455`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1314543520497592`", "\[VeryThinSpace]", "+", - RowBox[{"0.17962995686895433`", " ", "\[ImaginaryI]"}]}]}, - { + RowBox[{"-", "0.0653423136847202`"}], "+", + RowBox[{"0.23760538908171158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.18754850846019822`"}], "+", - RowBox[{"0.04056926243573309`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{"0.21075133085031494`", "\[VeryThinSpace]", "+", - RowBox[{"0.29764206359033873`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08590855210306025`", "\[VeryThinSpace]", "+", - RowBox[{"0.20629309838530047`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.06274489432874575`"}], "+", + RowBox[{"0.14218609432493182`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18146990239321076`", "\[VeryThinSpace]", "-", + RowBox[{"0.11262003653121906`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.14663518217915278`", "\[VeryThinSpace]", "+", - RowBox[{"0.1466075425318455`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.21075133085031494`"}], "-", - RowBox[{"0.29764206359033873`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{"0.1175128924209092`", "\[VeryThinSpace]", "+", - RowBox[{"0.2210970213447962`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.0653423136847202`", "\[VeryThinSpace]", "-", + RowBox[{"0.23760538908171158`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.23233457839814098`", "\[VeryThinSpace]", "-", + RowBox[{"0.022523815097715394`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13974880445276408`", "\[VeryThinSpace]", "+", + RowBox[{"0.09847791086590171`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.06274489432874575`", "\[VeryThinSpace]", "-", + RowBox[{"0.14218609432493182`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1314543520497592`"}], "-", - RowBox[{"0.17962995686895433`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.23233457839814098`"}], "+", + RowBox[{"0.022523815097715394`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{ + RowBox[{"-", "0.22233265831438576`"}], "-", + RowBox[{"0.10879439892407244`", " ", "\[ImaginaryI]"}]}]}, + { RowBox[{ - RowBox[{"-", "0.08590855210306025`"}], "-", - RowBox[{"0.20629309838530047`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18146990239321076`"}], "+", + RowBox[{"0.11262003653121906`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1175128924209092`"}], "-", - RowBox[{"0.2210970213447962`", " ", "\[ImaginaryI]"}]}], "0"} + RowBox[{"-", "0.13974880445276408`"}], "-", + RowBox[{"0.09847791086590171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22233265831438576`", "\[VeryThinSpace]", "+", + RowBox[{"0.10879439892407244`", " ", "\[ImaginaryI]"}]}], "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -20286,58 +62892,52 @@ Cell[BoxData[ SymmetrizedArray[ StructuredArray`StructuredData[{4, 4}, {{{1, 2} -> - Complex[0.18754850846019822`, -0.04056926243573309], {1, 3} -> - Complex[-0.14663518217915278`, -0.1466075425318455], {1, 4} -> - Complex[0.1314543520497592, 0.17962995686895433`], {2, 3} -> - Complex[0.21075133085031494`, 0.29764206359033873`], {2, 4} -> - Complex[0.08590855210306025, 0.20629309838530047`], {3, 4} -> - Complex[0.1175128924209092, 0.2210970213447962]}, + Complex[-0.0653423136847202, 0.23760538908171158`], {1, 3} -> + Complex[-0.06274489432874575, 0.14218609432493182`], {1, 4} -> + Complex[0.18146990239321076`, -0.11262003653121906`], {2, 3} -> + Complex[0.23233457839814098`, -0.022523815097715394`], {2, 4} -> + Complex[0.13974880445276408`, 0.09847791086590171], {3, 4} -> + Complex[-0.22233265831438576`, -0.10879439892407244`]}, Antisymmetric[{1, 2}]}]]]]]}], "}"}], ",", RowBox[{"{", RowBox[{ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.4739892370063391`", - RowBox[{ - RowBox[{"-", "0.18107303228982885`"}], "+", - RowBox[{"0.035884468958033655`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.09039271890866556`"}], "-", - RowBox[{"0.09597879039920061`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.06541584086260835`"}], "+", - RowBox[{"0.11572491490414684`", " ", "\[ImaginaryI]"}]}]}, + {"0.6545252519055488`", + RowBox[{"0.060926540262062144`", "\[VeryThinSpace]", "+", + RowBox[{"0.03449669058561129`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13121855506360283`", "\[VeryThinSpace]", "+", + RowBox[{"0.1553230345304829`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22124109551502155`", "\[VeryThinSpace]", "+", + RowBox[{"0.02084132422606433`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.060926540262062144`", "\[VeryThinSpace]", "-", + RowBox[{"0.03449669058561129`", " ", "\[ImaginaryI]"}]}], + "0.4125052768858121`", + RowBox[{"0.0676898822394511`", "\[VeryThinSpace]", "+", + RowBox[{"0.21360810290555615`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.18107303228982885`"}], "-", - RowBox[{"0.035884468958033655`", " ", "\[ImaginaryI]"}]}], - "0.7021483726538059`", - RowBox[{ - RowBox[{"-", "0.0913258135739913`"}], "+", - RowBox[{"0.0018606951801090886`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.14968602109786922`"}], "-", - RowBox[{"0.03451170559177177`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.18375164649276404`"}], "-", + RowBox[{"0.0950123905886643`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.13121855506360283`", "\[VeryThinSpace]", "-", + RowBox[{"0.1553230345304829`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0676898822394511`", "\[VeryThinSpace]", "-", + RowBox[{"0.21360810290555615`", " ", "\[ImaginaryI]"}]}], + "0.4911497787269318`", RowBox[{ - RowBox[{"-", "0.09039271890866556`"}], "+", - RowBox[{"0.09597879039920061`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0913258135739913`"}], "-", - RowBox[{"0.0018606951801090886`", " ", "\[ImaginaryI]"}]}], - "0.44636785842653237`", - RowBox[{"0.15828029900461`", "\[VeryThinSpace]", "-", - RowBox[{"0.25727828783624584`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.04947801552190542`"}], "+", + RowBox[{"0.12653531360888692`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.22124109551502155`", "\[VeryThinSpace]", "-", + RowBox[{"0.02084132422606433`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.06541584086260835`"}], "-", - RowBox[{"0.11572491490414684`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.18375164649276404`"}], "+", + RowBox[{"0.0950123905886643`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14968602109786922`"}], "+", - RowBox[{"0.03451170559177177`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.15828029900461`", "\[VeryThinSpace]", "+", - RowBox[{"0.25727828783624584`", " ", "\[ImaginaryI]"}]}], - "0.2599976491708852`"} + RowBox[{"-", "0.04947801552190542`"}], "-", + RowBox[{"0.12653531360888692`", " ", "\[ImaginaryI]"}]}], + "0.557065556404731`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -20351,53 +62951,53 @@ Cell[BoxData[ MatrixForm[ SymmetrizedArray[ StructuredArray`StructuredData[{4, - 4}, {{{1, 1} -> 0.4739892370063391, {1, 2} -> - Complex[-0.18107303228982885`, 0.035884468958033655`], {1, 3} -> - Complex[-0.09039271890866556, -0.09597879039920061], {1, 4} -> - Complex[-0.06541584086260835, 0.11572491490414684`], {2, 2} -> - 0.7021483726538059, {2, 3} -> - Complex[-0.0913258135739913, 0.0018606951801090886`], {2, 4} -> - Complex[-0.14968602109786922`, -0.03451170559177177], {3, 3} -> - 0.44636785842653237`, {3, 4} -> - Complex[0.15828029900461, -0.25727828783624584`], {4, 4} -> - 0.2599976491708852}, + 4}, {{{1, 1} -> 0.6545252519055488, {1, 2} -> + Complex[0.060926540262062144`, 0.03449669058561129], {1, 3} -> + Complex[0.13121855506360283`, 0.1553230345304829], {1, 4} -> + Complex[0.22124109551502155`, 0.02084132422606433], {2, 2} -> + 0.4125052768858121, {2, 3} -> + Complex[0.0676898822394511, 0.21360810290555615`], {2, 4} -> + Complex[-0.18375164649276404`, -0.0950123905886643], {3, 3} -> + 0.4911497787269318, {3, 4} -> + Complex[-0.04947801552190542, 0.12653531360888692`], {4, 4} -> + 0.557065556404731}, Hermitian[{1, 2}]}]]]]], ",", TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", - RowBox[{"0.18754850846019822`", "\[VeryThinSpace]", "-", - RowBox[{"0.04056926243573309`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.14663518217915278`"}], "-", - RowBox[{"0.1466075425318455`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1314543520497592`", "\[VeryThinSpace]", "+", - RowBox[{"0.17962995686895433`", " ", "\[ImaginaryI]"}]}]}, - { + RowBox[{"-", "0.0653423136847202`"}], "+", + RowBox[{"0.23760538908171158`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.18754850846019822`"}], "+", - RowBox[{"0.04056926243573309`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{"0.21075133085031494`", "\[VeryThinSpace]", "+", - RowBox[{"0.29764206359033873`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08590855210306025`", "\[VeryThinSpace]", "+", - RowBox[{"0.20629309838530047`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.06274489432874575`"}], "+", + RowBox[{"0.14218609432493182`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.18146990239321076`", "\[VeryThinSpace]", "-", + RowBox[{"0.11262003653121906`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.14663518217915278`", "\[VeryThinSpace]", "+", - RowBox[{"0.1466075425318455`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.21075133085031494`"}], "-", - RowBox[{"0.29764206359033873`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{"0.1175128924209092`", "\[VeryThinSpace]", "+", - RowBox[{"0.2210970213447962`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"0.0653423136847202`", "\[VeryThinSpace]", "-", + RowBox[{"0.23760538908171158`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.23233457839814098`", "\[VeryThinSpace]", "-", + RowBox[{"0.022523815097715394`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13974880445276408`", "\[VeryThinSpace]", "+", + RowBox[{"0.09847791086590171`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.06274489432874575`", "\[VeryThinSpace]", "-", + RowBox[{"0.14218609432493182`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1314543520497592`"}], "-", - RowBox[{"0.17962995686895433`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.23233457839814098`"}], "+", + RowBox[{"0.022523815097715394`", " ", "\[ImaginaryI]"}]}], "0", RowBox[{ - RowBox[{"-", "0.08590855210306025`"}], "-", - RowBox[{"0.20629309838530047`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.22233265831438576`"}], "-", + RowBox[{"0.10879439892407244`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.18146990239321076`"}], "+", + RowBox[{"0.11262003653121906`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.1175128924209092`"}], "-", - RowBox[{"0.2210970213447962`", " ", "\[ImaginaryI]"}]}], "0"} + RowBox[{"-", "0.13974880445276408`"}], "-", + RowBox[{"0.09847791086590171`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22233265831438576`", "\[VeryThinSpace]", "+", + RowBox[{"0.10879439892407244`", " ", "\[ImaginaryI]"}]}], "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -20412,56 +63012,56 @@ Cell[BoxData[ SymmetrizedArray[ StructuredArray`StructuredData[{4, 4}, {{{1, 2} -> - Complex[0.18754850846019822`, -0.04056926243573309], {1, 3} -> - Complex[-0.14663518217915278`, -0.1466075425318455], {1, 4} -> - Complex[0.1314543520497592, 0.17962995686895433`], {2, 3} -> - Complex[0.21075133085031494`, 0.29764206359033873`], {2, 4} -> - Complex[0.08590855210306025, 0.20629309838530047`], {3, 4} -> - Complex[0.1175128924209092, 0.2210970213447962]}, + Complex[-0.0653423136847202, 0.23760538908171158`], {1, 3} -> + Complex[-0.06274489432874575, 0.14218609432493182`], {1, 4} -> + Complex[0.18146990239321076`, -0.11262003653121906`], {2, 3} -> + Complex[0.23233457839814098`, -0.022523815097715394`], {2, 4} -> + Complex[0.13974880445276408`, 0.09847791086590171], {3, 4} -> + Complex[-0.22233265831438576`, -0.10879439892407244`]}, Antisymmetric[{1, 2}]}]]]]]}], "}"}], ",", RowBox[{"{", RowBox[{ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ - {"0.394571597097462`", + {"0.4291200815347012`", + RowBox[{"0.18525319083920544`", "\[VeryThinSpace]", "-", + RowBox[{"0.008119999340025427`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08541925728157473`"}], "-", - RowBox[{"0.029111675180507123`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0067333787938196575`"}], "+", + RowBox[{"0.06557508628606083`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.33819476569451656`"}], "+", - RowBox[{"0.0890639187450247`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.03715713599706448`", "\[VeryThinSpace]", "-", - RowBox[{"0.27159130435529777`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.05544910252502936`"}], "-", + RowBox[{"0.12283594196456231`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.18525319083920544`", "\[VeryThinSpace]", "+", + RowBox[{"0.008119999340025427`", " ", "\[ImaginaryI]"}]}], + "0.36855577338053563`", RowBox[{ - RowBox[{"-", "0.08541925728157473`"}], "+", - RowBox[{"0.029111675180507123`", " ", "\[ImaginaryI]"}]}], - "0.37074810168915573`", - RowBox[{"0.29770549758152565`", "\[VeryThinSpace]", "-", - RowBox[{"0.15835331484136353`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0692352182831892`"}], "+", - RowBox[{"0.04026051354540448`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.0694545082434159`"}], "+", + RowBox[{"0.04101562691736095`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.024289043885305284`", "\[VeryThinSpace]", "+", + RowBox[{"0.14346404846746488`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.33819476569451656`"}], "-", - RowBox[{"0.0890639187450247`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.29770549758152565`", "\[VeryThinSpace]", "+", - RowBox[{"0.15835331484136353`", " ", "\[ImaginaryI]"}]}], - "0.7567053186428574`", + RowBox[{"-", "0.0067333787938196575`"}], "-", + RowBox[{"0.06557508628606083`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0694545082434159`"}], "-", + RowBox[{"0.04101562691736095`", " ", "\[ImaginaryI]"}]}], + "0.1466285970950051`", RowBox[{ - RowBox[{"-", "0.11142352919932984`"}], "+", - RowBox[{"0.3014218946325806`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.04082219805951254`"}], "-", + RowBox[{"0.07612160040815863`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.03715713599706448`", "\[VeryThinSpace]", "+", - RowBox[{"0.27159130435529777`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.0692352182831892`"}], "-", - RowBox[{"0.04026051354540448`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.05544910252502936`"}], "+", + RowBox[{"0.12283594196456231`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.024289043885305284`", "\[VeryThinSpace]", "-", + RowBox[{"0.14346404846746488`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.11142352919932984`"}], "-", - RowBox[{"0.3014218946325806`", " ", "\[ImaginaryI]"}]}], - "0.49386005008432804`"} + RowBox[{"-", "0.04082219805951254`"}], "+", + RowBox[{"0.07612160040815863`", " ", "\[ImaginaryI]"}]}], + "0.48033947829505097`"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -20475,53 +63075,53 @@ Cell[BoxData[ MatrixForm[ SymmetrizedArray[ StructuredArray`StructuredData[{4, - 4}, {{{1, 1} -> 0.394571597097462, {1, 2} -> - Complex[-0.08541925728157473, -0.029111675180507123`], {1, 3} -> - Complex[-0.33819476569451656`, 0.0890639187450247], {1, 4} -> - Complex[0.03715713599706448, -0.27159130435529777`], {2, 2} -> - 0.37074810168915573`, {2, 3} -> - Complex[0.29770549758152565`, -0.15835331484136353`], {2, 4} -> - Complex[-0.0692352182831892, 0.04026051354540448], {3, 3} -> - 0.7567053186428574, {3, 4} -> - Complex[-0.11142352919932984`, 0.3014218946325806], {4, 4} -> - 0.49386005008432804`}, + 4}, {{{1, 1} -> 0.4291200815347012, {1, 2} -> + Complex[0.18525319083920544`, -0.008119999340025427], {1, 3} -> + Complex[-0.0067333787938196575`, 0.06557508628606083], {1, 4} -> + Complex[-0.05544910252502936, -0.12283594196456231`], {2, 2} -> + 0.36855577338053563`, {2, 3} -> + Complex[-0.0694545082434159, 0.04101562691736095], {2, 4} -> + Complex[0.024289043885305284`, 0.14346404846746488`], {3, 3} -> + 0.1466285970950051, {3, 4} -> + Complex[-0.04082219805951254, -0.07612160040815863], {4, 4} -> + 0.48033947829505097`}, Hermitian[{1, 2}]}]]]]], ",", TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", RowBox[{ - RowBox[{"-", "0.08912519724267016`"}], "-", - RowBox[{"0.08695101359943669`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2045868468678121`", "\[VeryThinSpace]", "-", - RowBox[{"0.0014969415717451008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.004906171685187073`", "\[VeryThinSpace]", "+", - RowBox[{"0.06685847649001402`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.14735392739311248`"}], "-", + RowBox[{"0.07730343550932363`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.06862815552681896`", "\[VeryThinSpace]", "+", + RowBox[{"0.22097796401535008`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.19928432856067638`"}], "+", + RowBox[{"0.25911064650342797`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"0.08912519724267016`", "\[VeryThinSpace]", "+", - RowBox[{"0.08695101359943669`", " ", "\[ImaginaryI]"}]}], "0", - RowBox[{"0.02453284746704182`", "\[VeryThinSpace]", "+", - RowBox[{"0.357471862101756`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.14735392739311248`", "\[VeryThinSpace]", "+", + RowBox[{"0.07730343550932363`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.08640799794438483`", "\[VeryThinSpace]", "-", + RowBox[{"0.20657703841739875`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.21595678846974364`"}], "+", - RowBox[{"0.16731508133978287`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.25981673601378236`"}], "+", + RowBox[{"0.15913982115765718`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2045868468678121`"}], "+", - RowBox[{"0.0014969415717451008`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.06862815552681896`"}], "-", + RowBox[{"0.22097796401535008`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.02453284746704182`"}], "-", - RowBox[{"0.357471862101756`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"-", "0.08640799794438483`"}], "+", + RowBox[{"0.20657703841739875`", " ", "\[ImaginaryI]"}]}], "0", RowBox[{ - RowBox[{"-", "0.09071602096027699`"}], "-", - RowBox[{"0.012402059030978855`", " ", "\[ImaginaryI]"}]}]}, + RowBox[{"-", "0.04669099640163694`"}], "-", + RowBox[{"0.03089518799524401`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.004906171685187073`"}], "-", - RowBox[{"0.06685847649001402`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.21595678846974364`", "\[VeryThinSpace]", "-", - RowBox[{"0.16731508133978287`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.09071602096027699`", "\[VeryThinSpace]", "+", - RowBox[{"0.012402059030978855`", " ", "\[ImaginaryI]"}]}], "0"} + RowBox[{"0.19928432856067638`", "\[VeryThinSpace]", "-", + RowBox[{"0.25911064650342797`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.25981673601378236`", "\[VeryThinSpace]", "-", + RowBox[{"0.15913982115765718`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.04669099640163694`", "\[VeryThinSpace]", "+", + RowBox[{"0.03089518799524401`", " ", "\[ImaginaryI]"}]}], "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { @@ -20536,15 +63136,393 @@ Cell[BoxData[ SymmetrizedArray[ StructuredArray`StructuredData[{4, 4}, {{{1, 2} -> - Complex[-0.08912519724267016, -0.08695101359943669], {1, 3} -> - Complex[0.2045868468678121, -0.0014969415717451008`], {1, 4} -> - Complex[0.004906171685187073, 0.06685847649001402], {2, 3} -> - Complex[0.02453284746704182, 0.357471862101756], {2, 4} -> - Complex[-0.21595678846974364`, 0.16731508133978287`], {3, 4} -> - Complex[-0.09071602096027699, -0.012402059030978855`]}, + Complex[-0.14735392739311248`, -0.07730343550932363], {1, 3} -> + Complex[0.06862815552681896, 0.22097796401535008`], {1, 4} -> + Complex[-0.19928432856067638`, 0.25911064650342797`], {2, 3} -> + Complex[0.08640799794438483, -0.20657703841739875`], {2, 4} -> + Complex[-0.25981673601378236`, 0.15913982115765718`], {3, 4} -> + Complex[-0.04669099640163694, -0.03089518799524401]}, Antisymmetric[{1, 2}]}]]]]]}], "}"}]}], "}"}]], "Output", - CellLabel->"Out[11]=", - CellID->1320358818,ExpressionUUID->"ba8f5765-fcc0-4672-9d35-cf0dbb7309ec"] + CellLabel->"Out[3]=", + CellID->685605606,ExpressionUUID->"6a7181a9-8c96-4c39-aa2f-60d651895596"] +}, Open ]], + +Cell[TextData[{ + "Take the index of the subsystem ", + StyleBox["aa", "Input"], + " that was chosen above." +}], "ExampleText", + CellID->943504138,ExpressionUUID->"c4dc6330-ce79-4f38-bcc7-d6d8af2e516a"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"kk", "=", + RowBox[{"First", "/@", "aa"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->1425465814,ExpressionUUID->"f9b542c3-4da0-4035-ba7e-4c7ab7e47828"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}]], "Output", + CellLabel->"Out[4]=", + CellID->1723653887,ExpressionUUID->"2117d406-e332-4ece-bb9d-d0307729dd7d"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{ + RowBox[{"alt", "=", + RowBox[{"Map", "[", + RowBox[{ + RowBox[{ + RowBox[{"WickEntanglementEntropy", "[", + RowBox[{"#", ",", "kk"}], "]"}], "&"}], ",", "data", ",", + RowBox[{"{", "2", "}"}]}], "]"}]}], ";"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->985269211,ExpressionUUID->"869bbcce-28d9-4c79-a5b9-81f8dbbfee45"], + +Cell[BoxData["0.035047`"], "EchoTiming", + CellID->2043964426,ExpressionUUID->"7778cf9f-b90a-450b-a977-1be7010c30ae"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListLinePlot", "[", + RowBox[{ + RowBox[{"Mean", "[", "alt", "]"}], ",", "\[IndentingNewLine]", + RowBox[{"DataRange", "->", + RowBox[{"{", + RowBox[{"0", ",", "$T"}], "}"}]}], ",", "\[IndentingNewLine]", + RowBox[{"PlotMarkers", "->", "Automatic"}], ",", "\[IndentingNewLine]", + RowBox[{"FrameLabel", "->", + RowBox[{"{", + RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], + "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->531462870,ExpressionUUID->"6b343ece-4167-4f0d-b2d4-d02459555a03"], + +Cell[BoxData[ + GraphicsBox[{{}, + InterpretationBox[{ + TagBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ + NCache[ + Rational[7, 360], 0.019444444444444445`]], Thickness[Large], + LineBox[{{0., 0.}, {0.5, 1.469935598692489}, {1., + 0.9441222991411294}, {1.5000000000000002`, 1.3779444580429732`}, { + 2., 0.7751091696882362}, {2.5, 1.3053054199054228`}, { + 3.0000000000000004`, 0.787038721874741}, {3.5000000000000004`, + 1.3264564176575755`}, {4., 0.9067358146157053}, {4.5, + 1.269457890370162}, {5., 0.6854408460425777}}]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ + NCache[ + Rational[7, 360], 0.019444444444444445`]], Thickness[Large], + GeometricTransformationBox[InsetBox[ + FormBox[ + StyleBox[ + GraphicsBox[ + {EdgeForm[None], DiskBox[{0, 0}]}, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->Large, + PlotRangePadding->Scaled[0.15]], + StripOnInput->False, + GraphicsBoxOptions->{DefaultBaseStyle->Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}], + TraditionalForm], {0., 0.}, Automatic, Offset[10.976]], {{{0., + 0.}}, {{0.5, 1.469935598692489}}, {{1., 0.9441222991411294}}, {{ + 1.5000000000000002`, 1.3779444580429732`}}, {{2., + 0.7751091696882362}}, {{2.5, 1.3053054199054228`}}, {{ + 3.0000000000000004`, 0.787038721874741}}, {{3.5000000000000004`, + 1.3264564176575755`}}, {{4., 0.9067358146157053}}, {{4.5, + 1.269457890370162}}, {{5., 0.6854408460425777}}}]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, + {"WolframDynamicHighlight", <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], + StyleBox[ + DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, + Slot["HighlightElements"], + Slot["LayoutOptions"], + Slot["Meta"], + Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, + Annotation[{ + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + + Line[{{0., 0.}, {0.5, 1.469935598692489}, {1., + 0.9441222991411294}, {1.5000000000000002`, + 1.3779444580429732`}, {2., 0.7751091696882362}, {2.5, + 1.3053054199054228`}, {3.0000000000000004`, + 0.787038721874741}, {3.5000000000000004`, + 1.3264564176575755`}, {4., 0.9067358146157053}, {4.5, + 1.269457890370162}, {5., 0.6854408460425777}}]}, + "Charting`Private`Tag#1"]}, { + Annotation[{ + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + GeometricTransformation[ + Inset[ + Style[ + Graphics[{ + EdgeForm[], + Disk[{0, 0}]}, PlotRangePadding -> Scaled[0.15]], + GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}], {0., 0.}, Automatic, + Offset[10.976]], {{{0., 0.}}, {{0.5, 1.469935598692489}}, {{1., + 0.9441222991411294}}, {{1.5000000000000002`, + 1.3779444580429732`}}, {{2., 0.7751091696882362}}, {{2.5, + 1.3053054199054228`}}, {{3.0000000000000004`, + 0.787038721874741}}, {{3.5000000000000004`, + 1.3264564176575755`}}, {{4., 0.9067358146157053}}, {{4.5, + 1.269457890370162}}, {{5., 0.6854408460425777}}}]}, + "Charting`Private`Tag#1"]}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 5.}, {0, 1.469935598692489}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListLinePlot, "GroupHighlight" -> False|>|>]]& )[<| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 5.}, {0, 1.469935598692489}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListLinePlot, "GroupHighlight" -> False|>|>], + ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { + 4.503599627370496*^15, -4.503599627370496*^15}}], + Selectable->False]}, + Annotation[{{{}, {}, + Annotation[{ + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + Line[{{0., 0.}, {0.5, 1.469935598692489}, {1., 0.9441222991411294}, { + 1.5000000000000002`, 1.3779444580429732`}, {2., + 0.7751091696882362}, {2.5, 1.3053054199054228`}, { + 3.0000000000000004`, 0.787038721874741}, {3.5000000000000004`, + 1.3264564176575755`}, {4., 0.9067358146157053}, {4.5, + 1.269457890370162}, {5., 0.6854408460425777}}]}, + "Charting`Private`Tag#1"]}, { + Annotation[{ + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]], + GeometricTransformation[ + Inset[ + Style[ + Graphics[{ + EdgeForm[], + Disk[{0, 0}]}, PlotRangePadding -> Scaled[0.15]], + GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}], {0., 0.}, Automatic, + Offset[10.976]], {{{0., 0.}}, {{0.5, 1.469935598692489}}, {{1., + 0.9441222991411294}}, {{1.5000000000000002`, + 1.3779444580429732`}}, {{2., 0.7751091696882362}}, {{2.5, + 1.3053054199054228`}}, {{3.0000000000000004`, + 0.787038721874741}}, {{3.5000000000000004`, + 1.3264564176575755`}}, {{4., 0.9067358146157053}}, {{4.5, + 1.269457890370162}}, {{5., 0.6854408460425777}}}]}, + "Charting`Private`Tag#1"]}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 5.}, {0, 1.469935598692489}}, + "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {576, 576/GoldenRatio}, "Axes" -> {False, False}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + PointSize[ + Rational[7, 360]], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2], + Thickness[Large]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListLinePlot, "GroupHighlight" -> False|>|>, + "DynamicHighlight"]], {{}, {}}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{False, False}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + AxesStyle->Large, + DisplayFunction->Identity, + Frame->{{True, True}, {True, True}}, + FrameLabel->{{ + FormBox[ + TagBox["\"entanglement entropy\"", HoldForm], TraditionalForm], None}, { + + FormBox[ + TagBox["\"time\"", HoldForm], TraditionalForm], None}}, + FrameStyle->Large, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{Automatic, Automatic}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + ImageSize->Large, + Method->{ + "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "DefaultPlotStyle" -> { + Directive[ + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.772079, 0.431554, 0.102387], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.363898, 0.618501, 0.782349], + AbsoluteThickness[2]], + Directive[ + RGBColor[1, 0.75, 0], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.647624, 0.37816, 0.614037], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.571589, 0.586483, 0.], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.915, 0.3325, 0.2125], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.736782672705901, 0.358, 0.5030266573755369], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], + AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], + "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, + "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, + "OptimizePlotMarkers" -> True, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + Identity[ + Part[#, 1]], + Identity[ + Part[#, 2]]}& )}}, + PlotRange->{{0, 5.}, {0, 1.469935598692489}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.025], + Scaled[0.025]}, { + Scaled[0.025], + Scaled[0.025]}}, + Ticks->{Automatic, Automatic}]], "Output", + CellLabel->"Out[6]=", + CellID->1761690370,ExpressionUUID->"d8853827-5b43-4319-b569-44f0969f7abf"] +}, Open ]] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -20571,7 +63549,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "e07270cf-902b-459a-924a-e69700692221"], + "f3c85edf-4893-4525-8073-43b468e13bb7"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -20585,7 +63563,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "5cc5a710-1739-48be-9aff-e604911c8f25"], + "689716ac-7348-49a3-9b70-2836277d5ff0"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -20599,7 +63577,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "99d3e970-1a29-4ab0-bffa-f8a0f3a5e186"], + "5f24e3e0-c115-453d-a133-edc3e37d13ed"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -20613,7 +63591,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "fb57e18e-49a7-4b52-96e6-90ae8b9a5016"], + "8b96f501-7b9a-45d9-9a90-92d3b63c159a"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -20627,7 +63605,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "70bedf60-1492-4570-9678-65d585ee8e83"], + "db0e9e70-b27a-49e7-9ed7-a0e32a477677"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -20641,11 +63619,39 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "af2236dc-5107-4a6e-9143-8734f13f670f"] - }], "SeeAlso",ExpressionUUID->"49e2317e-e7a5-463b-ad12-d6cd99e4b586"]} + "21062ca9-03da-424a-b2ac-5597a39d830e"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["NambuMatrix"]], "paclet:Q3/ref/NambuMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "3a1d7853-94a6-45cf-bf47-6e5ad22f3881"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["NambuRandomMatrix"]], "paclet:Q3/ref/NambuRandomMatrix", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "d45737c0-c706-477b-98c8-9c8294c84acd"] + }], "SeeAlso",ExpressionUUID->"e038a4d8-109a-4da6-95b2-5f6c2a3f86b5"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"6182d863-e1e7-41c2-a4ba-\ -3910a826fccc"], + }]], "SeeAlsoSection",ExpressionUUID->"20c78896-3712-4bd9-87ea-\ +6b18a277fa5a"], Cell[BoxData[GridBox[{ { @@ -20674,8 +63680,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "45483c10-e342-48bc-8ff9-5d5ce2c9f003"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"a84b476b-4664-4d27-aed0-\ -ff5742255df5"], + }]], "TechNotesSection",ExpressionUUID->"513a6311-3182-40b5-a5de-\ +2a4635c37bbc"], Cell[BoxData[GridBox[{ { @@ -20693,7 +63699,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "1c0b3a34-597a-4624-b108-126a9dbd92d6"]}]}, + "4718d30f-b4d1-44b2-8cc6-1e414c911d45"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -20701,10 +63707,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "7818cf09-7841-4bb8-9cb4-c75ea327861f"]}]} + "030ee3a8-f70e-4b08-b3a2-d5ad99694408"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"6cbf9be0-08e5-45e7-beaf-\ -3bf73b50cad0"], + }]], "MoreAboutSection",ExpressionUUID->"057af870-cd2f-436c-88ac-\ +ca09eee9a9bd"], Cell[BoxData[GridBox[{ { @@ -20733,8 +63739,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1103/PhysRevA.65.032325"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "77d51e40-4809-4dbf-bbcf-e5a392a5022d"]}]],ExpressionUUID-> - "34f4cc0d-604b-44de-b012-bf2ac822a345"], + "69cdf9b6-0dd7-4ed6-a6b0-19ca46ee6718"]}]],ExpressionUUID-> + "ae8ee366-b224-4b27-a0e1-0c7051245332"], ", Physical Review A 65, 032325, \"Classical simulation of \ noninteracting-fermion quantum circuits.\"" }], "RelatedLinks",ExpressionUUID-> @@ -20756,16 +63762,16 @@ noninteracting-fermion quantum circuits.\"" "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "1f9f6cd0-026a-4157-8b90-9d05f8b06605"]}]],ExpressionUUID-> - "62cf6de0-9fae-402f-8757-4e94d28aef7d"], + "697e0262-8730-48bc-9bb9-4bf54a7a1ff5"]}]],ExpressionUUID-> + "8adc85f8-c0f6-4e4b-b1e2-78834542a196"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "846fb1e8-f43a-4d2f-8e0b-84b7f55377e6"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"49c37f9a-834a-4658-b6d0-\ -33ccbedf5854"], + }]], "RelatedLinksSection",ExpressionUUID->"c82aeccd-aa74-4312-b017-\ +567ed34b12c7"], -Cell[" ", "FooterCell",ExpressionUUID->"a9fdbf40-df49-4284-831a-b0245b53fe39"] +Cell[" ", "FooterCell",ExpressionUUID->"59a19589-a4b7-4426-b06c-ae0d7495a2e5"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -20781,7 +63787,7 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 6, 20, 17, 34, 0.866601}", + "built" -> "{2024, 6, 24, 17, 48, 43.845529}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> @@ -20805,7 +63811,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"5b32aea9-f269-4089-8ae7-7ee38b7c9ccb" +ExpressionUUID->"28d01abb-e62a-4f87-851d-c3b9f20334d1" ] (* End of Notebook Content *) @@ -20813,131 +63819,217 @@ ExpressionUUID->"5b32aea9-f269-4089-8ae7-7ee38b7c9ccb" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[21801, 595, 1388, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"b82eb287-c504-4efd-a740-d33aefec64f0", + Cell[22008, 599, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"4a002972-f8b8-4c46-87bf-068b37b4566d", CellTags->"PrimaryExamplesSection", - CellID->19529403]} + CellID->1797135194]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 1174426, 20814} + {"PrimaryExamplesSection", 3591543, 63820} } *) (*NotebookFileOutline Notebook[{ -Cell[589, 21, 7227, 178, 57, "AnchorBarGrid",ExpressionUUID->"0f631cac-6966-4318-8a5e-b01c841b374c", +Cell[589, 21, 7431, 182, 57, "AnchorBarGrid",ExpressionUUID->"d1da9318-c0de-43aa-8222-a41ac9491dda", CellID->1], -Cell[7819, 201, 85, 0, 23, "ContextNameCell",ExpressionUUID->"0222921e-926e-4772-bcae-315233b10478"], +Cell[8023, 205, 85, 0, 23, "ContextNameCell",ExpressionUUID->"252184fa-530e-46db-9105-1cfe8bc03f43"], Cell[CellGroupData[{ -Cell[7929, 205, 1391, 38, 60, "ObjectNameGrid",ExpressionUUID->"40aed971-d312-496d-ac6c-5b3f6288db48"], -Cell[9323, 245, 2080, 56, 136, "Usage",ExpressionUUID->"6abe3765-552d-4112-a3c2-e449630fb087", +Cell[8133, 209, 1391, 38, 60, "ObjectNameGrid",ExpressionUUID->"d0b5b066-45f4-4394-b3c9-452b9617c5d2"], +Cell[9527, 249, 2080, 56, 136, "Usage",ExpressionUUID->"6abe3765-552d-4112-a3c2-e449630fb087", CellID->2040274807] }, Open ]], Cell[CellGroupData[{ -Cell[11440, 306, 1897, 47, 37, "NotesSection",ExpressionUUID->"650bdae8-7992-4e5a-80cb-1da17952cc8f", +Cell[11644, 310, 1898, 47, 37, "NotesSection",ExpressionUUID->"6bb1da6c-8ccc-49b4-a5ce-a8e53e967d3f", CellGroupingRules->{"SectionGrouping", 50}, - CellID->62865561], -Cell[13340, 355, 129, 1, 70, "Notes",ExpressionUUID->"e7e4fcaf-edf1-4eab-b9ca-d0cef3aa9e66", + CellID->722664197], +Cell[13545, 359, 129, 1, 70, "Notes",ExpressionUUID->"e7e4fcaf-edf1-4eab-b9ca-d0cef3aa9e66", CellID->2027289600], -Cell[13472, 358, 3497, 77, 70, "3ColumnTableMod",ExpressionUUID->"5fa139cd-6cc5-4128-af37-ab8ee5222ba5", +Cell[13677, 362, 3499, 77, 70, "3ColumnTableMod",ExpressionUUID->"5fa139cd-6cc5-4128-af37-ab8ee5222ba5", CellID->680763898], -Cell[16972, 437, 600, 18, 70, "Notes",ExpressionUUID->"cad77b24-0460-474d-addf-8e07f47c5e76", +Cell[17179, 441, 600, 18, 70, "Notes",ExpressionUUID->"cad77b24-0460-474d-addf-8e07f47c5e76", CellID->964910239], -Cell[17575, 457, 2186, 72, 70, "Notes",ExpressionUUID->"3a6a43ba-f92c-4d2e-94f5-b7e5abe15a46", +Cell[17782, 461, 2186, 72, 70, "Notes",ExpressionUUID->"3a6a43ba-f92c-4d2e-94f5-b7e5abe15a46", CellID->1468113112], -Cell[19764, 531, 1910, 58, 70, "Notes",ExpressionUUID->"61f1827b-09d0-48ef-b037-c3055256e03a", +Cell[19971, 535, 1910, 58, 70, "Notes",ExpressionUUID->"61f1827b-09d0-48ef-b037-c3055256e03a", CellID->620849842] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[21801, 595, 1388, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"b82eb287-c504-4efd-a740-d33aefec64f0", +Cell[22008, 599, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"4a002972-f8b8-4c46-87bf-068b37b4566d", CellTags->"PrimaryExamplesSection", - CellID->19529403], -Cell[23192, 634, 191, 3, 31, "Input",ExpressionUUID->"978b322e-12c6-4076-a29b-0c39fa6513f4", + CellID->1797135194], +Cell[23401, 638, 191, 3, 31, "Input",ExpressionUUID->"978b322e-12c6-4076-a29b-0c39fa6513f4", CellID->587521869], Cell[CellGroupData[{ -Cell[23408, 641, 1368, 36, 31, "ExampleSection",ExpressionUUID->"27889243-cd0d-4779-95be-a79e0fbb1c65", - CellID->1813161877], -Cell[24779, 679, 121, 1, 38, "ExampleText",ExpressionUUID->"f99e3288-9356-4a84-b795-64484dafc40f", +Cell[23617, 645, 1366, 36, 31, "ExampleSection",ExpressionUUID->"c509b198-d730-4dee-a6b9-092ab25a8e7c", + CellID->93710503], +Cell[24986, 683, 121, 1, 38, "ExampleText",ExpressionUUID->"f99e3288-9356-4a84-b795-64484dafc40f", CellID->684906366], -Cell[24903, 682, 210, 5, 29, "Input",ExpressionUUID->"5df2de9a-ad0e-41d9-8350-2b37e81faeb4", +Cell[25110, 686, 210, 5, 29, "Input",ExpressionUUID->"5df2de9a-ad0e-41d9-8350-2b37e81faeb4", CellID->620792862], Cell[CellGroupData[{ -Cell[25138, 691, 304, 8, 48, "Input",ExpressionUUID->"3c74e315-fbcf-40c6-b214-db947baaec65", +Cell[25345, 695, 304, 8, 48, "Input",ExpressionUUID->"3c74e315-fbcf-40c6-b214-db947baaec65", CellID->1190074508], -Cell[25445, 701, 719, 24, 37, "Output",ExpressionUUID->"9c6d56b5-1f87-4305-aa8b-a182f722f06d", - CellID->680383725] +Cell[25652, 705, 720, 24, 37, "Output",ExpressionUUID->"7ff2bf55-248b-485d-ab50-3bbbfba92f01", + CellID->1865150317] }, Open ]], -Cell[26179, 728, 169, 3, 38, "ExampleText",ExpressionUUID->"d4eaee99-1158-4863-bf0d-78c88add52fa", +Cell[26387, 732, 169, 3, 38, "ExampleText",ExpressionUUID->"d4eaee99-1158-4863-bf0d-78c88add52fa", CellID->2067051445], -Cell[26351, 733, 195, 5, 29, "Input",ExpressionUUID->"7b7183fc-7e20-48ef-9579-6908d9e4f7b6", +Cell[26559, 737, 195, 5, 29, "Input",ExpressionUUID->"7b7183fc-7e20-48ef-9579-6908d9e4f7b6", CellID->1090678596], -Cell[26549, 740, 127, 1, 38, "ExampleText",ExpressionUUID->"8dd3b9a2-3721-482a-a059-2322dbcd2431", +Cell[26757, 744, 127, 1, 38, "ExampleText",ExpressionUUID->"8dd3b9a2-3721-482a-a059-2322dbcd2431", CellID->114752180], -Cell[26679, 743, 193, 5, 29, "Input",ExpressionUUID->"0a37aca9-e0df-4395-af52-984a443f9340", +Cell[26887, 747, 193, 5, 29, "Input",ExpressionUUID->"0a37aca9-e0df-4395-af52-984a443f9340", CellID->199574254], -Cell[26875, 750, 118, 1, 38, "ExampleText",ExpressionUUID->"ecdaecd9-ee87-4582-8a6e-221220ee0094", +Cell[27083, 754, 1098, 36, 76, "ExampleText",ExpressionUUID->"ecdaecd9-ee87-4582-8a6e-221220ee0094", CellID->597906630], Cell[CellGroupData[{ -Cell[27018, 755, 832, 27, 84, "Input",ExpressionUUID->"d863df2d-6478-4bd6-ab50-5ffca82cbcc2", - CellID->2022514011], -Cell[27853, 784, 25089, 472, 64, "Output",ExpressionUUID->"7d39d468-b389-40b3-9232-a052f8e4e347", - CellID->2009808540] +Cell[28206, 794, 414, 11, 48, "Input",ExpressionUUID->"a710c34b-7c08-4139-ba22-28c11ba971d6", + CellID->1087478920], +Cell[28623, 807, 26799, 510, 65, "Output",ExpressionUUID->"8eb102bb-1c4a-49c5-b2e5-31868a086b78", + CellID->320688168] }, Open ]], -Cell[52957, 1259, 168, 3, 70, "ExampleText",ExpressionUUID->"5c0283e7-409f-4ad0-a2e9-201831229fe6", +Cell[55437, 1320, 168, 3, 70, "ExampleText",ExpressionUUID->"5c0283e7-409f-4ad0-a2e9-201831229fe6", CellID->949025728], Cell[CellGroupData[{ -Cell[53150, 1266, 439, 11, 70, "Input",ExpressionUUID->"d9930054-f77b-4370-bc67-77d18a52936a", +Cell[55630, 1327, 525, 13, 70, "Input",ExpressionUUID->"d9930054-f77b-4370-bc67-77d18a52936a", CellID->2036842999], -Cell[53592, 1279, 116, 1, 70, "EchoTiming",ExpressionUUID->"5e3d74b7-cd26-4454-90bd-8d8cc3a7ddd7", - CellID->1157937552] +Cell[56158, 1342, 116, 1, 70, "EchoTiming",ExpressionUUID->"b46c6eb3-610e-4270-a562-36bc808add87", + CellID->1266798656] }, Open ]], -Cell[53723, 1283, 148, 1, 70, "ExampleText",ExpressionUUID->"598679c0-36ba-4e08-bec0-a49cf78982cd", +Cell[56289, 1346, 148, 1, 70, "ExampleText",ExpressionUUID->"598679c0-36ba-4e08-bec0-a49cf78982cd", CellID->1470452221], Cell[CellGroupData[{ -Cell[53896, 1288, 187, 4, 70, "Input",ExpressionUUID->"9deb3506-5463-4ff4-bf91-c9105b93e27d", +Cell[56462, 1351, 187, 4, 70, "Input",ExpressionUUID->"9deb3506-5463-4ff4-bf91-c9105b93e27d", CellID->142125616], -Cell[54086, 1294, 126, 2, 37, "Output",ExpressionUUID->"6571bf02-e2a6-437c-a860-ee5af5f019cd", - CellID->551570897] +Cell[56652, 1357, 127, 2, 37, "Output",ExpressionUUID->"5f59542c-f6d8-4b9a-a9ee-acc0f9a7ae33", + CellID->1338129406] }, Open ]], -Cell[54227, 1299, 153, 1, 70, "ExampleText",ExpressionUUID->"93738250-d6b9-4f93-b62c-e41e4e7bffd0", +Cell[56794, 1362, 153, 1, 70, "ExampleText",ExpressionUUID->"93738250-d6b9-4f93-b62c-e41e4e7bffd0", CellID->1967483407], Cell[CellGroupData[{ -Cell[54405, 1304, 205, 5, 70, "Input",ExpressionUUID->"c657b1f7-223c-421d-9139-7b0f0a70f90f", +Cell[56972, 1367, 205, 5, 70, "Input",ExpressionUUID->"c657b1f7-223c-421d-9139-7b0f0a70f90f", CellID->357287602], -Cell[54613, 1311, 1087704, 18727, 70, "Output",ExpressionUUID->"b894e2ec-d161-4b65-921a-8b7bd71878a6", - CellID->1924523762] +Cell[57180, 1374, 1092718, 18874, 70, "Output",ExpressionUUID->"12a3777b-8b6c-451a-9716-e2a6cb79c8cb", + CellID->86072826] +}, Open ]], +Cell[CellGroupData[{ +Cell[1149935, 20253, 262, 7, 70, "Input",ExpressionUUID->"aff755d9-b4b2-4c58-b119-401f36052c08", + CellID->324853311], +Cell[1150200, 20262, 3688, 82, 178, "Output",ExpressionUUID->"55f97efc-6787-43d2-ba32-4e81475979db", + CellID->2090935451] +}, Open ]], +Cell[1153903, 20347, 946, 29, 70, "ExampleText",ExpressionUUID->"ff869ea9-76ea-4b46-8c33-10bfc879f8a8", + CellID->999210408], +Cell[1154852, 20378, 265, 7, 70, "Input",ExpressionUUID->"5de3c8f1-f954-4ca2-8e1a-7a43f38f1cd3", + CellID->440324408], +Cell[CellGroupData[{ +Cell[1155142, 20389, 191, 4, 70, "Input",ExpressionUUID->"03f22f21-9911-458a-bca3-d652b11a040a", + CellID->939855962], +Cell[1155336, 20395, 173, 4, 37, "Output",ExpressionUUID->"7dbfcaa8-3cc0-45ec-97ff-90ea54e66964", + CellID->180218597] +}, Open ]], +Cell[CellGroupData[{ +Cell[1155546, 20404, 259, 7, 70, "Input",ExpressionUUID->"97e88f00-4659-4f48-8655-ba96ae46d2e1", + CellID->1914446308], +Cell[1155808, 20413, 1197518, 20908, 70, "Output",ExpressionUUID->"4b8d84a6-9b6e-496a-9dd6-31c67b68305c", + CellID->115936302] +}, Open ]], +Cell[2353341, 41324, 1005, 32, 70, "ExampleText",ExpressionUUID->"0dd59e23-30ae-49bd-920f-01f48aa1bee1", + CellID->1098101017], +Cell[CellGroupData[{ +Cell[2354371, 41360, 271, 7, 70, "Input",ExpressionUUID->"c0c36eac-d357-477d-8031-2a8d1bb09c02", + CellID->515015734], +Cell[2354645, 41369, 116, 1, 70, "EchoTiming",ExpressionUUID->"4d35b7c5-802b-4269-abad-8e6f7a74b59f", + CellID->1446312516] +}, Open ]], +Cell[CellGroupData[{ +Cell[2354798, 41375, 192, 4, 70, "Input",ExpressionUUID->"be53966e-70eb-4a87-8956-d3145cb01858", + CellID->1483443528], +Cell[2354993, 41381, 175, 4, 37, "Output",ExpressionUUID->"0a3236d4-1093-4797-a331-89bb0974972c", + CellID->1389183870] }, Open ]], -Cell[1142332, 20041, 462, 10, 70, "ExampleText",ExpressionUUID->"3118bc29-b2cc-4c41-85a6-2d07dc08a5ad", +Cell[CellGroupData[{ +Cell[2355205, 41390, 206, 5, 70, "Input",ExpressionUUID->"6a572f51-764d-45ee-a9ea-2ec2e3948df4", + CellID->1387826665], +Cell[2355414, 41397, 1171949, 20852, 70, "Output",ExpressionUUID->"ad93d5df-229a-4967-a3b0-7522c8451426", + CellID->1454804256] +}, Open ]], +Cell[3527378, 62252, 200, 4, 70, "ExampleText",ExpressionUUID->"70352729-c3a2-4012-92bf-9b16565d1f12", + CellID->1049343176], +Cell[CellGroupData[{ +Cell[3527603, 62260, 293, 8, 70, "Input",ExpressionUUID->"ef5967aa-7091-4a7e-b10c-7681b32125cb", + CellID->903496338], +Cell[3527899, 62270, 436, 14, 37, "Output",ExpressionUUID->"83c3d373-7d61-42b7-a821-69d1ddb2ffd8", + CellID->636957894] +}, Open ]], +Cell[CellGroupData[{ +Cell[3528372, 62289, 437, 12, 70, "Input",ExpressionUUID->"ae6cc40a-818d-4bd5-9c3f-7deb44fa227a", + CellID->2039517800], +Cell[3528812, 62303, 117, 1, 70, "EchoTiming",ExpressionUUID->"371c7068-b514-4ef4-b828-5624bad24419", + CellID->1818303256] +}, Open ]], +Cell[CellGroupData[{ +Cell[3528966, 62309, 590, 14, 70, "Input",ExpressionUUID->"6c37dbe6-3cce-470c-ac16-27dcded963c9", + CellID->754134161], +Cell[3529559, 62325, 13363, 313, 70, "Output",ExpressionUUID->"69a14f52-3e2e-4360-88f5-c3e524c4e843", + CellID->1530526782] +}, Open ]], +Cell[CellGroupData[{ +Cell[3542959, 62643, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"c76ee2eb-898b-4215-a414-50e8f6489bf3", + CellID->2092644965], +Cell[3543205, 62650, 462, 10, 70, "ExampleText",ExpressionUUID->"3118bc29-b2cc-4c41-85a6-2d07dc08a5ad", CellID->25231531], Cell[CellGroupData[{ -Cell[1142819, 20055, 636, 15, 70, "Input",ExpressionUUID->"c7c309f7-43bf-4d1e-9c4c-29dc4ecb7682", +Cell[3543692, 62664, 724, 17, 70, "Input",ExpressionUUID->"c7c309f7-43bf-4d1e-9c4c-29dc4ecb7682", CellID->554066767], -Cell[1143458, 20072, 117, 1, 70, "EchoTiming",ExpressionUUID->"40fdffbc-aee7-4f52-a48c-6288b372d2bf", - CellID->1605629935] +Cell[3544419, 62683, 117, 1, 70, "EchoTiming",ExpressionUUID->"b07ac415-93fa-4129-9aab-8566bb7bbeb9", + CellID->1097296924] }, Open ]], -Cell[1143590, 20076, 373, 11, 70, "ExampleText",ExpressionUUID->"03698fe6-a5e6-4ee7-b016-b26345cfdc31", +Cell[3544551, 62687, 373, 11, 70, "ExampleText",ExpressionUUID->"03698fe6-a5e6-4ee7-b016-b26345cfdc31", CellID->645544329], Cell[CellGroupData[{ -Cell[1143988, 20091, 192, 4, 70, "Input",ExpressionUUID->"24ff3d9c-ab6d-4c26-962d-7a1d91050496", +Cell[3544949, 62702, 191, 4, 70, "Input",ExpressionUUID->"24ff3d9c-ab6d-4c26-962d-7a1d91050496", CellID->756282262], -Cell[1144183, 20097, 205, 4, 37, "Output",ExpressionUUID->"484e7091-1bdc-4f9b-9ae5-203cc28cd93a", - CellID->1780035325] +Cell[3545143, 62708, 174, 4, 37, "Output",ExpressionUUID->"ebb6426a-c733-4c68-b2ca-abeb776461dd", + CellID->1827324879] }, Open ]], -Cell[1144403, 20104, 170, 3, 70, "ExampleText",ExpressionUUID->"32cbd3f9-c963-4f49-b8ce-e98e5d5002ef", +Cell[3545332, 62715, 170, 3, 70, "ExampleText",ExpressionUUID->"32cbd3f9-c963-4f49-b8ce-e98e5d5002ef", CellID->1931213478], Cell[CellGroupData[{ -Cell[1144598, 20111, 386, 11, 70, "Input",ExpressionUUID->"114e3e3f-befe-480c-8ffc-5b1a865fa16f", +Cell[3545527, 62722, 390, 12, 70, "Input",ExpressionUUID->"114e3e3f-befe-480c-8ffc-5b1a865fa16f", CellID->2146062186], -Cell[1144987, 20124, 19473, 422, 501, "Output",ExpressionUUID->"ba8f5765-fcc0-4672-9d35-cf0dbb7309ec", - CellID->1320358818] +Cell[3545920, 62736, 19414, 410, 501, "Output",ExpressionUUID->"6a7181a9-8c96-4c39-aa2f-60d651895596", + CellID->685605606] +}, Open ]], +Cell[3565349, 63149, 199, 5, 70, "ExampleText",ExpressionUUID->"c4dc6330-ce79-4f38-bcc7-d6d8af2e516a", + CellID->943504138], +Cell[CellGroupData[{ +Cell[3565573, 63158, 205, 5, 70, "Input",ExpressionUUID->"f9b542c3-4da0-4035-ba7e-4c7ab7e47828", + CellID->1425465814], +Cell[3565781, 63165, 172, 4, 37, "Output",ExpressionUUID->"2117d406-e332-4ece-bb9d-d0307729dd7d", + CellID->1723653887] +}, Open ]], +Cell[CellGroupData[{ +Cell[3565990, 63174, 437, 12, 70, "Input",ExpressionUUID->"869bbcce-28d9-4c79-a5b9-81f8dbbfee45", + CellID->985269211], +Cell[3566430, 63188, 116, 1, 70, "EchoTiming",ExpressionUUID->"7778cf9f-b90a-450b-a977-1be7010c30ae", + CellID->2043964426] +}, Open ]], +Cell[CellGroupData[{ +Cell[3566583, 63194, 590, 14, 70, "Input",ExpressionUUID->"6b343ece-4167-4f0d-b2d4-d02459555a03", + CellID->531462870], +Cell[3567176, 63210, 13362, 313, 70, "Output",ExpressionUUID->"d8853827-5b43-4319-b569-44f0969f7abf", + CellID->1761690370] +}, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[1164702, 20555, 3379, 92, 70, "SeeAlsoSection",ExpressionUUID->"6182d863-e1e7-41c2-a4ba-3910a826fccc"], -Cell[1168084, 20649, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"a84b476b-4664-4d27-aed0-ff5742255df5"], -Cell[1169171, 20679, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"6cbf9be0-08e5-45e7-beaf-3bf73b50cad0"], -Cell[1170214, 20708, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"49c37f9a-834a-4658-b6d0-33ccbedf5854"], -Cell[1172296, 20767, 78, 0, 70, "FooterCell",ExpressionUUID->"a9fdbf40-df49-4284-831a-b0245b53fe39"] +Cell[3580792, 63533, 4405, 120, 70, "SeeAlsoSection",ExpressionUUID->"20c78896-3712-4bd9-87ea-6b18a277fa5a"], +Cell[3585200, 63655, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"513a6311-3182-40b5-a5de-2a4635c37bbc"], +Cell[3586287, 63685, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"057af870-cd2f-436c-88ac-ca09eee9a9bd"], +Cell[3587330, 63714, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"c82aeccd-aa74-4312-b017-567ed34b12c7"], +Cell[3589412, 63773, 78, 0, 70, "FooterCell",ExpressionUUID->"59a19589-a4b7-4426-b06c-ae0d7495a2e5"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/WickState.nb b/Q3/Documentation/English/ReferencePages/Symbols/WickState.nb index ad1ea37c3..388085723 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/WickState.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/WickState.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 795724, 15394] -NotebookOptionsPosition[ 782483, 15135] -NotebookOutlinePosition[ 786311, 15213] -CellTagsIndexPosition[ 786185, 15207] +NotebookDataLength[ 508091, 10122] +NotebookOptionsPosition[ 495560, 9873] +NotebookOutlinePosition[ 499168, 9946] +CellTagsIndexPosition[ 499081, 9941] WindowTitle->WickState WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "ed6a07e9-08c8-44bc-aba0-ade2fc067969"], + "642d4614-2dcc-4568-bf4b-c0f0872df56f"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "6b191758-26bf-4c86-9cfa-203141c1ff40"], + "71acb690-5e44-452b-b613-36401d8e7227"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,23 +54,25 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "c2146488-2a74-4f8b-a93c-a5e27f1df115"] - }],ExpressionUUID->"6caf5588-a0cf-4e00-b63d-67f564dd0fa1"], + "b97f504f-ad7c-4db3-989c-e1f3ba1fed6b"] + }],ExpressionUUID->"f1cec2a8-df4b-4b40-94e7-bd3ac851b3cf"], StripOnInput->False],{ "\"WickExpectation\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickExpectation"], "\"WickOperator\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickOperator"], - "\"Fermion\"" :> Documentation`HelpLookup["paclet:Q3/ref/Fermion"], - "\"Majorana\"" :> Documentation`HelpLookup["paclet:Q3/ref/Majorana"], - "\"Measurement\"" :> - Documentation`HelpLookup["paclet:Q3/ref/Measurement"]}, + "\"WickUnitary\"" :> + Documentation`HelpLookup["paclet:Q3/ref/WickUnitary"], + "\"Measurement\"" :> + Documentation`HelpLookup["paclet:Q3/ref/Measurement"], "\"Fermion\"" :> + Documentation`HelpLookup["paclet:Q3/ref/Fermion"], "\"Majorana\"" :> + Documentation`HelpLookup["paclet:Q3/ref/Majorana"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "1475884a-f3a6-40ca-bc82-d1e9e98119a4"], + "66b6f6d5-4680-4307-a943-c109b83d742c"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -89,8 +91,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "ef66d311-5a2c-4019-8916-2aeb495ded2e"] - }],ExpressionUUID->"626bdf73-5a0f-4e05-bdbd-e536268e3801"], + "057fef85-d85f-4b73-8b3d-c9aa43e6c952"] + }],ExpressionUUID->"e632f5ed-46f6-44f1-b164-e668cec4b082"], StripOnInput->False],{ "\"Quantum Many-Body Systems\"" :> Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], @@ -100,7 +102,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "893f4ecd-263e-4266-af05-c5ab91164e11"], + "a0fc1759-81ef-47c4-a74e-c5de4d8c5cac"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -119,8 +121,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "e70cd9c5-d251-4edc-ab52-b79dbcb60509"] - }],ExpressionUUID->"5a7de8e7-a111-4e1a-8be2-763b9975d06c"], + "234892a4-05e6-4da2-b48f-202618ed35c0"] + }],ExpressionUUID->"3b083f58-8e0f-4f86-bff5-e3f527cde3dd"], StripOnInput->False],{ "\"Quantum Many-Body Systems with Q3\"" :> Documentation`HelpLookup[ @@ -131,7 +133,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "7a386918-9a85-406c-931e-64c8715cabd8"], + "5cb38a3a-105b-4855-a75c-c341c88255cb"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -150,8 +152,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "0c9b4322-b8a5-4094-a7af-5fc290972f53"] - }],ExpressionUUID->"dbb6fa34-2f89-4bde-bba7-402b22233eb2"], + "a97b8d25-4546-4c77-b147-5ef510107d76"] + }],ExpressionUUID->"a093c8f4-dd3d-4492-ae89-38029b7a631d"], StripOnInput->False],{ "\"Q3/ref/WickState\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -188,14 +190,14 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "e28b5a03-c1a5-4e5e-a9fa-b91d34c024eb"] + "d90cc39d-0933-4db1-a14d-335e16731780"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "ec48ca07-c19a-40b9-bfbf-cb65a5b4f075"]} + "69a5a975-45a2-460d-91f5-c7350b5a1b97"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"b6d7d8f5-8632-4f13-a602-d48e92fc3899"], + CellID->1,ExpressionUUID->"f90a6d5f-b4d7-45ec-9ca5-6b1545859062"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"085b651d-d5c7-4590-96cb-2e89edd35686"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"f94deeb1-ea17-4b93-be23-4f2b242ceeb3"], Cell[CellGroupData[{ @@ -203,14 +205,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "WickState", "ObjectName",ExpressionUUID-> - "5355a201-1254-48dd-86c8-408d605dc6d3"], + "82933a42-68aa-40ae-a13a-1365dc54f126"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"dae8de51-56bb-4642-9822-b355fdaffa5e"], + "Spacer1"]],ExpressionUUID->"51fb16f8-aba4-44f0-9722-b814632d34a2"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "87e51e21-767f-4d35-b5f3-1b1c5cafcd04"] - }],ExpressionUUID->"22bed2de-014a-4881-ae83-72186df07b21"], Cell[BoxData[ + "e8fe3463-9087-4635-9944-d142570d4f25"] + }],ExpressionUUID->"07fbc10d-e0e4-44da-aec2-5859f8c8ee45"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -235,9 +237,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "f61bd689-ae25-4cc5-adba-5caf9adc84d8"]} + "1fb05436-6cab-450a-bcfa-73a8e41276ca"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"e375cca2-3201-474a-ae05-ff65c3bba2a4"], + CacheGraphics->False,ExpressionUUID->"d5b2e058-e26e-4bf8-b3ad-f165ca8c50b7"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -521,7 +523,7 @@ decoherence at evolution stage ", FontFamily->"Source Sans Pro",ExpressionUUID-> "bf6db4c3-fae5-4ff4-8927-58485d25d432"], "." - }],ExpressionUUID->"87d21c8a-bec4-4e22-be25-67d11ee94f97"]}, + }],ExpressionUUID->"d99ebd75-711a-45b1-a85f-eaa33dc9dbca"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -754,7 +756,7 @@ decoherence at evolution stage ", FontFamily->"Source Sans Pro",ExpressionUUID-> "f4323ac2-71e0-40a4-9e1e-519df852645e"], "." - }],ExpressionUUID->"5f9483c2-dcaa-47fd-b600-e2ce26c9fb96"]} + }],ExpressionUUID->"593de779-bb9f-47ed-8f03-1a1f6fa39c9f"]} }]], "Usage", CellID->1766051640,ExpressionUUID->"e9e0ddad-da90-42de-b204-2e6f153ca21f"] }, Open ]], @@ -787,12 +789,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"7871a3c8-1eaa-4cdd-bbdb-56587ec36001"], + ExpressionUUID->"4b0bcca9-6bab-423f-89dd-597c76f5daaa"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"9c7614cb-3b15-4591-9417-8da1224f5528"], + "Spacer1"]],ExpressionUUID->"31c8abb1-6bc1-4bc2-aad5-a028cfbc6bdd"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"f47c7e28-744c-4c72-ac34-50b127dca29d"], + }], "NotesFrameText",ExpressionUUID->"7f42f2bd-8149-4f1b-aeab-a83f04452aeb"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -803,12 +805,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"9bb622fe-777e-4f58-8664-cf6f1bcbfd46"]], \ + "Preemptive"]],ExpressionUUID->"c46672e3-525e-4c55-b871-684995e5e17c"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1810076105,ExpressionUUID->"2c782f3e-d19e-4d7f-90f3-eb729db619f0"], + CellID->944031563,ExpressionUUID->"c3a12031-4430-47cf-83fe-ade94038b310"], Cell[TextData[{ "Let ", @@ -902,10 +904,9 @@ Cell[TextData[{ RowBox[{"exp", "(", RowBox[{ RowBox[{"-", "\[ImaginaryI]"}], "\[VeryThinSpace]", - RowBox[{ - SubscriptBox[ - UnderscriptBox["H", "_"], "s"], "/", "2"}]}], ")"}]}], - TraditionalForm]],ExpressionUUID->"a67e6fea-6c50-4bb4-8647-b7d973cded7b"], + SubscriptBox[ + UnderscriptBox["H", "_"], "s"]}], ")"}]}], TraditionalForm]], + ExpressionUUID->"a67e6fea-6c50-4bb4-8647-b7d973cded7b"], ". Then, ", Cell[BoxData[ RowBox[{ @@ -1080,7 +1081,8 @@ Cell[TextData[{ CellID->1100829731,ExpressionUUID->"7e6ff99b-3236-4baa-83f5-6e306de4ccee"], Cell[TextData[{ - "Note that the fermion operators satisfy the transformation rules\n\t", + "Note that the fermion operators satisfy the canonical transformation rules \ +(notice the factor of 1/2)\n\t", Cell[BoxData[ FormBox[ RowBox[{ @@ -1136,7 +1138,17 @@ Cell[TextData[{ UnderscriptBox["U", "_"], UnderscriptBox["c", "_"]}]}], TraditionalForm]],ExpressionUUID-> "e01fac4b-b3e0-4339-b658-d9b4401de9b7"], - " ." + " ,\[LineSeparator]\t", + Cell[BoxData[ + FormBox[ + RowBox[{ + UnderscriptBox["U", "_"], ":=", + RowBox[{"exp", "(", + RowBox[{ + RowBox[{"-", "\[ImaginaryI]"}], "\[VeryThinSpace]", + UnderscriptBox["H", "_"]}], ")"}]}], TraditionalForm]],ExpressionUUID-> + "c3726c2a-1a04-4af1-8efd-5cd3c786df54"], + "." }], "Notes", CellID->780483751,ExpressionUUID->"a1ba8cf5-abd4-463b-a6c3-98b2abf3d935"], @@ -1293,7 +1305,47 @@ Cell[TextData[{ "842b30e7-7b82-495a-8b55-df3dc28c7c79"], "." }], "Notes", - CellID->1464103385,ExpressionUUID->"973da39e-7c4a-40e4-b21a-bb32f9bb686c"] + CellID->1464103385,ExpressionUUID->"973da39e-7c4a-40e4-b21a-bb32f9bb686c"], + +Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Matrix"]], "paclet:Q3/ref/Matrix", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "922c4554-c620-4a9e-aad9-4868e7ad9d50"], + ", ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Expand"]], "paclet:ref/Expand"}, + "RefLink", + BaseStyle->{"InlineFormula"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f7f9e95b-1e45-4d86-ae91-8a1ab20791e1"], + " and ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Elaborate"]], "paclet:Q3/ref/Elaborate", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f369f86b-2e7c-4686-bb1f-8844bcae1eaf"], + " support ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickState"]], "paclet:Q3/ref/WickState", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "e9a8be2f-f726-4005-b5d9-fd11c9df8c0a"], + "." +}], "Notes", + CellID->1071729737,ExpressionUUID->"06636976-cda6-430c-a882-7791907b5017"] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], @@ -1324,19 +1376,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "b0346cdd-adf8-450d-a421-d27bb16ce815"], + "ba94a0b2-e146-457e-b902-6617a8101641"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"5c58cc85-90f9-4080-bad0-f68af5bee6ea"], + "Spacer1"]],ExpressionUUID->"e4028c31-ffe6-4279-a8ce-8d4c2c3a60a0"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(2)", "ExampleCount",ExpressionUUID-> - "578cc87b-8d5e-40b9-837d-0d13f36df9fa"] + Cell["(4)", "ExampleCount",ExpressionUUID-> + "febf07c4-bedb-4196-9abb-6d86bcc33b54"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->695753333,ExpressionUUID->"70b45744-9555-4461-bc04-06f8f1c18c49"], + CellID->729295305,ExpressionUUID->"af79735d-048f-4e09-ac4d-7aadaff2a5e7"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -1370,18 +1422,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "3a70a89a-b240-47b7-ae61-df61197c2aa1"], + "a729704f-e989-4ccb-8686-a3241ad717b5"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"39890dec-016b-46a9-bc9c-ba04f05ef42e"], + "Spacer1"]],ExpressionUUID->"3164ba20-71f7-4af5-b240-88f02187d350"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(2)", "ExampleCount",ExpressionUUID-> - "b9d03b71-00bf-4381-a889-9b5975dd1e08"] + Cell["(4)", "ExampleCount",ExpressionUUID-> + "c2baaf59-1425-4de9-a1cd-d12e2073aa59"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->477809816,ExpressionUUID->"19a59947-d93e-46f5-a02b-5128a5ce6b66"], + CellID->1577017706,ExpressionUUID->"406a20a9-ff9c-4430-bb5b-00f43b9d38c0"], Cell[TextData[{ "Consider a Kitaev chain consisting of ", @@ -1402,16 +1454,10 @@ Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ - RowBox[{"$m", "=", "4"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"kk", "=", - RowBox[{"Range", "[", "$m", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"$n", "=", "4"}], ";"}], "\[IndentingNewLine]", RowBox[{"cc", "=", - RowBox[{"c", "[", "kk", "]"}]}], "\[IndentingNewLine]", - RowBox[{"cccc", "=", - RowBox[{"Join", "[", - RowBox[{"cc", ",", - RowBox[{"Dagger", "@", "cc"}]}], "]"}]}]}], "Input", + RowBox[{"c", "[", + RowBox[{"Range", "@", "$n"}], "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[2]:=", CellID->471988081,ExpressionUUID->"b94ae826-3e01-46cf-864d-e3da5c4796e6"], @@ -1440,1080 +1486,33 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`c[4]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->1982145023,ExpressionUUID->"a04a8062-ec64-457b-9a5f-8d7c9055cdb0"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, - "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, - "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, - "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, - "RowWithSeparators"]], - $CellContext`c[4]], ",", - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript"], - Q3`Dagger[ - $CellContext`c[1]]], ",", - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript"], - Q3`Dagger[ - $CellContext`c[2]]], ",", - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript"], - Q3`Dagger[ - $CellContext`c[3]]], ",", - InterpretationBox[ - TemplateBox[{"c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"], - TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, - "Subsuperscript"], - Q3`Dagger[ - $CellContext`c[4]]]}], "}"}]], "Output", - CellLabel->"Out[2]=", - CellID->2145069297,ExpressionUUID->"97feb138-037b-46ae-8afc-628dd6fc9be4"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"HH", "=", - RowBox[{ - RowBox[{ - RowBox[{"-", - RowBox[{"Q", "[", "cc", "]"}]}], "-", - RowBox[{"t", "*", - RowBox[{"PlusDagger", "[", - RowBox[{"Hop", "@", "cc"}], "]"}]}], "+", - RowBox[{"\[CapitalDelta]", "*", - RowBox[{"PlusDagger", "[", - RowBox[{"Pair", "@", "cc"}], "]"}]}]}], "//", "Garner"}]}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", - CellID->2106863009,ExpressionUUID->"2d819bab-a2a4-4da4-b14a-5ec5c4b6e901"], - -Cell[BoxData[ - GraphicsBox[ - TagBox[RasterBox[CompressedData[" -1:eJztnW1IVUvbx21rWpoplvaiZVYSlRRZ5KOZEBX0QhZ39OKHovvu9IRh56lz -hw99KcJEOhWWKWoERVhgRR+kICg65QcLxTIjIrVCyYQsC4tK8eWZp+Fs1r3V -vddaM2tm7TX/HxTu7d7XzP8/1zWzZly6E/71P//4b1dAQMC/x5D//vHP/13x -xx//PLw5kjzY8vu/s/f+vue3tb8f2rN3zx//9a9A8uQa8u938sX/fz0IAAAA -AAAAAABwpa+v7+7du7J74a/APRbEuKfOGKmjFAAAgH3o7u6eM2eO7F74K3CP -BTHuqTNG6igFAABgH7D6sAD3WMCVJF/UUQoAAMAOvHjxorS0tLCwMDo6uvQX -HR0dsjvlN8A9FsS4p84YqaMUAACAfaCrz7lz57D6mADusSDGPXXGSB2lAAAA -7EZPTw9+ImYauMeCGPfUGSN1lAIAALAPWH1YgHss4EqSL+ooBQAAYB8cs/o0 -NjbW1dX19/eLbNQx7knBwVeSyEYAAACK4JjVJzo6OiAgoLu7W2SjjnFPCg6+ -kkQ2AuBBfn5+RkbG58+fZXfEL4F7LMA9q3HG6tPf3+9yubB2syC+1px6JYls -BMCDrq6usLCwkJCQEydO8IrZ3t5eV1f39etXXgEtiskO3GMB7rHjs28mVh8b -6u3s7Az4Bd+1WxH3BiXVGpcrHzGtGALZCIAHBQUFaWlpRUVFcXFxvb29LKFa -W1uzsrIiIiJolZFd29y5c4uLiwcGBmwVkyNwjwW4J6Bv+lcfG+otLy+fPXt2 -bGxsZGQk7VV4ePh4DStWrDARVhH3tEipNZZrPDGtGALZCMCwkMycMmXKjRs3 -yJ6FVEdFRYXpUFeuXBk7dizN2+nTpy9fvnzixIn04a5du+wTkyNwjwW4ZxpD -fSNrR1VVFd+YwigpKaFrdHBwMK+1Wx333MiqNZ3uyWrFKMhGAIbl4sWLCQkJ -9BfQcnNzk5OTzcV5+fJlaGgoSdQFCxbU1dW5n6+srCQz2IMHD2wSky9wjwW4 -Zw7V9FLq6+vpUsj480Q13bNzrclqhQVkIwBakpKSzpw5Q79ua2sLCgoyl2lr -1qwhqRsTE/Px40ePb5k+TrciJl/gHgtwzxyq6aXwWrvVdM/OtSarFRaQjQC4 -uXPnTkREhPZe3KysrA0bNhiNQ/KT3jdSWFjo88WkBvfv37948eJ58+Zt27at -oaGBPSbh8+fPV65cIQFLS0uN9d4sUtx78uRJdnb20qVLExMT165de+3aNfaY -OkeEL1Lcc9Pb27tnz57Nmzd/+vSJMabOEeGFOb18Y4qvtUFOa7d09xSsNXu2 -wogzsnFQUi0DO0NSqH9khn3LqlWrDh06pH2mtrZ21KhRr169MtT069evaVnV -1NR4f2V5eXlwcHBUVNTWrVvJdEreMnr0aLIWs8Qc/HUzOek2fT25QtDZbROO -aRHvXllZWWBg4IQJE8gl0MaNG+mPMPLz81li6h8RD/zOPS05OTn0XW/evGGJ -qX9EPDDtnjm93rF/rQ1yWrvluqdmrRlFQCvIRoqsWgZ2ZvXq1QEjM3TFJNvh -oKCgtrY2j+fT09Ozs7MNNd3c3Exb0d6VMSxHjhzJyMjo6uqiD2/evEnetWXL -FpaYhMePH5Mt1Z9//mmoIow6pkWKe01NTVlZWZ2dnfRhS0uLy+WKjY1lial/ -RDzwO/fcVFRUkNcT38j/ZOJlial/RDww7Z5RvXrOHGxeaxQua7dc91SrNXPn -XYZaMXfG64/ZqFOpX9QysDPv379vGpmhm4UdO3Zs3759aBwyv4WGhg69xcIL -fX199DfFzp8/r+fF7q9Jr2JiYubPn88Yk/LhwwdDFWHUMS2y3PNg0aJF48aN -01pqIqbOEfHAT91rbGwkTSQnJ+fl5Y0071kxIh6Yds9Q33SeOdi81ihk4KgQ -0rTORoci3T11as3ceZehVkyf8fpdNupX6he1DBzDu3fvSCrW1tYO/RbJhJkz -Zx4/ftxQwNTUVJKNM2bM+Pbtm8e3SG6P9OfLenp6wsLC1q1bxyWm0YowjU3c -q6ysDAoK2rdvH8eY3keECxLd+/LlS2Ji4oQJE96+fUta8bKDtmJEeKG/b/rP -HGxba27INQ9du4koljh2cI/i7Fozd95lqBXTZ7zsCM5GQ0rtX8vAMeTm5qan -p4/03bNnz06ePJlMdPoDVldX00+PIgnf3Nzsfr6+vp7soXbv3j3su4qLi8lb -yIaLS0xhFSHXvdu3b5PVJyEhgVy0HDhwYKTPPrNiRLggy72BgYFNmzYR0+7f -v08eer+StGJEeGFFXdi21rRMnTqVNJqZmfnz50/3k0bdtoN7FAfXmhtzeaK/ -FXNnvFwQnI36lfpFLQMH0N3dHR4eXlJS8n4EmpqayE720qVLhsLm5eXRH2eQ -9y5cuHD9+vXx8fF047Zo0aKh81VDQ8OYMWPS0tK8nIcbiimmIqS7Rzaky5Yt -mzZtGp0rvNwaZMWIMCLRvYKCAvKwqKiIvsX7laTOmBT9I8ILK+rChrXmwenT -p2l/SMc2/yIpKSk0NPT79++G4kh3b9DptebGdJ4Y9XNQyBmvFinZSPGp1P61 -DBxAWVlZgA5SUlKMRn706FFqairdEFHi4uJOnTo19Lax58+fk10VWXxbW1t5 -xRRTEXZwj1JTU0MMjIqK6ujoYI+pf0RYkOUe8SowMDAyMvLY36xcuZK85sCB -AydPnjQXcyh6RoQXVtSF3WrNA3LRRbYDISEh7u6R5TI5ObmlpcVoKLnuObvW -tLDkidHqE3DGq0VKNlL0KLV5LQPgkx8/fjx79uz+/fsj3Y1M9uPR0dGTJk3S -/2cofMYcdEpF6FHq5sKFC0Ty5cuXGWOaGBF7MpLS69evJ/wnZFNPZ9clS5aY -izksOkeEF1bUhc1rraenp76+vrq6+unTp+47x8whxT3H15oW9jzRWX0CzniH -RXA2DhpUavNaBsA09+7dGz9+fHx8PPeJ1PEVUVVV9fz5c+0zhw8fJpIZP3PW -uhGxMz5/uq0Hi0aEL1bUheNrzQ1fparVmpg8EXPGawesUKpOLQPHcPXq1eDg -YJK3Bw8eJEt53t88fPjQdMympqazvzh27BiJnJqaSh/+9ddf/Doun97eXrIA -Eff27t17+fLlW7du5eTkuFyuWbNmaT+9wihWjIhfwH4ladGIcIfjSqFIrWnh -6J6CtSbgKsUxZ7w+4atUwVoGjiElJWXYe3WOHj1qOub169eHjfnbb7/x67gt -INPyzp07yUzivi0nMzNz2L+trR8rRsQvoL+Aw3gmacWIcIfjaq5Orbnh6J6C -tWb1laQ6Z7zclSpYywAALe3t7Y2NjbY6+FIcG44IzhxYgHssiHFPnTNedZQC -AACwDzhzYAHusSDGPXXOeNVRCgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA -AAAAAAAAAAAAAAAAAAAAAAAAACyir6/v7t27snvhr8A9FsS4p84YqaOUoppe -vsA9FjB38UUdpRTn6e3u7p4zZ47sXvgrcI8FMe6pM0bqKKWoppcvcI8FzF18 -UUcpxXl6nadIJHCPBczGfFFHKUU1vXyBeyxg7uKLOkopTtL74sWL0tLSwsLC -6Ojo0l90dHTI7pTfAPdYEOOeOmOkjlKKanr5AvdYwNzFF3WUUpynlyo6d+6c -YxSJBO6xIMY9dcZIHaUU1fTyBe6xgLmLL+oopThVb09Pj2NOWcUD91gQ4546 -Y6SOUopqevkC91jA3MUXdZRSnKfXeYpEAvdYwGzMF3WUUlTTyxe4xwLmLr6o -o5TiPL2OUdTY2FhXV9ff3y+yUce4JwUHz8bIRgE4Ri+yxe/A3MUX1bLReXod -oyg6OjogIKC7u1tko45xTwoOno2RjQJwjF5ki9+BuYsvqmWj8/Q6QxHZQLlc -LuQ/C/n5+RkZGZ8/fxbWolNnY2SjGJyhF9nCDuYuXiAbxeB3etvb2+vq6r5+ -/TrSC0wo8hlTPJ2dnQG/4Jv/irhH6OrqCgsLCwkJOXHiBK+YVrgnqxVDIBu5 -oIheZAsjmLs4gmzkgmP0tra2ZmVlRURE0Kwgu4y5c+cWFxcPDAx4vFK/Iv0x -hVFeXj579uzY2NjIyEjaq/Dw8PEaVqxYYSKsIu5pKSgoSEtLKyoqiouL6+3t -ZQllhXuyWjEEspELiuhFtvACcxc7yEYuOEzvlStXxo4dS9udPn368uXLJ06c -SB/u2rXL48WkP1VVVXxjCqOkpITmeXBwMK/8V8c9NySrp0yZcuPGDbLfITNJ -RUWF6VBWuCerFaMgG9lRRy+yhQuYu7iAbGTHYXpfvnwZGhpKGlqwYEFdXZ37 -+crKSlJxDx48sElMvtTX11N7Gc/k1XTv4sWLCQkJ9Jf1cnNzk5OTzcURo9T+ -fiIbzaGaXgqyhQXMXXxBNprDeXrXrFlDmo6Jifn48aPHt0wfh1oRky+88l9N -95KSks6cOUO/bmtrCwoKMpelYpTa309kozlU00tBtrCAuYsvyEZzOEwviU/v -cygsLJQSk+Th/v37Fy9ePG/evG3btjU0NPDqhs922fNfuntPnjzJzs5eunRp -YmLi2rVrr127xqsbXrhz505ERIT2Pt6srKwNGzYYjWOFe7JaYcQZ2Si4lqXr -lVJ9g07JFje9vb179uzZvHnzp0+fePVkJDB3cccZ2Si4lqXrdcOr+l6/fk3T -oKamhiWOuZjl5eXBwcFRUVFbt24lCxB5y+jRo8mY+myCmNY/Mno6ySX/5bpX -VlYWGBg4YcIEkgYbN26kx9r5+fk+m2B0b9WqVYcOHdI+U1tbO2rUqFevXvl8 -rxYr3JPSCrJxUEYtq1l9g47IFi05OTn0XW/evPH5YsxdfEE2DsqoZT+tPi80 -NzfTONqfqo+EzjMH/TGPHDmSkZHR1dVFH968eZO8a8uWLT57snr16oCR0eMJ -l/yX615TUxPZUHd2dtKHLS0tLpcrNjbWZ09Y3CPdDgoKamtr83g+PT2d7Ol8 -Nq3FCvcYWzG3M/XHbNSp1M61LFevlOqjOCBb3FRUVJDXE9/I/2Qp9Pl6f5y7 -TJ93mfBz0OApkz9moxvvSu1cy3L1ujFafV7o6+ujv+lz/vx576/Uf+agPyZ9 -sftrchkfExMzf/58n+96//5908jo2Uw1NjZS2z98+ODzxV46L9c9DxYtWjRu -3DitpcPC4t6OHTu2b98+9Hly5UC2ckNvz/CCFe6xtGJ6Z+p32ahfqZ1rWbpe -DwRUH8UZ2TL4SwiJlpycnJeXp/O6xe/mLtOziqFWtBg6ZfK7bNTiXamda9kO -ek1Un3dSU1NJnBkzZnz79m1o39x/bsvQmYPOmB709PSEhYWtW7fOvBjdkHmD -Dsrjx49Z4tjHvcrKSrLj3rdvn3kxvnj37h25hKutrR36LVI1M2fOPH78uKGA -VrhnupUmsztTdgRnoyGldq5l++gVUH1unJEtX758SUxMJJdYb9++JfMGl7XM -C7LmLsZZxWg2cjxl0ongbHSjR6mda1muXiuqr7q6mn7aEVmsm5ub3c/X19cv -Xrx49+7d2s64v/Z+5qA/ppbi4mLylvLyckZFOpk6dSppLjMz8+fPn+4njX5+ -lnT3bt++TdbrhIQEkvwHDhyw9PO/cnNz09PTR/ru2bNnJ0+eTC4h9Ae0wj2W -VjzQuTPlguBs9MCLUjvXsnS9IqtPi79ny8DAwKZNm4hp9+/fJw8FXElKnLs8 -MDSrGGqF+ymTTsRno06ldq5liXqtqz7SvVGjRtEfGi5cuHD9+vXx8fF0o0HS -ftj68nnmYDRmQ0PDmDFj0tLSdN7oy87p06dpf0jHNv8iKSmJjNf3798NxZHr -3s2bN5ctWzZt2jSaP9b9wmx3d3d4eHhJScn7ESC7b9LbS5cuGQprhXtcWhF5 -yjQoNRt9KrVzLcvVK6z6PPD3bCkoKCAPi4qK6FusvpK0z9xlYlbR2YrgM14t -grPRkFI717IsvZZW36NHj1JTU+kFLSUuLu7UqVMjbZ30nDnoj/n8+fOYmBgy -iK2trVzk6IEsc8TSkJAQd/fIEJDL/paWFqOh5LpHqampIQZGRUV1dHQY7b8e -ysrKAnSQkpJiNLIV7pluRdYpk/hsNKTUzrUsVy/F6urzwK+zhXgVGBgYGRl5 -7G9WrlxJXkPCnjx50mj/9SB97mKcVXy2Iv6MV4vIbDSh1M61LF6vmOr78ePH -s2fPSJ+93z1r6MzBZ0wSLTo6etKkSUb/FAMXyFV6fX19dXX106dP3XfimUOK -e1ouXLhAUuLy5csGOm0brHDPRCuyTpkoIrPRhFI717IUvVrEV5+fZsv169cT -/pOwsDC63i1ZsoRFhSzEzCpeWhF8xjssYrLRtFI717JIvfapPr5nDvfu3Rs/ -fnx8fLyUy0jxcHSvqqqKRNM+c/jwYZISYj53VQoiz7sEnzJJhJdSf6llLnoV -rD6KFXUh5cpHCla4J/6MVxYWKbVtLYsZWSnVx/fM4erVq/Tz3w8ePEjk5P3N -w4cP2YPbEI7u9fb2kiWbuLd3716ydbp161ZOTo7L5Zo1a5b2ExychPjzLr8+ -4zUEu1L/qmVGvQpWnxbudaHOleSgBe7Z55TJaqxQaudaFjOy4quP+5lDSkrK -sPerHD16lEt8W8HdvQ8fPuzcuZNcWblvTcnMzBTzlx/EI+C8y7Y7U+5YodTO -tWyFXnWqT0Bd0B/hOfJKUsqsos6VORelflTLVoys4OrzrzMHu2Gpe+3t7Y2N -jdI3UNYhIPfsvDPlizpKKVbrdXb1qZYtfJHlHq4kzWH/WnbAyNr5zMH+wD0W -xLjnRztTRtRRSlFNL1/gHgtS3HPwGa8H6iilqKYXAP/F/jtTXqijlKKaXr7A -PRbgHgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+CP/B2e15v4= - - "], {{0, 36.}, {439., 0}}, {0, 255}, - ColorFunction->RGBColor, - ImageResolution->{144., 144.}, - RasterInterpolation->"High"], - BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], - Selectable->False], - DefaultBaseStyle->"ImageGraphics", - ImageSize->Automatic, - ImageSizeRaw->{439., 36.}, - PlotRange->{{0, 439.}, {0, 36.}}]], "Output", - CellTags->"RasterizedOutput", - CellLabel->"Out[3]=", - CellID->1108221379,ExpressionUUID->"b908f368-f181-4ded-a2d7-89c0eb4f655a"] -}, Open ]], - -Cell["\<\ -Take a look at the single-particle tunneling and nearest-neighbor pairing in \ -the Kitaev chain.\ -\>", "ExampleText", - CellID->832921913,ExpressionUUID->"898f20d4-ec4d-475b-8313-0ce32ddeab36"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"GraphForm", "[", "HH", "]"}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", - CellID->989849518,ExpressionUUID->"2cf38f17-b72c-49a1-a7c0-e8119ef2ffaa"], - -Cell[BoxData[ - GraphicsBox[ - NamespaceBox["NetworkGraphics", - DynamicModuleBox[{Typeset`graph = HoldComplete[ - Graph[{ - $CellContext`c[1], - $CellContext`c[2], - $CellContext`c[3], - $CellContext`c[4]}, { - Null, {{1, 2}, {2, 3}, {3, 4}, {1, 2}, {2, 3}, {3, 4}}, { - Null, Null, Null, "Pairing", "Pairing", "Pairing"}}, { - EdgeLabels -> {UndirectedEdge[ - $CellContext`c[1], - $CellContext`c[2]] -> - Framed[-$CellContext`t, FrameStyle -> None, Background -> - GrayLevel[1]], UndirectedEdge[ - $CellContext`c[1], - $CellContext`c[2], "Pairing"] -> - Framed[-$CellContext`\[CapitalDelta], FrameStyle -> None, Background -> - GrayLevel[1]], UndirectedEdge[ - $CellContext`c[3], - $CellContext`c[4], "Pairing"] -> - Framed[-$CellContext`\[CapitalDelta], FrameStyle -> None, Background -> - GrayLevel[1]], UndirectedEdge[ - $CellContext`c[3], - $CellContext`c[4]] -> - Framed[-$CellContext`t, FrameStyle -> None, Background -> - GrayLevel[1]], UndirectedEdge[ - $CellContext`c[2], - $CellContext`c[3]] -> - Framed[-$CellContext`t, FrameStyle -> None, Background -> - GrayLevel[1]], UndirectedEdge[ - $CellContext`c[2], - $CellContext`c[3], "Pairing"] -> - Framed[-$CellContext`\[CapitalDelta], FrameStyle -> None, Background -> - GrayLevel[1]]}, EdgeStyle -> {UndirectedEdge[ - $CellContext`c[1], - $CellContext`c[2], "Pairing"] -> Directive[ - RGBColor[1, 0, 0], - Thickness[Large]], UndirectedEdge[ - $CellContext`c[2], - $CellContext`c[3], "Pairing"] -> Directive[ - RGBColor[1, 0, 0], - Thickness[Large]], UndirectedEdge[ - $CellContext`c[3], - $CellContext`c[4], "Pairing"] -> Directive[ - RGBColor[1, 0, 0], - Thickness[Large]]}, ImageSize -> Large, - VertexLabels -> {$CellContext`c[3] -> $CellContext`c[ - 3], $CellContext`c[2] -> $CellContext`c[2], $CellContext`c[ - 4] -> $CellContext`c[4], $CellContext`c[1] -> $CellContext`c[ - 1]}}]]}, - TagBox[GraphicsGroupBox[{ - {Hue[0.6, 0.7, 0.5], Opacity[0.7], { - {Arrowheads[0.], - ArrowBox[ - BezierCurveBox[{{0., 6.123233995736766*^-16}, { - 0.49999999999999983`, 0.1644407471831169}, {1., - 4.898587196589413*^-16}}], 0.030239520958083826`]}, InsetBox[ - FrameBox[ - RowBox[{"-", "t"}], - Background->GrayLevel[1], - FrameStyle->None, - StripOnInput->False], {0.5, 0.07000000000000062}, ImageScaled[{0.5, 0.5}], - BaseStyle->"Graphics"]}, { - {RGBColor[1, 0, 0], Thickness[Large], - {Arrowheads[0.], - ArrowBox[ - BezierCurveBox[{{0., 6.123233995736766*^-16}, { - 0.4999999999999997, -0.16444074718311572`}, {1., - 4.898587196589413*^-16}}], 0.030239520958083826`]}}, InsetBox[ - FrameBox[ - RowBox[{"-", "\[CapitalDelta]"}], - Background->GrayLevel[1], - FrameStyle->None, - StripOnInput->False], {0.5, -0.06999999999999951}, ImageScaled[{0.5, 0.5}], - BaseStyle->"Graphics"]}, { - {Arrowheads[0.], - ArrowBox[ - BezierCurveBox[{{1., 4.898587196589413*^-16}, {1.4999999999999978`, - 0.16444074718311635`}, {2., 2.4492935982947064`*^-16}}], - 0.030239520958083826`]}, InsetBox[ - FrameBox[ - RowBox[{"-", "t"}], - Background->GrayLevel[1], - FrameStyle->None, - StripOnInput->False], {1.5, 0.07000000000000045}, ImageScaled[{0.5, 0.5}], - BaseStyle->"Graphics"]}, { - {RGBColor[1, 0, 0], Thickness[Large], - {Arrowheads[0.], - ArrowBox[ - BezierCurveBox[{{1., 4.898587196589413*^-16}, { - 1.499999999999998, -0.16444074718311566`}, {2., - 2.4492935982947064`*^-16}}], 0.030239520958083826`]}}, InsetBox[ - FrameBox[ - RowBox[{"-", "\[CapitalDelta]"}], - Background->GrayLevel[1], - FrameStyle->None, - StripOnInput->False], {1.5, -0.06999999999999967}, ImageScaled[{0.5, 0.5}], - BaseStyle->"Graphics"]}, { - {Arrowheads[0.], - ArrowBox[ - BezierCurveBox[{{2., 2.4492935982947064`*^-16}, { - 2.5000000000000004`, 0.16444074718311674`}, {3., 0.}}], - 0.030239520958083826`]}, InsetBox[ - FrameBox[ - RowBox[{"-", "t"}], - Background->GrayLevel[1], - FrameStyle->None, - StripOnInput->False], {2.5, 0.07000000000000023}, ImageScaled[{0.5, 0.5}], - BaseStyle->"Graphics"]}, { - {RGBColor[1, 0, 0], Thickness[Large], - {Arrowheads[0.], - ArrowBox[ - BezierCurveBox[{{2., 2.4492935982947064`*^-16}, { - 2.5000000000000004`, -0.16444074718311674`}, {3., 0.}}], - 0.030239520958083826`]}}, InsetBox[ - FrameBox[ - RowBox[{"-", "\[CapitalDelta]"}], - Background->GrayLevel[1], - FrameStyle->None, - StripOnInput->False], {2.5, -0.0699999999999999}, ImageScaled[{0.5, 0.5}], - BaseStyle->"Graphics"]}}, - {Hue[0.6, 0.2, 0.8], EdgeForm[{GrayLevel[0], Opacity[ - 0.7]}], {DiskBox[{0., 6.123233995736766*^-16}, 0.030239520958083826], - InsetBox[ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, - "RowWithSeparators"]], - $CellContext`c[1]], - Offset[{2, 2}, {0.030239520958083826, 0.030239520958084437}], - ImageScaled[{0, 0}], - BaseStyle->"Graphics"]}, { - DiskBox[{1., 4.898587196589413*^-16}, 0.030239520958083826], InsetBox[ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, - "RowWithSeparators"]], - $CellContext`c[2]], - Offset[{2, 2}, {1.030239520958084, 0.030239520958084316}], - ImageScaled[{0, 0}], - BaseStyle->"Graphics"]}, { - DiskBox[{2., 2.4492935982947064`*^-16}, 0.030239520958083826], - InsetBox[ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, - "RowWithSeparators"]], - $CellContext`c[3]], - Offset[{2, 2}, {2.0302395209580837, 0.030239520958084073}], - ImageScaled[{0, 0}], - BaseStyle->"Graphics"]}, {DiskBox[{3., 0.}, 0.030239520958083826], - InsetBox[ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, - "RowWithSeparators"]], - $CellContext`c[4]], - Offset[{2, 2}, {3.0302395209580837, 0.030239520958083826}], - ImageScaled[{0, 0}], - BaseStyle->"Graphics"]}}}], - MouseAppearanceTag["NetworkGraphics"]], - AllowKernelInitialization->False]], - AxesStyle->{}, - DefaultBaseStyle->"NetworkGraphics", - FormatType->TraditionalForm, - FrameStyle->{}, - FrameTicks->None, - ImageSize->Large, - PlotRangePadding->Automatic]], "Output", - CellLabel->"Out[4]=", - CellID->1771562390,ExpressionUUID->"8da04508-42d5-4731-9559-b8af452d5ccb"] + CellID->828917105,ExpressionUUID->"8df147e5-6bc2-4c91-a332-be094a253146"] }, Open ]], -Cell["\<\ -Extract the Bogoliubov-de Gennes Hamiltonian in the matrix form.\ -\>", "ExampleText", - CellID->18350583,ExpressionUUID->"e522c682-052a-4aaa-b63d-2e7f0d9e59ab"], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"barH", "=", - RowBox[{"CoefficientTensor", "[", - RowBox[{"HH", ",", - RowBox[{"Dagger", "@", "cccc"}], ",", "cccc"}], "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{"barH", "//", "MatrixForm"}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", - CellID->1232762840,ExpressionUUID->"0894c3d2-133a-4e1e-a1ce-b06398b930f4"], - -Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"-", - FractionBox["1", "2"]}], - RowBox[{"-", - FractionBox["t", "2"]}], "0", "0", "0", - RowBox[{"-", - FractionBox["\[CapitalDelta]", "2"]}], "0", "0"}, - { - RowBox[{"-", - FractionBox["t", "2"]}], - RowBox[{"-", - FractionBox["1", "2"]}], - RowBox[{"-", - FractionBox["t", "2"]}], "0", - FractionBox["\[CapitalDelta]", "2"], "0", - RowBox[{"-", - FractionBox["\[CapitalDelta]", "2"]}], "0"}, - {"0", - RowBox[{"-", - FractionBox["t", "2"]}], - RowBox[{"-", - FractionBox["1", "2"]}], - RowBox[{"-", - FractionBox["t", "2"]}], "0", - FractionBox["\[CapitalDelta]", "2"], "0", - RowBox[{"-", - FractionBox["\[CapitalDelta]", "2"]}]}, - {"0", "0", - RowBox[{"-", - FractionBox["t", "2"]}], - RowBox[{"-", - FractionBox["1", "2"]}], "0", "0", - FractionBox["\[CapitalDelta]", "2"], "0"}, - {"0", - FractionBox["\[CapitalDelta]", "2"], "0", "0", - FractionBox["1", "2"], - FractionBox["t", "2"], "0", "0"}, - { - RowBox[{"-", - FractionBox["\[CapitalDelta]", "2"]}], "0", - FractionBox["\[CapitalDelta]", "2"], "0", - FractionBox["t", "2"], - FractionBox["1", "2"], - FractionBox["t", "2"], "0"}, - {"0", - RowBox[{"-", - FractionBox["\[CapitalDelta]", "2"]}], "0", - FractionBox["\[CapitalDelta]", "2"], "0", - FractionBox["t", "2"], - FractionBox["1", "2"], - FractionBox["t", "2"]}, - {"0", "0", - RowBox[{"-", - FractionBox["\[CapitalDelta]", "2"]}], "0", "0", "0", - FractionBox["t", "2"], - FractionBox["1", "2"]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[ - SparseArray[ - Automatic, {8, 8}, 0, { - 1, {{0, 3, 8, 13, 16, 19, 24, 29, 32}, {{1}, {2}, {6}, {1}, {2}, {3}, { - 5}, {7}, {2}, {3}, {4}, {6}, {8}, {3}, {4}, {7}, {2}, {5}, {6}, {1}, { - 3}, {5}, {6}, {7}, {2}, {4}, {6}, {7}, {8}, {3}, {7}, {8}}}, { - Rational[-1, 2], Rational[-1, 2] $CellContext`t, - Rational[-1, 2] $CellContext`\[CapitalDelta], - Rational[-1, 2] $CellContext`t, Rational[-1, 2], - Rational[-1, 2] $CellContext`t, - Rational[1, 2] $CellContext`\[CapitalDelta], - Rational[-1, 2] $CellContext`\[CapitalDelta], - Rational[-1, 2] $CellContext`t, Rational[-1, 2], - Rational[-1, 2] $CellContext`t, - Rational[1, 2] $CellContext`\[CapitalDelta], - Rational[-1, 2] $CellContext`\[CapitalDelta], - Rational[-1, 2] $CellContext`t, Rational[-1, 2], - Rational[1, 2] $CellContext`\[CapitalDelta], - Rational[1, 2] $CellContext`\[CapitalDelta], Rational[1, 2], - Rational[1, 2] $CellContext`t, - Rational[-1, 2] $CellContext`\[CapitalDelta], - Rational[1, 2] $CellContext`\[CapitalDelta], - Rational[1, 2] $CellContext`t, Rational[1, 2], - Rational[1, 2] $CellContext`t, - Rational[-1, 2] $CellContext`\[CapitalDelta], - Rational[1, 2] $CellContext`\[CapitalDelta], - Rational[1, 2] $CellContext`t, Rational[1, 2], - Rational[1, 2] $CellContext`t, - Rational[-1, 2] $CellContext`\[CapitalDelta], - Rational[1, 2] $CellContext`t, Rational[1, 2]}}]]]]], "Output", - CellLabel->"Out[5]//MatrixForm=", - CellID->520375262,ExpressionUUID->"b3fd84f9-c62b-42ac-b909-8aab0d4dea74"] -}, Open ]], - -Cell["\<\ -Calculate the unitary matrix describing the Bogoliubov-de Gennes type.\ -\>", "ExampleText", - CellID->363488900,ExpressionUUID->"155db052-c481-4807-82e0-33a586c57351"], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"barU", "=", - RowBox[{"MatrixExp", "[", - RowBox[{ - RowBox[{ - RowBox[{"-", "I"}], "*", "0.2", "*", - RowBox[{"Normal", "[", "barH", "]"}]}], "/.", - RowBox[{"{", - RowBox[{ - RowBox[{"t", "->", "1"}], ",", - RowBox[{"\[CapitalDelta]", "->", "1"}]}], "}"}]}], "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"barU", "//", "Chop"}], "//", "MatrixForm"}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", - CellID->1176894764,ExpressionUUID->"f4ffe248-32da-4c06-9b1f-8a01d10e9366"], - Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411801`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - RowBox[{"3.3198626353946485`*^-7", " ", "\[ImaginaryI]"}]}], - "0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404289255492`*^-8", "-", - RowBox[{"0.0003316699566825005`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"3.3214464132095884`*^-7", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.975137171273682`", "\[VeryThinSpace]", "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - "1.1079404291230823`*^-8", - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - RowBox[{"0.00033166995668250094`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]", "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947762`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404294454617`*^-8", "+", - RowBox[{"0.0003316699566825008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "1.107940429399415`*^-8"}], - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]", "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - RowBox[{"3.3198626353948343`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616012`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "-", - RowBox[{"3.3214464132085747`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - RowBox[{"0.0003316699566825007`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]", "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.00995010820050242`"}]}, - {"0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687226166`"}], "-", - RowBox[{"0.09916907966616019`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404294602866`*^-8", "+", - RowBox[{"0.0003316699566825007`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "-", - RowBox[{"3.321446413210055`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]", "-", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815198`"}], "-", - RowBox[{"0.09883740970947766`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282935582`", "\[VeryThinSpace]", "+", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292422522`*^-8"}], "-", - RowBox[{"3.319862635394027`*^-7", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.00001660565268722747`"}], "+", - RowBox[{"0.09916907966616012`", " ", "\[ImaginaryI]"}]}], - "1.1079404294428003`*^-8", - RowBox[{"0.`", "\[VeryThinSpace]", "-", - RowBox[{"0.09916907966616012`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.10794042907975`*^-8"}], "+", - RowBox[{"0.0003316699566825007`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "-", - RowBox[{"0.0988374097094776`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9751371712736818`", "\[VeryThinSpace]", "-", - RowBox[{"0.09850607189743643`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.00991690797453226`"}], "-", - RowBox[{"0.09883807384038246`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282933428`", "\[VeryThinSpace]", "+", - RowBox[{"0.00033133781204117987`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"1.107940428904161`*^-8", "-", - RowBox[{"0.0003316699566825008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "1.1079404290938505`*^-8"}], - RowBox[{"0.000016605652687223957`", "\[VeryThinSpace]", "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282936978`", "\[VeryThinSpace]", "+", - RowBox[{"0.0003313378120411796`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "-", - RowBox[{"0.0988380738403825`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.975137171273682`", "\[VeryThinSpace]", "-", - RowBox[{"0.09850607189743647`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0099335025478152`"}], "-", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"3.3214464132099807`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.107940429169793`*^-8"}], "-", - RowBox[{"0.0003316699566825008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00001660565268722698`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.009950108200502425`"}], - RowBox[{ - RowBox[{"-", "1.1079404292414353`*^-8"}], "-", - RowBox[{"3.3198626353929343`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282932885`", "\[VeryThinSpace]", "+", - RowBox[{"0.00033133781204118014`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0099335025478152`"}], "-", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]", "-", - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[6]//MatrixForm=", - CellID->349793711,ExpressionUUID->"0884371b-9b00-497c-935c-42580edd0f72"] -}, Open ]], - -Cell["\<\ -Due to the particle-hole symmetry, the above unitary matrix has redundant \ -blocks. Extract the minimal blocks. Recall the convention:\ -\>", "ExampleText", - CellID->524586804,ExpressionUUID->"16a59e83-50a7-4e50-84b9-85dd07c5f1c0"], - -Cell[TextData[{ - "\t", - Cell[BoxData[ - FormBox[ - RowBox[{ - UnderscriptBox["c", "_"], " ", "\[RightTeeArrow]", - RowBox[{ - UnderscriptBox["U", "_"], " ", - UnderscriptBox["c", "_"], " "}]}], TraditionalForm]],ExpressionUUID-> - "8a1bcd6a-6b54-49b9-b65e-97eefbb61b5a"], - " with ", - Cell[BoxData[ - FormBox[ - RowBox[{ - SuperscriptBox[ - UnderscriptBox["c", "_"], "\[Dagger]"], ":=", - RowBox[{"(", - RowBox[{ - SubscriptBox["c", "1"], ",", "\[Ellipsis]", ",", - SubscriptBox["c", "n"], ",", - SubsuperscriptBox["c", "1", "\[Dagger]"], ",", "\[Ellipsis]", ",", - SubsuperscriptBox["c", "n", "\[Dagger]"]}], ")"}]}], TraditionalForm]], - ExpressionUUID->"aa9eefc4-b1f9-47e5-94b7-d7721bf9f09b"], - " and ", - Cell[BoxData[ - FormBox[ - RowBox[{ - UnderscriptBox["U", "_"], ":=", - RowBox[{"(", GridBox[{ - {"U", "V"}, - { - SuperscriptBox["V", "*"], - SuperscriptBox["U", "*"]} - }], ")"}]}], TraditionalForm]],ExpressionUUID-> - "f47c970c-d742-415e-875c-b213f6fbd5a7"], - "." -}], "ExampleText", - CellID->1319797561,ExpressionUUID->"ede89c92-ae53-44ba-b5c6-d5b2a9afbea3"], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"u", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$m"}], ",", - RowBox[{";;", "$m"}]}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ - RowBox[{"v", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$m"}], ",", - RowBox[{ - RowBox[{"$m", "+", "1"}], ";;"}]}], "]"}], "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{"u", "//", "MatrixForm"}], "\[IndentingNewLine]", - RowBox[{"v", "//", "MatrixForm"}]}], "Input", + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", - CellID->1059257203,ExpressionUUID->"128a8b68-8042-443b-90ce-b830106660d1"], - -Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411801`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - RowBox[{"3.3198626353946485`*^-7", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.975137171273682`", "\[VeryThinSpace]", "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]", "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947762`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - RowBox[{"3.3198626353948343`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]", "-", - RowBox[{"0.0003313378120411798`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]", "+", - RowBox[{"0.09916907966616012`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[7]//MatrixForm=", - CellID->1542649436,ExpressionUUID->"21010b28-11c3-4396-8781-1a28cd40825b"], - -Cell[BoxData[ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.009950108200502423`", "\[VeryThinSpace]", "+", - RowBox[{"2.5290913197495183`*^-22", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404289255492`*^-8", "-", - RowBox[{"0.0003316699566825005`", " ", "\[ImaginaryI]"}]}], - RowBox[{"8.92745146730816`*^-21", "+", - RowBox[{"3.3214464132095884`*^-7", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1079404291230823`*^-8", "+", - RowBox[{"4.433254424948396`*^-21", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.6727401305043303`*^-18", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - RowBox[{"0.00033166995668250094`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"1.1079404294454617`*^-8", "+", - RowBox[{"0.0003316699566825008`", " ", "\[ImaginaryI]"}]}], - RowBox[{"1.1579790325831189`*^-18", "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.107940429399415`*^-8"}], "-", - RowBox[{"2.241454781417565`*^-19", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]", "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "9.943302374432365`*^-21"}], "-", - RowBox[{"3.3214464132085747`*^-7", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - RowBox[{"0.0003316699566825007`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]", "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.00995010820050242`"}], "+", - RowBox[{"2.083853062282483`*^-19", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]], "Output", - CellLabel->"Out[7]//MatrixForm=", - CellID->739000621,ExpressionUUID->"d44b7077-345a-4b16-bc79-74f3a1f18794"] -}, Open ]], - -Cell[TextData[{ - "Suppose that the system evolves as the following quantum circuit. Here, the \ -lines denotes the fermion modes, ", - Cell[BoxData[ - FormBox[ - RowBox[{"U", "=", - RowBox[{"exp", "(", - RowBox[{ - RowBox[{"-", "\[ImaginaryI]"}], "\[VeryThinSpace]", "H", - "\[VeryThinSpace]", "\[Delta]"}], ")"}]}], TraditionalForm]], - ExpressionUUID->"37f06d5f-4e18-400e-9ed7-ac5fd9bed4c5"], - ", where ", - Cell[BoxData[ - FormBox["H", TraditionalForm]],ExpressionUUID-> - "af996504-476a-4fbe-8edd-367514347677"], - " is the many-body Hamiltonian of the Kitaev chain, describe the \ -time-evolution evolution operator for time interval \[Delta], and the \ -measurement symbol indicates the measurement of occupation number of the \ -corresponding fermion mode." -}], "ExampleText", - CellID->1553546489,ExpressionUUID->"ce0be207-0b3f-4d0d-a1c8-c471c8f7e61e"], - -Cell[TextData[{ - "\t", - Cell[BoxData[ - InterpretationBox[ - GraphicsBox[{ - {Dashing[{Small, Small}], - LineBox[{{{4, -1}, {6, -1}}, {{2, -2}, {6, -2}}, {{2, -3}, {6, -3}}}]}, - LineBox[{{{0, -1}, {4, -1}}, {{0, -2}, {2, -2}}, {{0, -3}, {2, -3}}, {{ - 0, -4}, {6, -4}}}], {InsetBox[ - TemplateBox[{"1"}, - "Ket"], {-0.2, -1.}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, { - 1, 0}], InsetBox[ - TemplateBox[{"0"}, - "Ket"], {-0.2, -2.}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, { - 1, 0}], InsetBox[ - TemplateBox[{"1"}, - "Ket"], {-0.2, -3.}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, { - 1, 0}], InsetBox[ - TemplateBox[{"0"}, - "Ket"], {-0.2, -4.}, NCache[ - ImageScaled[{1, Rational[1, 2]}], ImageScaled[{1, 0.5}]], Automatic, { - 1, 0}]}, { - {GrayLevel[1], EdgeForm[Opacity[1]], - RectangleBox[{0.6, -4.4}, {1.4, -0.6}]}, InsetBox[ - StyleBox["U", - StripOnInput->False, - FontSize->Scaled[0.06666666666666667], - FontWeight->"Light", - FontSlant->Italic], {1., -2.5}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]], Automatic, {1, 0}]}, {{ - {GrayLevel[1], EdgeForm[Opacity[1]], - RectangleBox[{1.6, -2.4}, {2.4, -1.6}]}, - CircleBox[{2, -2.2}, 0.4, - NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{2, -2.2}, {2.24, -1.76}}]}, { - {GrayLevel[1], EdgeForm[Opacity[1]], - RectangleBox[{1.6, -3.4}, {2.4, -2.6}]}, - CircleBox[{2, -3.2}, 0.4, - NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{2, -3.2}, {2.24, -2.76}}]}}, { - {GrayLevel[1], EdgeForm[Opacity[1]], - RectangleBox[{2.6, -4.4}, {3.4, -0.6}]}, InsetBox[ - StyleBox["U", - StripOnInput->False, - FontSize->Scaled[0.06666666666666667], - FontWeight->"Light", - FontSlant->Italic], {3., -2.5}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]], Automatic, {1, 0}]}, { - {GrayLevel[1], EdgeForm[Opacity[1]], - RectangleBox[{3.6, -1.4}, {4.4, -0.6}]}, - CircleBox[{4, -1.2}, 0.4, - NCache[{Rational[1, 6] Pi, Rational[5, 6] Pi}, {0.5235987755982988, - 2.6179938779914944`}]], LineBox[{{4, -1.2}, {4.24, -0.76}}]}, { - {GrayLevel[1], EdgeForm[Opacity[1]], - RectangleBox[{4.6, -4.4}, {5.4, -0.6}]}, InsetBox[ - StyleBox["U", - StripOnInput->False, - FontSize->Scaled[0.06666666666666667], - FontWeight->"Light", - FontSlant->Italic], {5., -2.5}, NCache[ - ImageScaled[{Rational[1, 2], Rational[1, 2]}], - ImageScaled[{0.5, 0.5}]], Automatic, {1, 0}]}}, - AxesStyle->Large, - FrameStyle->Large, - ImagePadding->{{25.56, 25.56}, {7.2, 7.2}}, - ImageSize->262.8, - PlotRange->{{0, 6}, {-4.5, -0.5}}, - PlotRangePadding->Scaled[0.025]], - Q3`QuantumCircuit[ - Q3`PortIn[ - Ket[<|$CellContext`S[1, Q3`$] -> 1, $CellContext`S[2, Q3`$] -> - 0, $CellContext`S[3, Q3`$] -> 1, $CellContext`S[4, Q3`$] -> 0|>]], - Q3`Gate[{ - $CellContext`S[1, Q3`$], - $CellContext`S[2, Q3`$], - $CellContext`S[3, Q3`$], - $CellContext`S[4, Q3`$]}, "Label" -> $CellContext`U], - Q3`Measurement[{ - $CellContext`S[2, 3], - $CellContext`S[3, 3]}], - Q3`Gate[{ - $CellContext`S[1, Q3`$], - $CellContext`S[2, Q3`$], - $CellContext`S[3, Q3`$], - $CellContext`S[4, Q3`$]}, "Label" -> $CellContext`U], - Q3`Measurement[ - $CellContext`S[1, 3]], - Q3`Gate[{ - $CellContext`S[1, Q3`$], - $CellContext`S[2, Q3`$], - $CellContext`S[3, Q3`$], - $CellContext`S[4, Q3`$]}, "Label" -> $CellContext`U]]]],ExpressionUUID-> - "9dcc7a8f-4e34-4be2-9f76-73e600b513eb"] -}], "ExampleText", - CellID->1004587520,ExpressionUUID->"4bd1a5dc-b3e8-4f82-9853-3b5dbc0a6cbf"], - -Cell["\<\ -Construct the state corresponding to the quantum circuit assuming that every \ -measurement gives outcome 1.\ -\>", "ExampleText", - CellID->706653800,ExpressionUUID->"db413a85-f001-49d7-be53-0c7936409e9b"], + CellLabel->"In[3]:=", + CellID->982058907,ExpressionUUID->"d469f205-6845-4112-8de4-3ad57dbde463"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"ws", "=", - RowBox[{"WickState", "[", + RowBox[{"wu", "=", + RowBox[{"WickUnitary", "[", RowBox[{ - RowBox[{"{", - RowBox[{"u", ",", "v"}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"Dagger", "[", - RowBox[{"c", "[", "1", "]"}], "]"}], ",", - RowBox[{"c", "[", "1", "]"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"u", ",", "v"}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"Dagger", "[", - RowBox[{"c", "[", "2", "]"}], "]"}], ",", - RowBox[{"c", "[", "2", "]"}], ",", - RowBox[{"Dagger", "[", - RowBox[{"c", "[", "3", "]"}], "]"}], ",", - RowBox[{"c", "[", "3", "]"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"u", ",", "v"}], "}"}], ",", - RowBox[{"AssociationThread", "[", - RowBox[{"cc", "->", - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}]}], "]"}]}], + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}], ",", "cc"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", - CellID->288901277,ExpressionUUID->"90ab5065-0668-4f30-82d1-6b1fd58bc06f"], + CellLabel->"In[4]:=", + CellID->709332919,ExpressionUUID->"66c4be0a-55ae-4827-8116-a499efe416e9"], Cell[BoxData[ InterpretationBox[ RowBox[{ - TagBox["WickState", + TagBox["WickUnitary", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -2532,7 +1531,7 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -2554,12 +1553,11 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { @@ -2586,7 +1584,7 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -2608,121 +1606,20 @@ Cell[BoxData[ TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}, { + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{ InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -2741,13 +1638,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -2759,10 +1654,9 @@ Cell[BoxData[ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, @@ -2780,137 +1674,186 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ - RowBox[{"{", + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ RowBox[{ - RowBox[{"{", + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23457353803352107`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.13094895628053507`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.03132160191807737`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0064801759065640846`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", InterpretationBox[ RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", + TagBox["MatrixObject", "SummaryHead"], "[", - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], + TagBox["\"Type: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], + TagBox["\"Type: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -2918,632 +1861,523 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.25`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements:\"", "SummaryItemAnnotation"], + TagBox["\"Elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"\"", "SummaryItem"]}]}, { TagBox[ TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { + RowBox[{"-", "0.041631922493370985`"}], "+", + + RowBox[{"0.0010750823513930262`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"{", - RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.10357350309400706`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.0003106339104423192`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["None", "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, - Editable -> False, SelectWithContents -> True]}], "}"}], - ",", - RowBox[{"{", + RowBox[{"-", "0.477714973305623`"}], "+", + + RowBox[{"0.22744174956494273`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - InterpretationBox[ + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{ - RowBox[{ - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411801`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - - RowBox[{"3.3198626353946485`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.975137171273682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - - RowBox[{"0.09883740970947762`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - - RowBox[{"3.3198626353948343`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09916907966616012`", " ", + RowBox[{"0.07121149018740795`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}, Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[4]=", + CellID->350017645,ExpressionUUID->"f5a53fec-3cad-45a3-ae11-48eac2fd5a53"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"op", "=", + RowBox[{"WickOperator", "@", + RowBox[{"RandomChoice", "@", + RowBox[{"Subsets", "[", + RowBox[{ + RowBox[{"Join", "[", + RowBox[{"cc", ",", + RowBox[{"Dagger", "@", "cc"}]}], "]"}], ",", + RowBox[{"{", "4", "}"}]}], "]"}]}]}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->725351330,ExpressionUUID->"9961eb12-4a45-4c2d-bd5b-ae56cba1fa7a"], + +Cell[BoxData[ + RowBox[{"WickOperator", "[", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "}"}], "]"}]], "Output", + CellLabel->"Out[5]=", + CellID->1658208199,ExpressionUUID->"0b6aa3d0-7840-4486-8da2-c494f355ccf8"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"in", "=", + RowBox[{"Ket", "[", + RowBox[{"cc", "->", + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}]}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->692982433,ExpressionUUID->"011bd4c1-9b9e-4716-9745-eeb601ff7b61"], + +Cell[BoxData[ + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 0|>]]], "Output", + CellLabel->"Out[6]=", + CellID->505600423,ExpressionUUID->"7780228e-3620-447f-9265-704d607359cc"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ws", "=", + RowBox[{"wu", "**", "op", "**", "wu", "**", "in"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->2050277871,ExpressionUUID->"40b02826-752e-4ae8-95ea-179270c2e9f3"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"1.1079404289255492`*^-8", "-", - - RowBox[{"0.0003316699566825005`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - - RowBox[{"3.3214464132095884`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - "1.1079404291230823`*^-8", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - - RowBox[{"0.00033166995668250094`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"1.1079404294454617`*^-8", "+", + InterpretationBox[ + SubscriptBox["c", - RowBox[{"0.0003316699566825008`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", - RowBox[{"-", "1.107940429399415`*^-8"}], - RowBox[{ - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", - RowBox[{"3.3214464132085747`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", + TemplateBox[{",", "\",\"", "2", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", - RowBox[{"0.0003316699566825007`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.00995010820050242`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], + TemplateBox[{",", "\",\"", "2", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], + TemplateBox[{",", "\",\"", "2", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[1.6727401305043305`*^-18, 0.09916907966616016], + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], + TemplateBox[{",", "\",\"", "2", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[0.000016605652687226302`, 0.0991690796661601]}, { + TemplateBox[{",", "\",\"", "2", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], + TemplateBox[{",", "\",\"", "2", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}], ",", - RowBox[{"{", - RowBox[{ + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", + SubscriptBox["c", - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -3551,124 +2385,16 @@ HACo2sx4 RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{ - RowBox[{ - RowBox[{"0.9411238678566561`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.19341019859437134`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.038944119057645055`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.0002620773276979446`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.002603237866672337`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "7.030241935192683`*^-7"}], "+", - - RowBox[{"0.000010495059269479881`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.038944119057645055`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9021790457748177`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.18819320766416767`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.03868204172994712`"}], "+", - RowBox[{"0.19081745578696852`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.00026207732769795156`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0026032378666723355`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.00026207732769795156`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.002603237866672336`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.0386820417299471`"}], "+", - RowBox[{"0.1908174557869685`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.9021790457748181`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.1881932076641677`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.03894411905764505`"}], "+", - - RowBox[{"0.19079644553083996`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "7.030241935192954`*^-7"}], "+", - - RowBox[{"0.000010495059269479117`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.0002620773276979446`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0026032378666723363`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"{", RowBox[{ - RowBox[{"-", "0.03894411905764505`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"{", RowBox[{ - RowBox[{"0.9411238678566558`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.19341019859437122`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - - Complex[-7.030241935192683*^-7, - 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[ - 0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", InterpretationBox[ RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", + TagBox["SparseArray", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -3684,11 +2410,39 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ + Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["4", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -3717,11 +2471,39 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["4", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -3729,107 +2511,79 @@ HACo2sx4 RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], + TagBox["\"Default: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.03920689940953653`", - RowBox[{ - RowBox[{"-", "0.00026278035189146974`"}], "+", - RowBox[{"0.1934101985943713`", " ", "\[ImaginaryI]"}]}], - RowBox[{"7.0302419351298`*^-7", "-", - RowBox[{"0.002613753063531294`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.000010515196858958871`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.0002627803518914715`"}], "-", - RowBox[{"0.1934101985943714`", " ", "\[ImaginaryI]"}]}], - "7.030241935184217`*^-7", - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19341019859437136`", " ", "\[ImaginaryI]"}]}], - + TagBox["0", "SummaryItem"]}]}, { RowBox[{ - RowBox[{"-", "7.030241935147147`*^-7"}], "-", - - RowBox[{"0.002613753063531294`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"7.030241935285925`*^-7", "+", - - RowBox[{"0.0026137530635312943`", " ", - "\[ImaginaryI]"}]}], + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.1934101985943713`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "7.030241935355314`*^-7"}], + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ RowBox[{ - RowBox[{"0.000262780351891468`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.19341019859437125`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.000010515196858957876`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ - RowBox[{"-", "7.030241935164494`*^-7"}], "+", - RowBox[{"0.002613753063531293`", " ", "\[ImaginaryI]"}]}], + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ - RowBox[{"0.00026278035189146454`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.19341019859437125`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"-", "0.039206899409536505`"}]}}, RowSpacings -> - 1, ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[ - 8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - - Complex[0.000262780351891468, 0.19341019859437125`]}, { - - Complex[-8.131516293641283*^-20, \ --0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - Complex[-0.039206899409536505`, 8.673617379884035*^-19]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}], ",", - RowBox[{"{", - RowBox[{ + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", InterpretationBox[ RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", + TagBox["SparseArray", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -3845,11 +2599,39 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["0", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -3878,7 +2660,128 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ RowBox[{ TagBox["\"Type: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -3897,73 +2800,73 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.8706303274912398`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.2780792901080426`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669408`"}], "+", - RowBox[{"0.2694771580320819`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0012981885381122965`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335830301`*^-6"}], "+", + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.00007809104301577483`", " ", + RowBox[{"0.23457353803352107`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.08472202645669408`"}], "+", - RowBox[{"0.26947715803208194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.78590040701821`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26095345726198343`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08342383791858181`"}], "+", - RowBox[{"0.26963368038096003`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0012981885381123139`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.0012981885381123139`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.08342383791858178`"}], "+", - RowBox[{"0.26963368038096`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.7859004070182107`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2609534572619835`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669409`"}], "+", + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.26947715803208183`", " ", + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "7.894016335830356`*^-6"}], "+", + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007809104301577258`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.001298188538112293`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.08472202645669406`"}], "+", - RowBox[{"0.2694771580320819`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.8706303274912393`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.2780792901080424`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> - Baseline, ColumnAlignments -> Center], "\[NoBreak]", - ")"}], + RowBox[{"0.0064801759065640846`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -3979,23 +2882,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -4066,56 +2968,73 @@ HACo2sx4 TagBox[ TagBox[ RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.08602810901114225`", + GridBox[{{ RowBox[{ - RowBox[{"-", "0.0013060825544481472`"}], "+", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}], - RowBox[{"7.894016335826398`*^-6", "-", - RowBox[{"0.008602132075960674`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.041631922493370985`"}], "+", + + RowBox[{"0.0010750823513930262`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.00007843130586223016`", " ", + RowBox[{"0.10357350309400706`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.0013060825544481437`"}], "-", - RowBox[{"0.27807929010804266`", " ", "\[ImaginaryI]"}]}], - "7.894016335827523`*^-6", + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.27807929010804266`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335826398`*^-6"}], "-", + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.008602132075960672`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"7.894016335854154`*^-6", "+", - RowBox[{"0.008602132075960674`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0003106339104423192`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2780792901080426`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "7.89401633587497`*^-6"}], + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.0013060825544481298`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.00007843130586222762`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335826398`*^-6"}], "+", - RowBox[{"0.00860213207596067`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.477714973305623`"}], "+", + RowBox[{"0.22744174956494273`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.0013060825544481298`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.08602810901114219`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.07121149018740795`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -4131,279 +3050,366 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}]}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - - Complex[-0.00995010820050242, - 2.083853062282483*^-19]}}}, {{{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - - Complex[-7.030241935192683*^-7, - 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[ - 0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[ - 8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - - Complex[0.000262780351891468, 0.19341019859437125`]}, { - - Complex[-8.131516293641283*^-20, \ --0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - - Complex[-0.039206899409536505`, - 8.673617379884035*^-19]}}}, {{{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}, Selectable -> False, Editable -> False, - SelectWithContents -> True], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["SymmetrizedArray", "SummaryHead"], "[", + SelectWithContents -> True]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, TemplateBox[{ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJztV2lMVFcUBoVCkYpSlC22QLWgICICUgE/QEVUQKCiiKJYRdSwCcVqqSgD -omMRpbhMkEXEhioC0aJCWDqMCozgzJthRxnZhnWGAW1Bo2Jt4t/74yYm1aYv -ecnLzZfzzvKdc75r/F2Eb/BUJSWlGe/ef76NFH7mn8fdh9K7R6eY35Xm1YBl -P5RtSzcRIGPJ5eKlzxsxcNm4x+faEFwEu6yLAwVg6y060/CgCSu0S3YGNg9B -cX78bONEDcYKY1TaouMxR0vtWYpSM9GO9Z6yxlBnBuxNBvcu7ulAlEPnPKNw -GeJs8gKmNgrgddghtT2vAfbcUxFsvSF4Vq1JnunOwPzHUgNhIIMtyR2bz+cP -UONp/Xlf8dKek+rCYxyvesUK0JR4OPFT70b4KLIbwnYMgSMPV62yEIJdszw9 -/Y0YB8by8zOFg4gwt1isriVEeYx+QKVrK04xIdzEgGFMBqUpv36bF8klicTL -QQKbZs0Eq3QZ5rYF2abcEqP96rTMwivlkE6mGi4p7MVRTdN1JnI+Fp2uuKRw -OY1E9iPDjSat1Hhaf2jjpc0zqb6k/17hNNn7uonRl3MhUZ5ZhZRgzuIpwVKi -/aXfaG21XSvEb9Vpxtmz2qDD7b2WlTQM6LZ7lOcz6Mvuy6yqeYio0gY5X20A -flm5Kysr3p7bemR0RXXCg/N90qCZHBx8GZ0dIkKSsrSjxa4WdrOVlJQb+qjx -tP7Qxru3kRU40iCA+ExynElkC6x3iHDIchgpusYqM1h9qJ2ze0rGHhmamjQ2 -jbYoiH1EW9/tfnbqvMRqPPCNHIpShOJRjVHJmdBGZIZl1/FMGPjnawdYnXuM -JVusnQZdZLANv5PjJhFin3e8lVqRCCNnF9yscBpEgWVV6y4Wg7baOtfq5U9w -zCajLJqRQRwmnFXCFUF9MnrO12n3oTzOnkhz7qPG0/pDindPvczV10aEvc4a -uZH63dAVPTXKa5NT85lkn9SnJP6Q4qLlj+xkddLFY0IkJ5SprRtsg9HYqFbP -zWE8jTBz9JOLcO+55/mHzvewL/AK32VCSo1/X/1LilfP0t46R0WE0MwVzpx5 -deDYxslvxPTDUP93U9dWBgajC6r0D9TjleYN9azKfuLeIc1DUp/S8kfDOtb2 -tHUNQg+OW7poHIQVz9+eP78JOkVrFnJmizDDQrcivqgL8X4sD/8COVpCts// -SpUBLzxOW4v3CO5OrKaqWTJqPC2faeP9YvXo+pi3fLirZ7AvdJMYnU4LMkqT -yHkg6QfSXiPNW9IcIPGTlLcSlYU3B06IoXTJLUGy5g+42T1RS5voJfpPi1dN -LZjudoRBgF6QzjM9IQz6OQseew8gX9r9Ru0Fg0H9koVmbl0w7Tg6sjpeDqML -sfu9HjE4HVA43+FxJ6Yvyel5sUEOq/ZzvLFsBt0bLbRuqHeiM9fa8cgrGVgq -vbcn7/Xi4Av3XPGhYYy3rk/P4yrQ68jY3+YKsX992cvBsnaULHOxU0iGiTqN -pB9Ie400b0lzgJafcV2CZ+uktbi+UrdZ8fo47Psdz+pObSHid/rx6oqCRJg+ -dRuXfacb03ucTtQYjiBdkrC6WF8Mt2mfaXmM8hCDmQV+hVK89DHl3jZkoOl7 -/e4bVRG+vXY5NvbPATT+IvFc5SCC9nbL5TbH+ajnx2tJDfvR5L922uazIhR7 -b8nK66nG7ofl2kfZffAwS5aFx4nQ7hycfdK4B88953bNcR/Btk+y1wo4AvzK -0g6KzGx+aydEd++U4Y+e/2vTK60ci6TwC/G1ODIxjNel9dyBesX//H/P/Cfx -+WPn/4emf0j8JOWNFr8i6765zeJ+pN/KC06rloHfveGVfhe5X/6r+oekN0hz -gMRPWvyHpn8+tPsvad6S5gAtntYf1tJVRqy6fqhOO9K7VV8Ocy+fVItBcr/8 -W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp -8QBaV+cV/nReDr5/2OT2v8j9QntO6iNSfUl7h2SfpNNI+oEWT+sPbbwkO6S6 -/A2N3h8u - "], {{0, 0}, {16, 16}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + TagBox["\"Type: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"16", ",", "16"}], "}"}], "SummaryItem"]}]}, { + TagBox["\"Dense\"", "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ - RowBox[{"Antisymmetric", "[", RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.051422789563197374`"}], "+", + RowBox[{"0.1190006327820552`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.2860941666426128`"}], "+", + RowBox[{"0.3304594776206563`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.21561873625085254`"}], "-", + RowBox[{"0.08399234535193995`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5964563607197775`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.009911737922502023`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.5835728906428612`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.5446721585854524`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.05526785620349091`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11056631474528056`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.05980282747160885`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07007653209262724`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.1133153820082126`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.00549483439989909`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.05020845049867415`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.26771648586524205`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.4229532817702911`"}], "+", + RowBox[{"0.12068798049045854`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.021712677276518863`"}], "+", + RowBox[{"0.058041075609157985`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.19958355983199388`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3227972775828699`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.42067213093036937`"}], "-", + RowBox[{"0.14431666265614826`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.2789403118080341`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.029279340852737618`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0777660796818619`"}], "+", + RowBox[{"0.24044218399974365`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.01674608180198811`"}], "-", + + RowBox[{"0.008071598225049818`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{Typeset`open$$ = False, + Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( + Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], + True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( + Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.22336830179318945`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.10994891105914628`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.179360421319004`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1045055679036277`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.044711063899330966`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.3997711794926225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.26120964745142766`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2182116642748822`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.01766294324618717`"}], "+", + RowBox[{"0.07629791036757183`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.01867359945550796`"}], "-", + RowBox[{"0.12991651467762805`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.4136309863513148`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.32459119381949325`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.08566442989514533`"}], "-", + + RowBox[{"0.13780066123524504`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.03742196764438921`"}], "+", + RowBox[{"0.030128326443724755`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0021047903963681003`"}], "-", + RowBox[{"0.4710082293548459`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.19605911325305342`"}], "+", + RowBox[{"0.18681308826202053`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.5166010461667343`"}], "-", + RowBox[{"0.1417878422201601`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.03892944073043274`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.045221541995900005`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27335437431711884`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.40577431689118826`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.5984451923298307`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.022923109448545864`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.0326327064654409`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23806340061643008`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Automatic}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, + "Rows" -> {{Top}}}, AutoDelete -> False, + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, @@ -4411,13 +3417,99 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, {{{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, {{ + + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}}}, + Selectable -> False, Editable -> False, SelectWithContents -> + True], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["SymmetrizedArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, @@ -4425,42 +3517,37 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztV2lMVFcUBoVCkYpSlC22QLWgICICUgE/QEVUQKCiiKJYRdSwCcVqqSgD -omMRpbhMkEXEhioC0aJCWDqMCozgzJthRxnZhnWGAW1Bo2Jt4t/74yYm1aYv -ecnLzZfzzvKdc75r/F2Eb/BUJSWlGe/ef76NFH7mn8fdh9K7R6eY35Xm1YBl -P5RtSzcRIGPJ5eKlzxsxcNm4x+faEFwEu6yLAwVg6y060/CgCSu0S3YGNg9B -cX78bONEDcYKY1TaouMxR0vtWYpSM9GO9Z6yxlBnBuxNBvcu7ulAlEPnPKNw -GeJs8gKmNgrgddghtT2vAfbcUxFsvSF4Vq1JnunOwPzHUgNhIIMtyR2bz+cP -UONp/Xlf8dKek+rCYxyvesUK0JR4OPFT70b4KLIbwnYMgSMPV62yEIJdszw9 -/Y0YB8by8zOFg4gwt1isriVEeYx+QKVrK04xIdzEgGFMBqUpv36bF8klicTL -QQKbZs0Eq3QZ5rYF2abcEqP96rTMwivlkE6mGi4p7MVRTdN1JnI+Fp2uuKRw -OY1E9iPDjSat1Hhaf2jjpc0zqb6k/17hNNn7uonRl3MhUZ5ZhZRgzuIpwVKi -/aXfaG21XSvEb9Vpxtmz2qDD7b2WlTQM6LZ7lOcz6Mvuy6yqeYio0gY5X20A -flm5Kysr3p7bemR0RXXCg/N90qCZHBx8GZ0dIkKSsrSjxa4WdrOVlJQb+qjx -tP7Qxru3kRU40iCA+ExynElkC6x3iHDIchgpusYqM1h9qJ2ze0rGHhmamjQ2 -jbYoiH1EW9/tfnbqvMRqPPCNHIpShOJRjVHJmdBGZIZl1/FMGPjnawdYnXuM -JVusnQZdZLANv5PjJhFin3e8lVqRCCNnF9yscBpEgWVV6y4Wg7baOtfq5U9w -zCajLJqRQRwmnFXCFUF9MnrO12n3oTzOnkhz7qPG0/pDindPvczV10aEvc4a -uZH63dAVPTXKa5NT85lkn9SnJP6Q4qLlj+xkddLFY0IkJ5SprRtsg9HYqFbP -zWE8jTBz9JOLcO+55/mHzvewL/AK32VCSo1/X/1LilfP0t46R0WE0MwVzpx5 -deDYxslvxPTDUP93U9dWBgajC6r0D9TjleYN9azKfuLeIc1DUp/S8kfDOtb2 -tHUNQg+OW7poHIQVz9+eP78JOkVrFnJmizDDQrcivqgL8X4sD/8COVpCts// -SpUBLzxOW4v3CO5OrKaqWTJqPC2faeP9YvXo+pi3fLirZ7AvdJMYnU4LMkqT -yHkg6QfSXiPNW9IcIPGTlLcSlYU3B06IoXTJLUGy5g+42T1RS5voJfpPi1dN -LZjudoRBgF6QzjM9IQz6OQseew8gX9r9Ru0Fg0H9koVmbl0w7Tg6sjpeDqML -sfu9HjE4HVA43+FxJ6Yvyel5sUEOq/ZzvLFsBt0bLbRuqHeiM9fa8cgrGVgq -vbcn7/Xi4Av3XPGhYYy3rk/P4yrQ68jY3+YKsX992cvBsnaULHOxU0iGiTqN -pB9Ie400b0lzgJafcV2CZ+uktbi+UrdZ8fo47Psdz+pObSHid/rx6oqCRJg+ -dRuXfacb03ucTtQYjiBdkrC6WF8Mt2mfaXmM8hCDmQV+hVK89DHl3jZkoOl7 -/e4bVRG+vXY5NvbPATT+IvFc5SCC9nbL5TbH+ajnx2tJDfvR5L922uazIhR7 -b8nK66nG7ofl2kfZffAwS5aFx4nQ7hycfdK4B88953bNcR/Btk+y1wo4AvzK -0g6KzGx+aydEd++U4Y+e/2vTK60ci6TwC/G1ODIxjNel9dyBesX//H/P/Cfx -+WPn/4emf0j8JOWNFr8i6765zeJ+pN/KC06rloHfveGVfhe5X/6r+oekN0hz -gMRPWvyHpn8+tPsvad6S5gAtntYf1tJVRqy6fqhOO9K7VV8Ocy+fVItBcr/8 -W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp -8QBaV+cV/nReDr5/2OT2v8j9QntO6iNSfUl7h2SfpNNI+oEWT+sPbbwkO6S6 -/A2N3h8u - "], {{0, 0}, {16, 16}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJzVlllQU1cYx+MYLeJSFCrKSFmUpU0QEAt1qX9BQEFMy2JFg1plBKfqQHFB +BUstiiC1LYqgQgsFBCQSKIICMo4ixIYiuUkEWQ3ZIJhNjVI0RWpnfD0PefDB +O3Nn7pyX33e/8/9+5zjsjAvbNZlGo814+/7/ba/fyLD8vhW0t49VLV96jiXG +8sSb2y45diDfq6jWZ+wBVEUO8tCKx4g4njny+gAF7vnbbeskj+A9lvZtUpMG +JbO6ZzFX9cB93XqnGpthDFzlB5wK12PaiVaHW99RoKLtp2elCBDZs8c4L1aF +RldbmoMTBdVin06L0n4U5v/Ojw/QIDyK73RNQOGb7UzBo5pBvOiOZlau0RK5 +8TH+DKOZGAnlsV1FPpWoN2yMT66UEbmk/zJ1ndS3nt29htbbFG6k2ndGMS/j +HK15MMFzEE/XtGzIDKOQ8Jx96dbIALysk9scMjTIVdb8wjZ0IEyh1NkNPgS/ +MVKnCFAjMTiYZm0uQgbneRaj7grYW3l+xlwposvvVLnQxJjfxx5nLqvH3MA/ +l170UhC5XN/FR3JeUMhh7xXKlkkh4G6mOydriVxT+0DaF1I9jh7PEv+93Ib0 +saWVZ5hnIfYdyclRd4MzQ1C3250CLeaHV1/dpOAdS19p+4C8XzEVETOtfxVj +MsX4TWpZhdGa/ZLs1XJsPH3Hz71ZgJIn5u1BCiFc6K0zxREjRG7DuM4zVd0B +ydQZjSFJb3L0+Ynpy6eQ/zcld9MUDVuA8wZxG7NUhOcFruv7ykcQlzc3ddWY +AN4tPbs7jvdhqg93KNSMPBekPJD6kDpaYXPyy3aExk7zO2F2AbsuTqEkjb1I +uX744KHyDnywuYizorMLP79Md7OapYZbSF5o+AIhGnS6f7R3pQjOfzhHXqdF +w4TthW07hKiOi/3JP+YvpI2tf7J2YMjk/pO4cZOMLp+qhFAYD12eiG2Bv2Kd +9+0JJdJzh7nil2LYdzJOj1crEcatd/XzIPvB1HyS6rHmXPuQd1OEvbKu9q2B +TSi6rh59VayA0nfRy2M+AkRHrmjXiLrRv8NOzjmsxqR7fVvoNiJ8oXlqCPRQ +YvbyaYvqFuqJ3KDmq/a9BQKkdPI/Egb2InDOnvkJPDVUbgpbqb0CdxfMvtTq +oEbtzCUFs+v1CE7inE616of+isouc2AYFrf83U7F6PHY7I+IT1yESBgqFtTZ +tSEmXJHxdOUw0ZMkP5DmgpQHUh9klrULoqLE+Lij1am4uQZp5/3DLfLlJs+j +2UGD6708CoHzCtjVBgn8PZsTg0Y1RO7+qrRXjtVCuDed3HVFJAeD3mDldVaH ++PSJoyFVQjRqGhevsebBN4m38LOtQ8TzguRJkh9Ic2FqHszzfSRZWiHGcvu1 +2ZUKKLK3TG7R6ojcwoidLJajCKXWAoZFVTP8NgmblhQqidzSIEYGPfUh9ncY +u6niIbCbvW7o1+pRfi/bObiKwtmwU/vuX72PMte7hc8mqd4bP682lqSd+1EI +W+d2e5aHHDnS/tpglu6d+5l0fyCdm6bWQ/IDaS5IeSBxzS/I9FZlMtgcPVJh +uekxQnYMizaU6Ilcztc8+gHDG584jwz2lf0N72VTj2uyhtEVyjq24YwQnnmH +ZazxMvAk8QV2FtJ37meSJ98XP5t6XyLmk3BukuoheZLkBxKXlAcStyHTI6Ch +VoXutWXc5Bwt+JH7Xm9/Qe6/qeukOSXdH0j7QjovSJ4kcUlzYWoeSH37D8Zs +8zU= + "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -4491,60 +3578,156 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"16", ",", "16"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"Antisymmetric", "[", RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Specified independent elements: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["116", "SummaryItem"]}]}, { - TagBox[ - TagBox[ + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJzVlllQU1cYx+MYLeJSFCrKSFmUpU0QEAt1qX9BQEFMy2JFg1plBKfqQHFB +BUstiiC1LYqgQgsFBCQSKIICMo4ixIYiuUkEWQ3ZIJhNjVI0RWpnfD0PefDB +O3Nn7pyX33e/8/9+5zjsjAvbNZlGo814+/7/ba/fyLD8vhW0t49VLV96jiXG +8sSb2y45diDfq6jWZ+wBVEUO8tCKx4g4njny+gAF7vnbbeskj+A9lvZtUpMG +JbO6ZzFX9cB93XqnGpthDFzlB5wK12PaiVaHW99RoKLtp2elCBDZs8c4L1aF +RldbmoMTBdVin06L0n4U5v/Ojw/QIDyK73RNQOGb7UzBo5pBvOiOZlau0RK5 +8TH+DKOZGAnlsV1FPpWoN2yMT66UEbmk/zJ1ndS3nt29htbbFG6k2ndGMS/j +HK15MMFzEE/XtGzIDKOQ8Jx96dbIALysk9scMjTIVdb8wjZ0IEyh1NkNPgS/ +MVKnCFAjMTiYZm0uQgbneRaj7grYW3l+xlwposvvVLnQxJjfxx5nLqvH3MA/ +l170UhC5XN/FR3JeUMhh7xXKlkkh4G6mOydriVxT+0DaF1I9jh7PEv+93Ib0 +saWVZ5hnIfYdyclRd4MzQ1C3250CLeaHV1/dpOAdS19p+4C8XzEVETOtfxVj +MsX4TWpZhdGa/ZLs1XJsPH3Hz71ZgJIn5u1BCiFc6K0zxREjRG7DuM4zVd0B +ydQZjSFJb3L0+Ynpy6eQ/zcld9MUDVuA8wZxG7NUhOcFruv7ykcQlzc3ddWY +AN4tPbs7jvdhqg93KNSMPBekPJD6kDpaYXPyy3aExk7zO2F2AbsuTqEkjb1I +uX744KHyDnywuYizorMLP79Md7OapYZbSF5o+AIhGnS6f7R3pQjOfzhHXqdF +w4TthW07hKiOi/3JP+YvpI2tf7J2YMjk/pO4cZOMLp+qhFAYD12eiG2Bv2Kd +9+0JJdJzh7nil2LYdzJOj1crEcatd/XzIPvB1HyS6rHmXPuQd1OEvbKu9q2B +TSi6rh59VayA0nfRy2M+AkRHrmjXiLrRv8NOzjmsxqR7fVvoNiJ8oXlqCPRQ +YvbyaYvqFuqJ3KDmq/a9BQKkdPI/Egb2InDOnvkJPDVUbgpbqb0CdxfMvtTq +oEbtzCUFs+v1CE7inE616of+isouc2AYFrf83U7F6PHY7I+IT1yESBgqFtTZ +tSEmXJHxdOUw0ZMkP5DmgpQHUh9klrULoqLE+Lij1am4uQZp5/3DLfLlJs+j +2UGD6708CoHzCtjVBgn8PZsTg0Y1RO7+qrRXjtVCuDed3HVFJAeD3mDldVaH ++PSJoyFVQjRqGhevsebBN4m38LOtQ8TzguRJkh9Ic2FqHszzfSRZWiHGcvu1 +2ZUKKLK3TG7R6ojcwoidLJajCKXWAoZFVTP8NgmblhQqidzSIEYGPfUh9ncY +u6niIbCbvW7o1+pRfi/bObiKwtmwU/vuX72PMte7hc8mqd4bP682lqSd+1EI +W+d2e5aHHDnS/tpglu6d+5l0fyCdm6bWQ/IDaS5IeSBxzS/I9FZlMtgcPVJh +uekxQnYMizaU6Ilcztc8+gHDG584jwz2lf0N72VTj2uyhtEVyjq24YwQnnmH +ZazxMvAk8QV2FtJ37meSJ98XP5t6XyLmk3BukuoheZLkBxKXlAcStyHTI6Ch +VoXutWXc5Bwt+JH7Xm9/Qe6/qeukOSXdH0j7QjovSJ4kcUlzYWoeSH37D8Zs +8zU= + "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ RowBox[{"{", - RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ + RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> - True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { + TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"Antisymmetric", "[", + RowBox[{"{", + RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["2", "SummaryItem"]}]}, { + RowBox[{ + TagBox[ + "\"Specified independent elements: \"", + "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["62", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ RowBox[{ RowBox[{"{", - RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "1.107940429399415`*^-8"}], "-", + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", - RowBox[{"2.241454781417565`*^-19", " ", + RowBox[{"0.0003106339104423192`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { RowBox[{ RowBox[{"{", + RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "-", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "+", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -4554,8 +3737,9 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ - RowBox[{"1.6727401305043303`*^-18", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14622966282928`"}], "-", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -4587,171 +3771,88 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp "SummaryPanel"], DynamicModuleValues :> {}], "]"}], SymmetrizedArray[ - StructuredArray`StructuredData[{16, - 16}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ -{1, 5} -> Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], { - 1, 7} -> Complex[ - 0.0002620773276979446, 0.002603237866672337], {1, 8} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, - 9} -> Complex[ - 0.0002620773276979446, 0.002603237866672337], {1, 10} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, - 11} -> Complex[-0.009916907974532265, \ --0.09883807384038253], {1, 12} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], { - 1, 13} -> Complex[ - 0.9751371712736823, -0.09850607189743646], {1, 14} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ -{1, 16} -> 1, {2, 3} -> Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 5} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, - 6} -> Complex[-0.000016605652687225828`, \ --0.09916907966616018], {2, 7} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, - 8} -> Complex[0.03920689940953653, 0.], {2, 9} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, - 10} -> Complex[0.03920689940953653, 0.], {2, 11} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, - 12} -> Complex[-0.000016605652687225828`, \ --0.09916907966616018], {2, 13} -> - Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 14} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 15} -> 1, {3, 4} -> - Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ -{3, 7} -> Complex[0.0188559291818235, -0.004174127585568078], {3, 8} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], { - 3, 9} -> Complex[ - 0.0188559291818235, -0.004174127585568078], {3, 10} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], { - 3, 11} -> Complex[ - 0.00976883383345901, 0.09670511030136163], {3, 12} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ -{3, 13} -> Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 14} -> - Complex[0.01966912300437454, 0.], {3, 15} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {3, 16} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { - 4, 5} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, + StructuredArray`StructuredData[{12, + 12}, {{{1, 3} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, + 4} -> Complex[ + 0.32171504751621155`, -0.15725504484569033`], {1, 5} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, + 6} -> Complex[-0.14622966282928, -0.4816024306801036], {1, + 7} -> Complex[-0.0981351838004039, 0.2911740023151237], { + 1, 8} -> Complex[ + 0.08824078917592872, 0.0003106339104423192], {1, 9} -> + Complex[-0.4028010237972655, -0.048762217969712605`], {1, + 10} -> Complex[-0.11512981251395683`, + 0.25578858607648636`], {1, 12} -> 1, {2, 3} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, + 4} -> Complex[-0.1520647355532879, \ +-0.12084858348643956`], {2, 5} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 6} -> + Complex[0.26443368318488625`, -0.4306426521007979], {2, 7} -> Complex[ - 0.019195862749159683`, 0.0002922745793314728], {4, 8} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, - 9} -> Complex[ - 0.019195862749159683`, 0.0002922745793314728], {4, 10} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, + 0.3910495342752539, 0.025967555373879958`], {2, 8} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, + 9} -> Complex[-0.11376740018597191`, \ +-0.19180011846315012`], {2, 10} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 11} -> + 1, {3, 4} -> + Complex[0.04363468584244643, -0.017866185612945815`], {3, + 5} -> Complex[0.7513874079151734, 0.], {3, 6} -> + Complex[0.04975850381773859, -0.0637738883370343], {3, 7} -> + Complex[0.30539523194520163`, -0.10550264339992507`], {3, + 8} -> Complex[ + 2.0816681711721685`*^-17, -5.551115123125783*^-17], {3, + 9} -> Complex[0.07419540882704287, 0.1062908220925275], { + 3, 10} -> Complex[0.7513874079151734, 0.], {3, 11} -> + Complex[0.4498457818107638, -0.2438031767021491], {3, 12} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {4, + 5} -> Complex[ + 0.07419540882704287, -0.1062908220925275], {4, 6} -> + Complex[0.12212877058108958`, 0.09005118002308299], {4, + 7} -> Complex[-0.15900572219376757`, \ +-0.05750044204194605], {4, 8} -> + Complex[-0.043634685842446425`, 0.017866185612945742`], { + 4, 9} -> Complex[0.700696834380109, 0.], {4, 10} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, + 11} -> Complex[-0.11376740018597191`, + 0.19180011846315012`], {4, 12} -> + Complex[-0.4028010237972655, 0.048762217969712605`], {5, + 6} -> Complex[-0.30539523194520163`, \ +-0.10550264339992513`], {5, 7} -> + Complex[-0.04975850381773862, -0.06377388833703419], {5, + 8} -> Complex[0.24861259208482658`, 0.], {5, 9} -> + Complex[-0.043634685842446425`, -0.017866185612945742`], { + 5, 10} -> Complex[ + 2.0816681711721685`*^-17, 5.551115123125783*^-17], {5, + 11} -> Complex[-0.04889639003422308, \ +-0.35866324581115683`], {5, 12} -> + Complex[0.08824078917592872, -0.0003106339104423192], {6, + 7} -> Complex[0.3009141283362328, 0.], {6, 8} -> + Complex[-0.04975850381773862, 0.06377388833703419], {6, + 9} -> Complex[-0.15900572219376757`, + 0.05750044204194605], {6, 10} -> + Complex[0.30539523194520163`, 0.10550264339992507`], {6, 11} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 12} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, - 13} -> Complex[0.980330876995626, 0.], {4, 14} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], { - 4, 15} -> Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {4, - 16} -> Complex[0.9751371712736823, 0.09850607189743646], { - 5, 6} -> Complex[0.019669123004374556`, 0.], {5, 7} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 8} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, - 9} -> Complex[ - 0.01942284716938378, 0.09330760721542969], {5, 10} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, - 11} -> - Complex[-1.552346694521116*^-18, \ --1.2661074609920407`*^-19], {5, 12} -> - Complex[0.019669123004374556`, 0.], {5, 13} -> - Complex[-0.009768833833459008, -0.09670511030136167], {5, - 14} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {5, 15} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 5, 16} -> Complex[ - 1.6727401305043305`*^-18, -0.09916907966616016], {6, 7} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, - 8} -> Complex[-0.019439452822070994`, - 0.1924766868815898], {6, 9} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, - 10} -> Complex[-0.019439452822070994`, - 0.1924766868815898], {6, 11} -> - Complex[0.9803308769956256, 0.], {6, 12} -> - Complex[-1.552346694521116*^-18, - 1.2661074609920407`*^-19], {6, 13} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 6, 14} -> Complex[ - 0.00976883383345901, -0.09670511030136163], {6, 15} -> - Complex[-0.009933502547815196, 0.09883740970947764], {6, - 16} -> Complex[-0.009916907974532265, - 0.09883807384038253], {7, 8} -> - Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-4.787980228365168*^-18, \ --2.648859758904743*^-18], {7, 10} -> - Complex[0.03895158675127773, 0.], {7, 11} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {7, - 12} -> Complex[-0.0002598580324258793, \ --0.003888044555498485], {7, 13} -> - Complex[-0.01885591810241921, 0.00450579754225058], {7, - 14} -> Complex[-0.019179268175876747`, - 0.0000390632327097088], {7, 15} -> - Complex[0.03920689940953653, 0.], {7, 16} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {8, - 9} -> Complex[0.9610484132487226, 0.], {8, 10} -> - Complex[-4.787980228365168*^-18, - 2.648859758904743*^-18], {8, 11} -> - Complex[-0.009673644515389308, 0.09494936515397917], {8, + 0.3910495342752539, -0.025967555373879958`], {6, 12} -> + Complex[-0.0981351838004039, -0.2911740023151237], {7, 8} -> + Complex[-0.30539523194520163`, 0.10550264339992513`], {7, + 9} -> Complex[ + 0.12212877058108958`, -0.09005118002308299], {7, 10} -> + Complex[0.04975850381773859, 0.0637738883370343], {7, 11} -> + Complex[0.26443368318488625`, 0.4306426521007979], {7, + 12} -> Complex[-0.14622966282928, 0.4816024306801036], {8, + 9} -> Complex[0.07419540882704287, 0.1062908220925275], { + 8, 10} -> Complex[0.7513874079151734, 0.], {8, 11} -> + Complex[0.4498457818107638, -0.2438031767021491], {8, 12} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {9, + 10} -> Complex[ + 0.04363468584244643, 0.017866185612945815`], {9, 11} -> + Complex[-0.1520647355532879, 0.12084858348643956`], {9, 12} -> Complex[ - 0.01942284716938378, -0.09330760721542969], {8, 13} -> - Complex[0.019195862749159683`, -0.0002922745793314728], { - 8, 14} -> Complex[ - 0.0188559291818235, 0.004174127585568078], {8, 15} -> - Complex[0.9411238678566561, 0.19341019859437134`], {8, - 16} -> Complex[ - 0.0002620773276979446, -0.002603237866672337], {9, 10} -> - Complex[0.03895158675127773, 0.], {9, 11} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {9, - 12} -> Complex[-0.0002598580324258793, \ --0.003888044555498485], {9, 13} -> - Complex[-0.01885591810241921, 0.00450579754225058], {9, - 14} -> Complex[-0.019179268175876747`, - 0.0000390632327097088], {9, 15} -> - Complex[0.03920689940953653, 0.], {9, 16} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {10, - 11} -> Complex[-0.009673644515389308, - 0.09494936515397917], {10, 12} -> - Complex[0.01942284716938378, -0.09330760721542969], {10, - 13} -> Complex[ - 0.019195862749159683`, -0.0002922745793314728], {10, 14} -> - Complex[0.0188559291818235, 0.004174127585568078], {10, - 15} -> Complex[ - 0.9411238678566561, 0.19341019859437134`], {10, 16} -> - Complex[0.0002620773276979446, -0.002603237866672337], { - 11, 12} -> Complex[0.019669123004374556`, 0.], {11, 13} -> - Complex[-0.009768833833459008, -0.09670511030136167], {11, - 14} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {11, 15} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 11, 16} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], { - 12, 13} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 12, 14} -> - Complex[0.00976883383345901, -0.09670511030136163], {12, - 15} -> Complex[-0.009933502547815196, - 0.09883740970947764], {12, 16} -> - Complex[-0.009916907974532265, 0.09883807384038253], {13, - 14} -> Complex[0.01966912300437454, 0.], {13, 15} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {13, - 16} -> Complex[-1.107940429399415*^-8, - 2.241454781417565*^-19], {14, 15} -> - Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {14, - 16} -> Complex[0.9751371712736823, 0.09850607189743646]}, - + 0.32171504751621155`, 0.15725504484569033`], {10, 11} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {10, + 12} -> Complex[ + 0.08824078917592872, -0.0003106339104423192]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -4773,238 +3874,148 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 2, 1], $CellContext`c[2, 2, 0], - $CellContext`c[3, 1, 1], - $CellContext`c[3, 1, 0], - $CellContext`c[3, 1, 1], - $CellContext`c[3, 1, 0], + $CellContext`c[2, 3, 1], $CellContext`c[2, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[2, 1, 0], $CellContext`c[2, 2, 0], - $CellContext`c[2, 3, 1], $CellContext`c[2, 3, 0], + $CellContext`c[2, 2, 1], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ Automatic, {4, 4}, 0, { 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417905`*^-8, 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - Complex[-1.1079404289878503`*^-8, -0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - Complex[-9.943302374432365*^-21, -3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}, {{{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - Complex[-7.030241935192683*^-7, 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - Complex[0.000262780351891468, 0.19341019859437125`]}, { - Complex[-8.131516293641283*^-20, -0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - Complex[-0.039206899409536505`, 8.673617379884035*^-19]}}}, {{{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, {{{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, {{ + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}}}, SymmetrizedArray[ - StructuredArray`StructuredData[{16, - 16}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 5} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 7} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, 8} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 9} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, 10} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 11} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 12} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 13} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 14} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 16} -> + StructuredArray`StructuredData[{12, + 12}, {{{1, 3} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, 4} -> + Complex[0.32171504751621155`, -0.15725504484569033`], {1, 5} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, 6} -> + Complex[-0.14622966282928, -0.4816024306801036], {1, 7} -> + Complex[-0.0981351838004039, 0.2911740023151237], {1, 8} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, 9} -> + Complex[-0.4028010237972655, -0.048762217969712605`], {1, 10} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, 12} -> 1, {2, 3} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 5} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 6} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 7} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, 8} -> - Complex[0.03920689940953653, 0.], {2, 9} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, 10} -> - Complex[0.03920689940953653, 0.], {2, 11} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 12} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 13} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 14} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 15} -> - 1, {3, 4} -> Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 7} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, 8} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], {3, 9} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, 10} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], {3, 11} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 12} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 13} -> - Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 14} -> - Complex[0.01966912300437454, 0.], {3, 15} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {3, 16} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {4, 5} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 7} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, 8} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, 9} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, 10} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, 11} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 12} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 13} -> - Complex[0.980330876995626, 0.], {4, 14} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], {4, 15} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {4, 16} -> - Complex[0.9751371712736823, 0.09850607189743646], {5, 6} -> - Complex[0.019669123004374556`, 0.], {5, 7} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 8} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, 9} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 10} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, 11} -> - Complex[-1.552346694521116*^-18, -1.2661074609920407`*^-19], {5, 12} -> - Complex[0.019669123004374556`, 0.], {5, 13} -> - Complex[-0.009768833833459008, -0.09670511030136167], {5, 14} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {5, 15} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {5, 16} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {6, 7} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, 8} -> - Complex[-0.019439452822070994`, 0.1924766868815898], {6, 9} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, 10} -> - Complex[-0.019439452822070994`, 0.1924766868815898], {6, 11} -> - Complex[0.9803308769956256, 0.], {6, 12} -> - Complex[-1.552346694521116*^-18, 1.2661074609920407`*^-19], {6, 13} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {6, 14} -> - Complex[0.00976883383345901, -0.09670511030136163], {6, 15} -> - Complex[-0.009933502547815196, 0.09883740970947764], {6, 16} -> - Complex[-0.009916907974532265, 0.09883807384038253], {7, 8} -> - Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-4.787980228365168*^-18, -2.648859758904743*^-18], {7, 10} -> - Complex[0.03895158675127773, 0.], {7, 11} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {7, 12} -> - Complex[-0.0002598580324258793, -0.003888044555498485], {7, 13} -> - Complex[-0.01885591810241921, 0.00450579754225058], {7, 14} -> - Complex[-0.019179268175876747`, 0.0000390632327097088], {7, 15} -> - Complex[0.03920689940953653, 0.], {7, 16} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {8, 9} -> - Complex[0.9610484132487226, 0.], {8, 10} -> - Complex[-4.787980228365168*^-18, 2.648859758904743*^-18], {8, 11} -> - Complex[-0.009673644515389308, 0.09494936515397917], {8, 12} -> - Complex[0.01942284716938378, -0.09330760721542969], {8, 13} -> - Complex[0.019195862749159683`, -0.0002922745793314728], {8, 14} -> - Complex[0.0188559291818235, 0.004174127585568078], {8, 15} -> - Complex[0.9411238678566561, 0.19341019859437134`], {8, 16} -> - Complex[0.0002620773276979446, -0.002603237866672337], {9, 10} -> - Complex[0.03895158675127773, 0.], {9, 11} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {9, 12} -> - Complex[-0.0002598580324258793, -0.003888044555498485], {9, 13} -> - Complex[-0.01885591810241921, 0.00450579754225058], {9, 14} -> - Complex[-0.019179268175876747`, 0.0000390632327097088], {9, 15} -> - Complex[0.03920689940953653, 0.], {9, 16} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {10, 11} -> - Complex[-0.009673644515389308, 0.09494936515397917], {10, 12} -> - Complex[0.01942284716938378, -0.09330760721542969], {10, 13} -> - Complex[0.019195862749159683`, -0.0002922745793314728], {10, 14} -> - Complex[0.0188559291818235, 0.004174127585568078], {10, 15} -> - Complex[0.9411238678566561, 0.19341019859437134`], {10, 16} -> - Complex[0.0002620773276979446, -0.002603237866672337], {11, 12} -> - Complex[0.019669123004374556`, 0.], {11, 13} -> - Complex[-0.009768833833459008, -0.09670511030136167], {11, 14} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {11, 15} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {11, 16} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {12, 13} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {12, 14} -> - Complex[0.00976883383345901, -0.09670511030136163], {12, 15} -> - Complex[-0.009933502547815196, 0.09883740970947764], {12, 16} -> - Complex[-0.009916907974532265, 0.09883807384038253], {13, 14} -> - Complex[0.01966912300437454, 0.], {13, 15} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {13, 16} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {14, 15} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {14, 16} -> - Complex[0.9751371712736823, 0.09850607189743646]}, + Complex[-0.04889639003422308, 0.35866324581115683`], {2, 4} -> + Complex[-0.1520647355532879, -0.12084858348643956`], {2, 5} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 6} -> + Complex[0.26443368318488625`, -0.4306426521007979], {2, 7} -> + Complex[0.3910495342752539, 0.025967555373879958`], {2, 8} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, 9} -> + Complex[-0.11376740018597191`, -0.19180011846315012`], {2, 10} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 11} -> 1, {3, 4} -> + Complex[0.04363468584244643, -0.017866185612945815`], {3, 5} -> + Complex[0.7513874079151734, 0.], {3, 6} -> + Complex[0.04975850381773859, -0.0637738883370343], {3, 7} -> + Complex[0.30539523194520163`, -0.10550264339992507`], {3, 8} -> + Complex[2.0816681711721685`*^-17, -5.551115123125783*^-17], {3, 9} -> + Complex[0.07419540882704287, 0.1062908220925275], {3, 10} -> + Complex[0.7513874079151734, 0.], {3, 11} -> + Complex[0.4498457818107638, -0.2438031767021491], {3, 12} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {4, 5} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, 6} -> + Complex[0.12212877058108958`, 0.09005118002308299], {4, 7} -> + Complex[-0.15900572219376757`, -0.05750044204194605], {4, 8} -> + Complex[-0.043634685842446425`, 0.017866185612945742`], {4, 9} -> + Complex[0.700696834380109, 0.], {4, 10} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, 11} -> + Complex[-0.11376740018597191`, 0.19180011846315012`], {4, 12} -> + Complex[-0.4028010237972655, 0.048762217969712605`], {5, 6} -> + Complex[-0.30539523194520163`, -0.10550264339992513`], {5, 7} -> + Complex[-0.04975850381773862, -0.06377388833703419], {5, 8} -> + Complex[0.24861259208482658`, 0.], {5, 9} -> + Complex[-0.043634685842446425`, -0.017866185612945742`], {5, 10} -> + Complex[2.0816681711721685`*^-17, 5.551115123125783*^-17], {5, 11} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {5, 12} -> + Complex[0.08824078917592872, -0.0003106339104423192], {6, 7} -> + Complex[0.3009141283362328, 0.], {6, 8} -> + Complex[-0.04975850381773862, 0.06377388833703419], {6, 9} -> + Complex[-0.15900572219376757`, 0.05750044204194605], {6, 10} -> + Complex[0.30539523194520163`, 0.10550264339992507`], {6, 11} -> + Complex[0.3910495342752539, -0.025967555373879958`], {6, 12} -> + Complex[-0.0981351838004039, -0.2911740023151237], {7, 8} -> + Complex[-0.30539523194520163`, 0.10550264339992513`], {7, 9} -> + Complex[0.12212877058108958`, -0.09005118002308299], {7, 10} -> + Complex[0.04975850381773859, 0.0637738883370343], {7, 11} -> + Complex[0.26443368318488625`, 0.4306426521007979], {7, 12} -> + Complex[-0.14622966282928, 0.4816024306801036], {8, 9} -> + Complex[0.07419540882704287, 0.1062908220925275], {8, 10} -> + Complex[0.7513874079151734, 0.], {8, 11} -> + Complex[0.4498457818107638, -0.2438031767021491], {8, 12} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {9, 10} -> + Complex[0.04363468584244643, 0.017866185612945815`], {9, 11} -> + Complex[-0.1520647355532879, 0.12084858348643956`], {9, 12} -> + Complex[0.32171504751621155`, 0.15725504484569033`], {10, 11} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {10, 12} -> + Complex[0.08824078917592872, -0.0003106339104423192]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -5013,118 +4024,873 @@ W/dfEn9o75ukvUaat7T4j+X+S1tf0n9J85DUpyT9QNprtHhaf2jjLf3ZalVp Editable->False, SelectWithContents->True, Selectable->False]], "Output", + CellLabel->"Out[7]=", + CellID->1280188410,ExpressionUUID->"c0d17694-4fa3-4f4a-bd52-99cb7b14572c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"Norm", "[", "ws", "]"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->1435372747,ExpressionUUID->"c5293659-682b-4426-a77a-d988ab35e6dc"], + +Cell[BoxData["0.5750895477455993`"], "Output", CellLabel->"Out[8]=", - CellID->635757137,ExpressionUUID->"cb892db8-18be-4a11-8d5d-5677fc57731a"] + CellID->1208555326,ExpressionUUID->"a0b20e8f-4cfa-4836-a1d7-ecc22d5d1b2f"] }, Open ]], -Cell["\<\ -The success probability of the assumed outcomes is given by the absolute \ -square of the above state.\ -\>", "ExampleText", - CellID->1319964621,ExpressionUUID->"3793105a-1ac3-4f32-b6eb-b689e7e568ad"], +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "6cb5ebcd-c510-4f9d-b648-59097f26e452"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->1161971100,ExpressionUUID->"b2fed23c-b074-4fc3-bf0c-c3dc4f1e985b"], Cell[CellGroupData[{ +Cell[BoxData[{ + RowBox[{ + RowBox[{"vec", "=", + RowBox[{"Matrix", "[", + RowBox[{"ws", ",", "cc"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"vec", "//", "Normal"}], "//", "Chop"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"Norm", "[", "vec", "]"}], "//", "Chop"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->2118569378,ExpressionUUID->"d461ee66-2efb-481a-a190-0bebf51a4c69"], + Cell[BoxData[ - RowBox[{"prb", "=", + RowBox[{"{", RowBox[{ + RowBox[{"0.08650241123459099`", "\[VeryThinSpace]", "-", + RowBox[{"0.24282017664500363`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + "0", ",", RowBox[{ - RowBox[{"Norm", "[", "ws", "]"}], "^", "2"}], "//", "Chop"}]}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[9]:=", - CellID->667235213,ExpressionUUID->"54b55138-df0f-4a68-882c-0fbb432e6778"], + RowBox[{"-", "0.08252773519518819`"}], "+", + RowBox[{"0.36446421393755024`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + RowBox[{ + RowBox[{"-", "0.022562089835781018`"}], "+", + RowBox[{"0.020183832910804778`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.15003219575455295`"}], "-", + RowBox[{"0.04113238746394147`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + "0", ",", + RowBox[{"0.02582467833130145`", "\[VeryThinSpace]", "-", + RowBox[{"0.10994962480577543`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.04547175246506506`", "\[VeryThinSpace]", "+", + RowBox[{"0.16610850562790042`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + RowBox[{ + RowBox[{"-", "0.03262548081313497`"}], "-", + RowBox[{"0.13344263710391746`", " ", "\[ImaginaryI]"}]}], ",", "0", ",", + "0", ",", + RowBox[{ + RowBox[{"-", "0.0019447584269024973`"}], "+", + RowBox[{"0.19552501835397135`", " ", "\[ImaginaryI]"}]}]}], + "}"}]], "Output", + CellLabel->"Out[1]=", + CellID->443444915,ExpressionUUID->"04cd2a47-8a91-4e19-a839-1ce2cccf9b6b"], -Cell[BoxData["0.00019451889857407487`"], "Output", - CellLabel->"Out[9]=", - CellID->320135365,ExpressionUUID->"3a865303-da13-4b61-ba0a-bed95de5bbd6"] +Cell[BoxData["0.5750895477455995`"], "Output", + CellLabel->"Out[1]=", + CellID->1210431315,ExpressionUUID->"b8885066-8257-4849-8375-a11833d4cc65"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ - RowBox[{"Clear", "[", "vec", "]"}], "\[IndentingNewLine]", RowBox[{ - RowBox[{"vec", "[", "0", "]"}], "=", - RowBox[{"WickState", "[", - RowBox[{"Ket", "[", - RowBox[{"cc", "->", - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}]}], "]"}], - "]"}]}]}], "Input", + RowBox[{"alt", "=", + RowBox[{ + RowBox[{"Matrix", "[", + RowBox[{"wu", ",", "cc"}], "]"}], ".", + RowBox[{"Matrix", "[", + RowBox[{"op", ",", "cc"}], "]"}], ".", + RowBox[{"Matrix", "[", + RowBox[{"wu", ",", "cc"}], "]"}], ".", + RowBox[{"Matrix", "[", + RowBox[{"in", ",", "cc"}], "]"}]}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"alt", "//", "Normal"}], "\[IndentingNewLine]", + RowBox[{"Norm", "[", "alt", "]"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[10]:=", - CellID->166531671,ExpressionUUID->"aeb0eb23-e795-4746-af39-3ed3e8f760a0"], + CellLabel->"In[2]:=", + CellID->2027165289,ExpressionUUID->"4635b589-0515-479f-8881-4c138f478f1b"], Cell[BoxData[ - InterpretationBox[ + RowBox[{"{", RowBox[{ - TagBox["WickState", - "SummaryHead"], "[", - DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", + RowBox[{"0.08650241123459151`", "\[VeryThinSpace]", "-", + RowBox[{"0.24282017664500305`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.08252773519518884`"}], "+", + RowBox[{"0.3644642139375493`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.022562089835781157`"}], "+", + RowBox[{"0.020183832910804438`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.15003219575455307`"}], "-", + RowBox[{"0.04113238746394104`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.025824678331301715`", "\[VeryThinSpace]", "-", + RowBox[{"0.1099496248057751`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.04547175246506511`", "\[VeryThinSpace]", "+", + RowBox[{"0.16610850562790008`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.032625480813135155`"}], "-", + RowBox[{"0.13344263710391713`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{"0.`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ",", + RowBox[{ + RowBox[{"-", "0.0019447584269024004`"}], "+", + RowBox[{"0.19552501835397068`", " ", "\[ImaginaryI]"}]}]}], + "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1652980841,ExpressionUUID->"9bd54554-97ba-49af-a1c9-fcb7f7d9edba"], + +Cell[BoxData["0.5750895477455985`"], "Output", + CellLabel->"Out[2]=", + CellID->1800537095,ExpressionUUID->"90c518fa-c703-4412-9086-e412b1176ebb"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"vec", "-", "alt"}], "//", "Chop"}], "//", "Normal"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->548232623,ExpressionUUID->"8bedc75f-aa66-424c-832f-10b4317672cf"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", + ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", + "0"}], "}"}]], "Output", + CellLabel->"Out[3]=", + CellID->448812766,ExpressionUUID->"4a9a8320-96f0-4270-a3b8-1629e4b4568b"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Expand", "[", "ws", "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->983743537,ExpressionUUID->"fca3fc96-9710-4f90-8601-cae8e3512355"], + +Cell[BoxData[ + RowBox[{"State", "[", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = + "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBgBGIBIAaxdf7Ernk+47r9s0eeH9avfGbPUOnu0eTx3t6q +fHfcLKVz9nOMF20x/3HF/sUixceBq17hFOc4oCCwtv6CffiSZyefuS2xD3uw +mkv96n2c6p8Yxvjd6rxoL67sXWdvfNz+/ALTuftnPbNXeB+qLVx31J4BCkS2 +nHw42e8yye6RaHy/hFf/gr2QjIvdmTd37LfufzHXOuSNfZXmn/XvdS7a39nS +WyP//6F99Iwaq6Xn3uI0R0N8mvfmPZfsL8xxrfe32GNf2DlfpHTRE5Ldc2vO +/6uerBfsP7pFfeSIvmj/pcQrP0zypT0Ago3EHQ== + "], {{0, 0}, {16, 1}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> + Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], + + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", "16", "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBgBGIBIAaxdf7Ernk+47r9s0eeH9avfGbPUOnu0eTx3t6q +fHfcLKVz9nOMF20x/3HF/sUixceBq17hFOc4oCCwtv6CffiSZyefuS2xD3uw +mkv96n2c6p8Yxvjd6rxoL67sXWdvfNz+/ALTuftnPbNXeB+qLVx31J4BCkS2 +nHw42e8yye6RaHy/hFf/gr2QjIvdmTd37LfufzHXOuSNfZXmn/XvdS7a39nS +WyP//6F99Iwaq6Xn3uI0R0N8mvfmPZfsL8xxrfe32GNf2DlfpHTRE5Ldc2vO +/6uerBfsP7pFfeSIvmj/pcQrP0zypT0Ago3EHQ== + "], {{0, 0}, {16, 1}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, GridLinesStyle -> + Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> { + "GridLinesInFront" -> True, "AxisPadding" -> Scaled[0.02], + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, FrameStyle -> + Large, ImageSize -> Large, PlotRangePadding -> Scaled[0.025]], + + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["8", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", "16", "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", + RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.5`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", "1", "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"0.08650241123459099`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.24282017664500363`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", "4", "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.08252773519518819`"}], "+", + RowBox[{"0.36446421393755024`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", "6", "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.022562089835781018`"}], "+", + RowBox[{"0.020183832910804778`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", "7", "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + RowBox[{ + RowBox[{"-", "0.15003219575455295`"}], "-", + RowBox[{"0.04113238746394147`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + ItemBox[ + "\"\[VerticalEllipsis]\"", Alignment -> Center, + StripOnInput -> False]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + SparseArray[Automatic, {16}, + Complex[0., 0.], { + 1, {{0, 8}, {{1}, {4}, {6}, {7}, {10}, {11}, {13}, {16}}}, { + Complex[0.08650241123459099, -0.24282017664500363`], + Complex[-0.08252773519518819, 0.36446421393755024`], + Complex[-0.022562089835781018`, 0.020183832910804778`], + Complex[-0.15003219575455295`, -0.04113238746394147], + Complex[0.02582467833130145, -0.10994962480577543`], + Complex[0.04547175246506506, 0.16610850562790042`], + Complex[-0.03262548081313497, -0.13344263710391746`], + Complex[-0.0019447584269024973`, 0.19552501835397135`]}}], + Editable->False, + SelectWithContents->True, + Selectable->False], ",", + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, + "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}]}], "]"}]], "Output", + CellLabel->"Out[4]=", + CellID->1798278012,ExpressionUUID->"3d457a14-c998-42bb-bb80-d6cdf7971a01"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Elaborate", "[", "ws", "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->626721324,ExpressionUUID->"244c47fa-3871-403a-8aaa-476bf6fffd71"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"0.08650241123459099`", "\[VeryThinSpace]", "-", + RowBox[{"0.24282017664500363`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 0, $CellContext`c[4] -> 0|>]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.08252773519518819`", "\[VeryThinSpace]", "-", + RowBox[{"0.36446421393755024`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 1|>]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.022562089835781018`", "\[VeryThinSpace]", "-", + RowBox[{"0.020183832910804778`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> + 0, $CellContext`c[4] -> 1|>]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.15003219575455295`", "\[VeryThinSpace]", "+", + RowBox[{"0.04113238746394147`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 0, $CellContext`c[2] -> 1, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 0|>]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.02582467833130145`", "\[VeryThinSpace]", "-", + RowBox[{"0.10994962480577543`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 0, $CellContext`c[4] -> 1|>]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.04547175246506506`", "\[VeryThinSpace]", "+", + RowBox[{"0.16610850562790042`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 0|>]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.03262548081313497`", "\[VeryThinSpace]", "+", + RowBox[{"0.13344263710391746`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["0", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 1, $CellContext`c[3] -> + 0, $CellContext`c[4] -> 0|>]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.0019447584269024973`", "\[VeryThinSpace]", "-", + RowBox[{"0.19552501835397135`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]], + SubscriptBox["1", + TemplateBox[{",", "\",\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}, "RowWithSeparators"]]}, "RowWithSeparators"]}, + "Ket"], + Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 1, $CellContext`c[3] -> + 1, $CellContext`c[4] -> 1|>]]}]}]], "Output", + CellLabel->"Out[5]=", + CellID->1186028784,ExpressionUUID->"28e03b43-8963-406a-b3ac-d9a3b28524ff"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "702f161a-c4b1-40a4-ab59-934c14b7ee18"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->182858180,ExpressionUUID->"65ba42b5-887f-41fd-9b4f-e5fb7c2aee6f"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"aa", "=", + RowBox[{"Take", "[", + RowBox[{"cc", ",", + RowBox[{"Ceiling", "[", + RowBox[{"$n", "/", "2"}], "]"}]}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1099794870,ExpressionUUID->"80953c97-3b68-4a4b-bc03-b46042bc4ca2"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "}"}]], "Output", + CellLabel->"Out[1]=", + CellID->950059738,ExpressionUUID->"3b0c2932-736d-4b0b-87bc-524710277de2"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"WickEntanglementEntropy", "[", + RowBox[{"ws", ",", "aa"}], "]"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->404489183,ExpressionUUID->"8eff369b-2e7b-4735-8a6a-54fb65faae46"], + +Cell[BoxData["0.8515783049645216`"], "Output", + CellLabel->"Out[2]=", + CellID->2127703793,ExpressionUUID->"ff3629e6-6085-4b92-9951-e9b849b3e8f0"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"WickLogarithmicNegativity", "[", + RowBox[{"ws", ",", "aa"}], "]"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->545334982,ExpressionUUID->"24bdafcd-fe19-4d4d-bc70-18dd17891f88"], + +Cell[BoxData["1.2017517098949981`"], "Output", + CellLabel->"Out[3]=", + CellID->1778124953,ExpressionUUID->"4c39d84b-b2cb-4308-a653-209891b3a16c"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "dc41533e-50ee-4f9c-a7ec-78f6248a2d6f"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->440779907,ExpressionUUID->"e163491c-ee73-404e-9eb4-c1d904e9127c"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1098298236,ExpressionUUID->"53e8c29c-65a4-4cd3-8f9a-e782bf371ac2"], + +Cell[TextData[{ + "Here are some functions that support ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickState"]], "paclet:Q3/ref/WickState", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "196e0ec4-77b0-43df-a6e1-3b543f9ff376"], + "." +}], "ExampleText", + CellID->2074367527,ExpressionUUID->"9f9ca320-cf7c-4f0b-8f61-2bb73a22f616"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{"out", "=", + RowBox[{ + RowBox[{"Measurement", "[", + RowBox[{"c", "@", + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}]}], "]"}], "**", + "ws"}]}], "\[IndentingNewLine]", + RowBox[{"rec", "=", + RowBox[{"Readout", "[", + RowBox[{"c", "@", + RowBox[{"{", + RowBox[{"2", ",", "3"}], "}"}]}], "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->2051354619,ExpressionUUID->"c3167e9e-ade6-43f9-a4c6-32def9cc871d"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["WickState", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ @@ -5158,4167 +4924,252 @@ Cell[BoxData[ TagBox[ RowBox[{"{", RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}, { + "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ RowBox[{ - TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{ InterpretationBox[ SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 0]], ",", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", InterpretationBox[ SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 0]], ",", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", InterpretationBox[ SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 1]], ",", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", InterpretationBox[ SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["1", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["1", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.25`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements:\"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"\"", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["None", "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, - Editable -> False, SelectWithContents -> True]}], "}"}], - "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}}, - Selectable -> False, Editable -> False, SelectWithContents -> - True], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["SymmetrizedArray", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j -vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f -MHsB6BbE9A== - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j -vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f -MHsB6BbE9A== - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Specified independent elements: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SymmetrizedArray[ - - StructuredArray`StructuredData[{4, - 4}, {{{1, 4} -> 1, {2, 3} -> 1}, - Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> - False, SelectWithContents -> True], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], - DynamicModuleValues:>{}], "]"}], - Q3`WickState[{ - $CellContext`c[1, 3, 0], - $CellContext`c[1, 1, 0], - $CellContext`c[1, 1, 1], - $CellContext`c[1, 3, 1]}, {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}}, - SymmetrizedArray[ - StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, - Antisymmetric[{1, 2}]}]], { - $CellContext`c[1], - $CellContext`c[2], - $CellContext`c[3], - $CellContext`c[4]}], - Editable->False, - SelectWithContents->True, - Selectable->False]], "Output", - CellLabel->"Out[10]=", - CellID->19298252,ExpressionUUID->"a9f83c45-7844-41c1-b0e2-0187b8c5a9f4"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"vec", "[", "1", "]"}], "=", - RowBox[{ - RowBox[{"WickUnitary", "[", - RowBox[{"{", - RowBox[{"u", ",", " ", "v"}], "}"}], "]"}], "[", - RowBox[{"vec", "[", "0", "]"}], "]"}]}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[11]:=", - CellID->995560812,ExpressionUUID->"ef58f817-248f-4754-ad13-8150a2b644ca"], - -Cell[BoxData[ - InterpretationBox[ - RowBox[{ - TagBox["WickState", - "SummaryHead"], "[", - DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.25`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements:\"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"\"", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["None", "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, - Editable -> False, SelectWithContents -> True]}], "}"}], - ",", - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{ - RowBox[{ - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411801`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - - RowBox[{"3.3198626353946485`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.975137171273682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - - RowBox[{"0.09883740970947762`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - - RowBox[{"3.3198626353948343`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616012`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"1.1079404289255492`*^-8", "-", - - RowBox[{"0.0003316699566825005`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - - RowBox[{"3.3214464132095884`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - "1.1079404291230823`*^-8", - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - - RowBox[{"0.00033166995668250094`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"1.1079404294454617`*^-8", "+", - - RowBox[{"0.0003316699566825008`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"-", "1.107940429399415`*^-8"}], - RowBox[{ - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - - RowBox[{"3.3214464132085747`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - - RowBox[{"0.0003316699566825007`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.00995010820050242`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}]}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["SymmetrizedArray", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j -vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f -MHsB6BbE9A== - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQW+F9qLZw3VF7BigQ2XLy4WS/y/ZW5bvjZimds59j -vGiL+Y8r9i8WKT4OXPWKauIDZe/ObgPXnVte2N9wX76uZtpb+5MRuf/iv74f -MHsB6BbE9A== - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Specified independent elements: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SymmetrizedArray[ - - StructuredArray`StructuredData[{4, - 4}, {{{1, 4} -> 1, {2, 3} -> 1}, - Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> - False, SelectWithContents -> True], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], - DynamicModuleValues:>{}], "]"}], - Q3`WickState[{ - $CellContext`c[1, 3, 0], - $CellContext`c[1, 1, 0], - $CellContext`c[1, 1, 1], - $CellContext`c[1, 3, 1]}, {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417905`*^-8, 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - Complex[-1.1079404289878503`*^-8, -0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - Complex[-9.943302374432365*^-21, -3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}}, - SymmetrizedArray[ - StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, - Antisymmetric[{1, 2}]}]], { - $CellContext`c[1], - $CellContext`c[2], - $CellContext`c[3], - $CellContext`c[4]}], - Editable->False, - SelectWithContents->True, - Selectable->False]], "Output", - CellLabel->"Out[11]=", - CellID->1072212266,ExpressionUUID->"fb61cd6b-ccf1-4bce-9abb-3da0f06fcaf5"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"vec", "[", "2", "]"}], "=", - RowBox[{ - RowBox[{"Measurement", "[", - RowBox[{"c", "@", - RowBox[{"{", - RowBox[{"2", ",", "3"}], "}"}]}], "]"}], "[", - RowBox[{"vec", "[", "1", "]"}], "]"}]}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[12]:=", - CellID->185878624,ExpressionUUID->"df724cb4-111d-4d8b-88d5-b0f4af433b7e"], - -Cell[BoxData[ - InterpretationBox[ - RowBox[{ - TagBox["WickState", - "SummaryHead"], "[", - DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.25`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements:\"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"\"", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["None", "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, - Editable -> False, SelectWithContents -> True]}], "}"}], - ",", - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{ - RowBox[{ - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411801`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - - RowBox[{"3.3198626353946485`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.975137171273682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - - RowBox[{"0.09883740970947762`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - - RowBox[{"3.3198626353948343`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616012`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"1.1079404289255492`*^-8", "-", - - RowBox[{"0.0003316699566825005`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - - RowBox[{"3.3214464132095884`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - "1.1079404291230823`*^-8", - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - - RowBox[{"0.00033166995668250094`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"1.1079404294454617`*^-8", "+", - - RowBox[{"0.0003316699566825008`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"-", "1.107940429399415`*^-8"}], - RowBox[{ - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - - RowBox[{"3.3214464132085747`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - - RowBox[{"0.0003316699566825007`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.00995010820050242`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}]}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["SymmetrizedArray", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJzllXtIk1EYxg3vMIzM0NLyMkPLIE0wWtob2dSkmRcETc001IJ0GVYaMiGp -FC+leV2WNDEl1InO0qbpNHVuNj+dDh3hvM7pnMuZZXmrwH/PHweClD744OPw -8H7Pec7v4VhH0v2jtLW0tEhb759vK3Wgw15GJ2htPSacnvFnPmKg3ONeYdqI -oMSZxTm5MggKlvWk35s50P2kX1nBEkGvj25EepsEAlzp5DZDJZx5HlNvEySA -1FDeefKBHIBVQf1gwTBMr2Q+3VtMwNU7Ym/6mAxav9iWn9PMI+fj6nH9oObg -rqNye50rqxROiMAtILRcnCEGAZPccY00B8eFMq5eWR+8o341CLMcgLiGwaLY -uFkwjndJPDhCQNJPF/Obg2PwpMGgvcFPBQvx6a18Vh8UGRkuu/tJ4XuzMOUV -X4mtx/WDmwMqf9R/IeKUsM1+ABrJE/scGO2Qq61zmpk/jZxfyPakkNYJmHgf -7GMWLgR5l1Js92AG3Fr1axP2ECDID86S7v8M2ZLNI4fs57H1uH5sLdzucm36 -4PpSuZcmbRiyyAxwvqEESkrksc2oKRi6ndAl9VDCRlghjc1VIznEzd+2Sq/l -0aVu4EvPkqtZSeDKI5X5XxgC4cxbh44cAnolCh43UwQS9mVG0gkFLDBKe9VB -BMhzl3f7mI7CLXnrWmXuPLYe5ec+5cPaS6t++DiTWusqHoc5uoW1d7MKmwdU -31Gco84Xta88mXmpGZ8PTFUq1cTxMWg4jka0SQlyX7h6XD+0pV3aJU4EBEXV -/FipI8C3WpKYQiiwe4fqO4pz3PPF7YVhtseifc800BZCFDG6v+cq9L+5i9TY -fgLTvCzjWvrBQOOUYFrVCevFL+pWqXKINtbk+Yb1g7wipF7nIR9mOy+OLk7K -tx0/qF78b/ygeNhu/Oz0+yuarZuabDoD4XYjh7sb52GKOJrNk6Fz/lf3F6oX -O/3+wu0dKn/Uf1F9R3GOq8f105ThSG3iKGDYs6ImuUAFPUGxG+HLaN6w1xEc -4uaP6ju2/i/5QeX2C44OHRg= - "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJzllXtIk1EYxg3vMIzM0NLyMkPLIE0wWtob2dSkmRcETc001IJ0GVYaMiGp -FC+leV2WNDEl1InO0qbpNHVuNj+dDh3hvM7pnMuZZXmrwH/PHweClD744OPw -8H7Pec7v4VhH0v2jtLW0tEhb759vK3Wgw15GJ2htPSacnvFnPmKg3ONeYdqI -oMSZxTm5MggKlvWk35s50P2kX1nBEkGvj25EepsEAlzp5DZDJZx5HlNvEySA -1FDeefKBHIBVQf1gwTBMr2Q+3VtMwNU7Ym/6mAxav9iWn9PMI+fj6nH9oObg -rqNye50rqxROiMAtILRcnCEGAZPccY00B8eFMq5eWR+8o341CLMcgLiGwaLY -uFkwjndJPDhCQNJPF/Obg2PwpMGgvcFPBQvx6a18Vh8UGRkuu/tJ4XuzMOUV -X4mtx/WDmwMqf9R/IeKUsM1+ABrJE/scGO2Qq61zmpk/jZxfyPakkNYJmHgf -7GMWLgR5l1Js92AG3Fr1axP2ECDID86S7v8M2ZLNI4fs57H1uH5sLdzucm36 -4PpSuZcmbRiyyAxwvqEESkrksc2oKRi6ndAl9VDCRlghjc1VIznEzd+2Sq/l -0aVu4EvPkqtZSeDKI5X5XxgC4cxbh44cAnolCh43UwQS9mVG0gkFLDBKe9VB -BMhzl3f7mI7CLXnrWmXuPLYe5ec+5cPaS6t++DiTWusqHoc5uoW1d7MKmwdU -31Gco84Xta88mXmpGZ8PTFUq1cTxMWg4jka0SQlyX7h6XD+0pV3aJU4EBEXV -/FipI8C3WpKYQiiwe4fqO4pz3PPF7YVhtseifc800BZCFDG6v+cq9L+5i9TY -fgLTvCzjWvrBQOOUYFrVCevFL+pWqXKINtbk+Yb1g7wipF7nIR9mOy+OLk7K -tx0/qF78b/ygeNhu/Oz0+yuarZuabDoD4XYjh7sb52GKOJrNk6Fz/lf3F6oX -O/3+wu0dKn/Uf1F9R3GOq8f105ThSG3iKGDYs6ImuUAFPUGxG+HLaN6w1xEc -4uaP6ju2/i/5QeX2C44OHRg= - "], {{0, 0}, {12, 12}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> {"Highlight" -> {"ratio" -> 2}, - "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> {"freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"12", ",", "12"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"Antisymmetric", "[", - RowBox[{"{", - RowBox[{"1", ",", "2"}], "}"}], "]"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Symmetry order: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["2", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Specified independent elements: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["62", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> - True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - RowBox[{ - RowBox[{"-", "1.107940429399415`*^-8"}], "-", - - RowBox[{"2.241454781417565`*^-19", " ", - "\[ImaginaryI]"}]}], ContentPadding -> False, - FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> - Baseline, ImageSize -> {{1, 300}, Automatic}], - LineBreakWithin -> False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - RowBox[{"1.6727401305043303`*^-18", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> - True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "-", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> - True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - ItemBox[ - "\"\[VerticalEllipsis]\"", Alignment -> Center, - StripOnInput -> False]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SymmetrizedArray[ - - StructuredArray`StructuredData[{12, - 12}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ -{1, 5} -> Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 6} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, - 7} -> Complex[ - 1.6727401305043305`*^-18, 0.09916907966616016], {1, 8} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, - 9} -> Complex[0.9751371712736823, -0.09850607189743646], { - 1, 10} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ -{1, 12} -> 1, {2, 3} -> Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 5} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], \ -{2, 6} -> Complex[-0.009933502547815196, -0.09883740970947764], {2, 7} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], \ -{2, 8} -> Complex[-0.009933502547815196, -0.09883740970947764], {2, 9} -> - Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 10} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 11} -> 1, {3, 4} -> - Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ -{3, 6} -> Complex[0.00976883383345901, 0.09670511030136163], {3, 7} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ -{3, 8} -> Complex[0.00976883383345901, 0.09670511030136163], {3, 9} -> - Complex[ - 6.938893903907228*^-18, -4.336808689942018*^-19], {3, 10} -> - Complex[0.01966912300437454, 0.], {3, 11} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {3, 12} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { - 4, 5} -> Complex[-0.009768833833459008, - 0.09670511030136167], {4, 6} -> - Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 7} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, - 8} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 9} -> - Complex[0.980330876995626, 0.], {4, 10} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], { - 4, 11} -> Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {4, - 12} -> Complex[0.9751371712736823, 0.09850607189743646], { - 5, 6} -> Complex[0.9803308769956256, 0.], {5, 7} -> - Complex[-1.552346694521116*^-18, - 1.2661074609920407`*^-19], {5, 8} -> - Complex[0.9803308769956256, 0.], {5, 9} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 5, 10} -> - Complex[0.00976883383345901, -0.09670511030136163], {5, - 11} -> Complex[-0.009933502547815196, - 0.09883740970947764], {5, 12} -> - Complex[-0.009916907974532265, 0.09883807384038253], {6, - 7} -> Complex[0.019669123004374556`, 0.], {6, 8} -> - Complex[-1.552346694521116*^-18, \ --1.2661074609920407`*^-19], {6, 9} -> - Complex[-0.009768833833459008, -0.09670511030136167], {6, - 10} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {6, 11} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 6, 12} -> Complex[ - 1.6727401305043305`*^-18, -0.09916907966616016], {7, 8} -> - Complex[0.9803308769956256, 0.], {7, 9} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 7, 10} -> Complex[ - 0.00976883383345901, -0.09670511030136163], {7, 11} -> - Complex[-0.009933502547815196, 0.09883740970947764], {7, - 12} -> Complex[-0.009916907974532265, - 0.09883807384038253], {8, 9} -> - Complex[-0.009768833833459008, -0.09670511030136167], {8, - 10} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {8, 11} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 8, 12} -> Complex[ - 1.6727401305043305`*^-18, -0.09916907966616016], {9, 10} -> - Complex[0.01966912300437454, 0.], {9, 11} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {9, 12} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { - 10, 11} -> - Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {10, - 12} -> Complex[0.9751371712736823, 0.09850607189743646]}, - - Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> - False, SelectWithContents -> True], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], - DynamicModuleValues:>{}], "]"}], - Q3`WickState[{ - $CellContext`c[1, 3, 0], - $CellContext`c[1, 1, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 2, 0], - $CellContext`c[2, 2, 1], - $CellContext`c[2, 2, 0], - $CellContext`c[2, 2, 1], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[1, 1, 1], - $CellContext`c[1, 3, 1]}, {{ - SparseArray[ - Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ - Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417905`*^-8, 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - Complex[-1.1079404289878503`*^-8, -0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - Complex[-9.943302374432365*^-21, -3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}}, - SymmetrizedArray[ - StructuredArray`StructuredData[{12, - 12}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 5} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 6} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 7} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 8} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 9} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 10} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 12} -> - 1, {2, 3} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 5} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 6} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 7} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 8} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 9} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 10} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 11} -> - 1, {3, 4} -> Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 6} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 7} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 8} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 9} -> - Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 10} -> - Complex[0.01966912300437454, 0.], {3, 11} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {3, 12} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {4, 5} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 6} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 7} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 8} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 9} -> - Complex[0.980330876995626, 0.], {4, 10} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], {4, 11} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {4, 12} -> - Complex[0.9751371712736823, 0.09850607189743646], {5, 6} -> - Complex[0.9803308769956256, 0.], {5, 7} -> - Complex[-1.552346694521116*^-18, 1.2661074609920407`*^-19], {5, 8} -> - Complex[0.9803308769956256, 0.], {5, 9} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {5, 10} -> - Complex[0.00976883383345901, -0.09670511030136163], {5, 11} -> - Complex[-0.009933502547815196, 0.09883740970947764], {5, 12} -> - Complex[-0.009916907974532265, 0.09883807384038253], {6, 7} -> - Complex[0.019669123004374556`, 0.], {6, 8} -> - Complex[-1.552346694521116*^-18, -1.2661074609920407`*^-19], {6, 9} -> - Complex[-0.009768833833459008, -0.09670511030136167], {6, 10} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {6, 11} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {6, 12} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {7, 8} -> - Complex[0.9803308769956256, 0.], {7, 9} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {7, 10} -> - Complex[0.00976883383345901, -0.09670511030136163], {7, 11} -> - Complex[-0.009933502547815196, 0.09883740970947764], {7, 12} -> - Complex[-0.009916907974532265, 0.09883807384038253], {8, 9} -> - Complex[-0.009768833833459008, -0.09670511030136167], {8, 10} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {8, 11} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {8, 12} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {9, 10} -> - Complex[0.01966912300437454, 0.], {9, 11} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {9, 12} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {10, 11} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {10, 12} -> - Complex[0.9751371712736823, 0.09850607189743646]}, - Antisymmetric[{1, 2}]}]], { - $CellContext`c[1], - $CellContext`c[2], - $CellContext`c[3], - $CellContext`c[4]}], - Editable->False, - SelectWithContents->True, - Selectable->False]], "Output", - CellLabel->"Out[12]=", - CellID->815330324,ExpressionUUID->"28944c0a-26d5-46d9-92f9-c6084cb39031"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - InterpretationBox[Cell[ - "\t", "ExampleDelimiter",ExpressionUUID-> - "dc41533e-50ee-4f9c-a7ec-78f6248a2d6f"], - $Line = 0; Null]], "ExampleDelimiter", - CellID->440779907,ExpressionUUID->"e163491c-ee73-404e-9eb4-c1d904e9127c"], - -Cell[TextData[{ - "Here are some functions that support ", - Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["WickState"]], "paclet:Q3/ref/WickState", "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "196e0ec4-77b0-43df-a6e1-3b543f9ff376"], - "." -}], "ExampleText", - CellID->2074367527,ExpressionUUID->"9f9ca320-cf7c-4f0b-8f61-2bb73a22f616"], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{"out", "=", - RowBox[{ - RowBox[{"Measurement", "[", - RowBox[{"c", "@", - RowBox[{"{", - RowBox[{"2", ",", "3"}], "}"}]}], "]"}], "[", "ws", - "]"}]}], "\[IndentingNewLine]", - RowBox[{"rec", "=", - RowBox[{"Readout", "[", - RowBox[{"c", "@", - RowBox[{"{", - RowBox[{"2", ",", "3"}], "}"}]}], "]"}]}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[1]:=", - CellID->2051354619,ExpressionUUID->"c3167e9e-ade6-43f9-a4c6-32def9cc871d"], - -Cell[BoxData[ - InterpretationBox[ - RowBox[{ - TagBox["WickState", - "SummaryHead"], "[", - DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{ - Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Bare modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], - $CellContext`c[2]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], - $CellContext`c[3]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], - $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Initial occupation: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[4, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[4, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[4, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[4, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[4, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[4, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[4, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "4", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[4, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "0"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "1", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - InterpretationBox[ - RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", - - DynamicModuleBox[{ - Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], - ButtonFunction :> (Typeset`open$$ = True), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> - False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - BaselinePosition -> {1, 1}], True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], - ButtonFunction :> (Typeset`open$$ = False), Appearance -> - None, BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, - 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ - Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z -28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], - GridBox[{{ - RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0.25`", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements:\"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"\"", "SummaryItem"]}]}, { - TagBox[ - TagBox[ - GridBox[{{ - RowBox[{ - RowBox[{"{", - RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox["1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { - RowBox[{ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", - StyleBox[ - PaneBox[ - "1", ContentPadding -> False, FrameMargins -> 0, - StripOnInput -> True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, - DefaultBaseStyle -> "Column", GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - "Column"], "SummaryItem"]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ + RowBox[{"{", + RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], + "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Encoded modes: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", RowBox[{ - TagBox["SparseArray", "SummaryHead"], "[", + InterpretationBox[ + SubscriptBox["c", - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, + TemplateBox[{",", "\",\"", "1", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[3, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "3", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[3, 3, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "1", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 1, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "3", "0"}, + "RowWithSeparators"]], + $CellContext`c[2, 3, 0]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "2", "2", "1"}, + "RowWithSeparators"]], + $CellContext`c[2, 2, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "1", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 1, 1]], ",", + InterpretationBox[ + SubscriptBox["c", + + TemplateBox[{",", "\",\"", "1", "3", "1"}, + "RowWithSeparators"]], + $CellContext`c[1, 3, 1]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + InterpretationBox[ + RowBox[{ + TagBox["BogoliubovTransforms", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { + TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GraphicsBox[ - RasterBox[CompressedData[" -1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH -HACo2sx4 - "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> - False, AxesStyle -> {}, Frame -> False, - FrameLabel -> {None, None}, FrameStyle -> Directive[ - Opacity[0.5], - Thickness[Tiny], - RGBColor[0.368417, 0.506779, 0.709798]], - FrameTicks -> {{None, None}, {None, None}}, - GridLinesStyle -> Directive[ - GrayLevel[0.5, 0.4]], ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}], - Method -> {"GridLinesInFront" -> True, "AxisPadding" -> - Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> {"Version" -> 1.2, - "TrackMousePosition" -> {True, False}, "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { - "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> - True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultPlotStyle" -> Automatic, "DomainPadding" -> - Scaled[0.02], "RangePadding" -> Scaled[0.05]}, - PlotRangePadding -> Automatic, AxesStyle -> Large, - FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> - Scaled[0.025]], + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Specified elements: \"", "SummaryItemAnnotation"], + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { + TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -9326,39 +5177,16 @@ HACo2sx4 RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Default: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["0", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Density: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["0.`", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["None", "SummaryItem"]}]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, - Editable -> False, SelectWithContents -> True]}], "}"}], - ",", RowBox[{"{", RowBox[{ InterpretationBox[ RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", + TagBox["SparseArray", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -9373,12 +5201,40 @@ HACo2sx4 BaseStyle -> {}, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], + AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["4", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -9407,11 +5263,39 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["4", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -9419,128 +5303,79 @@ HACo2sx4 RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { TagBox[ TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411801`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - - RowBox[{"3.3198626353946485`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.975137171273682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - - RowBox[{"0.09883740970947762`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - - RowBox[{"3.3198626353948343`*^-7", " ", - "\[ImaginaryI]"}]}], + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616012`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], + "Column"], "SummaryItem"]}}, GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, + "Rows" -> {{Automatic}}}, BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, - Selectable -> False, Editable -> False, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", + TagBox["SparseArray", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -9556,11 +5391,39 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { + TagBox["0", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -9589,82 +5452,57 @@ HACo2sx4 "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"1.1079404289255492`*^-8", "-", - - RowBox[{"0.0003316699566825005`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - - RowBox[{"3.3214464132095884`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - "1.1079404291230823`*^-8", - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - - RowBox[{"0.00033166995668250094`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"1.1079404294454617`*^-8", "+", - - RowBox[{"0.0003316699566825008`", " ", - "\[ImaginaryI]"}]}], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> {"Version" -> 1.2, + "TrackMousePosition" -> {True, False}, "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> { + "ratio" -> 2}, "Droplines" -> {"freeformCursorMode" -> + True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"-", "1.107940429399415`*^-8"}], + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { RowBox[{ - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, { + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - - RowBox[{"3.3214464132085747`*^-7", " ", - "\[ImaginaryI]"}]}], + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - - RowBox[{"0.0003316699566825007`", " ", - "\[ImaginaryI]"}]}], + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { RowBox[{ - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.00995010820050242`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, @@ -9677,34 +5515,11 @@ HACo2sx4 GridBoxItemSize -> {"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}], ",", + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", RowBox[{"{", RowBox[{ InterpretationBox[ @@ -9777,75 +5592,70 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.9411238678566561`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.19341019859437134`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.038944119057645055`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0002620773276979446`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.002603237866672337`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.030241935192683`*^-7"}], "+", + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.000010495059269479881`", " ", + RowBox[{"0.23457353803352107`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.038944119057645055`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9021790457748177`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.18819320766416767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.03868204172994712`"}], "+", - RowBox[{"0.19081745578696852`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.00026207732769795156`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0026032378666723355`", " ", + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.00026207732769795156`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.002603237866672336`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.0386820417299471`"}], "+", - RowBox[{"0.1908174557869685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.9021790457748181`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1881932076641677`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.03894411905764505`"}], "+", + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.19079644553083996`", " ", + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "7.030241935192954`*^-7"}], "+", + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000010495059269479117`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0002620773276979446`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0026032378666723363`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.03894411905764505`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9411238678566558`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19341019859437122`", " ", + RowBox[{"0.0064801759065640846`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -9864,25 +5674,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - - Complex[-7.030241935192683*^-7, - 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[ - 0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -9953,59 +5760,72 @@ HACo2sx4 TagBox[ TagBox[ RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.03920689940953653`", + GridBox[{{ RowBox[{ - RowBox[{"-", "0.00026278035189146974`"}], "+", - RowBox[{"0.1934101985943713`", " ", "\[ImaginaryI]"}]}], - RowBox[{"7.0302419351298`*^-7", "-", - RowBox[{"0.002613753063531294`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.041631922493370985`"}], "+", - RowBox[{"0.000010515196858958871`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.0010750823513930262`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.0002627803518914715`"}], "-", - RowBox[{"0.1934101985943714`", " ", "\[ImaginaryI]"}]}], - "7.030241935184217`*^-7", + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19341019859437136`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10357350309400706`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.030241935147147`*^-7"}], "-", + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.002613753063531294`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"7.030241935285925`*^-7", "+", + RowBox[{ + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.0026137530635312943`", " ", + RowBox[{"0.0003106339104423192`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.1934101985943713`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "7.030241935355314`*^-7"}], + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.000262780351891468`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.19341019859437125`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000010515196858957876`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.030241935164494`*^-7"}], "+", - RowBox[{"0.002613753063531293`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.00026278035189146454`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.19341019859437125`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.477714973305623`"}], "+", + + RowBox[{"0.22744174956494273`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]"}], "-", - RowBox[{"-", "0.039206899409536505`"}]}}, RowSpacings -> - 1, ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], + RowBox[{"0.07121149018740795`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -10021,28 +5841,23 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[8.131516293641283*^-20, - 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - - Complex[0.000262780351891468, 0.19341019859437125`]}, { - - Complex[-8.131516293641283*^-20, \ --0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - Complex[-0.039206899409536505`, 8.673617379884035*^-19]}}, - Selectable -> False, Editable -> False, + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}, + Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", RowBox[{ @@ -10116,73 +5931,70 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.8706303274912398`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.2780792901080426`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051422789563197374`"}], "+", + RowBox[{"0.1190006327820552`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669408`"}], "+", - RowBox[{"0.2694771580320819`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2860941666426128`"}], "+", + RowBox[{"0.3304594776206563`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0012981885381122965`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21561873625085254`"}], "-", + RowBox[{"0.08399234535193995`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "7.894016335830301`*^-6"}], "+", + RowBox[{"0.5964563607197775`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.00007809104301577483`", " ", + RowBox[{"0.009911737922502023`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.08472202645669408`"}], "+", - RowBox[{"0.26947715803208194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5835728906428612`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5446721585854524`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.78590040701821`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26095345726198343`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05526785620349091`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11056631474528056`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08342383791858181`"}], "+", - RowBox[{"0.26963368038096003`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05980282747160885`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07007653209262724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0012981885381123139`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", + RowBox[{"0.1133153820082126`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.00549483439989909`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.0012981885381123139`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.08342383791858178`"}], "+", - RowBox[{"0.26963368038096`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.7859004070182107`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.05020845049867415`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.26771648586524205`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2609534572619835`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669409`"}], "+", + RowBox[{"-", "0.4229532817702911`"}], "+", + RowBox[{"0.12068798049045854`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.26947715803208183`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "7.894016335830356`*^-6"}], "+", + RowBox[{"-", "0.021712677276518863`"}], "+", + RowBox[{"0.058041075609157985`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.19958355983199388`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3227972775828699`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.42067213093036937`"}], "-", + RowBox[{"0.14431666265614826`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007809104301577258`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.001298188538112293`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2789403118080341`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.029279340852737618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669406`"}], "+", - RowBox[{"0.2694771580320819`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0777660796818619`"}], "+", + RowBox[{"0.24044218399974365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.8706303274912393`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.01674608180198811`"}], "-", - RowBox[{"0.2780792901080424`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> - Baseline, ColumnAlignments -> Center], "\[NoBreak]", - ")"}], + RowBox[{"0.008071598225049818`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -10198,23 +6010,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -10285,56 +6096,70 @@ HACo2sx4 TagBox[ TagBox[ RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.08602810901114225`", + GridBox[{{ + RowBox[{ + RowBox[{"0.22336830179318945`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.10994891105914628`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.0013060825544481472`"}], "+", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}], - RowBox[{"7.894016335826398`*^-6", "-", - RowBox[{"0.008602132075960674`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.179360421319004`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1045055679036277`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.044711063899330966`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.3997711794926225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.26120964745142766`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2182116642748822`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.01766294324618717`"}], "+", + RowBox[{"0.07629791036757183`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007843130586223016`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.0013060825544481437`"}], "-", - RowBox[{"0.27807929010804266`", " ", "\[ImaginaryI]"}]}], - "7.894016335827523`*^-6", + RowBox[{"-", "0.01867359945550796`"}], "-", + RowBox[{"0.12991651467762805`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.27807929010804266`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4136309863513148`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.32459119381949325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335826398`*^-6"}], "-", + RowBox[{"-", "0.08566442989514533`"}], "-", - RowBox[{"0.008602132075960672`", " ", + RowBox[{"0.13780066123524504`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"7.894016335854154`*^-6", "+", - RowBox[{"0.008602132075960674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2780792901080426`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "7.89401633587497`*^-6"}], + RowBox[{"-", "0.03742196764438921`"}], "+", + RowBox[{"0.030128326443724755`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0013060825544481298`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.0021047903963681003`"}], "-", + RowBox[{"0.4710082293548459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.19605911325305342`"}], "+", + RowBox[{"0.18681308826202053`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007843130586222762`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335826398`*^-6"}], "+", - RowBox[{"0.00860213207596067`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.5166010461667343`"}], "-", + RowBox[{"0.1417878422201601`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.03892944073043274`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.045221541995900005`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27335437431711884`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.40577431689118826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0013060825544481298`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.08602810901114219`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], + RowBox[{"0.5984451923298307`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.022923109448545864`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.0326327064654409`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23806340061643008`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -10350,23 +6175,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}, + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -10392,131 +6216,73 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - - Complex[-0.00995010820050242, - 2.083853062282483*^-19]}}}, {{{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - - Complex[-7.030241935192683*^-7, - 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[ - 0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[ - 8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - - Complex[0.000262780351891468, 0.19341019859437125`]}, { - - Complex[-8.131516293641283*^-20, \ --0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - - Complex[-0.039206899409536505`, - 8.673617379884035*^-19]}}}, {{{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], "SummaryItem"]}]}, { + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, {{{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, {{ + + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}}}, + Selectable -> False, Editable -> False, SelectWithContents -> + True], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -10542,79 +6308,74 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWns0leka19XQTeGoIaGSolKRpPzQRUxEd1EJqSSZIV2YMk7NlGoiuRUl -XZhKSZTUyGUmd/vb26XNoO3S3ht72zGTaWpqjrPW+fc557xnzVpn5pz2Wtba -a3vW+z3X3/N7nu/V99q7evsQJSWl8f/4+/t3PcU6Y/XD30PpHx+N7LLWGOca -LNz/aMt5g2okzUvNtnhdC2mqfrvrjS6kxgSlRVpXw/CTcvMS9zqMcHXXm/Kk -C+dMsV/a8RTTrLe98S0Ogr6qT5t1XS15js+eRZ7rDTikfVaeany2CZOGVl6x -t5Vh1a6EvQdCqlGaOWqauVstChulq3Zs74LN5yXuJ57ysO+ZLFyliY/+Mpto -uHaiPzncJWBAXrJ31OJeg3o8uVUoLZd2obDXvnJ6aCW8tb9u2ZSaAJHy6lzv -rka4RS8I107iw2Z8npfDyXYcvhwWszG4h9STVZ5VH1Z7Wf35e8WL9Xcqr2bs -zpl3YmU1zl705d1Pr0VcWFVx01dd8Hs39cDW8mroOXUn6OfVIOKhzZZ9el3Q -fzzIafXtanwblr1Hp6se5kluik/HdeN56YUSV1MO53qmewteNSGt+cK3uutl -4HzE0YHNfPhNPsNf9/A7zDiZtd9zrBixI1Mm9BiUQrP8ksbdKxEw/yJkXejs -eswYXf7F7pRqXIlYseCWSi3E4TXZPXZd2I1RZR6TOTyT8Yf9JuXQJBt0olMi -hWbJwTfjbvJxeEWpyqWCdmhmRvukRfbArGHE2IKbPPTOfB1g8WkjSkRPNV14 -3czyrPqw2svqT9Z4seYJlZ/Uc1c5xFqMCOLjZZqFz0JRCarilnVaFYjJ868d -MwqbP5gH74OGdWM0hTi/e8mYn10G4jI2tEl+g0NqvYHl86oqrPhRPG+iihQO -s+zy1m7j4OGak6G/pgWaHvJ+40syWAfc1Vquwses4X7c1sEV0D1WNlwtQIKG -BRcUCRECjMms6E385glSd7WH9A16gQNfDlq9WJeHB5kpQZO0a5A2wup15A+d -sH5aLFSN4sNROTbSeWgJxE1vwmKixFCZODPWNYgHdcu993TTG1Ckry60vdbN -LM+qD6u9rP5kjVfeJYehXmerMX/7KdmpL+uh3jMp69K7LjgPWyGfEiKBy9HR -S6O6Zeg0HrYyp0NB4hhrfsYfd34/cfpTOEvzRTbPvDD3KTZXfFQLXbVEHVsN -Do0x02IqZzZhwotD7x1MZBhh9oZn8RkPCw+1KUlCBVDKnatyIq4T+MWlYcoy -DrMcsvwXRzaj4FB1ltE+GUTzG5cmzuPj+q5kK+/CMgQdud0SbiTB+A0jls4T -V+PaxnGNi+4+w6yQozl/WdSNqqMnxK665UjOtv1xg3MU8hLreG0bhHDc3/po -K59D5BbB+PpcEbx2znlrvFyOeNHj7yS3OJyP/ealaL4IjgslD7kxcmZ5Vn1Y -7WX1JxUvXUl6amwihzrTi66jO57j3ZnXfx36I93vKDyhzqdwksp/yi7W/H+U -1KMdNFCnbTs7Pe8cFGLPD32mg327Yfbl3syaFXw0xjs4btcrg15wf0ryMAmJ -A1R8t+RezbEbqAuFKNHzltMz2Kd6LF06jcYNVnlWfVjt/b3wn4rX+iLXlaPq -OOhZTVHe/XUlXp+QqbcXSzDVM+pXtQIOqzdZ9kXPrML42l5rT7GE5F1UP6Vw -kjX/Dybc1LcPfQqRdqSjbsdutOTHRVh71WLCjsOrA09yOFqnI1p05Dku1XX0 -9TTLkJbGx/zhHK5OeX3tQdkP8D0+rdFdS0b2l3uWGgk7ijkssbHaNPorEZ7F -V+a7zZHj7jmxSmhgObS0Q1N+3BuNnWdNXq27K8RPFtFnTFbwcOzVx6XJFQLY -Te6P0HzYySzPqg+rvax4whovt95JTs4/VUMr9869FL8amMbIrJXe03Gk+D/F -66h+TeEwVV+U30yXhJTNLOVjyO7GWTGbvsdyc0GQqxldX5Xqk23CwMeM3DMW -lrZtqNVV7nfskkPr/EdDS4bxkTQ/WutcUCuyH/QG25+Tw8f7aNyUOXy0BKSM -mzi6DcKCBW5dtXKoPXE+OWkDD+cjT4muLmmAyLQv0Tqqm1meVR9We68vHufW -GMvhonb5hPt7qnEr5nB4gbEUSlZRXcGfc7hwuFg7Tvs5jujaCLXKZPjuxGV9 -l70cHKs0Akrvt+Ci+bdqQ7JlCFLOeKezhkOuZ6O8Ut6MdqOPXr45IYOf1SGr -Sncxhq0a6auxVoaAncubFXUKqGsoL/FZOIBjO46+sW0WotJbrF53qJucEyn+ -T/E6ql9TOMxaX+63Z1c+CimBZ3ZFQmhFKM6Kco0GB9dhRtiwCQGaAvhP7zG9 -r1aMt7dau9xzBvqIbZa6mr8Ar8N32d47UgD3HYEb3hq+gFF684ZMBQ9h+OsV -V+8fcGTI6YzeQTJUfD72ZpSJAKt5I2fZbSuChaWK//oz7PKs+lD2nj65h79c -xGEuL2dtr1yEzas1N3t5DOStnfIgbjMfwubGjdZflCKwPSpYr10Ms6GqlolJ -PCTE9recMhYgfZOwKCeoE8uDzTKcf+JgZ9p6ftvlCgTenGh4LEqCO7XjXyXp -8lF/PMsw0rMcMWX3VN47SjCtMN/k0x4OTtcjh/vrtWL0rxc/O/KpHPrRj81C -N1XjuWTFzQ1P6uBufzuqv4beV1BzKNX3Kd7IOtdQ9UvFpelV3C8ODjU4U7d4 -qrj9HlZKvu7c8aidjEuW/vWoezcFeO/hvnvqwm/xMn/tzz75HVgvWRP5URUP -eZdHnhJIGjFdmPHzRGk3szyrPvZ7I9L2O/FhEPIkfmRQGza/rh9j8JsccyOO -3w5REuDImu1vH9wphlONuSr/2QtozdmZz7vLh7girdBs6FPESm/0q7uJSX+6 -aV9OWZPYgTpuZZOPVzfeQb9oS76C5HU16aG3K8/wUOjXKUoa1YjhB14eD83r -RuAF3fh14W04Uq8ochjIgwxuWdvyVAW516L2FdQcSs0XFG+k+ACF86z1GzZb -kBxdXo4Lmmueh2ecRZ9sTLyfegOKKzN1VvhyCB4RuyysnodSg/PdPQelePtW -27n+GB8avXYSmVU7wnyEvYZrepjlKX3urJw2t66Hj6aXyjqaWR3wUPGXX1P0 -4JN0H6Mn6nxstZsqdL/WivrtxlkTvpFD2PKyWH2DADNSDps06hYi9O6+iAMO -L0h/th80n/tuFIftho8Vqgv5+KQkrUllRCfJ04bU9iwJ9eDDN7w09HR6GxxD -bwz8o4cZT6j9KrU3o/KcmnOpPKd4KcU3qD5C4QMVd2/MLszTqYB22KlTOrwY -pL7wfdzs30DGnVWe0ifERPWeiysHd6eGoU8WDvhp8NcqPklSrLSImzV9Mh+7 -ioMyHZpakatyzlq9QI7JY662pPfyED/Vom95JB9XQ6o0uJmdJM5T+UDFi8o3 -B0f7r9Yv4KBfEeu0b4CPb4m8EBf4vZR5r0jtV1nnU6rfUXVB8VKKb1B9hBUf -psct9rbdUgPVB4OT265lIVL5QkVfAt13QjrGvQh+0I7vtFp7zTu74KJvmHM6 -S0Hq45PvPKNlPx+VgptGU1Xb8TImKGetdQ/ChN0Kh/CBOPkbz7YZy4M8PlZt -ziop0iy/eXvKVgBnzYuLtIsK8WX6FTT4v8Adw4Zftrl0QNY3WNfOqhtOvQa1 -p/MUZF+g+h0VLz/VVp34dgFqCz+2DOx6iMSMX3ROenXAQnXQfr0qAfID4qKN -8AinxTfGhHzV8QF//gWeUH3nA/58wJ9/B08+4M8/x58P89fvO39NaWg86avU -gTuvZmRuVOuGUuCUK1vu03n4Yf76Y85fVN+h+giFD6zy/2/z1599/0zVLxUX -im9QfYRVnlWfJJPkHRk/ibF12fFZH1+Xocjkew9FM41XH/bP/9n+mdrHUjhP -1S/FSym+wSrPqs+fff/8R3v/TtUX5TdWfkjxNIqXssqz6sNqr7/ErERWI8Gl -q0Vi0UQ5THRcHZM7abz6X33/Tr0vpnCYqi/W+ZTq+xSvY5Vn1YfV3j/a+/c/ -2v1Dql9TOEzNF6z3K1jnGkqeVR9We1n9Ob7p1z0tOlIcjxh5bcgyOZr9Vi0I -kNN49d+6f0jlP+t9OYrXUf2amkMp3KBwgHWuYb2fRunDau+f5f4ha35Sz6X6 -KYWTFP+neB21r6DmUGq/Su3NWOVZ9WG1l9WfrPF6eNJ02cNsKYT2abfD4uQo -27jn/dZXNF6x/k7hGJWfFO+izqfmRIr/U3stal9BPZfar7LKs+rDai+rP1nj -RZ1D5dXfAH40arI= - "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJztWXs01Hkbdyu9Uhi6KBWJ1ZIklbL6kFYkKblEpZIi7TbdpXTTjShaKpJy +SUVSyYakFBJpZn5D7jJmxgwzzOgm7VKv95z99/vH7z1nz9n33XXOnOP8znPO +93M+z+3zPI+BP9N9s7KCgoLOH7///K8v9zTVPlwOhT/+dPIq2+OW12BBSJHf +5aksXJmdljevvxadaQaClVkSFDeVFepc5eBI+Jspo5R4yEsznFfwpRvtBuPd +gg42YNp+rdpdIhGYZ9+pMZfL8XRVgPfFCg5KluW7RnysRqc0UVGlSQwDpUlK +0qUcTGywDAp40IrdPI2O0kPdWLyPG6ycwILejY0/JV+uw+Kl9iJKUQqGwUcN +R18KVl9V19xN4WNq89LT1gwZrO3tWM8COfhh2Tahyys2dH7aYBke0gmTaKbO +wEwKWau1pq3Pu4EMk5bXp7J4tO3p4rHdLDP53MaB41ftkDfdPOT0aKVJ1/QQ +efMorGa493HxOShco+VTNpyWDZw2TeQTeSP5he53kt9jNjCPfosaelczsNVz +13U8Njme8ru8DY5uqeGKMRzw/dvtMhPakJprMdpO0A22emvM6FNsKHh+6hNK +GmFt2lZl/UCKsLUb4+LeUrD+9cP8qomZKLn5/JekoHZoaBQdzFnCQb7AvcRx +PQe679tM5md3Qr0+ptCsk4USPScdx4J6XPhdMTDGVgpNU/XbPdtYuDpW//WW +0GvY1OvTN1+1FWcS++6W7GUh/pfz4af06+DEDDvu3CmhbU8XD/dOYJLVxhps +v9qZbhiaiwdBJdd04wVE3qKtvLX3vedgOetzzBPzdijPtRh+KKSHyBtdP5Li +ioSH5fKyTGpehWhDrmtLRCz0NhXnf9ragCzGFvXANA5GH5EFRI5mwV3TM1Z/ +XCfx3XvUYn2XxTXwdLv6JG9EDvpXxh7QkPERzL9SeeA4B+bv+S6jvrBQPEc1 +6b1zJ8xnnjCYmsfFgq2WjXaPHqNih+WeyHtCXKge9SCimwtfS7V1L/0L8Vhl +kmPDKiEijpZYOI+n8DZsuf2p2CqsT40cHeAppm1PF4/HjHneEyw5sN2V+073 +PgcLZms132V3EnnrvM/TfFHPRpnHqO/WFFH40hR3YoxDF5E3jaUmOqP0OLDR +5G8tUKHgt2tOUs+HTryW1a1cOYeDFea+VTt1WxFZqNlxfh25rpLykeRHoWHz +zNDNr2C7NKzoFDseZaktrpqPG7GOd8+N9yMbGmbjBsyHN0KtwNY44LgUHkfL +97w1oGCcWGVwt74drH2zlhk/6UFS2ljHe4ZvsF9rZr9QQQRL7q1ydWs5qlTn +N1b6UHi6RLmqcMlNjEiuVVRr4EEyyG2e5MvC/fNrzD+fq4XfYquOB2ESzFRI +vXBCi0KwsVN8cHI7TrTesa/I6KFtTxfP4b6t70dmU5CY7FTqmfkCjNPp68/6 +i2jHP4k3za6LpRH9FBKHNSQ3SUtRua9mSqOwA6au0bfOZNbgt117lfYkdaBY +dCXCxJzcH+nWBxKeQv8Vmc0aNbA+Mlf929J8/DymMapKVwh38zFjd6az4S87 +Upe0qgmFTxU+Tq6U4ly4st4kDS5meDVaJ9uVouJTpl/x0w4kXoqyXRHIxaFF +LxQK0ksQ5Bx1otK8A+c272NkPqLwpMilZ3q/AJe/P5TCT5UBaoKvY2MpOI6n +At8rV+CbYsrJI7Ei+vY08Qzyr3ikx3PBs+Q1m67sQLVfnYPEWE7kLaVwRdeZ +oXy0ptj1b4Na4KW/KPK6dTcy7kZedLMXonbN9OFms6V4dd/qS2mhHL8clk7Z +aNuCd499Io91inGQkV6bECiHycmgAEEohYeHGFPcsysQ6vLNaSBPRNQ5pP5I +qqukfCT5ca6zzev0kBqcXOgSkFucg+vzbFf2GQmQud3Q8qgShQUucfuK57yC +wW3elVmhYniv2K93ooSFiy+kz95/X49E5b7vFfWlsHZ+1KZmUwMDX0XmQFEe +duz5vYziCnBtk+uwnSocSNZeGAc/CnPTup8/mtBF254uHrr9yP5pwcCRpxzo +7M61mhbKg11AQ+1pUzJvl/r44lI+hXN3+h11TgsxWcPFO7NVBiOBl/GLFgpm +Ul8H/ydlyBrzPGo/Q0TUhyRdQepHpDpGin8Sb0EjZvNChr7b9fe5yrRvIG3k +nob+/Twib3l32WLLMA6uqu6ceI3RBotyB8G8im48U95zeO9tNmKfbh+/Yej9 +ZeODc44EdtG2p4vHnuNokazBxoUsplXT3BrYvopPjRF3IYzF1PvxBwrenqnS +0jl8uC/3Zxzt6IF27TG7GP9G/Mx0V907TYxMi+29BzzkCM252L6bScFDl+dg +0s3Hwfjsp5WzZLiZ8ni2oQsbeqPG/fStnAvGeMtJNx52If+ZLGr1UN04usoo +dfOVJ6hkLrSpEAqJOp+kD0m6gtSPSHWMbvxbxdq/dRvDwjmlFUFjna6CV2Dz +qftWCyK7w+uc1NlwPnFY8sG6ATo3H8TtXy2F76yHwhFLhuqVYFjxwIxK+NjL +0mNGiGnbk/A4fkk5fiuhCeZ+NjXXQ8RQNZ585NJaOYJX3RecX8tBtu0sseWs +tzjd7uWsndANdb7c65ji0PylcqXQN6Adh9ZN9+w62wMvb4WiuiguBOmt108e +vo1pU66ybI34UBqZfbZXlYPkPvGgal0zRlbaTJTrDs0j1pK5liVs9I86f177 +URP8n/i+iX4rRfTaHS1cLgua11fxJmbVILzoaMZxXQlxHiTNEST9SdItpH5H +qpOk/CL55ZtKc2S+RTWu6x3f0Zt0CctFj295JTYR/ULXnoRn7o/lL3xM2Djb +s7jy85UGmN5oM970sxSBsw6kJGxhI2c8/F8eaAQ1m5H4IkmK5g0XI9qyOajW +Mk0oncsDLz5vd5lGD+z9ejOMvuOi1N1mus+Z5+itXyuzTegAI7cqa8y2oXcX +l17OSHiLhPHaN3+90w1mkWnXlmss5DAWuV4eWQv/HScayhwkOFjpaKfyuRGH +5gRaOS0T41VcBmPdajlxrifNg6Q5gqQ/SbqF1O9IdZJufv265/jghFIu4idw +uR722fAo6nHYupFPtH9XMWbAOJSPnastVjIXSnBeMjJXlCrHb4o5NzyPsdGo +NNhlu56Lha5s7UlnurDPoqa/fxaFpcFTNxS8rsSyfav+NcNUjBRtnXSvSgoB +Hy0s9psJ8US7zbE0Xwb2oP10ZaMahCinTZuq9hCiDbu2DP8swE3dKrVLS1jY +nCQoGxb2Bg7RY4P55RLoZh9sVL1AIX8+74DWLgGGp/q7VW+Vgdtrz1M5zMMP +UWruPuZdmN63tcDvtByDo4P1eiVs5HpHR25yb8b8w91LAr9K/3b5y5L9i7Nt +fS2Uyw13L6zugK168gGJJVnf/pO/f838JeXj3y1//1/1M8kvdO2Fmd8WSKt4 +cPkQtznJuwsr5MGpAVHkOPlHP/93+pmkV0l1kpRfdO3/1/Uz6d5B2pOT9quk +vRzdfQ4p/km8kfodqU7StaeLJ2LV7dZcdS5YPiFUuF4HLq2YWj1dT07kzXpg +i9U9cCF68FnDhvMMxXnunE4meQ/moenZO3imHov0qf0fM0T47jfPSUZOcpQm +ZdUodnJgtm2jdtbXVzjmlmn8+Lr4L3dfINUxUvyTdAup39G1p4uH5Mdb83KF +sUPxf3RZslJvuQAbmVrpvGjZn35fIN0fSXcrunhI+1XSXo7Uj0h1jKQ/SbqF +rj1dPKR8JPE2on1SYsIMAc7OW6uIaxJcbE9e431bTuQtVtyg57CJQm5G7TCJ +90soyoxumjaJUCWyqOVdpqB/dtuE6TNuwWzzVGfx5PY//b5A2pOT9qskXUHq +R6Q5gqQ/6drTxfNXuy/QvReT6gPpbkXCQ9qTk/QhSVeQ5kHSHEHXni4eUn8k +8UbKRxJvuZqNPru2dQ7NnZ8szJg90CncffnMO3L80P1OqvOk+yMprkj3DpLO +J+lD0lxPmgfp2tPFQ9I5JN5IdZVuPpL8/m+RUrn9 + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -10645,7 +6406,7 @@ RZ1D5dXfAH40arI= "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -10681,79 +6442,74 @@ RZ1D5dXfAH40arI= Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWns0leka19XQTeGoIaGSolKRpPzQRUxEd1EJqSSZIV2YMk7NlGoiuRUl -XZhKSZTUyGUmd/vb26XNoO3S3ht72zGTaWpqjrPW+fc557xnzVpn5pz2Wtba -a3vW+z3X3/N7nu/V99q7evsQJSWl8f/4+/t3PcU6Y/XD30PpHx+N7LLWGOca -LNz/aMt5g2okzUvNtnhdC2mqfrvrjS6kxgSlRVpXw/CTcvMS9zqMcHXXm/Kk -C+dMsV/a8RTTrLe98S0Ogr6qT5t1XS15js+eRZ7rDTikfVaeany2CZOGVl6x -t5Vh1a6EvQdCqlGaOWqauVstChulq3Zs74LN5yXuJ57ysO+ZLFyliY/+Mpto -uHaiPzncJWBAXrJ31OJeg3o8uVUoLZd2obDXvnJ6aCW8tb9u2ZSaAJHy6lzv -rka4RS8I107iw2Z8npfDyXYcvhwWszG4h9STVZ5VH1Z7Wf35e8WL9Xcqr2bs -zpl3YmU1zl705d1Pr0VcWFVx01dd8Hs39cDW8mroOXUn6OfVIOKhzZZ9el3Q -fzzIafXtanwblr1Hp6se5kluik/HdeN56YUSV1MO53qmewteNSGt+cK3uutl -4HzE0YHNfPhNPsNf9/A7zDiZtd9zrBixI1Mm9BiUQrP8ksbdKxEw/yJkXejs -eswYXf7F7pRqXIlYseCWSi3E4TXZPXZd2I1RZR6TOTyT8Yf9JuXQJBt0olMi -hWbJwTfjbvJxeEWpyqWCdmhmRvukRfbArGHE2IKbPPTOfB1g8WkjSkRPNV14 -3czyrPqw2svqT9Z4seYJlZ/Uc1c5xFqMCOLjZZqFz0JRCarilnVaFYjJ868d -MwqbP5gH74OGdWM0hTi/e8mYn10G4jI2tEl+g0NqvYHl86oqrPhRPG+iihQO -s+zy1m7j4OGak6G/pgWaHvJ+40syWAfc1Vquwses4X7c1sEV0D1WNlwtQIKG -BRcUCRECjMms6E385glSd7WH9A16gQNfDlq9WJeHB5kpQZO0a5A2wup15A+d -sH5aLFSN4sNROTbSeWgJxE1vwmKixFCZODPWNYgHdcu993TTG1Ckry60vdbN -LM+qD6u9rP5kjVfeJYehXmerMX/7KdmpL+uh3jMp69K7LjgPWyGfEiKBy9HR -S6O6Zeg0HrYyp0NB4hhrfsYfd34/cfpTOEvzRTbPvDD3KTZXfFQLXbVEHVsN -Do0x02IqZzZhwotD7x1MZBhh9oZn8RkPCw+1KUlCBVDKnatyIq4T+MWlYcoy -DrMcsvwXRzaj4FB1ltE+GUTzG5cmzuPj+q5kK+/CMgQdud0SbiTB+A0jls4T -V+PaxnGNi+4+w6yQozl/WdSNqqMnxK665UjOtv1xg3MU8hLreG0bhHDc3/po -K59D5BbB+PpcEbx2znlrvFyOeNHj7yS3OJyP/ealaL4IjgslD7kxcmZ5Vn1Y -7WX1JxUvXUl6amwihzrTi66jO57j3ZnXfx36I93vKDyhzqdwksp/yi7W/H+U -1KMdNFCnbTs7Pe8cFGLPD32mg327Yfbl3syaFXw0xjs4btcrg15wf0ryMAmJ -A1R8t+RezbEbqAuFKNHzltMz2Kd6LF06jcYNVnlWfVjt/b3wn4rX+iLXlaPq -OOhZTVHe/XUlXp+QqbcXSzDVM+pXtQIOqzdZ9kXPrML42l5rT7GE5F1UP6Vw -kjX/Dybc1LcPfQqRdqSjbsdutOTHRVh71WLCjsOrA09yOFqnI1p05Dku1XX0 -9TTLkJbGx/zhHK5OeX3tQdkP8D0+rdFdS0b2l3uWGgk7ijkssbHaNPorEZ7F -V+a7zZHj7jmxSmhgObS0Q1N+3BuNnWdNXq27K8RPFtFnTFbwcOzVx6XJFQLY -Te6P0HzYySzPqg+rvax4whovt95JTs4/VUMr9869FL8amMbIrJXe03Gk+D/F -66h+TeEwVV+U30yXhJTNLOVjyO7GWTGbvsdyc0GQqxldX5Xqk23CwMeM3DMW -lrZtqNVV7nfskkPr/EdDS4bxkTQ/WutcUCuyH/QG25+Tw8f7aNyUOXy0BKSM -mzi6DcKCBW5dtXKoPXE+OWkDD+cjT4muLmmAyLQv0Tqqm1meVR9We68vHufW -GMvhonb5hPt7qnEr5nB4gbEUSlZRXcGfc7hwuFg7Tvs5jujaCLXKZPjuxGV9 -l70cHKs0Akrvt+Ci+bdqQ7JlCFLOeKezhkOuZ6O8Ut6MdqOPXr45IYOf1SGr -Sncxhq0a6auxVoaAncubFXUKqGsoL/FZOIBjO46+sW0WotJbrF53qJucEyn+ -T/E6ql9TOMxaX+63Z1c+CimBZ3ZFQmhFKM6Kco0GB9dhRtiwCQGaAvhP7zG9 -r1aMt7dau9xzBvqIbZa6mr8Ar8N32d47UgD3HYEb3hq+gFF684ZMBQ9h+OsV -V+8fcGTI6YzeQTJUfD72ZpSJAKt5I2fZbSuChaWK//oz7PKs+lD2nj65h79c -xGEuL2dtr1yEzas1N3t5DOStnfIgbjMfwubGjdZflCKwPSpYr10Ms6GqlolJ -PCTE9recMhYgfZOwKCeoE8uDzTKcf+JgZ9p6ftvlCgTenGh4LEqCO7XjXyXp -8lF/PMsw0rMcMWX3VN47SjCtMN/k0x4OTtcjh/vrtWL0rxc/O/KpHPrRj81C -N1XjuWTFzQ1P6uBufzuqv4beV1BzKNX3Kd7IOtdQ9UvFpelV3C8ODjU4U7d4 -qrj9HlZKvu7c8aidjEuW/vWoezcFeO/hvnvqwm/xMn/tzz75HVgvWRP5URUP -eZdHnhJIGjFdmPHzRGk3szyrPvZ7I9L2O/FhEPIkfmRQGza/rh9j8JsccyOO -3w5REuDImu1vH9wphlONuSr/2QtozdmZz7vLh7girdBs6FPESm/0q7uJSX+6 -aV9OWZPYgTpuZZOPVzfeQb9oS76C5HU16aG3K8/wUOjXKUoa1YjhB14eD83r -RuAF3fh14W04Uq8ochjIgwxuWdvyVAW516L2FdQcSs0XFG+k+ACF86z1GzZb -kBxdXo4Lmmueh2ecRZ9sTLyfegOKKzN1VvhyCB4RuyysnodSg/PdPQelePtW -27n+GB8avXYSmVU7wnyEvYZrepjlKX3urJw2t66Hj6aXyjqaWR3wUPGXX1P0 -4JN0H6Mn6nxstZsqdL/WivrtxlkTvpFD2PKyWH2DADNSDps06hYi9O6+iAMO -L0h/th80n/tuFIftho8Vqgv5+KQkrUllRCfJ04bU9iwJ9eDDN7w09HR6GxxD -bwz8o4cZT6j9KrU3o/KcmnOpPKd4KcU3qD5C4QMVd2/MLszTqYB22KlTOrwY -pL7wfdzs30DGnVWe0ifERPWeiysHd6eGoU8WDvhp8NcqPklSrLSImzV9Mh+7 -ioMyHZpakatyzlq9QI7JY662pPfyED/Vom95JB9XQ6o0uJmdJM5T+UDFi8o3 -B0f7r9Yv4KBfEeu0b4CPb4m8EBf4vZR5r0jtV1nnU6rfUXVB8VKKb1B9hBUf -psct9rbdUgPVB4OT265lIVL5QkVfAt13QjrGvQh+0I7vtFp7zTu74KJvmHM6 -S0Hq45PvPKNlPx+VgptGU1Xb8TImKGetdQ/ChN0Kh/CBOPkbz7YZy4M8PlZt -ziop0iy/eXvKVgBnzYuLtIsK8WX6FTT4v8Adw4Zftrl0QNY3WNfOqhtOvQa1 -p/MUZF+g+h0VLz/VVp34dgFqCz+2DOx6iMSMX3ROenXAQnXQfr0qAfID4qKN -8AinxTfGhHzV8QF//gWeUH3nA/58wJ9/B08+4M8/x58P89fvO39NaWg86avU -gTuvZmRuVOuGUuCUK1vu03n4Yf76Y85fVN+h+giFD6zy/2/z1599/0zVLxUX -im9QfYRVnlWfJJPkHRk/ibF12fFZH1+Xocjkew9FM41XH/bP/9n+mdrHUjhP -1S/FSym+wSrPqs+fff/8R3v/TtUX5TdWfkjxNIqXssqz6sNqr7/ErERWI8Gl -q0Vi0UQ5THRcHZM7abz6X33/Tr0vpnCYqi/W+ZTq+xSvY5Vn1YfV3j/a+/c/ -2v1Dql9TOEzNF6z3K1jnGkqeVR9We1n9Ob7p1z0tOlIcjxh5bcgyOZr9Vi0I -kNN49d+6f0jlP+t9OYrXUf2amkMp3KBwgHWuYb2fRunDau+f5f4ha35Sz6X6 -KYWTFP+neB21r6DmUGq/Su3NWOVZ9WG1l9WfrPF6eNJ02cNsKYT2abfD4uQo -27jn/dZXNF6x/k7hGJWfFO+izqfmRIr/U3stal9BPZfar7LKs+rDai+rP1nj -RZ1D5dXfAH40arI= - "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJztWXs01Hkbdyu9Uhi6KBWJ1ZIklbL6kFYkKblEpZIi7TbdpXTTjShaKpJy +SUVSyYakFBJpZn5D7jJmxgwzzOgm7VKv95z99/vH7z1nz9n33XXOnOP8znPO +93M+z+3zPI+BP9N9s7KCgoLOH7///K8v9zTVPlwOhT/+dPIq2+OW12BBSJHf +5aksXJmdljevvxadaQaClVkSFDeVFepc5eBI+Jspo5R4yEsznFfwpRvtBuPd +gg42YNp+rdpdIhGYZ9+pMZfL8XRVgPfFCg5KluW7RnysRqc0UVGlSQwDpUlK +0qUcTGywDAp40IrdPI2O0kPdWLyPG6ycwILejY0/JV+uw+Kl9iJKUQqGwUcN +R18KVl9V19xN4WNq89LT1gwZrO3tWM8COfhh2Tahyys2dH7aYBke0gmTaKbO +wEwKWau1pq3Pu4EMk5bXp7J4tO3p4rHdLDP53MaB41ftkDfdPOT0aKVJ1/QQ +efMorGa493HxOShco+VTNpyWDZw2TeQTeSP5he53kt9jNjCPfosaelczsNVz +13U8Njme8ru8DY5uqeGKMRzw/dvtMhPakJprMdpO0A22emvM6FNsKHh+6hNK +GmFt2lZl/UCKsLUb4+LeUrD+9cP8qomZKLn5/JekoHZoaBQdzFnCQb7AvcRx +PQe679tM5md3Qr0+ptCsk4USPScdx4J6XPhdMTDGVgpNU/XbPdtYuDpW//WW +0GvY1OvTN1+1FWcS++6W7GUh/pfz4af06+DEDDvu3CmhbU8XD/dOYJLVxhps +v9qZbhiaiwdBJdd04wVE3qKtvLX3vedgOetzzBPzdijPtRh+KKSHyBtdP5Li +ioSH5fKyTGpehWhDrmtLRCz0NhXnf9ragCzGFvXANA5GH5EFRI5mwV3TM1Z/ +XCfx3XvUYn2XxTXwdLv6JG9EDvpXxh7QkPERzL9SeeA4B+bv+S6jvrBQPEc1 +6b1zJ8xnnjCYmsfFgq2WjXaPHqNih+WeyHtCXKge9SCimwtfS7V1L/0L8Vhl +kmPDKiEijpZYOI+n8DZsuf2p2CqsT40cHeAppm1PF4/HjHneEyw5sN2V+073 +PgcLZms132V3EnnrvM/TfFHPRpnHqO/WFFH40hR3YoxDF5E3jaUmOqP0OLDR +5G8tUKHgt2tOUs+HTryW1a1cOYeDFea+VTt1WxFZqNlxfh25rpLykeRHoWHz +zNDNr2C7NKzoFDseZaktrpqPG7GOd8+N9yMbGmbjBsyHN0KtwNY44LgUHkfL +97w1oGCcWGVwt74drH2zlhk/6UFS2ljHe4ZvsF9rZr9QQQRL7q1ydWs5qlTn +N1b6UHi6RLmqcMlNjEiuVVRr4EEyyG2e5MvC/fNrzD+fq4XfYquOB2ESzFRI +vXBCi0KwsVN8cHI7TrTesa/I6KFtTxfP4b6t70dmU5CY7FTqmfkCjNPp68/6 +i2jHP4k3za6LpRH9FBKHNSQ3SUtRua9mSqOwA6au0bfOZNbgt117lfYkdaBY +dCXCxJzcH+nWBxKeQv8Vmc0aNbA+Mlf929J8/DymMapKVwh38zFjd6az4S87 +Upe0qgmFTxU+Tq6U4ly4st4kDS5meDVaJ9uVouJTpl/x0w4kXoqyXRHIxaFF +LxQK0ksQ5Bx1otK8A+c272NkPqLwpMilZ3q/AJe/P5TCT5UBaoKvY2MpOI6n +At8rV+CbYsrJI7Ei+vY08Qzyr3ikx3PBs+Q1m67sQLVfnYPEWE7kLaVwRdeZ +oXy0ptj1b4Na4KW/KPK6dTcy7kZedLMXonbN9OFms6V4dd/qS2mhHL8clk7Z +aNuCd499Io91inGQkV6bECiHycmgAEEohYeHGFPcsysQ6vLNaSBPRNQ5pP5I +qqukfCT5ca6zzev0kBqcXOgSkFucg+vzbFf2GQmQud3Q8qgShQUucfuK57yC +wW3elVmhYniv2K93ooSFiy+kz95/X49E5b7vFfWlsHZ+1KZmUwMDX0XmQFEe +duz5vYziCnBtk+uwnSocSNZeGAc/CnPTup8/mtBF254uHrr9yP5pwcCRpxzo +7M61mhbKg11AQ+1pUzJvl/r44lI+hXN3+h11TgsxWcPFO7NVBiOBl/GLFgpm +Ul8H/ydlyBrzPGo/Q0TUhyRdQepHpDpGin8Sb0EjZvNChr7b9fe5yrRvIG3k +nob+/Twib3l32WLLMA6uqu6ceI3RBotyB8G8im48U95zeO9tNmKfbh+/Yej9 +ZeODc44EdtG2p4vHnuNokazBxoUsplXT3BrYvopPjRF3IYzF1PvxBwrenqnS +0jl8uC/3Zxzt6IF27TG7GP9G/Mx0V907TYxMi+29BzzkCM252L6bScFDl+dg +0s3Hwfjsp5WzZLiZ8ni2oQsbeqPG/fStnAvGeMtJNx52If+ZLGr1UN04usoo +dfOVJ6hkLrSpEAqJOp+kD0m6gtSPSHWMbvxbxdq/dRvDwjmlFUFjna6CV2Dz +qftWCyK7w+uc1NlwPnFY8sG6ATo3H8TtXy2F76yHwhFLhuqVYFjxwIxK+NjL +0mNGiGnbk/A4fkk5fiuhCeZ+NjXXQ8RQNZ585NJaOYJX3RecX8tBtu0sseWs +tzjd7uWsndANdb7c65ji0PylcqXQN6Adh9ZN9+w62wMvb4WiuiguBOmt108e +vo1pU66ybI34UBqZfbZXlYPkPvGgal0zRlbaTJTrDs0j1pK5liVs9I86f177 +URP8n/i+iX4rRfTaHS1cLgua11fxJmbVILzoaMZxXQlxHiTNEST9SdItpH5H +qpOk/CL55ZtKc2S+RTWu6x3f0Zt0CctFj295JTYR/ULXnoRn7o/lL3xM2Djb +s7jy85UGmN5oM970sxSBsw6kJGxhI2c8/F8eaAQ1m5H4IkmK5g0XI9qyOajW +Mk0oncsDLz5vd5lGD+z9ejOMvuOi1N1mus+Z5+itXyuzTegAI7cqa8y2oXcX +l17OSHiLhPHaN3+90w1mkWnXlmss5DAWuV4eWQv/HScayhwkOFjpaKfyuRGH +5gRaOS0T41VcBmPdajlxrifNg6Q5gqQ/SbqF1O9IdZJufv265/jghFIu4idw +uR722fAo6nHYupFPtH9XMWbAOJSPnastVjIXSnBeMjJXlCrHb4o5NzyPsdGo +NNhlu56Lha5s7UlnurDPoqa/fxaFpcFTNxS8rsSyfav+NcNUjBRtnXSvSgoB +Hy0s9psJ8US7zbE0Xwb2oP10ZaMahCinTZuq9hCiDbu2DP8swE3dKrVLS1jY +nCQoGxb2Bg7RY4P55RLoZh9sVL1AIX8+74DWLgGGp/q7VW+Vgdtrz1M5zMMP +UWruPuZdmN63tcDvtByDo4P1eiVs5HpHR25yb8b8w91LAr9K/3b5y5L9i7Nt +fS2Uyw13L6zugK168gGJJVnf/pO/f838JeXj3y1//1/1M8kvdO2Fmd8WSKt4 +cPkQtznJuwsr5MGpAVHkOPlHP/93+pmkV0l1kpRfdO3/1/Uz6d5B2pOT9quk +vRzdfQ4p/km8kfodqU7StaeLJ2LV7dZcdS5YPiFUuF4HLq2YWj1dT07kzXpg +i9U9cCF68FnDhvMMxXnunE4meQ/moenZO3imHov0qf0fM0T47jfPSUZOcpQm +ZdUodnJgtm2jdtbXVzjmlmn8+Lr4L3dfINUxUvyTdAup39G1p4uH5Mdb83KF +sUPxf3RZslJvuQAbmVrpvGjZn35fIN0fSXcrunhI+1XSXo7Uj0h1jKQ/SbqF +rj1dPKR8JPE2on1SYsIMAc7OW6uIaxJcbE9e431bTuQtVtyg57CJQm5G7TCJ +90soyoxumjaJUCWyqOVdpqB/dtuE6TNuwWzzVGfx5PY//b5A2pOT9qskXUHq +R6Q5gqQ/6drTxfNXuy/QvReT6gPpbkXCQ9qTk/QhSVeQ5kHSHEHXni4eUn8k +8UbKRxJvuZqNPru2dQ7NnZ8szJg90CncffnMO3L80P1OqvOk+yMprkj3DpLO +J+lD0lxPmgfp2tPFQ9I5JN5IdZVuPpL8/m+RUrn9 + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -10784,7 +6540,7 @@ RZ1D5dXfAH40arI= "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -10800,7 +6556,7 @@ RZ1D5dXfAH40arI= TagBox[ "\"Specified independent elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["272", "SummaryItem"]}]}, { + TagBox["186", "SummaryItem"]}]}, { TagBox[ TagBox[ GridBox[{{ @@ -10810,34 +6566,33 @@ RZ1D5dXfAH40arI= StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> - True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { + RowBox[{"0.0003106339104423192`", " ", + "\[ImaginaryI]"}]}], ContentPadding -> False, + FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> + Baseline, ImageSize -> {{1, 300}, Automatic}], + LineBreakWithin -> False]}]}, { RowBox[{ RowBox[{"{", RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "1.107940429399415`*^-8"}], "-", - - RowBox[{"2.241454781417565`*^-19", " ", - "\[ImaginaryI]"}]}], ContentPadding -> False, - FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> - Baseline, ImageSize -> {{1, 300}, Automatic}], - LineBreakWithin -> False]}]}, { + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ RowBox[{"{", RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "-", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "+", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -10847,8 +6602,9 @@ RZ1D5dXfAH40arI= RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ - RowBox[{"1.6727401305043303`*^-18", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14622966282928`"}], "-", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -10880,418 +6636,272 @@ RZ1D5dXfAH40arI= "SummaryPanel"], DynamicModuleValues :> {}], "]"}], SymmetrizedArray[ - StructuredArray`StructuredData[{24, - 24}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ -{1, 5} -> Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], { - 1, 7} -> Complex[ - 0.0002620773276979446, 0.002603237866672337], {1, 8} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, - 9} -> Complex[0.7859004070182107, -0.2609534572619835], { - 1, 10} -> - Complex[-7.89401633587497*^-6, \ --1.5178830414797064`*^-18], {1, 11} -> - Complex[6.938893903907228*^-18, 0.27807929010804266`], {1, - 12} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, - 13} -> Complex[ - 6.938893903907228*^-18, 0.27807929010804266`], {1, 14} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, - 15} -> Complex[0.7859004070182107, -0.2609534572619835], { - 1, 16} -> - Complex[-7.89401633587497*^-6, \ --1.5178830414797064`*^-18], {1, 17} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, - 18} -> Complex[ - 7.0302419351298*^-7, -0.002613753063531294], {1, 19} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, - 20} -> Complex[ - 1.6727401305043305`*^-18, 0.09916907966616016], {1, 21} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, - 22} -> Complex[-1.107940429399415*^-8, \ --2.241454781417565*^-19], {1, 24} -> 1, {2, 3} -> - Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 5} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, - 6} -> Complex[-0.000016605652687225828`, \ --0.09916907966616018], {2, 7} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, - 8} -> Complex[0.03920689940953653, 0.], {2, 9} -> - Complex[0.0012981885381123139`, 0.008523700770098444], {2, - 10} -> Complex[ - 7.894016335854154*^-6, 0.008602132075960674], {2, 11} -> - Complex[-0.0013060825544481437`, -0.27807929010804266`], { - 2, 12} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, - 13} -> Complex[-0.0013060825544481437`, \ --0.27807929010804266`], {2, 14} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, - 15} -> Complex[ - 0.0012981885381123139`, 0.008523700770098444], {2, 16} -> - Complex[7.894016335854154*^-6, 0.008602132075960674], {2, - 17} -> Complex[ - 0.9411238678566561, -0.19341019859437134`], {2, 18} -> - Complex[0.03920689940953653, 0.], {2, 19} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, - 20} -> Complex[-0.000016605652687225828`, \ --0.09916907966616018], {2, 21} -> - Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 22} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 23} -> 1, {3, 4} -> - Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ -{3, 7} -> Complex[0.0188559291818235, -0.004174127585568078], {3, 8} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], { - 3, 9} -> Complex[ - 0.000016933675279148797`, 0.00012383773397451302`], {3, - 10} -> Complex[ - 0.05515660930576866, -0.00012490783968316095`], {3, 11} -> - Complex[-0.0009452962128001206, - 1.8498670906598045`*^-6], {3, 12} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, - 13} -> Complex[-0.0009452962128001206, - 1.8498670906598045`*^-6], {3, 14} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, + 4} -> Complex[ + 0.32171504751621155`, -0.15725504484569033`], {1, 5} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, + 6} -> Complex[-0.14622966282928, -0.4816024306801036], {1, + 7} -> Complex[-0.19605911325305342`, + 0.18681308826202053`], {1, 8} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], { + 1, 9} -> Complex[ + 0.4136309863513148, 0.32459119381949325`], {1, 10} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, + 11} -> Complex[ + 0.4136309863513148, 0.32459119381949325`], {1, 12} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, + 13} -> Complex[-0.19605911325305342`, + 0.18681308826202053`], {1, 14} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], { + 1, 15} -> Complex[-0.0981351838004039, + 0.2911740023151237], {1, 16} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, + 17} -> Complex[-0.4028010237972655, \ +-0.048762217969712605`], {1, 18} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, + 20} -> 1, {2, 3} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, + 4} -> Complex[-0.1520647355532879, \ +-0.12084858348643956`], {2, 5} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 6} -> + Complex[0.26443368318488625`, -0.4306426521007979], {2, + 7} -> Complex[-0.03742196764438921, + 0.030128326443724755`], {2, 8} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, + 9} -> Complex[-0.01766294324618717, + 0.07629791036757183], {2, 10} -> + Complex[0.5835728906428612, -0.5446721585854524], {2, 11} -> + Complex[-0.01766294324618717, 0.07629791036757183], {2, + 12} -> Complex[0.5835728906428612, -0.5446721585854524], { + 2, 13} -> Complex[-0.03742196764438921, + 0.030128326443724755`], {2, 14} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, 15} -> Complex[ - 0.000016933675279148797`, 0.00012383773397451302`], {3, - 16} -> Complex[ - 0.05515660930576866, -0.00012490783968316095`], {3, 17} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, - 18} -> Complex[-0.019179268175876747`, \ --0.0000390632327097088], {3, 19} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, - 20} -> Complex[-0.00006578280908219912, \ --7.28006620191595*^-19], {3, 21} -> - Complex[ - 6.938893903907228*^-18, -4.336808689942018*^-19], {3, 22} -> - Complex[0.01966912300437454, 0.], {3, 23} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {3, 24} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { - 4, 5} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, - 7} -> Complex[ - 0.019195862749159683`, 0.0002922745793314728], {4, 8} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, - 9} -> Complex[0.8470224364690501, -0.1883181155038509], { - 4, 10} -> Complex[-0.000017636699472665246`, - 0.00012383773397450998`], {4, 11} -> - Complex[-0.026634445818647365`, 0.271246719799264], {4, - 12} -> Complex[-0.03773674551714702, -0.190815605919878], \ -{4, 13} -> Complex[-0.026634445818647365`, 0.271246719799264], {4, 14} -> - Complex[-0.03773674551714702, -0.190815605919878], {4, - 15} -> Complex[0.8470224364690501, -0.1883181155038509], { - 4, 16} -> Complex[-0.000017636699472665246`, - 0.00012383773397450998`], {4, 17} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, - 18} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, - 19} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 20} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, - 21} -> Complex[0.980330876995626, 0.], {4, 22} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], { - 4, 23} -> Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {4, - 24} -> Complex[0.9751371712736823, 0.09850607189743646], { - 5, 6} -> Complex[0.019669123004374556`, 0.], {5, 7} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 8} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, - 9} -> Complex[-0.026634445818647372`, \ --0.0778365212048926], {5, 10} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], { - 5, 11} -> Complex[ - 0.05515660930576871, -0.00012490783968316282`], {5, 12} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], \ -{5, 13} -> Complex[0.05515660930576871, -0.00012490783968316282`], {5, 14} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], \ -{5, 15} -> Complex[-0.026634445818647372`, -0.0778365212048926], {5, 16} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], { - 5, 17} -> Complex[ - 0.01942284716938378, 0.09330760721542969], {5, 18} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, - 19} -> - Complex[-1.552346694521116*^-18, \ --1.2661074609920407`*^-19], {5, 20} -> - Complex[0.019669123004374556`, 0.], {5, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {5, - 22} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {5, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 5, 24} -> Complex[ - 1.6727401305043305`*^-18, -0.09916907966616016], {6, 7} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, - 8} -> Complex[-0.019439452822070994`, - 0.1924766868815898], {6, 9} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, + 0.3910495342752539, 0.025967555373879958`], {2, 16} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, + 17} -> Complex[-0.11376740018597191`, \ +-0.19180011846315012`], {2, 18} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 19} -> + 1, {3, 4} -> + Complex[0.04363468584244643, -0.017866185612945815`], {3, + 5} -> Complex[0.7513874079151734, 0.], {3, 6} -> + Complex[0.04975850381773859, -0.0637738883370343], {3, 7} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, + 8} -> Complex[ + 0.06560512137155002, -0.16228715013884426`], {3, 9} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 10} -> Complex[ - 0.02663444581864737, -0.2712467197992639], {6, 11} -> - Complex[ - 0.000017636699472639164`, -0.0001238377339745129], {6, + 0.23618815860033152`, -0.40921847295300184`], {3, 11} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 12} -> Complex[ - 0.8470224364690492, -0.18831811550385083`], {6, 13} -> - Complex[ - 0.000017636699472639164`, -0.0001238377339745129], {6, + 0.23618815860033152`, -0.40921847295300184`], {3, 13} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, 14} -> Complex[ - 0.8470224364690492, -0.18831811550385083`], {6, 15} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, + 0.06560512137155002, -0.16228715013884426`], {3, 15} -> + Complex[0.30539523194520163`, -0.10550264339992507`], {3, 16} -> Complex[ - 0.02663444581864737, -0.2712467197992639], {6, 17} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, - 18} -> Complex[-0.019439452822070994`, - 0.1924766868815898], {6, 19} -> - Complex[0.9803308769956256, 0.], {6, 20} -> - Complex[-1.552346694521116*^-18, - 1.2661074609920407`*^-19], {6, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 6, 22} -> Complex[ - 0.00976883383345901, -0.09670511030136163], {6, 23} -> - Complex[-0.009933502547815196, 0.09883740970947764], {6, - 24} -> Complex[-0.009916907974532265, - 0.09883807384038253], {7, 8} -> - Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-0.051397296777308234`, 0.01859492038010707], {7, - 10} -> Complex[-0.05378013717194569, - 0.0004103023339935032], {7, 11} -> - Complex[-0.0007781305712618784, -0.01090395795893278], {7, - 12} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, - 13} -> Complex[-0.0007781305712618784, \ --0.01090395795893278], {7, 14} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, - 15} -> Complex[-0.051397296777308234`, - 0.01859492038010707], {7, 16} -> - Complex[-0.05378013717194569, 0.0004103023339935032], {7, - 17} -> Complex[-4.787980228365168*^-18, \ --2.648859758904743*^-18], {7, 18} -> - Complex[0.03895158675127773, 0.], {7, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {7, - 20} -> Complex[-0.0002598580324258793, \ --0.003888044555498485], {7, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {7, - 22} -> Complex[-0.019179268175876747`, - 0.0000390632327097088], {7, 23} -> - Complex[0.03920689940953653, 0.], {7, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {8, - 9} -> Complex[ - 0.05379673174522864, 0.0007416401460346826], {8, 10} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, - 11} -> Complex[ - 0.05327787465726625, -0.2618852763713944], {8, 12} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, + 2.0816681711721685`*^-17, -5.551115123125783*^-17], {3, + 17} -> Complex[0.07419540882704287, 0.1062908220925275], { + 3, 18} -> Complex[0.7513874079151734, 0.], {3, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {3, 20} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {4, + 5} -> Complex[ + 0.07419540882704287, -0.1062908220925275], {4, 6} -> + Complex[0.12212877058108958`, 0.09005118002308299], {4, + 7} -> Complex[0.4133927336972727, -0.07976232385832366], { + 4, 8} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, + 9} -> Complex[-0.15597490507210748`, \ +-0.0891477723521908], {4, 10} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, + 11} -> Complex[-0.15597490507210748`, \ +-0.0891477723521908], {4, 12} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, 13} -> Complex[ - 0.05327787465726625, -0.2618852763713944], {8, 14} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, - 15} -> Complex[ - 0.05379673174522864, 0.0007416401460346826], {8, 16} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, - 17} -> Complex[0.9610484132487226, 0.], {8, 18} -> - Complex[-4.787980228365168*^-18, - 2.648859758904743*^-18], {8, 19} -> - Complex[-0.009673644515389308, 0.09494936515397917], {8, - 20} -> Complex[ - 0.01942284716938378, -0.09330760721542969], {8, 21} -> - Complex[0.019195862749159683`, -0.0002922745793314728], { - 8, 22} -> Complex[ - 0.0188559291818235, 0.004174127585568078], {8, 23} -> - Complex[0.9411238678566561, 0.19341019859437134`], {8, - 24} -> Complex[ - 0.0002620773276979446, -0.002603237866672337], {9, 10} -> - Complex[0.1547318858265081, 0.], {9, 11} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], { - 9, 12} -> Complex[ - 0.07261962399452813, 0.21892155188592954`], {9, 13} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], { - 9, 14} -> Complex[ - 0.07261962399452813, 0.21892155188592954`], {9, 15} -> - Complex[4.163336342344337*^-17, 6.938893903907228*^-18], { - 9, 16} -> Complex[0.1547318858265081, 0.], {9, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {9, - 18} -> Complex[-0.05378013717194569, \ --0.0004103023339935032], {9, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {9, 20} -> - Complex[-0.0009452962128001213, -1.849867090669304*^-6], { - 9, 21} -> - Complex[-0.000017636699472665246`, \ --0.00012383773397450998`], {9, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], {9, - 23} -> Complex[ - 7.894016335854154*^-6, -0.008602132075960674], {9, 24} -> - Complex[-7.89401633587497*^-6, - 1.5178830414797064`*^-18], {10, 11} -> - Complex[-0.07261962399452816, 0.21892155188592985`], {10, + 0.4133927336972727, -0.07976232385832366], {4, 14} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, + 15} -> Complex[-0.15900572219376757`, \ +-0.05750044204194605], {4, 16} -> + Complex[-0.043634685842446425`, 0.017866185612945742`], { + 4, 17} -> Complex[0.700696834380109, 0.], {4, 18} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, + 19} -> Complex[-0.11376740018597191`, + 0.19180011846315012`], {4, 20} -> + Complex[-0.4028010237972655, 0.048762217969712605`], {5, + 6} -> Complex[-0.30539523194520163`, \ +-0.10550264339992513`], {5, 7} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, + 8} -> Complex[ + 0.15338653623116225`, 0.06791293700745762], {5, 9} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, + 10} -> Complex[-0.24869282883169574`, \ +-0.1401584079854436], {5, 11} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, + 12} -> Complex[-0.24869282883169574`, \ +-0.1401584079854436], {5, 13} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, + 14} -> Complex[ + 0.15338653623116225`, 0.06791293700745762], {5, 15} -> + Complex[-0.04975850381773862, -0.06377388833703419], {5, + 16} -> Complex[0.24861259208482658`, 0.], {5, 17} -> + Complex[-0.043634685842446425`, -0.017866185612945742`], { + 5, 18} -> Complex[ + 2.0816681711721685`*^-17, 5.551115123125783*^-17], {5, + 19} -> Complex[-0.04889639003422308, \ +-0.35866324581115683`], {5, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192], {6, + 7} -> Complex[-0.02984323129946001, \ +-0.01090215294864004], {6, 8} -> + Complex[0.10286685511517638`, 0.0766374954583717], {6, 9} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, + 10} -> Complex[ + 0.24953605886718944`, -0.23726268416179194`], {6, 11} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, 12} -> Complex[ - 0.004784170182671579, -2.7273105648872874`*^-16], {10, - 13} -> Complex[-0.07261962399452816, - 0.21892155188592985`], {10, 14} -> - Complex[ - 0.004784170182671579, -2.7273105648872874`*^-16], {10, - 15} -> Complex[0.8452681141734937, 0.], {10, 16} -> - Complex[ - 4.163336342344337*^-17, -6.938893903907228*^-18], {10, - 17} -> Complex[ - 0.05379673174522864, -0.0007416401460346826], {10, 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], { - 10, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {10, - 20} -> Complex[-0.026634445818647372`, - 0.0778365212048926], {10, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {10, 22} -> - Complex[ - 0.000016933675279148797`, -0.00012383773397451302`], {10, - 23} -> Complex[ - 0.0012981885381123139`, -0.008523700770098444], {10, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {11, 12} -> - Complex[0.8452681141734925, 0.], {11, 13} -> - Complex[-2.901596064114331*^-17, \ --1.0211829212097848`*^-17], {11, 14} -> - Complex[0.8452681141734925, 0.], {11, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], { - 11, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {11, - 17} -> Complex[-0.00915537197655327, - 0.10974136766841047`], {11, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {11, - 19} -> Complex[ - 0.8470224364690492, 0.18831811550385083`], {11, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], { - 11, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {11, - 22} -> Complex[ - 0.026634445818647358`, -0.0778365212048925], {11, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {11, - 24} -> Complex[-0.08342383791858181, - 0.26963368038096003`], {12, 13} -> - Complex[0.15473188582650818`, 0.], {12, 14} -> - Complex[-2.901596064114331*^-17, - 1.0211829212097848`*^-17], {12, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {12, - 16} -> Complex[-0.004784170182671576, - 2.079127072330406*^-17], {12, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {12, - 18} -> Complex[-0.0007781305712618784, - 0.01090395795893278], {12, 19} -> - Complex[ - 0.000017636699472639164`, 0.0001238377339745129], {12, - 20} -> Complex[ - 0.05515660930576871, 0.00012490783968316282`], {12, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {12, - 22} -> Complex[-0.0009452962128001206, \ --1.8498670906598045`*^-6], {12, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], { - 12, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], { - 13, 14} -> Complex[0.8452681141734925, 0.], {13, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], { - 13, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {13, - 17} -> Complex[-0.00915537197655327, - 0.10974136766841047`], {13, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {13, + 0.24953605886718944`, -0.23726268416179194`], {6, 13} -> + Complex[-0.02984323129946001, -0.01090215294864004], {6, + 14} -> Complex[ + 0.10286685511517638`, 0.0766374954583717], {6, 15} -> + Complex[0.3009141283362328, 0.], {6, 16} -> + Complex[-0.04975850381773862, 0.06377388833703419], {6, + 17} -> Complex[-0.15900572219376757`, + 0.05750044204194605], {6, 18} -> + Complex[0.30539523194520163`, 0.10550264339992507`], {6, 19} -> Complex[ - 0.8470224364690492, 0.18831811550385083`], {13, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], { - 13, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {13, - 22} -> Complex[ - 0.026634445818647358`, -0.0778365212048925], {13, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {13, - 24} -> Complex[-0.08342383791858181, - 0.26963368038096003`], {14, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {14, - 16} -> Complex[-0.004784170182671576, - 2.079127072330406*^-17], {14, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {14, - 18} -> Complex[-0.0007781305712618784, - 0.01090395795893278], {14, 19} -> - Complex[ - 0.000017636699472639164`, 0.0001238377339745129], {14, + 0.3910495342752539, -0.025967555373879958`], {6, 20} -> + Complex[-0.0981351838004039, -0.2911740023151237], {7, 8} -> + Complex[0.4155199590831424, 0.], {7, 9} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, + 10} -> Complex[-0.10752531345447021`, \ +-0.09271398750024093], {7, 11} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, + 12} -> Complex[-0.10752531345447021`, \ +-0.09271398750024093], {7, 13} -> + Complex[-6.938893903907228*^-18, \ +-2.7755575615628914`*^-17], {7, 14} -> + Complex[0.4155199590831424, 0.], {7, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {7, + 16} -> Complex[ + 0.15338653623116225`, -0.06791293700745762], {7, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {7, + 18} -> Complex[ + 0.06560512137155002, 0.16228715013884426`], {7, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {7, + 20} -> Complex[-0.021712677276518863`, + 0.058041075609157985`], {8, 9} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, + 10} -> Complex[-0.04268060967745001, + 0.023059250426567146`], {8, 11} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, + 12} -> Complex[-0.04268060967745001, + 0.023059250426567146`], {8, 13} -> + Complex[0.5844800409168576, 0.], {8, 14} -> + Complex[-6.938893903907228*^-18, + 2.7755575615628914`*^-17], {8, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {8, + 16} -> Complex[ + 0.17517709237484644`, -0.06154015846071672], {8, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {8, 18} -> + Complex[0.20540256085717942`, 0.21077891354451453`], {8, + 19} -> Complex[-0.03742196764438921, \ +-0.030128326443724755`], {8, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], {9, + 10} -> Complex[0.6738621924455607, 0.], {9, 11} -> + Complex[2.42861286636753*^-17, -7.979727989493313*^-17], { + 9, 12} -> Complex[0.6738621924455607, 0.], {9, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], {9, + 14} -> Complex[-0.10752531345447021`, + 0.09271398750024093], {9, 15} -> + Complex[0.24953605886718944`, 0.23726268416179194`], {9, + 16} -> Complex[-0.24869282883169574`, + 0.1401584079854436], {9, 17} -> + Complex[0.00583211233850154, -0.10116953344808105`], {9, + 18} -> Complex[ + 0.23618815860033152`, 0.40921847295300184`], {9, 19} -> + Complex[0.5835728906428612, 0.5446721585854524], {9, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {10, + 11} -> Complex[0.3261378075544396, 0.], {10, 12} -> + Complex[2.42861286636753*^-17, 7.979727989493313*^-17], { + 10, 13} -> + Complex[0.10752531345447036`, 0.09271398750024114], {10, + 14} -> Complex[ + 0.04268060967745012, -0.023059250426567188`], {10, 15} -> + Complex[0.04667717945518325, 0.1531544506199518], {10, + 16} -> Complex[ + 0.11612240177174633`, -0.07247847487914186], {10, 17} -> + Complex[-0.15597490507210748`, 0.0891477723521908], {10, + 18} -> Complex[0.10349665614016897`, 0.197248245871046], { + 10, 19} -> + Complex[-0.01766294324618717, -0.07629791036757183], {10, 20} -> Complex[ - 0.05515660930576871, 0.00012490783968316282`], {14, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {14, - 22} -> Complex[-0.0009452962128001206, \ --1.8498670906598045`*^-6], {14, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], { - 14, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], { - 15, 16} -> Complex[0.1547318858265081, 0.], {15, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {15, - 18} -> - Complex[-0.05378013717194569, -0.0004103023339935032], { + 0.4136309863513148, -0.32459119381949325`], {11, 12} -> + Complex[0.6738621924455607, 0.], {11, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], { + 11, 14} -> + Complex[-0.10752531345447021`, 0.09271398750024093], {11, + 15} -> Complex[ + 0.24953605886718944`, 0.23726268416179194`], {11, 16} -> + Complex[-0.24869282883169574`, 0.1401584079854436], {11, + 17} -> Complex[ + 0.00583211233850154, -0.10116953344808105`], {11, 18} -> + Complex[0.23618815860033152`, 0.40921847295300184`], {11, + 19} -> Complex[0.5835728906428612, 0.5446721585854524], { + 11, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {12, + 13} -> Complex[ + 0.10752531345447036`, 0.09271398750024114], {12, 14} -> + Complex[0.04268060967745012, -0.023059250426567188`], {12, + 15} -> Complex[ + 0.04667717945518325, 0.1531544506199518], {12, 16} -> + Complex[0.11612240177174633`, -0.07247847487914186], {12, + 17} -> Complex[-0.15597490507210748`, + 0.0891477723521908], {12, 18} -> + Complex[0.10349665614016897`, 0.197248245871046], {12, + 19} -> Complex[-0.01766294324618717, \ +-0.07629791036757183], {12, 20} -> + Complex[0.4136309863513148, -0.32459119381949325`], {13, + 14} -> Complex[0.4155199590831424, 0.], {13, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {13, + 16} -> Complex[ + 0.15338653623116225`, -0.06791293700745762], {13, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {13, + 18} -> Complex[ + 0.06560512137155002, 0.16228715013884426`], {13, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {13, + 20} -> Complex[-0.021712677276518863`, + 0.058041075609157985`], {14, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {14, + 16} -> Complex[ + 0.17517709237484644`, -0.06154015846071672], {14, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {14, + 18} -> Complex[ + 0.20540256085717942`, 0.21077891354451453`], {14, 19} -> + Complex[-0.03742196764438921, -0.030128326443724755`], { + 14, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], { + 15, 16} -> + Complex[-0.30539523194520163`, 0.10550264339992513`], {15, + 17} -> + Complex[0.12212877058108958`, -0.09005118002308299], {15, + 18} -> Complex[0.04975850381773859, 0.0637738883370343], { 15, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {15, - 20} -> Complex[-0.0009452962128001213, \ --1.849867090669304*^-6], {15, 21} -> - Complex[-0.000017636699472665246`, \ --0.00012383773397450998`], {15, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], { - 15, 23} -> - Complex[7.894016335854154*^-6, -0.008602132075960674], { - 15, 24} -> - Complex[-7.89401633587497*^-6, - 1.5178830414797064`*^-18], {16, 17} -> - Complex[0.05379673174522864, -0.0007416401460346826], {16, - 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], { - 16, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {16, - 20} -> Complex[-0.026634445818647372`, - 0.0778365212048926], {16, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {16, 22} -> - Complex[ - 0.000016933675279148797`, -0.00012383773397451302`], {16, - 23} -> Complex[ - 0.0012981885381123139`, -0.008523700770098444], {16, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {17, 18} -> - Complex[0.03895158675127773, 0.], {17, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {17, - 20} -> - Complex[-0.0002598580324258793, -0.003888044555498485], { - 17, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {17, - 22} -> Complex[-0.019179268175876747`, - 0.0000390632327097088], {17, 23} -> - Complex[0.03920689940953653, 0.], {17, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {18, - 19} -> Complex[-0.009673644515389308, - 0.09494936515397917], {18, 20} -> - Complex[0.01942284716938378, -0.09330760721542969], {18, - 21} -> Complex[ - 0.019195862749159683`, -0.0002922745793314728], {18, 22} -> - Complex[0.0188559291818235, 0.004174127585568078], {18, - 23} -> Complex[ - 0.9411238678566561, 0.19341019859437134`], {18, 24} -> - Complex[0.0002620773276979446, -0.002603237866672337], { - 19, 20} -> Complex[0.019669123004374556`, 0.], {19, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {19, - 22} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {19, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 19, 24} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], { - 20, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 20, 22} -> - Complex[0.00976883383345901, -0.09670511030136163], {20, - 23} -> Complex[-0.009933502547815196, - 0.09883740970947764], {20, 24} -> - Complex[-0.009916907974532265, 0.09883807384038253], {21, - 22} -> Complex[0.01966912300437454, 0.], {21, 23} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {21, - 24} -> Complex[-1.107940429399415*^-8, - 2.241454781417565*^-19], {22, 23} -> - Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {22, - 24} -> Complex[0.9751371712736823, 0.09850607189743646]}, - + Complex[0.26443368318488625`, 0.4306426521007979], {15, + 20} -> Complex[-0.14622966282928, 0.4816024306801036], { + 16, 17} -> + Complex[0.07419540882704287, 0.1062908220925275], {16, + 18} -> Complex[0.7513874079151734, 0.], {16, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {16, + 20} -> Complex[-0.11512981251395683`, \ +-0.25578858607648636`], {17, 18} -> + Complex[0.04363468584244643, 0.017866185612945815`], {17, + 19} -> Complex[-0.1520647355532879, + 0.12084858348643956`], {17, 20} -> + Complex[0.32171504751621155`, 0.15725504484569033`], {18, + 19} -> Complex[-0.04889639003422308, \ +-0.35866324581115683`], {18, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -11313,402 +6923,280 @@ RZ1D5dXfAH40arI= Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 2, 1], $CellContext`c[2, 2, 0], - $CellContext`c[3, 1, 1], - $CellContext`c[3, 1, 0], - $CellContext`c[4, 3, 1], - $CellContext`c[4, 3, 0], - $CellContext`c[4, 2, 0], - $CellContext`c[4, 2, 1], - $CellContext`c[4, 2, 0], - $CellContext`c[4, 2, 1], - $CellContext`c[4, 3, 1], - $CellContext`c[4, 3, 0], - $CellContext`c[3, 1, 1], - $CellContext`c[3, 1, 0], + $CellContext`c[2, 3, 1], $CellContext`c[2, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[3, 3, 0], + $CellContext`c[3, 3, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 3, 0], + $CellContext`c[3, 3, 1], + $CellContext`c[2, 1, 0], $CellContext`c[2, 2, 0], - $CellContext`c[2, 3, 1], $CellContext`c[2, 3, 0], + $CellContext`c[2, 2, 1], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ Automatic, {4, 4}, 0, { 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417905`*^-8, 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - Complex[-1.1079404289878503`*^-8, -0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - Complex[-9.943302374432365*^-21, -3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}, {{{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - Complex[-7.030241935192683*^-7, 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - Complex[0.000262780351891468, 0.19341019859437125`]}, { - Complex[-8.131516293641283*^-20, -0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - Complex[-0.039206899409536505`, 8.673617379884035*^-19]}}}, {{{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, {{{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, {{ + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}}}, SymmetrizedArray[ - StructuredArray`StructuredData[{24, - 24}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 5} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 7} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, 8} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 9} -> - Complex[0.7859004070182107, -0.2609534572619835], {1, 10} -> - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], {1, 11} -> - Complex[6.938893903907228*^-18, 0.27807929010804266`], {1, 12} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, 13} -> - Complex[6.938893903907228*^-18, 0.27807929010804266`], {1, 14} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, 15} -> - Complex[0.7859004070182107, -0.2609534572619835], {1, 16} -> - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], {1, 17} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, 18} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 19} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 20} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 21} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 22} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 24} -> + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, 4} -> + Complex[0.32171504751621155`, -0.15725504484569033`], {1, 5} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, 6} -> + Complex[-0.14622966282928, -0.4816024306801036], {1, 7} -> + Complex[-0.19605911325305342`, 0.18681308826202053`], {1, 8} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], {1, 9} -> + Complex[0.4136309863513148, 0.32459119381949325`], {1, 10} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, 11} -> + Complex[0.4136309863513148, 0.32459119381949325`], {1, 12} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, 13} -> + Complex[-0.19605911325305342`, 0.18681308826202053`], {1, 14} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], {1, 15} -> + Complex[-0.0981351838004039, 0.2911740023151237], {1, 16} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, 17} -> + Complex[-0.4028010237972655, -0.048762217969712605`], {1, 18} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, 20} -> 1, {2, 3} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 5} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 6} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 7} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, 8} -> - Complex[0.03920689940953653, 0.], {2, 9} -> - Complex[0.0012981885381123139`, 0.008523700770098444], {2, 10} -> - Complex[7.894016335854154*^-6, 0.008602132075960674], {2, 11} -> - Complex[-0.0013060825544481437`, -0.27807929010804266`], {2, 12} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, 13} -> - Complex[-0.0013060825544481437`, -0.27807929010804266`], {2, 14} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, 15} -> - Complex[0.0012981885381123139`, 0.008523700770098444], {2, 16} -> - Complex[7.894016335854154*^-6, 0.008602132075960674], {2, 17} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, 18} -> - Complex[0.03920689940953653, 0.], {2, 19} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 20} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 21} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 22} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 23} -> - 1, {3, 4} -> Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 7} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, 8} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], {3, 9} -> - Complex[0.000016933675279148797`, 0.00012383773397451302`], {3, 10} -> - Complex[0.05515660930576866, -0.00012490783968316095`], {3, 11} -> - Complex[-0.0009452962128001206, 1.8498670906598045`*^-6], {3, 12} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, 13} -> - Complex[-0.0009452962128001206, 1.8498670906598045`*^-6], {3, 14} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, 15} -> - Complex[0.000016933675279148797`, 0.00012383773397451302`], {3, 16} -> - Complex[0.05515660930576866, -0.00012490783968316095`], {3, 17} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, 18} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], {3, 19} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 20} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 21} -> - Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 22} -> - Complex[0.01966912300437454, 0.], {3, 23} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {3, 24} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {4, 5} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 7} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, 8} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, 9} -> - Complex[0.8470224364690501, -0.1883181155038509], {4, 10} -> - Complex[-0.000017636699472665246`, 0.00012383773397450998`], {4, 11} -> - Complex[-0.026634445818647365`, 0.271246719799264], {4, 12} -> - Complex[-0.03773674551714702, -0.190815605919878], {4, 13} -> - Complex[-0.026634445818647365`, 0.271246719799264], {4, 14} -> - Complex[-0.03773674551714702, -0.190815605919878], {4, 15} -> - Complex[0.8470224364690501, -0.1883181155038509], {4, 16} -> - Complex[-0.000017636699472665246`, 0.00012383773397450998`], {4, 17} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, 18} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, 19} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 20} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 21} -> - Complex[0.980330876995626, 0.], {4, 22} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], {4, 23} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {4, 24} -> - Complex[0.9751371712736823, 0.09850607189743646], {5, 6} -> - Complex[0.019669123004374556`, 0.], {5, 7} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 8} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, 9} -> - Complex[-0.026634445818647372`, -0.0778365212048926], {5, 10} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], {5, 11} -> - Complex[0.05515660930576871, -0.00012490783968316282`], {5, 12} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], {5, 13} -> - Complex[0.05515660930576871, -0.00012490783968316282`], {5, 14} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], {5, 15} -> - Complex[-0.026634445818647372`, -0.0778365212048926], {5, 16} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], {5, 17} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 18} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, 19} -> - Complex[-1.552346694521116*^-18, -1.2661074609920407`*^-19], {5, 20} -> - Complex[0.019669123004374556`, 0.], {5, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {5, 22} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {5, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {5, 24} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {6, 7} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, 8} -> - Complex[-0.019439452822070994`, 0.1924766868815898], {6, 9} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, 10} -> - Complex[0.02663444581864737, -0.2712467197992639], {6, 11} -> - Complex[0.000017636699472639164`, -0.0001238377339745129], {6, 12} -> - Complex[0.8470224364690492, -0.18831811550385083`], {6, 13} -> - Complex[0.000017636699472639164`, -0.0001238377339745129], {6, 14} -> - Complex[0.8470224364690492, -0.18831811550385083`], {6, 15} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, 16} -> - Complex[0.02663444581864737, -0.2712467197992639], {6, 17} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, 18} -> - Complex[-0.019439452822070994`, 0.1924766868815898], {6, 19} -> - Complex[0.9803308769956256, 0.], {6, 20} -> - Complex[-1.552346694521116*^-18, 1.2661074609920407`*^-19], {6, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {6, 22} -> - Complex[0.00976883383345901, -0.09670511030136163], {6, 23} -> - Complex[-0.009933502547815196, 0.09883740970947764], {6, 24} -> - Complex[-0.009916907974532265, 0.09883807384038253], {7, 8} -> - Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-0.051397296777308234`, 0.01859492038010707], {7, 10} -> - Complex[-0.05378013717194569, 0.0004103023339935032], {7, 11} -> - Complex[-0.0007781305712618784, -0.01090395795893278], {7, 12} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, 13} -> - Complex[-0.0007781305712618784, -0.01090395795893278], {7, 14} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, 15} -> - Complex[-0.051397296777308234`, 0.01859492038010707], {7, 16} -> - Complex[-0.05378013717194569, 0.0004103023339935032], {7, 17} -> - Complex[-4.787980228365168*^-18, -2.648859758904743*^-18], {7, 18} -> - Complex[0.03895158675127773, 0.], {7, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {7, 20} -> - Complex[-0.0002598580324258793, -0.003888044555498485], {7, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {7, 22} -> - Complex[-0.019179268175876747`, 0.0000390632327097088], {7, 23} -> - Complex[0.03920689940953653, 0.], {7, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {8, 9} -> - Complex[0.05379673174522864, 0.0007416401460346826], {8, 10} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, 11} -> - Complex[0.05327787465726625, -0.2618852763713944], {8, 12} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, 13} -> - Complex[0.05327787465726625, -0.2618852763713944], {8, 14} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, 15} -> - Complex[0.05379673174522864, 0.0007416401460346826], {8, 16} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, 17} -> - Complex[0.9610484132487226, 0.], {8, 18} -> - Complex[-4.787980228365168*^-18, 2.648859758904743*^-18], {8, 19} -> - Complex[-0.009673644515389308, 0.09494936515397917], {8, 20} -> - Complex[0.01942284716938378, -0.09330760721542969], {8, 21} -> - Complex[0.019195862749159683`, -0.0002922745793314728], {8, 22} -> - Complex[0.0188559291818235, 0.004174127585568078], {8, 23} -> - Complex[0.9411238678566561, 0.19341019859437134`], {8, 24} -> - Complex[0.0002620773276979446, -0.002603237866672337], {9, 10} -> - Complex[0.1547318858265081, 0.], {9, 11} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], {9, 12} -> - Complex[0.07261962399452813, 0.21892155188592954`], {9, 13} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], {9, 14} -> - Complex[0.07261962399452813, 0.21892155188592954`], {9, 15} -> - Complex[4.163336342344337*^-17, 6.938893903907228*^-18], {9, 16} -> - Complex[0.1547318858265081, 0.], {9, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {9, 18} -> - Complex[-0.05378013717194569, -0.0004103023339935032], {9, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {9, 20} -> - Complex[-0.0009452962128001213, -1.849867090669304*^-6], {9, 21} -> - Complex[-0.000017636699472665246`, -0.00012383773397450998`], {9, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], {9, 23} -> - Complex[7.894016335854154*^-6, -0.008602132075960674], {9, 24} -> - Complex[-7.89401633587497*^-6, 1.5178830414797064`*^-18], {10, 11} -> - Complex[-0.07261962399452816, 0.21892155188592985`], {10, 12} -> - Complex[0.004784170182671579, -2.7273105648872874`*^-16], {10, 13} -> - Complex[-0.07261962399452816, 0.21892155188592985`], {10, 14} -> - Complex[0.004784170182671579, -2.7273105648872874`*^-16], {10, 15} -> - Complex[0.8452681141734937, 0.], {10, 16} -> - Complex[4.163336342344337*^-17, -6.938893903907228*^-18], {10, 17} -> - Complex[0.05379673174522864, -0.0007416401460346826], {10, 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], {10, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {10, 20} -> - Complex[-0.026634445818647372`, 0.0778365212048926], {10, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {10, 22} -> - Complex[0.000016933675279148797`, -0.00012383773397451302`], {10, 23} -> - Complex[0.0012981885381123139`, -0.008523700770098444], {10, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {11, 12} -> - Complex[0.8452681141734925, 0.], {11, 13} -> - Complex[-2.901596064114331*^-17, -1.0211829212097848`*^-17], {11, 14} -> - Complex[0.8452681141734925, 0.], {11, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], {11, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {11, 17} -> - Complex[-0.00915537197655327, 0.10974136766841047`], {11, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {11, 19} -> - Complex[0.8470224364690492, 0.18831811550385083`], {11, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], {11, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {11, 22} -> - Complex[0.026634445818647358`, -0.0778365212048925], {11, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {11, 24} -> - Complex[-0.08342383791858181, 0.26963368038096003`], {12, 13} -> - Complex[0.15473188582650818`, 0.], {12, 14} -> - Complex[-2.901596064114331*^-17, 1.0211829212097848`*^-17], {12, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {12, 16} -> - Complex[-0.004784170182671576, 2.079127072330406*^-17], {12, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {12, 18} -> - Complex[-0.0007781305712618784, 0.01090395795893278], {12, 19} -> - Complex[0.000017636699472639164`, 0.0001238377339745129], {12, 20} -> - Complex[0.05515660930576871, 0.00012490783968316282`], {12, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {12, 22} -> - Complex[-0.0009452962128001206, -1.8498670906598045`*^-6], {12, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], {12, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], {13, 14} -> - Complex[0.8452681141734925, 0.], {13, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], {13, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {13, 17} -> - Complex[-0.00915537197655327, 0.10974136766841047`], {13, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {13, 19} -> - Complex[0.8470224364690492, 0.18831811550385083`], {13, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], {13, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {13, 22} -> - Complex[0.026634445818647358`, -0.0778365212048925], {13, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {13, 24} -> - Complex[-0.08342383791858181, 0.26963368038096003`], {14, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {14, 16} -> - Complex[-0.004784170182671576, 2.079127072330406*^-17], {14, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {14, 18} -> - Complex[-0.0007781305712618784, 0.01090395795893278], {14, 19} -> - Complex[0.000017636699472639164`, 0.0001238377339745129], {14, 20} -> - Complex[0.05515660930576871, 0.00012490783968316282`], {14, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {14, 22} -> - Complex[-0.0009452962128001206, -1.8498670906598045`*^-6], {14, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], {14, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], {15, 16} -> - Complex[0.1547318858265081, 0.], {15, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {15, 18} -> - Complex[-0.05378013717194569, -0.0004103023339935032], {15, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {15, 20} -> - Complex[-0.0009452962128001213, -1.849867090669304*^-6], {15, 21} -> - Complex[-0.000017636699472665246`, -0.00012383773397450998`], {15, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], {15, 23} -> - Complex[7.894016335854154*^-6, -0.008602132075960674], {15, 24} -> - Complex[-7.89401633587497*^-6, 1.5178830414797064`*^-18], {16, 17} -> - Complex[0.05379673174522864, -0.0007416401460346826], {16, 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], {16, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {16, 20} -> - Complex[-0.026634445818647372`, 0.0778365212048926], {16, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {16, 22} -> - Complex[0.000016933675279148797`, -0.00012383773397451302`], {16, 23} -> - Complex[0.0012981885381123139`, -0.008523700770098444], {16, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {17, 18} -> - Complex[0.03895158675127773, 0.], {17, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {17, 20} -> - Complex[-0.0002598580324258793, -0.003888044555498485], {17, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {17, 22} -> - Complex[-0.019179268175876747`, 0.0000390632327097088], {17, 23} -> - Complex[0.03920689940953653, 0.], {17, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {18, 19} -> - Complex[-0.009673644515389308, 0.09494936515397917], {18, 20} -> - Complex[0.01942284716938378, -0.09330760721542969], {18, 21} -> - Complex[0.019195862749159683`, -0.0002922745793314728], {18, 22} -> - Complex[0.0188559291818235, 0.004174127585568078], {18, 23} -> - Complex[0.9411238678566561, 0.19341019859437134`], {18, 24} -> - Complex[0.0002620773276979446, -0.002603237866672337], {19, 20} -> - Complex[0.019669123004374556`, 0.], {19, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {19, 22} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {19, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {19, 24} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {20, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {20, 22} -> - Complex[0.00976883383345901, -0.09670511030136163], {20, 23} -> - Complex[-0.009933502547815196, 0.09883740970947764], {20, 24} -> - Complex[-0.009916907974532265, 0.09883807384038253], {21, 22} -> - Complex[0.01966912300437454, 0.], {21, 23} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {21, 24} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {22, 23} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {22, 24} -> - Complex[0.9751371712736823, 0.09850607189743646]}, + Complex[-0.04889639003422308, 0.35866324581115683`], {2, 4} -> + Complex[-0.1520647355532879, -0.12084858348643956`], {2, 5} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 6} -> + Complex[0.26443368318488625`, -0.4306426521007979], {2, 7} -> + Complex[-0.03742196764438921, 0.030128326443724755`], {2, 8} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, 9} -> + Complex[-0.01766294324618717, 0.07629791036757183], {2, 10} -> + Complex[0.5835728906428612, -0.5446721585854524], {2, 11} -> + Complex[-0.01766294324618717, 0.07629791036757183], {2, 12} -> + Complex[0.5835728906428612, -0.5446721585854524], {2, 13} -> + Complex[-0.03742196764438921, 0.030128326443724755`], {2, 14} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, 15} -> + Complex[0.3910495342752539, 0.025967555373879958`], {2, 16} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, 17} -> + Complex[-0.11376740018597191`, -0.19180011846315012`], {2, 18} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 19} -> 1, {3, 4} -> + Complex[0.04363468584244643, -0.017866185612945815`], {3, 5} -> + Complex[0.7513874079151734, 0.], {3, 6} -> + Complex[0.04975850381773859, -0.0637738883370343], {3, 7} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, 8} -> + Complex[0.06560512137155002, -0.16228715013884426`], {3, 9} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 10} -> + Complex[0.23618815860033152`, -0.40921847295300184`], {3, 11} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 12} -> + Complex[0.23618815860033152`, -0.40921847295300184`], {3, 13} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, 14} -> + Complex[0.06560512137155002, -0.16228715013884426`], {3, 15} -> + Complex[0.30539523194520163`, -0.10550264339992507`], {3, 16} -> + Complex[2.0816681711721685`*^-17, -5.551115123125783*^-17], {3, 17} -> + Complex[0.07419540882704287, 0.1062908220925275], {3, 18} -> + Complex[0.7513874079151734, 0.], {3, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {3, 20} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {4, 5} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, 6} -> + Complex[0.12212877058108958`, 0.09005118002308299], {4, 7} -> + Complex[0.4133927336972727, -0.07976232385832366], {4, 8} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, 9} -> + Complex[-0.15597490507210748`, -0.0891477723521908], {4, 10} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, 11} -> + Complex[-0.15597490507210748`, -0.0891477723521908], {4, 12} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, 13} -> + Complex[0.4133927336972727, -0.07976232385832366], {4, 14} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, 15} -> + Complex[-0.15900572219376757`, -0.05750044204194605], {4, 16} -> + Complex[-0.043634685842446425`, 0.017866185612945742`], {4, 17} -> + Complex[0.700696834380109, 0.], {4, 18} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, 19} -> + Complex[-0.11376740018597191`, 0.19180011846315012`], {4, 20} -> + Complex[-0.4028010237972655, 0.048762217969712605`], {5, 6} -> + Complex[-0.30539523194520163`, -0.10550264339992513`], {5, 7} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, 8} -> + Complex[0.15338653623116225`, 0.06791293700745762], {5, 9} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, 10} -> + Complex[-0.24869282883169574`, -0.1401584079854436], {5, 11} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, 12} -> + Complex[-0.24869282883169574`, -0.1401584079854436], {5, 13} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, 14} -> + Complex[0.15338653623116225`, 0.06791293700745762], {5, 15} -> + Complex[-0.04975850381773862, -0.06377388833703419], {5, 16} -> + Complex[0.24861259208482658`, 0.], {5, 17} -> + Complex[-0.043634685842446425`, -0.017866185612945742`], {5, 18} -> + Complex[2.0816681711721685`*^-17, 5.551115123125783*^-17], {5, 19} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {5, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192], {6, 7} -> + Complex[-0.02984323129946001, -0.01090215294864004], {6, 8} -> + Complex[0.10286685511517638`, 0.0766374954583717], {6, 9} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, 10} -> + Complex[0.24953605886718944`, -0.23726268416179194`], {6, 11} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, 12} -> + Complex[0.24953605886718944`, -0.23726268416179194`], {6, 13} -> + Complex[-0.02984323129946001, -0.01090215294864004], {6, 14} -> + Complex[0.10286685511517638`, 0.0766374954583717], {6, 15} -> + Complex[0.3009141283362328, 0.], {6, 16} -> + Complex[-0.04975850381773862, 0.06377388833703419], {6, 17} -> + Complex[-0.15900572219376757`, 0.05750044204194605], {6, 18} -> + Complex[0.30539523194520163`, 0.10550264339992507`], {6, 19} -> + Complex[0.3910495342752539, -0.025967555373879958`], {6, 20} -> + Complex[-0.0981351838004039, -0.2911740023151237], {7, 8} -> + Complex[0.4155199590831424, 0.], {7, 9} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, 10} -> + Complex[-0.10752531345447021`, -0.09271398750024093], {7, 11} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, 12} -> + Complex[-0.10752531345447021`, -0.09271398750024093], {7, 13} -> + Complex[-6.938893903907228*^-18, -2.7755575615628914`*^-17], {7, 14} -> + Complex[0.4155199590831424, 0.], {7, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {7, 16} -> + Complex[0.15338653623116225`, -0.06791293700745762], {7, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {7, 18} -> + Complex[0.06560512137155002, 0.16228715013884426`], {7, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {7, 20} -> + Complex[-0.021712677276518863`, 0.058041075609157985`], {8, 9} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, 10} -> + Complex[-0.04268060967745001, 0.023059250426567146`], {8, 11} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, 12} -> + Complex[-0.04268060967745001, 0.023059250426567146`], {8, 13} -> + Complex[0.5844800409168576, 0.], {8, 14} -> + Complex[-6.938893903907228*^-18, 2.7755575615628914`*^-17], {8, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {8, 16} -> + Complex[0.17517709237484644`, -0.06154015846071672], {8, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {8, 18} -> + Complex[0.20540256085717942`, 0.21077891354451453`], {8, 19} -> + Complex[-0.03742196764438921, -0.030128326443724755`], {8, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], {9, 10} -> + Complex[0.6738621924455607, 0.], {9, 11} -> + Complex[2.42861286636753*^-17, -7.979727989493313*^-17], {9, 12} -> + Complex[0.6738621924455607, 0.], {9, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], {9, 14} -> + Complex[-0.10752531345447021`, 0.09271398750024093], {9, 15} -> + Complex[0.24953605886718944`, 0.23726268416179194`], {9, 16} -> + Complex[-0.24869282883169574`, 0.1401584079854436], {9, 17} -> + Complex[0.00583211233850154, -0.10116953344808105`], {9, 18} -> + Complex[0.23618815860033152`, 0.40921847295300184`], {9, 19} -> + Complex[0.5835728906428612, 0.5446721585854524], {9, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {10, 11} -> + Complex[0.3261378075544396, 0.], {10, 12} -> + Complex[2.42861286636753*^-17, 7.979727989493313*^-17], {10, 13} -> + Complex[0.10752531345447036`, 0.09271398750024114], {10, 14} -> + Complex[0.04268060967745012, -0.023059250426567188`], {10, 15} -> + Complex[0.04667717945518325, 0.1531544506199518], {10, 16} -> + Complex[0.11612240177174633`, -0.07247847487914186], {10, 17} -> + Complex[-0.15597490507210748`, 0.0891477723521908], {10, 18} -> + Complex[0.10349665614016897`, 0.197248245871046], {10, 19} -> + Complex[-0.01766294324618717, -0.07629791036757183], {10, 20} -> + Complex[0.4136309863513148, -0.32459119381949325`], {11, 12} -> + Complex[0.6738621924455607, 0.], {11, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], {11, 14} -> + Complex[-0.10752531345447021`, 0.09271398750024093], {11, 15} -> + Complex[0.24953605886718944`, 0.23726268416179194`], {11, 16} -> + Complex[-0.24869282883169574`, 0.1401584079854436], {11, 17} -> + Complex[0.00583211233850154, -0.10116953344808105`], {11, 18} -> + Complex[0.23618815860033152`, 0.40921847295300184`], {11, 19} -> + Complex[0.5835728906428612, 0.5446721585854524], {11, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {12, 13} -> + Complex[0.10752531345447036`, 0.09271398750024114], {12, 14} -> + Complex[0.04268060967745012, -0.023059250426567188`], {12, 15} -> + Complex[0.04667717945518325, 0.1531544506199518], {12, 16} -> + Complex[0.11612240177174633`, -0.07247847487914186], {12, 17} -> + Complex[-0.15597490507210748`, 0.0891477723521908], {12, 18} -> + Complex[0.10349665614016897`, 0.197248245871046], {12, 19} -> + Complex[-0.01766294324618717, -0.07629791036757183], {12, 20} -> + Complex[0.4136309863513148, -0.32459119381949325`], {13, 14} -> + Complex[0.4155199590831424, 0.], {13, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {13, 16} -> + Complex[0.15338653623116225`, -0.06791293700745762], {13, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {13, 18} -> + Complex[0.06560512137155002, 0.16228715013884426`], {13, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {13, 20} -> + Complex[-0.021712677276518863`, 0.058041075609157985`], {14, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {14, 16} -> + Complex[0.17517709237484644`, -0.06154015846071672], {14, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {14, 18} -> + Complex[0.20540256085717942`, 0.21077891354451453`], {14, 19} -> + Complex[-0.03742196764438921, -0.030128326443724755`], {14, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], {15, 16} -> + Complex[-0.30539523194520163`, 0.10550264339992513`], {15, 17} -> + Complex[0.12212877058108958`, -0.09005118002308299], {15, 18} -> + Complex[0.04975850381773859, 0.0637738883370343], {15, 19} -> + Complex[0.26443368318488625`, 0.4306426521007979], {15, 20} -> + Complex[-0.14622966282928, 0.4816024306801036], {16, 17} -> + Complex[0.07419540882704287, 0.1062908220925275], {16, 18} -> + Complex[0.7513874079151734, 0.], {16, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {16, 20} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {17, 18} -> + Complex[0.04363468584244643, 0.017866185612945815`], {17, 19} -> + Complex[-0.1520647355532879, 0.12084858348643956`], {17, 20} -> + Complex[0.32171504751621155`, 0.15725504484569033`], {18, 19} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {18, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -11717,19 +7205,19 @@ RZ1D5dXfAH40arI= Editable->False, SelectWithContents->True, Selectable->False]], "Output", - CellLabel->"Out[1]=", - CellID->536292065,ExpressionUUID->"1ce8d112-4e76-452c-89bd-cf9a55b8db6d"], + CellLabel->"Out[2]=", + CellID->39353482,ExpressionUUID->"7ab6c78f-4d54-479f-99e7-6db4e9e3f33e"], Cell[BoxData[ RowBox[{"{", - RowBox[{"0", ",", "1"}], "}"}]], "Output", - CellLabel->"Out[1]=", - CellID->471869996,ExpressionUUID->"509774fd-764f-43f4-97e2-2dd86f013e18"] + RowBox[{"0", ",", "0"}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->2136492345,ExpressionUUID->"aa1c1961-8751-4e6c-a33d-a22f5ade8219"] }, Open ]], Cell[BoxData[{ RowBox[{ - RowBox[{"prj", "[", + RowBox[{"findPrj", "[", RowBox[{ RowBox[{"cc", ":", RowBox[{"{", @@ -11740,38 +7228,38 @@ Cell[BoxData[{ "\[IndentingNewLine]", RowBox[{"Catenate", "@", RowBox[{"MapThread", "[", - RowBox[{"prj", ",", + RowBox[{"findPrj", ",", RowBox[{"{", RowBox[{"cc", ",", "vv"}], "}"}]}], "]"}]}]}], "\[IndentingNewLine]", RowBox[{ - RowBox[{"prj", "[", + RowBox[{"findPrj", "[", RowBox[{"c_", ",", "0"}], "]"}], ":=", RowBox[{"{", RowBox[{"c", ",", RowBox[{"Dagger", "@", "c"}]}], "}"}]}], "\[IndentingNewLine]", RowBox[{ - RowBox[{"prj", "[", + RowBox[{"findPrj", "[", RowBox[{"c_", ",", "1"}], "]"}], ":=", RowBox[{"{", RowBox[{ RowBox[{"Dagger", "@", "c"}], ",", "c"}], "}"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[2]:=", + CellLabel->"In[3]:=", CellID->656648196,ExpressionUUID->"872cdc42-4f67-4c49-9cf6-8e3ccaa6b09d"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"op", "=", + RowBox[{"prj", "=", RowBox[{"WickOperator", "[", - RowBox[{"prj", "[", + RowBox[{"findPrj", "[", RowBox[{ RowBox[{"c", "@", RowBox[{"{", RowBox[{"2", ",", "3"}], "}"}]}], ",", "rec"}], "]"}], "]"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[3]:=", + CellLabel->"In[4]:=", CellID->508730283,ExpressionUUID->"a45cbbcd-fcd2-4310-b7ad-fe3cdce98ba4"], Cell[BoxData[ @@ -11790,29 +7278,29 @@ Cell[BoxData[ "Subsuperscript"], Q3`Dagger[ $CellContext`c[2]]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]], ",", InterpretationBox[ TemplateBox[{"c", TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, "Subsuperscript"], Q3`Dagger[ - $CellContext`c[3]]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "3"}, - "RowWithSeparators"]], - $CellContext`c[3]]}], "}"}], "]"}]], "Output", - CellLabel->"Out[3]=", - CellID->654846284,ExpressionUUID->"be9b8119-f8b0-41a3-8160-9e6b1340baec"] + $CellContext`c[3]]]}], "}"}], "]"}]], "Output", + CellLabel->"Out[4]=", + CellID->120119998,ExpressionUUID->"259df09b-ce09-44b2-820f-b9564c29b24d"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"new", "=", - RowBox[{"op", "[", "ws", "]"}]}]], "Input", + RowBox[{"prj", "**", "ws"}]}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", + CellLabel->"In[5]:=", CellID->1688977281,ExpressionUUID->"1f771229-20ae-4236-8994-c2d4580f77ce"], Cell[BoxData[ @@ -11940,105 +7428,81 @@ Cell[BoxData[ InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "3", "0"}, - "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "2", "2", "1"}, - "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "2", "0"}, "RowWithSeparators"]], $CellContext`c[2, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "1", "1"}, - "RowWithSeparators"]], - $CellContext`c[3, 1, 1]], ",", - InterpretationBox[ - SubscriptBox["c", - - TemplateBox[{",", "\",\"", "3", "1", "0"}, + TemplateBox[{",", "\",\"", "2", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 1, 0]], ",", + $CellContext`c[2, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "3", "1"}, + TemplateBox[{",", "\",\"", "2", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 3, 1]], ",", + $CellContext`c[2, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "3", "0"}, + TemplateBox[{",", "\",\"", "2", "1", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 3, 0]], ",", + $CellContext`c[2, 1, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "2", "0"}, + TemplateBox[{",", "\",\"", "3", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 2, 0]], ",", + $CellContext`c[3, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "2", "1"}, + TemplateBox[{",", "\",\"", "3", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 2, 1]], ",", + $CellContext`c[3, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "2", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 2, 0]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "2", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 2, 1]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "3", "1"}, + TemplateBox[{",", "\",\"", "3", "2", "0"}, "RowWithSeparators"]], - $CellContext`c[4, 3, 1]], ",", + $CellContext`c[3, 2, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "4", "3", "0"}, + TemplateBox[{",", "\",\"", "3", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[4, 3, 0]], ",", + $CellContext`c[3, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "1", "1"}, + TemplateBox[{",", "\",\"", "3", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[3, 1, 1]], ",", + $CellContext`c[3, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "3", "1", "0"}, + TemplateBox[{",", "\",\"", "3", "3", "1"}, "RowWithSeparators"]], - $CellContext`c[3, 1, 0]], ",", + $CellContext`c[3, 3, 1]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "2", "1"}, + TemplateBox[{",", "\",\"", "2", "1", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 2, 1]], ",", + $CellContext`c[2, 1, 0]], ",", InterpretationBox[ SubscriptBox["c", @@ -12048,15 +7512,15 @@ Cell[BoxData[ InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "1"}, + TemplateBox[{",", "\",\"", "2", "3", "0"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 1]], ",", + $CellContext`c[2, 3, 0]], ",", InterpretationBox[ SubscriptBox["c", - TemplateBox[{",", "\",\"", "2", "3", "0"}, + TemplateBox[{",", "\",\"", "2", "2", "1"}, "RowWithSeparators"]], - $CellContext`c[2, 3, 0]], ",", + $CellContext`c[2, 2, 1]], ",", InterpretationBox[ SubscriptBox["c", @@ -12075,7 +7539,7 @@ Cell[BoxData[ TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuMatrices", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -12094,13 +7558,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -12133,19 +7595,17 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["4", "SummaryItem"]}]}, { + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["3", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -12298,7 +7758,8 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", StyleBox[ - PaneBox["1", ContentPadding -> False, FrameMargins -> 0, + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> False]}]}, { @@ -12469,335 +7930,7 @@ HACo2sx4 RowBox[{ TagBox["\"Elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["None", "SummaryItem"]}]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{2}}, - "Rows" -> {{Automatic}}}, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], - SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, - Editable -> False, SelectWithContents -> True]}], "}"}], - ",", - RowBox[{"{", - RowBox[{ - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{ - RowBox[{ - RowBox[{"0.9850706849009015`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616015`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.00001659457328293116`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411801`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404292417903`*^-8"}], "+", - - RowBox[{"3.3198626353946485`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.009933502547815196`"}], "+", - RowBox[{"0.09883740970947764`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.975137171273682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "+", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.000016594573282935792`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.000016594573282932862`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009916907974532263`"}], "+", - RowBox[{"0.09883807384038251`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - - RowBox[{"0.09883740970947762`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "1.1079404292422813`*^-8"}], "+", - - RowBox[{"3.3198626353948343`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016594573282933133`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0003313378120411798`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009933502547815193`"}], "+", - RowBox[{"0.09883740970947763`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"0.9850706849009013`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.09916907966616012`", " ", - "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> - 1, RowAlignments -> Baseline, ColumnAlignments -> Center], - "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, - Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], ",", - InterpretationBox[ - RowBox[{ - TagBox["MatrixObject", "SummaryHead"], "[", - - DynamicModuleBox[{Typeset`open$$ = False, - Typeset`embedState$$ = "Ready"}, - TemplateBox[{ - PaneSelectorBox[{False -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"]], ButtonFunction :> ( - Typeset`open$$ = True), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Automatic}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, - BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> - False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, - "Rows" -> {{Top}}}, AutoDelete -> False, - GridBoxItemSize -> {"Columns" -> {{Automatic}}, - "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], - True -> GridBox[{{ - PaneBox[ - ButtonBox[ - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"]], ButtonFunction :> ( - Typeset`open$$ = False), Appearance -> None, - BaseStyle -> {}, Evaluator -> Automatic, Method -> - "Preemptive"], Alignment -> {Center, Center}, ImageSize -> - Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification])}]], - GridBox[{{ - RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox["\"Dense\"", "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - RowBox[{"{", - RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { - RowBox[{ - TagBox["\"Elements: \"", "SummaryItemAnnotation"], - "\[InvisibleSpace]", - TagBox[ - TagBox[ - RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.009950108200502423`", - RowBox[{ - RowBox[{"-", "0.000016605652687225092`"}], "+", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"1.1079404289255492`*^-8", "-", - - RowBox[{"0.0003316699566825005`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - - RowBox[{"3.3214464132095884`*^-7", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"-", "0.000016605652687225828`"}], "-", - RowBox[{"0.09916907966616018`", " ", "\[ImaginaryI]"}]}], - "1.1079404291230823`*^-8", - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], - - RowBox[{ - RowBox[{"-", "1.1079404289878503`*^-8"}], "-", - - RowBox[{"0.00033166995668250094`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"1.1079404294454617`*^-8", "+", - - RowBox[{"0.0003316699566825008`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.09916907966616013`", " ", "\[ImaginaryI]"}]}], - - RowBox[{"-", "1.107940429399415`*^-8"}], - RowBox[{ - RowBox[{"0.000016605652687226302`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - - RowBox[{"3.3214464132085747`*^-7", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "1.1079404291781963`*^-8"}], "+", - - RowBox[{"0.0003316699566825007`", " ", - "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.000016605652687224523`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0991690796661601`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.00995010820050242`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + TagBox["None", "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> {"Columns" -> {{Automatic}}, @@ -12810,34 +7943,11 @@ HACo2sx4 GridBoxItemSize -> {"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, - "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True]}], "}"}], ",", + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[Automatic, {4, 4}, 0, { + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", RowBox[{"{", RowBox[{ InterpretationBox[ @@ -12910,75 +8020,70 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.9411238678566561`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.19341019859437134`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.038944119057645055`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0002620773276979446`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.002603237866672337`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.030241935192683`*^-7"}], "+", + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.000010495059269479881`", " ", + RowBox[{"0.23457353803352107`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.038944119057645055`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9021790457748177`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.18819320766416767`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.03868204172994712`"}], "+", - RowBox[{"0.19081745578696852`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.00026207732769795156`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0026032378666723355`", " ", + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.00026207732769795156`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.002603237866672336`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.0386820417299471`"}], "+", - RowBox[{"0.1908174557869685`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.9021790457748181`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1881932076641677`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.03894411905764505`"}], "+", + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.19079644553083996`", " ", + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "7.030241935192954`*^-7"}], "+", + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000010495059269479117`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0002620773276979446`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.0026032378666723363`", " ", - "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "0.03894411905764505`"}], "+", - RowBox[{"0.19079644553084002`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.9411238678566558`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19341019859437122`", " ", + RowBox[{"0.0064801759065640846`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -12997,25 +8102,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - - Complex[-7.030241935192683*^-7, - 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[ - 0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -13086,59 +8188,72 @@ HACo2sx4 TagBox[ TagBox[ RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.03920689940953653`", + GridBox[{{ RowBox[{ - RowBox[{"-", "0.00026278035189146974`"}], "+", - RowBox[{"0.1934101985943713`", " ", "\[ImaginaryI]"}]}], - RowBox[{"7.0302419351298`*^-7", "-", - RowBox[{"0.002613753063531294`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.041631922493370985`"}], "+", - RowBox[{"0.000010515196858958871`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"0.0010750823513930262`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.0002627803518914715`"}], "-", - RowBox[{"0.1934101985943714`", " ", "\[ImaginaryI]"}]}], - "7.030241935184217`*^-7", + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.19341019859437136`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.10357350309400706`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.030241935147147`*^-7"}], "-", + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.002613753063531294`", " ", - "\[ImaginaryI]"}]}]}, { - RowBox[{"7.030241935285925`*^-7", "+", + RowBox[{ + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.0026137530635312943`", " ", + RowBox[{"0.0003106339104423192`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.1934101985943713`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "7.030241935355314`*^-7"}], + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.000262780351891468`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.19341019859437125`", " ", - "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.000010515196858957876`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.030241935164494`*^-7"}], "+", - RowBox[{"0.002613753063531293`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.00026278035189146454`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.19341019859437125`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.477714973305623`"}], "+", + + RowBox[{"0.22744174956494273`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]"}], "-", - RowBox[{"-", "0.039206899409536505`"}]}}, RowSpacings -> - 1, ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], + RowBox[{"0.07121149018740795`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -13154,28 +8269,23 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[8.131516293641283*^-20, - 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - - Complex[0.000262780351891468, 0.19341019859437125`]}, { - - Complex[-8.131516293641283*^-20, \ --0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - Complex[-0.039206899409536505`, 8.673617379884035*^-19]}}, - Selectable -> False, Editable -> False, + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}, + Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], ",", RowBox[{"{", RowBox[{ @@ -13249,73 +8359,70 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.8706303274912398`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.2780792901080426`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051422789563197374`"}], "+", + RowBox[{"0.1190006327820552`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669408`"}], "+", - RowBox[{"0.2694771580320819`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.2860941666426128`"}], "+", + RowBox[{"0.3304594776206563`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0012981885381122965`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098449`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.21561873625085254`"}], "-", + RowBox[{"0.08399234535193995`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"-", "7.894016335830301`*^-6"}], "+", + RowBox[{"0.5964563607197775`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.00007809104301577483`", " ", + RowBox[{"0.009911737922502023`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.08472202645669408`"}], "+", - RowBox[{"0.26947715803208194`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5835728906428612`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.5446721585854524`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.78590040701821`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26095345726198343`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05526785620349091`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.11056631474528056`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08342383791858181`"}], "+", - RowBox[{"0.26963368038096003`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.05980282747160885`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.07007653209262724`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0012981885381123139`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", + RowBox[{"0.1133153820082126`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.00549483439989909`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.0012981885381123139`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.08342383791858178`"}], "+", - RowBox[{"0.26963368038096`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.7859004070182107`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.05020845049867415`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.26771648586524205`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2609534572619835`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669409`"}], "+", + RowBox[{"-", "0.4229532817702911`"}], "+", + RowBox[{"0.12068798049045854`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.26947715803208183`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "7.894016335830356`*^-6"}], "+", + RowBox[{"-", "0.021712677276518863`"}], "+", + RowBox[{"0.058041075609157985`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.19958355983199388`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3227972775828699`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.42067213093036937`"}], "-", + RowBox[{"0.14431666265614826`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007809104301577258`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.001298188538112293`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.008523700770098444`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2789403118080341`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.029279340852737618`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.08472202645669406`"}], "+", - RowBox[{"0.2694771580320819`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.0777660796818619`"}], "+", + RowBox[{"0.24044218399974365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.8706303274912393`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.01674608180198811`"}], "-", - RowBox[{"0.2780792901080424`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> - Baseline, ColumnAlignments -> Center], "\[NoBreak]", - ")"}], + RowBox[{"0.008071598225049818`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -13331,23 +8438,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -13418,56 +8524,70 @@ HACo2sx4 TagBox[ TagBox[ RowBox[{"(", "\[NoBreak]", - GridBox[{{"0.08602810901114225`", + GridBox[{{ RowBox[{ - RowBox[{"-", "0.0013060825544481472`"}], "+", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}], - RowBox[{"7.894016335826398`*^-6", "-", - RowBox[{"0.008602132075960674`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.22336830179318945`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.10994891105914628`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.179360421319004`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1045055679036277`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.044711063899330966`", "\[VeryThinSpace]"}], + "-", + RowBox[{"0.3997711794926225`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.26120964745142766`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2182116642748822`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.01766294324618717`"}], "+", + RowBox[{"0.07629791036757183`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007843130586223016`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.0013060825544481437`"}], "-", - RowBox[{"0.27807929010804266`", " ", "\[ImaginaryI]"}]}], - "7.894016335827523`*^-6", + RowBox[{"-", "0.01867359945550796`"}], "-", + RowBox[{"0.12991651467762805`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.27807929010804266`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4136309863513148`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.32459119381949325`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335826398`*^-6"}], "-", + RowBox[{"-", "0.08566442989514533`"}], "-", - RowBox[{"0.008602132075960672`", " ", + RowBox[{"0.13780066123524504`", " ", "\[ImaginaryI]"}]}]}, { - RowBox[{"7.894016335854154`*^-6", "+", - RowBox[{"0.008602132075960674`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2780792901080426`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "7.89401633587497`*^-6"}], + RowBox[{"-", "0.03742196764438921`"}], "+", + RowBox[{"0.030128326443724755`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0013060825544481298`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"-", "0.0021047903963681003`"}], "-", + RowBox[{"0.4710082293548459`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.19605911325305342`"}], "+", + RowBox[{"0.18681308826202053`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00007843130586222762`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "7.894016335826398`*^-6"}], "+", - RowBox[{"0.00860213207596067`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.5166010461667343`"}], "-", + RowBox[{"0.1417878422201601`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.03892944073043274`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.045221541995900005`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.27335437431711884`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.40577431689118826`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0013060825544481298`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.2780792901080425`", " ", "\[ImaginaryI]"}]}], - RowBox[{"-", "0.08602810901114219`"}]}}, RowSpacings -> 1, - ColumnSpacings -> 1, RowAlignments -> Baseline, - ColumnAlignments -> Center], "\[NoBreak]", ")"}], + RowBox[{"0.5984451923298307`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.022923109448545864`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.0326327064654409`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.23806340061643008`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -13483,23 +8603,22 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}, + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}]}], "}"}], "SummaryItem"]}]}}, @@ -13525,131 +8644,73 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - - Complex[-1.1079404292417905`*^-8, - 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[ - 0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - - Complex[-1.1079404289878503`*^-8, \ --0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - - Complex[-9.943302374432365*^-21, \ --3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - - Complex[0.000016605652687224523`, -0.0991690796661601], - - Complex[-0.00995010820050242, - 2.083853062282483*^-19]}}}, {{{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - - Complex[-7.030241935192683*^-7, - 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[ - 0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[ - 8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - - Complex[0.000262780351891468, 0.19341019859437125`]}, { - - Complex[-8.131516293641283*^-20, \ --0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - - Complex[-0.039206899409536505`, - 8.673617379884035*^-19]}}}, {{{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, - Selectable -> False, Editable -> False, - SelectWithContents -> True], "SummaryItem"]}]}, { + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, {{{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, {{ + + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}}}, + Selectable -> False, Editable -> False, SelectWithContents -> + True], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -13675,79 +8736,74 @@ HACo2sx4 Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWns0leka19XQTeGoIaGSolKRpPzQRUxEd1EJqSSZIV2YMk7NlGoiuRUl -XZhKSZTUyGUmd/vb26XNoO3S3ht72zGTaWpqjrPW+fc557xnzVpn5pz2Wtba -a3vW+z3X3/N7nu/V99q7evsQJSWl8f/4+/t3PcU6Y/XD30PpHx+N7LLWGOca -LNz/aMt5g2okzUvNtnhdC2mqfrvrjS6kxgSlRVpXw/CTcvMS9zqMcHXXm/Kk -C+dMsV/a8RTTrLe98S0Ogr6qT5t1XS15js+eRZ7rDTikfVaeany2CZOGVl6x -t5Vh1a6EvQdCqlGaOWqauVstChulq3Zs74LN5yXuJ57ysO+ZLFyliY/+Mpto -uHaiPzncJWBAXrJ31OJeg3o8uVUoLZd2obDXvnJ6aCW8tb9u2ZSaAJHy6lzv -rka4RS8I107iw2Z8npfDyXYcvhwWszG4h9STVZ5VH1Z7Wf35e8WL9Xcqr2bs -zpl3YmU1zl705d1Pr0VcWFVx01dd8Hs39cDW8mroOXUn6OfVIOKhzZZ9el3Q -fzzIafXtanwblr1Hp6se5kluik/HdeN56YUSV1MO53qmewteNSGt+cK3uutl -4HzE0YHNfPhNPsNf9/A7zDiZtd9zrBixI1Mm9BiUQrP8ksbdKxEw/yJkXejs -eswYXf7F7pRqXIlYseCWSi3E4TXZPXZd2I1RZR6TOTyT8Yf9JuXQJBt0olMi -hWbJwTfjbvJxeEWpyqWCdmhmRvukRfbArGHE2IKbPPTOfB1g8WkjSkRPNV14 -3czyrPqw2svqT9Z4seYJlZ/Uc1c5xFqMCOLjZZqFz0JRCarilnVaFYjJ868d -MwqbP5gH74OGdWM0hTi/e8mYn10G4jI2tEl+g0NqvYHl86oqrPhRPG+iihQO -s+zy1m7j4OGak6G/pgWaHvJ+40syWAfc1Vquwses4X7c1sEV0D1WNlwtQIKG -BRcUCRECjMms6E385glSd7WH9A16gQNfDlq9WJeHB5kpQZO0a5A2wup15A+d -sH5aLFSN4sNROTbSeWgJxE1vwmKixFCZODPWNYgHdcu993TTG1Ckry60vdbN -LM+qD6u9rP5kjVfeJYehXmerMX/7KdmpL+uh3jMp69K7LjgPWyGfEiKBy9HR -S6O6Zeg0HrYyp0NB4hhrfsYfd34/cfpTOEvzRTbPvDD3KTZXfFQLXbVEHVsN -Do0x02IqZzZhwotD7x1MZBhh9oZn8RkPCw+1KUlCBVDKnatyIq4T+MWlYcoy -DrMcsvwXRzaj4FB1ltE+GUTzG5cmzuPj+q5kK+/CMgQdud0SbiTB+A0jls4T -V+PaxnGNi+4+w6yQozl/WdSNqqMnxK665UjOtv1xg3MU8hLreG0bhHDc3/po -K59D5BbB+PpcEbx2znlrvFyOeNHj7yS3OJyP/ealaL4IjgslD7kxcmZ5Vn1Y -7WX1JxUvXUl6amwihzrTi66jO57j3ZnXfx36I93vKDyhzqdwksp/yi7W/H+U -1KMdNFCnbTs7Pe8cFGLPD32mg327Yfbl3syaFXw0xjs4btcrg15wf0ryMAmJ -A1R8t+RezbEbqAuFKNHzltMz2Kd6LF06jcYNVnlWfVjt/b3wn4rX+iLXlaPq -OOhZTVHe/XUlXp+QqbcXSzDVM+pXtQIOqzdZ9kXPrML42l5rT7GE5F1UP6Vw -kjX/Dybc1LcPfQqRdqSjbsdutOTHRVh71WLCjsOrA09yOFqnI1p05Dku1XX0 -9TTLkJbGx/zhHK5OeX3tQdkP8D0+rdFdS0b2l3uWGgk7ijkssbHaNPorEZ7F -V+a7zZHj7jmxSmhgObS0Q1N+3BuNnWdNXq27K8RPFtFnTFbwcOzVx6XJFQLY -Te6P0HzYySzPqg+rvax4whovt95JTs4/VUMr9869FL8amMbIrJXe03Gk+D/F -66h+TeEwVV+U30yXhJTNLOVjyO7GWTGbvsdyc0GQqxldX5Xqk23CwMeM3DMW -lrZtqNVV7nfskkPr/EdDS4bxkTQ/WutcUCuyH/QG25+Tw8f7aNyUOXy0BKSM -mzi6DcKCBW5dtXKoPXE+OWkDD+cjT4muLmmAyLQv0Tqqm1meVR9We68vHufW -GMvhonb5hPt7qnEr5nB4gbEUSlZRXcGfc7hwuFg7Tvs5jujaCLXKZPjuxGV9 -l70cHKs0Akrvt+Ci+bdqQ7JlCFLOeKezhkOuZ6O8Ut6MdqOPXr45IYOf1SGr -Sncxhq0a6auxVoaAncubFXUKqGsoL/FZOIBjO46+sW0WotJbrF53qJucEyn+ -T/E6ql9TOMxaX+63Z1c+CimBZ3ZFQmhFKM6Kco0GB9dhRtiwCQGaAvhP7zG9 -r1aMt7dau9xzBvqIbZa6mr8Ar8N32d47UgD3HYEb3hq+gFF684ZMBQ9h+OsV -V+8fcGTI6YzeQTJUfD72ZpSJAKt5I2fZbSuChaWK//oz7PKs+lD2nj65h79c -xGEuL2dtr1yEzas1N3t5DOStnfIgbjMfwubGjdZflCKwPSpYr10Ms6GqlolJ -PCTE9recMhYgfZOwKCeoE8uDzTKcf+JgZ9p6ftvlCgTenGh4LEqCO7XjXyXp -8lF/PMsw0rMcMWX3VN47SjCtMN/k0x4OTtcjh/vrtWL0rxc/O/KpHPrRj81C -N1XjuWTFzQ1P6uBufzuqv4beV1BzKNX3Kd7IOtdQ9UvFpelV3C8ODjU4U7d4 -qrj9HlZKvu7c8aidjEuW/vWoezcFeO/hvnvqwm/xMn/tzz75HVgvWRP5URUP -eZdHnhJIGjFdmPHzRGk3szyrPvZ7I9L2O/FhEPIkfmRQGza/rh9j8JsccyOO -3w5REuDImu1vH9wphlONuSr/2QtozdmZz7vLh7girdBs6FPESm/0q7uJSX+6 -aV9OWZPYgTpuZZOPVzfeQb9oS76C5HU16aG3K8/wUOjXKUoa1YjhB14eD83r -RuAF3fh14W04Uq8ochjIgwxuWdvyVAW516L2FdQcSs0XFG+k+ACF86z1GzZb -kBxdXo4Lmmueh2ecRZ9sTLyfegOKKzN1VvhyCB4RuyysnodSg/PdPQelePtW -27n+GB8avXYSmVU7wnyEvYZrepjlKX3urJw2t66Hj6aXyjqaWR3wUPGXX1P0 -4JN0H6Mn6nxstZsqdL/WivrtxlkTvpFD2PKyWH2DADNSDps06hYi9O6+iAMO -L0h/th80n/tuFIftho8Vqgv5+KQkrUllRCfJ04bU9iwJ9eDDN7w09HR6GxxD -bwz8o4cZT6j9KrU3o/KcmnOpPKd4KcU3qD5C4QMVd2/MLszTqYB22KlTOrwY -pL7wfdzs30DGnVWe0ifERPWeiysHd6eGoU8WDvhp8NcqPklSrLSImzV9Mh+7 -ioMyHZpakatyzlq9QI7JY662pPfyED/Vom95JB9XQ6o0uJmdJM5T+UDFi8o3 -B0f7r9Yv4KBfEeu0b4CPb4m8EBf4vZR5r0jtV1nnU6rfUXVB8VKKb1B9hBUf -psct9rbdUgPVB4OT265lIVL5QkVfAt13QjrGvQh+0I7vtFp7zTu74KJvmHM6 -S0Hq45PvPKNlPx+VgptGU1Xb8TImKGetdQ/ChN0Kh/CBOPkbz7YZy4M8PlZt -ziop0iy/eXvKVgBnzYuLtIsK8WX6FTT4v8Adw4Zftrl0QNY3WNfOqhtOvQa1 -p/MUZF+g+h0VLz/VVp34dgFqCz+2DOx6iMSMX3ROenXAQnXQfr0qAfID4qKN -8AinxTfGhHzV8QF//gWeUH3nA/58wJ9/B08+4M8/x58P89fvO39NaWg86avU -gTuvZmRuVOuGUuCUK1vu03n4Yf76Y85fVN+h+giFD6zy/2/z1599/0zVLxUX -im9QfYRVnlWfJJPkHRk/ibF12fFZH1+Xocjkew9FM41XH/bP/9n+mdrHUjhP -1S/FSym+wSrPqs+fff/8R3v/TtUX5TdWfkjxNIqXssqz6sNqr7/ErERWI8Gl -q0Vi0UQ5THRcHZM7abz6X33/Tr0vpnCYqi/W+ZTq+xSvY5Vn1YfV3j/a+/c/ -2v1Dql9TOEzNF6z3K1jnGkqeVR9We1n9Ob7p1z0tOlIcjxh5bcgyOZr9Vi0I -kNN49d+6f0jlP+t9OYrXUf2amkMp3KBwgHWuYb2fRunDau+f5f4ha35Sz6X6 -KYWTFP+neB21r6DmUGq/Su3NWOVZ9WG1l9WfrPF6eNJ02cNsKYT2abfD4uQo -27jn/dZXNF6x/k7hGJWfFO+izqfmRIr/U3stal9BPZfar7LKs+rDai+rP1nj -RZ1D5dXfAH40arI= - "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJztWXs01Hkbdyu9Uhi6KBWJ1ZIklbL6kFYkKblEpZIi7TbdpXTTjShaKpJy +SUVSyYakFBJpZn5D7jJmxgwzzOgm7VKv95z99/vH7z1nz9n33XXOnOP8znPO +93M+z+3zPI+BP9N9s7KCgoLOH7///K8v9zTVPlwOhT/+dPIq2+OW12BBSJHf +5aksXJmdljevvxadaQaClVkSFDeVFepc5eBI+Jspo5R4yEsznFfwpRvtBuPd +gg42YNp+rdpdIhGYZ9+pMZfL8XRVgPfFCg5KluW7RnysRqc0UVGlSQwDpUlK +0qUcTGywDAp40IrdPI2O0kPdWLyPG6ycwILejY0/JV+uw+Kl9iJKUQqGwUcN +R18KVl9V19xN4WNq89LT1gwZrO3tWM8COfhh2Tahyys2dH7aYBke0gmTaKbO +wEwKWau1pq3Pu4EMk5bXp7J4tO3p4rHdLDP53MaB41ftkDfdPOT0aKVJ1/QQ +efMorGa493HxOShco+VTNpyWDZw2TeQTeSP5he53kt9jNjCPfosaelczsNVz +13U8Njme8ru8DY5uqeGKMRzw/dvtMhPakJprMdpO0A22emvM6FNsKHh+6hNK +GmFt2lZl/UCKsLUb4+LeUrD+9cP8qomZKLn5/JekoHZoaBQdzFnCQb7AvcRx +PQe679tM5md3Qr0+ptCsk4USPScdx4J6XPhdMTDGVgpNU/XbPdtYuDpW//WW +0GvY1OvTN1+1FWcS++6W7GUh/pfz4af06+DEDDvu3CmhbU8XD/dOYJLVxhps +v9qZbhiaiwdBJdd04wVE3qKtvLX3vedgOetzzBPzdijPtRh+KKSHyBtdP5Li +ioSH5fKyTGpehWhDrmtLRCz0NhXnf9ragCzGFvXANA5GH5EFRI5mwV3TM1Z/ +XCfx3XvUYn2XxTXwdLv6JG9EDvpXxh7QkPERzL9SeeA4B+bv+S6jvrBQPEc1 +6b1zJ8xnnjCYmsfFgq2WjXaPHqNih+WeyHtCXKge9SCimwtfS7V1L/0L8Vhl +kmPDKiEijpZYOI+n8DZsuf2p2CqsT40cHeAppm1PF4/HjHneEyw5sN2V+073 +PgcLZms132V3EnnrvM/TfFHPRpnHqO/WFFH40hR3YoxDF5E3jaUmOqP0OLDR +5G8tUKHgt2tOUs+HTryW1a1cOYeDFea+VTt1WxFZqNlxfh25rpLykeRHoWHz +zNDNr2C7NKzoFDseZaktrpqPG7GOd8+N9yMbGmbjBsyHN0KtwNY44LgUHkfL +97w1oGCcWGVwt74drH2zlhk/6UFS2ljHe4ZvsF9rZr9QQQRL7q1ydWs5qlTn +N1b6UHi6RLmqcMlNjEiuVVRr4EEyyG2e5MvC/fNrzD+fq4XfYquOB2ESzFRI +vXBCi0KwsVN8cHI7TrTesa/I6KFtTxfP4b6t70dmU5CY7FTqmfkCjNPp68/6 +i2jHP4k3za6LpRH9FBKHNSQ3SUtRua9mSqOwA6au0bfOZNbgt117lfYkdaBY +dCXCxJzcH+nWBxKeQv8Vmc0aNbA+Mlf929J8/DymMapKVwh38zFjd6az4S87 +Upe0qgmFTxU+Tq6U4ly4st4kDS5meDVaJ9uVouJTpl/x0w4kXoqyXRHIxaFF +LxQK0ksQ5Bx1otK8A+c272NkPqLwpMilZ3q/AJe/P5TCT5UBaoKvY2MpOI6n +At8rV+CbYsrJI7Ei+vY08Qzyr3ikx3PBs+Q1m67sQLVfnYPEWE7kLaVwRdeZ +oXy0ptj1b4Na4KW/KPK6dTcy7kZedLMXonbN9OFms6V4dd/qS2mhHL8clk7Z +aNuCd499Io91inGQkV6bECiHycmgAEEohYeHGFPcsysQ6vLNaSBPRNQ5pP5I +qqukfCT5ca6zzev0kBqcXOgSkFucg+vzbFf2GQmQud3Q8qgShQUucfuK57yC +wW3elVmhYniv2K93ooSFiy+kz95/X49E5b7vFfWlsHZ+1KZmUwMDX0XmQFEe +duz5vYziCnBtk+uwnSocSNZeGAc/CnPTup8/mtBF254uHrr9yP5pwcCRpxzo +7M61mhbKg11AQ+1pUzJvl/r44lI+hXN3+h11TgsxWcPFO7NVBiOBl/GLFgpm +Ul8H/ydlyBrzPGo/Q0TUhyRdQepHpDpGin8Sb0EjZvNChr7b9fe5yrRvIG3k +nob+/Twib3l32WLLMA6uqu6ceI3RBotyB8G8im48U95zeO9tNmKfbh+/Yej9 +ZeODc44EdtG2p4vHnuNokazBxoUsplXT3BrYvopPjRF3IYzF1PvxBwrenqnS +0jl8uC/3Zxzt6IF27TG7GP9G/Mx0V907TYxMi+29BzzkCM252L6bScFDl+dg +0s3Hwfjsp5WzZLiZ8ni2oQsbeqPG/fStnAvGeMtJNx52If+ZLGr1UN04usoo +dfOVJ6hkLrSpEAqJOp+kD0m6gtSPSHWMbvxbxdq/dRvDwjmlFUFjna6CV2Dz +qftWCyK7w+uc1NlwPnFY8sG6ATo3H8TtXy2F76yHwhFLhuqVYFjxwIxK+NjL +0mNGiGnbk/A4fkk5fiuhCeZ+NjXXQ8RQNZ585NJaOYJX3RecX8tBtu0sseWs +tzjd7uWsndANdb7c65ji0PylcqXQN6Adh9ZN9+w62wMvb4WiuiguBOmt108e +vo1pU66ybI34UBqZfbZXlYPkPvGgal0zRlbaTJTrDs0j1pK5liVs9I86f177 +URP8n/i+iX4rRfTaHS1cLgua11fxJmbVILzoaMZxXQlxHiTNEST9SdItpH5H +qpOk/CL55ZtKc2S+RTWu6x3f0Zt0CctFj295JTYR/ULXnoRn7o/lL3xM2Djb +s7jy85UGmN5oM970sxSBsw6kJGxhI2c8/F8eaAQ1m5H4IkmK5g0XI9qyOajW +Mk0oncsDLz5vd5lGD+z9ejOMvuOi1N1mus+Z5+itXyuzTegAI7cqa8y2oXcX +l17OSHiLhPHaN3+90w1mkWnXlmss5DAWuV4eWQv/HScayhwkOFjpaKfyuRGH +5gRaOS0T41VcBmPdajlxrifNg6Q5gqQ/SbqF1O9IdZJufv265/jghFIu4idw +uR722fAo6nHYupFPtH9XMWbAOJSPnastVjIXSnBeMjJXlCrHb4o5NzyPsdGo +NNhlu56Lha5s7UlnurDPoqa/fxaFpcFTNxS8rsSyfav+NcNUjBRtnXSvSgoB +Hy0s9psJ8US7zbE0Xwb2oP10ZaMahCinTZuq9hCiDbu2DP8swE3dKrVLS1jY +nCQoGxb2Bg7RY4P55RLoZh9sVL1AIX8+74DWLgGGp/q7VW+Vgdtrz1M5zMMP +UWruPuZdmN63tcDvtByDo4P1eiVs5HpHR25yb8b8w91LAr9K/3b5y5L9i7Nt +fS2Uyw13L6zugK168gGJJVnf/pO/f838JeXj3y1//1/1M8kvdO2Fmd8WSKt4 +cPkQtznJuwsr5MGpAVHkOPlHP/93+pmkV0l1kpRfdO3/1/Uz6d5B2pOT9quk +vRzdfQ4p/km8kfodqU7StaeLJ2LV7dZcdS5YPiFUuF4HLq2YWj1dT07kzXpg +i9U9cCF68FnDhvMMxXnunE4meQ/moenZO3imHov0qf0fM0T47jfPSUZOcpQm +ZdUodnJgtm2jdtbXVzjmlmn8+Lr4L3dfINUxUvyTdAup39G1p4uH5Mdb83KF +sUPxf3RZslJvuQAbmVrpvGjZn35fIN0fSXcrunhI+1XSXo7Uj0h1jKQ/SbqF +rj1dPKR8JPE2on1SYsIMAc7OW6uIaxJcbE9e431bTuQtVtyg57CJQm5G7TCJ +90soyoxumjaJUCWyqOVdpqB/dtuE6TNuwWzzVGfx5PY//b5A2pOT9qskXUHq +R6Q5gqQ/6drTxfNXuy/QvReT6gPpbkXCQ9qTk/QhSVeQ5kHSHEHXni4eUn8k +8UbKRxJvuZqNPru2dQ7NnZ8szJg90CncffnMO3L80P1OqvOk+yMprkj3DpLO +J+lD0lxPmgfp2tPFQ9I5JN5IdZVuPpL8/m+RUrn9 + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -13778,7 +8834,7 @@ RZ1D5dXfAH40arI= "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -13814,79 +8870,74 @@ RZ1D5dXfAH40arI= Magnification])}]], GraphicsBox[ RasterBox[CompressedData[" -1:eJztWns0leka19XQTeGoIaGSolKRpPzQRUxEd1EJqSSZIV2YMk7NlGoiuRUl -XZhKSZTUyGUmd/vb26XNoO3S3ht72zGTaWpqjrPW+fc557xnzVpn5pz2Wtba -a3vW+z3X3/N7nu/V99q7evsQJSWl8f/4+/t3PcU6Y/XD30PpHx+N7LLWGOca -LNz/aMt5g2okzUvNtnhdC2mqfrvrjS6kxgSlRVpXw/CTcvMS9zqMcHXXm/Kk -C+dMsV/a8RTTrLe98S0Ogr6qT5t1XS15js+eRZ7rDTikfVaeany2CZOGVl6x -t5Vh1a6EvQdCqlGaOWqauVstChulq3Zs74LN5yXuJ57ysO+ZLFyliY/+Mpto -uHaiPzncJWBAXrJ31OJeg3o8uVUoLZd2obDXvnJ6aCW8tb9u2ZSaAJHy6lzv -rka4RS8I107iw2Z8npfDyXYcvhwWszG4h9STVZ5VH1Z7Wf35e8WL9Xcqr2bs -zpl3YmU1zl705d1Pr0VcWFVx01dd8Hs39cDW8mroOXUn6OfVIOKhzZZ9el3Q -fzzIafXtanwblr1Hp6se5kluik/HdeN56YUSV1MO53qmewteNSGt+cK3uutl -4HzE0YHNfPhNPsNf9/A7zDiZtd9zrBixI1Mm9BiUQrP8ksbdKxEw/yJkXejs -eswYXf7F7pRqXIlYseCWSi3E4TXZPXZd2I1RZR6TOTyT8Yf9JuXQJBt0olMi -hWbJwTfjbvJxeEWpyqWCdmhmRvukRfbArGHE2IKbPPTOfB1g8WkjSkRPNV14 -3czyrPqw2svqT9Z4seYJlZ/Uc1c5xFqMCOLjZZqFz0JRCarilnVaFYjJ868d -MwqbP5gH74OGdWM0hTi/e8mYn10G4jI2tEl+g0NqvYHl86oqrPhRPG+iihQO -s+zy1m7j4OGak6G/pgWaHvJ+40syWAfc1Vquwses4X7c1sEV0D1WNlwtQIKG -BRcUCRECjMms6E385glSd7WH9A16gQNfDlq9WJeHB5kpQZO0a5A2wup15A+d -sH5aLFSN4sNROTbSeWgJxE1vwmKixFCZODPWNYgHdcu993TTG1Ckry60vdbN -LM+qD6u9rP5kjVfeJYehXmerMX/7KdmpL+uh3jMp69K7LjgPWyGfEiKBy9HR -S6O6Zeg0HrYyp0NB4hhrfsYfd34/cfpTOEvzRTbPvDD3KTZXfFQLXbVEHVsN -Do0x02IqZzZhwotD7x1MZBhh9oZn8RkPCw+1KUlCBVDKnatyIq4T+MWlYcoy -DrMcsvwXRzaj4FB1ltE+GUTzG5cmzuPj+q5kK+/CMgQdud0SbiTB+A0jls4T -V+PaxnGNi+4+w6yQozl/WdSNqqMnxK665UjOtv1xg3MU8hLreG0bhHDc3/po -K59D5BbB+PpcEbx2znlrvFyOeNHj7yS3OJyP/ealaL4IjgslD7kxcmZ5Vn1Y -7WX1JxUvXUl6amwihzrTi66jO57j3ZnXfx36I93vKDyhzqdwksp/yi7W/H+U -1KMdNFCnbTs7Pe8cFGLPD32mg327Yfbl3syaFXw0xjs4btcrg15wf0ryMAmJ -A1R8t+RezbEbqAuFKNHzltMz2Kd6LF06jcYNVnlWfVjt/b3wn4rX+iLXlaPq -OOhZTVHe/XUlXp+QqbcXSzDVM+pXtQIOqzdZ9kXPrML42l5rT7GE5F1UP6Vw -kjX/Dybc1LcPfQqRdqSjbsdutOTHRVh71WLCjsOrA09yOFqnI1p05Dku1XX0 -9TTLkJbGx/zhHK5OeX3tQdkP8D0+rdFdS0b2l3uWGgk7ijkssbHaNPorEZ7F -V+a7zZHj7jmxSmhgObS0Q1N+3BuNnWdNXq27K8RPFtFnTFbwcOzVx6XJFQLY -Te6P0HzYySzPqg+rvax4whovt95JTs4/VUMr9869FL8amMbIrJXe03Gk+D/F -66h+TeEwVV+U30yXhJTNLOVjyO7GWTGbvsdyc0GQqxldX5Xqk23CwMeM3DMW -lrZtqNVV7nfskkPr/EdDS4bxkTQ/WutcUCuyH/QG25+Tw8f7aNyUOXy0BKSM -mzi6DcKCBW5dtXKoPXE+OWkDD+cjT4muLmmAyLQv0Tqqm1meVR9We68vHufW -GMvhonb5hPt7qnEr5nB4gbEUSlZRXcGfc7hwuFg7Tvs5jujaCLXKZPjuxGV9 -l70cHKs0Akrvt+Ci+bdqQ7JlCFLOeKezhkOuZ6O8Ut6MdqOPXr45IYOf1SGr -Sncxhq0a6auxVoaAncubFXUKqGsoL/FZOIBjO46+sW0WotJbrF53qJucEyn+ -T/E6ql9TOMxaX+63Z1c+CimBZ3ZFQmhFKM6Kco0GB9dhRtiwCQGaAvhP7zG9 -r1aMt7dau9xzBvqIbZa6mr8Ar8N32d47UgD3HYEb3hq+gFF684ZMBQ9h+OsV -V+8fcGTI6YzeQTJUfD72ZpSJAKt5I2fZbSuChaWK//oz7PKs+lD2nj65h79c -xGEuL2dtr1yEzas1N3t5DOStnfIgbjMfwubGjdZflCKwPSpYr10Ms6GqlolJ -PCTE9recMhYgfZOwKCeoE8uDzTKcf+JgZ9p6ftvlCgTenGh4LEqCO7XjXyXp -8lF/PMsw0rMcMWX3VN47SjCtMN/k0x4OTtcjh/vrtWL0rxc/O/KpHPrRj81C -N1XjuWTFzQ1P6uBufzuqv4beV1BzKNX3Kd7IOtdQ9UvFpelV3C8ODjU4U7d4 -qrj9HlZKvu7c8aidjEuW/vWoezcFeO/hvnvqwm/xMn/tzz75HVgvWRP5URUP -eZdHnhJIGjFdmPHzRGk3szyrPvZ7I9L2O/FhEPIkfmRQGza/rh9j8JsccyOO -3w5REuDImu1vH9wphlONuSr/2QtozdmZz7vLh7girdBs6FPESm/0q7uJSX+6 -aV9OWZPYgTpuZZOPVzfeQb9oS76C5HU16aG3K8/wUOjXKUoa1YjhB14eD83r -RuAF3fh14W04Uq8ochjIgwxuWdvyVAW516L2FdQcSs0XFG+k+ACF86z1GzZb -kBxdXo4Lmmueh2ecRZ9sTLyfegOKKzN1VvhyCB4RuyysnodSg/PdPQelePtW -27n+GB8avXYSmVU7wnyEvYZrepjlKX3urJw2t66Hj6aXyjqaWR3wUPGXX1P0 -4JN0H6Mn6nxstZsqdL/WivrtxlkTvpFD2PKyWH2DADNSDps06hYi9O6+iAMO -L0h/th80n/tuFIftho8Vqgv5+KQkrUllRCfJ04bU9iwJ9eDDN7w09HR6GxxD -bwz8o4cZT6j9KrU3o/KcmnOpPKd4KcU3qD5C4QMVd2/MLszTqYB22KlTOrwY -pL7wfdzs30DGnVWe0ifERPWeiysHd6eGoU8WDvhp8NcqPklSrLSImzV9Mh+7 -ioMyHZpakatyzlq9QI7JY662pPfyED/Vom95JB9XQ6o0uJmdJM5T+UDFi8o3 -B0f7r9Yv4KBfEeu0b4CPb4m8EBf4vZR5r0jtV1nnU6rfUXVB8VKKb1B9hBUf -psct9rbdUgPVB4OT265lIVL5QkVfAt13QjrGvQh+0I7vtFp7zTu74KJvmHM6 -S0Hq45PvPKNlPx+VgptGU1Xb8TImKGetdQ/ChN0Kh/CBOPkbz7YZy4M8PlZt -ziop0iy/eXvKVgBnzYuLtIsK8WX6FTT4v8Adw4Zftrl0QNY3WNfOqhtOvQa1 -p/MUZF+g+h0VLz/VVp34dgFqCz+2DOx6iMSMX3ROenXAQnXQfr0qAfID4qKN -8AinxTfGhHzV8QF//gWeUH3nA/58wJ9/B08+4M8/x58P89fvO39NaWg86avU -gTuvZmRuVOuGUuCUK1vu03n4Yf76Y85fVN+h+giFD6zy/2/z1599/0zVLxUX -im9QfYRVnlWfJJPkHRk/ibF12fFZH1+Xocjkew9FM41XH/bP/9n+mdrHUjhP -1S/FSym+wSrPqs+fff/8R3v/TtUX5TdWfkjxNIqXssqz6sNqr7/ErERWI8Gl -q0Vi0UQ5THRcHZM7abz6X33/Tr0vpnCYqi/W+ZTq+xSvY5Vn1YfV3j/a+/c/ -2v1Dql9TOEzNF6z3K1jnGkqeVR9We1n9Ob7p1z0tOlIcjxh5bcgyOZr9Vi0I -kNN49d+6f0jlP+t9OYrXUf2amkMp3KBwgHWuYb2fRunDau+f5f4ha35Sz6X6 -KYWTFP+neB21r6DmUGq/Su3NWOVZ9WG1l9WfrPF6eNJ02cNsKYT2abfD4uQo -27jn/dZXNF6x/k7hGJWfFO+izqfmRIr/U3stal9BPZfar7LKs+rDai+rP1nj -RZ1D5dXfAH40arI= - "], {{0, 0}, {24, 24}}, {0, 1}], AspectRatio -> 1, Axes -> +1:eJztWXs01Hkbdyu9Uhi6KBWJ1ZIklbL6kFYkKblEpZIi7TbdpXTTjShaKpJy +SUVSyYakFBJpZn5D7jJmxgwzzOgm7VKv95z99/vH7z1nz9n33XXOnOP8znPO +93M+z+3zPI+BP9N9s7KCgoLOH7///K8v9zTVPlwOhT/+dPIq2+OW12BBSJHf +5aksXJmdljevvxadaQaClVkSFDeVFepc5eBI+Jspo5R4yEsznFfwpRvtBuPd +gg42YNp+rdpdIhGYZ9+pMZfL8XRVgPfFCg5KluW7RnysRqc0UVGlSQwDpUlK +0qUcTGywDAp40IrdPI2O0kPdWLyPG6ycwILejY0/JV+uw+Kl9iJKUQqGwUcN +R18KVl9V19xN4WNq89LT1gwZrO3tWM8COfhh2Tahyys2dH7aYBke0gmTaKbO +wEwKWau1pq3Pu4EMk5bXp7J4tO3p4rHdLDP53MaB41ftkDfdPOT0aKVJ1/QQ +efMorGa493HxOShco+VTNpyWDZw2TeQTeSP5he53kt9jNjCPfosaelczsNVz +13U8Njme8ru8DY5uqeGKMRzw/dvtMhPakJprMdpO0A22emvM6FNsKHh+6hNK +GmFt2lZl/UCKsLUb4+LeUrD+9cP8qomZKLn5/JekoHZoaBQdzFnCQb7AvcRx +PQe679tM5md3Qr0+ptCsk4USPScdx4J6XPhdMTDGVgpNU/XbPdtYuDpW//WW +0GvY1OvTN1+1FWcS++6W7GUh/pfz4af06+DEDDvu3CmhbU8XD/dOYJLVxhps +v9qZbhiaiwdBJdd04wVE3qKtvLX3vedgOetzzBPzdijPtRh+KKSHyBtdP5Li +ioSH5fKyTGpehWhDrmtLRCz0NhXnf9ragCzGFvXANA5GH5EFRI5mwV3TM1Z/ +XCfx3XvUYn2XxTXwdLv6JG9EDvpXxh7QkPERzL9SeeA4B+bv+S6jvrBQPEc1 +6b1zJ8xnnjCYmsfFgq2WjXaPHqNih+WeyHtCXKge9SCimwtfS7V1L/0L8Vhl +kmPDKiEijpZYOI+n8DZsuf2p2CqsT40cHeAppm1PF4/HjHneEyw5sN2V+073 +PgcLZms132V3EnnrvM/TfFHPRpnHqO/WFFH40hR3YoxDF5E3jaUmOqP0OLDR +5G8tUKHgt2tOUs+HTryW1a1cOYeDFea+VTt1WxFZqNlxfh25rpLykeRHoWHz +zNDNr2C7NKzoFDseZaktrpqPG7GOd8+N9yMbGmbjBsyHN0KtwNY44LgUHkfL +97w1oGCcWGVwt74drH2zlhk/6UFS2ljHe4ZvsF9rZr9QQQRL7q1ydWs5qlTn +N1b6UHi6RLmqcMlNjEiuVVRr4EEyyG2e5MvC/fNrzD+fq4XfYquOB2ESzFRI +vXBCi0KwsVN8cHI7TrTesa/I6KFtTxfP4b6t70dmU5CY7FTqmfkCjNPp68/6 +i2jHP4k3za6LpRH9FBKHNSQ3SUtRua9mSqOwA6au0bfOZNbgt117lfYkdaBY +dCXCxJzcH+nWBxKeQv8Vmc0aNbA+Mlf929J8/DymMapKVwh38zFjd6az4S87 +Upe0qgmFTxU+Tq6U4ly4st4kDS5meDVaJ9uVouJTpl/x0w4kXoqyXRHIxaFF +LxQK0ksQ5Bx1otK8A+c272NkPqLwpMilZ3q/AJe/P5TCT5UBaoKvY2MpOI6n +At8rV+CbYsrJI7Ei+vY08Qzyr3ikx3PBs+Q1m67sQLVfnYPEWE7kLaVwRdeZ +oXy0ptj1b4Na4KW/KPK6dTcy7kZedLMXonbN9OFms6V4dd/qS2mhHL8clk7Z +aNuCd499Io91inGQkV6bECiHycmgAEEohYeHGFPcsysQ6vLNaSBPRNQ5pP5I +qqukfCT5ca6zzev0kBqcXOgSkFucg+vzbFf2GQmQud3Q8qgShQUucfuK57yC +wW3elVmhYniv2K93ooSFiy+kz95/X49E5b7vFfWlsHZ+1KZmUwMDX0XmQFEe +duz5vYziCnBtk+uwnSocSNZeGAc/CnPTup8/mtBF254uHrr9yP5pwcCRpxzo +7M61mhbKg11AQ+1pUzJvl/r44lI+hXN3+h11TgsxWcPFO7NVBiOBl/GLFgpm +Ul8H/ydlyBrzPGo/Q0TUhyRdQepHpDpGin8Sb0EjZvNChr7b9fe5yrRvIG3k +nob+/Twib3l32WLLMA6uqu6ceI3RBotyB8G8im48U95zeO9tNmKfbh+/Yej9 +ZeODc44EdtG2p4vHnuNokazBxoUsplXT3BrYvopPjRF3IYzF1PvxBwrenqnS +0jl8uC/3Zxzt6IF27TG7GP9G/Mx0V907TYxMi+29BzzkCM252L6bScFDl+dg +0s3Hwfjsp5WzZLiZ8ni2oQsbeqPG/fStnAvGeMtJNx52If+ZLGr1UN04usoo +dfOVJ6hkLrSpEAqJOp+kD0m6gtSPSHWMbvxbxdq/dRvDwjmlFUFjna6CV2Dz +qftWCyK7w+uc1NlwPnFY8sG6ATo3H8TtXy2F76yHwhFLhuqVYFjxwIxK+NjL +0mNGiGnbk/A4fkk5fiuhCeZ+NjXXQ8RQNZ585NJaOYJX3RecX8tBtu0sseWs +tzjd7uWsndANdb7c65ji0PylcqXQN6Adh9ZN9+w62wMvb4WiuiguBOmt108e +vo1pU66ybI34UBqZfbZXlYPkPvGgal0zRlbaTJTrDs0j1pK5liVs9I86f177 +URP8n/i+iX4rRfTaHS1cLgua11fxJmbVILzoaMZxXQlxHiTNEST9SdItpH5H +qpOk/CL55ZtKc2S+RTWu6x3f0Zt0CctFj295JTYR/ULXnoRn7o/lL3xM2Djb +s7jy85UGmN5oM970sxSBsw6kJGxhI2c8/F8eaAQ1m5H4IkmK5g0XI9qyOajW +Mk0oncsDLz5vd5lGD+z9ejOMvuOi1N1mus+Z5+itXyuzTegAI7cqa8y2oXcX +l17OSHiLhPHaN3+90w1mkWnXlmss5DAWuV4eWQv/HScayhwkOFjpaKfyuRGH +5gRaOS0T41VcBmPdajlxrifNg6Q5gqQ/SbqF1O9IdZJufv265/jghFIu4idw +uR722fAo6nHYupFPtH9XMWbAOJSPnastVjIXSnBeMjJXlCrHb4o5NzyPsdGo +NNhlu56Lha5s7UlnurDPoqa/fxaFpcFTNxS8rsSyfav+NcNUjBRtnXSvSgoB +Hy0s9psJ8US7zbE0Xwb2oP10ZaMahCinTZuq9hCiDbu2DP8swE3dKrVLS1jY +nCQoGxb2Bg7RY4P55RLoZh9sVL1AIX8+74DWLgGGp/q7VW+Vgdtrz1M5zMMP +UWruPuZdmN63tcDvtByDo4P1eiVs5HpHR25yb8b8w91LAr9K/3b5y5L9i7Nt +fS2Uyw13L6zugK168gGJJVnf/pO/f838JeXj3y1//1/1M8kvdO2Fmd8WSKt4 +cPkQtznJuwsr5MGpAVHkOPlHP/93+pmkV0l1kpRfdO3/1/Uz6d5B2pOT9quk +vRzdfQ4p/km8kfodqU7StaeLJ2LV7dZcdS5YPiFUuF4HLq2YWj1dT07kzXpg +i9U9cCF68FnDhvMMxXnunE4meQ/moenZO3imHov0qf0fM0T47jfPSUZOcpQm +ZdUodnJgtm2jdtbXVzjmlmn8+Lr4L3dfINUxUvyTdAup39G1p4uH5Mdb83KF +sUPxf3RZslJvuQAbmVrpvGjZn35fIN0fSXcrunhI+1XSXo7Uj0h1jKQ/SbqF +rj1dPKR8JPE2on1SYsIMAc7OW6uIaxJcbE9e431bTuQtVtyg57CJQm5G7TCJ +90soyoxumjaJUCWyqOVdpqB/dtuE6TNuwWzzVGfx5PY//b5A2pOT9qskXUHq +R6Q5gqQ/6drTxfNXuy/QvReT6gPpbkXCQ9qTk/QhSVeQ5kHSHEHXni4eUn8k +8UbKRxJvuZqNPru2dQ7NnZ8szJg90CncffnMO3L80P1OqvOk+yMprkj3DpLO +J+lD0lxPmgfp2tPFQ9I5JN5IdZVuPpL8/m+RUrn9 + "], {{0, 0}, {20, 20}}, {0, 1}], AspectRatio -> 1, Axes -> False, AxesStyle -> {}, Frame -> False, FrameLabel -> {None, None}, FrameStyle -> Directive[ Opacity[0.5], @@ -13917,7 +8968,7 @@ RZ1D5dXfAH40arI= "\[InvisibleSpace]", TagBox[ RowBox[{"{", - RowBox[{"24", ",", "24"}], "}"}], "SummaryItem"]}]}, { + RowBox[{"20", ",", "20"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Symmetry: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -13933,7 +8984,7 @@ RZ1D5dXfAH40arI= TagBox[ "\"Specified independent elements: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["272", "SummaryItem"]}]}, { + TagBox["186", "SummaryItem"]}]}, { TagBox[ TagBox[ GridBox[{{ @@ -13943,34 +8994,33 @@ RZ1D5dXfAH40arI= StyleBox[ PaneBox[ RowBox[{ - RowBox[{"0.9751371712736823`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09850607189743646`", " ", "\[ImaginaryI]"}]}], - ContentPadding -> False, FrameMargins -> 0, StripOnInput -> - True, BaselinePosition -> Baseline, - ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> - False]}]}, { + RowBox[{"0.0003106339104423192`", " ", + "\[ImaginaryI]"}]}], ContentPadding -> False, + FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> + Baseline, ImageSize -> {{1, 300}, Automatic}], + LineBreakWithin -> False]}]}, { RowBox[{ RowBox[{"{", RowBox[{"1", ",", "4"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "1.107940429399415`*^-8"}], "-", - - RowBox[{"2.241454781417565`*^-19", " ", - "\[ImaginaryI]"}]}], ContentPadding -> False, - FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> - Baseline, ImageSize -> {{1, 300}, Automatic}], - LineBreakWithin -> False]}]}, { + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + ContentPadding -> False, FrameMargins -> 0, StripOnInput -> + True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { RowBox[{ RowBox[{"{", RowBox[{"1", ",", "5"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ RowBox[{ - RowBox[{"-", "0.009916907974532265`"}], "-", - RowBox[{"0.09883807384038253`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "+", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -13980,8 +9030,9 @@ RZ1D5dXfAH40arI= RowBox[{"1", ",", "6"}], "}"}], "\[Rule]", StyleBox[ PaneBox[ - RowBox[{"1.6727401305043303`*^-18", "+", - RowBox[{"0.09916907966616016`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14622966282928`"}], "-", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], ContentPadding -> False, FrameMargins -> 0, StripOnInput -> True, BaselinePosition -> Baseline, ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> @@ -14013,418 +9064,272 @@ RZ1D5dXfAH40arI= "SummaryPanel"], DynamicModuleValues :> {}], "]"}], SymmetrizedArray[ - StructuredArray`StructuredData[{24, - 24}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], \ -{1, 5} -> Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], { - 1, 7} -> Complex[ - 0.0002620773276979446, 0.002603237866672337], {1, 8} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, - 9} -> Complex[0.7859004070182107, -0.2609534572619835], { - 1, 10} -> - Complex[-7.89401633587497*^-6, \ --1.5178830414797064`*^-18], {1, 11} -> - Complex[6.938893903907228*^-18, 0.27807929010804266`], {1, - 12} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, - 13} -> Complex[ - 6.938893903907228*^-18, 0.27807929010804266`], {1, 14} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, - 15} -> Complex[0.7859004070182107, -0.2609534572619835], { - 1, 16} -> - Complex[-7.89401633587497*^-6, \ --1.5178830414797064`*^-18], {1, 17} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, - 18} -> Complex[ - 7.0302419351298*^-7, -0.002613753063531294], {1, 19} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, - 20} -> Complex[ - 1.6727401305043305`*^-18, 0.09916907966616016], {1, 21} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, - 22} -> Complex[-1.107940429399415*^-8, \ --2.241454781417565*^-19], {1, 24} -> 1, {2, 3} -> - Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 5} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, - 6} -> Complex[-0.000016605652687225828`, \ --0.09916907966616018], {2, 7} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, - 8} -> Complex[0.03920689940953653, 0.], {2, 9} -> - Complex[0.0012981885381123139`, 0.008523700770098444], {2, - 10} -> Complex[ - 7.894016335854154*^-6, 0.008602132075960674], {2, 11} -> - Complex[-0.0013060825544481437`, -0.27807929010804266`], { - 2, 12} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, - 13} -> Complex[-0.0013060825544481437`, \ --0.27807929010804266`], {2, 14} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, - 15} -> Complex[ - 0.0012981885381123139`, 0.008523700770098444], {2, 16} -> - Complex[7.894016335854154*^-6, 0.008602132075960674], {2, - 17} -> Complex[ - 0.9411238678566561, -0.19341019859437134`], {2, 18} -> - Complex[0.03920689940953653, 0.], {2, 19} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, - 20} -> Complex[-0.000016605652687225828`, \ --0.09916907966616018], {2, 21} -> - Complex[ - 0.000016594573282932862`, 0.0003313378120411798], {2, 22} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], { - 2, 23} -> 1, {3, 4} -> - Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], \ -{3, 7} -> Complex[0.0188559291818235, -0.004174127585568078], {3, 8} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], { - 3, 9} -> Complex[ - 0.000016933675279148797`, 0.00012383773397451302`], {3, - 10} -> Complex[ - 0.05515660930576866, -0.00012490783968316095`], {3, 11} -> - Complex[-0.0009452962128001206, - 1.8498670906598045`*^-6], {3, 12} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, - 13} -> Complex[-0.0009452962128001206, - 1.8498670906598045`*^-6], {3, 14} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, + 4} -> Complex[ + 0.32171504751621155`, -0.15725504484569033`], {1, 5} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, + 6} -> Complex[-0.14622966282928, -0.4816024306801036], {1, + 7} -> Complex[-0.19605911325305342`, + 0.18681308826202053`], {1, 8} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], { + 1, 9} -> Complex[ + 0.4136309863513148, 0.32459119381949325`], {1, 10} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, + 11} -> Complex[ + 0.4136309863513148, 0.32459119381949325`], {1, 12} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, + 13} -> Complex[-0.19605911325305342`, + 0.18681308826202053`], {1, 14} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], { + 1, 15} -> Complex[-0.0981351838004039, + 0.2911740023151237], {1, 16} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, + 17} -> Complex[-0.4028010237972655, \ +-0.048762217969712605`], {1, 18} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, + 20} -> 1, {2, 3} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, + 4} -> Complex[-0.1520647355532879, \ +-0.12084858348643956`], {2, 5} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 6} -> + Complex[0.26443368318488625`, -0.4306426521007979], {2, + 7} -> Complex[-0.03742196764438921, + 0.030128326443724755`], {2, 8} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, + 9} -> Complex[-0.01766294324618717, + 0.07629791036757183], {2, 10} -> + Complex[0.5835728906428612, -0.5446721585854524], {2, 11} -> + Complex[-0.01766294324618717, 0.07629791036757183], {2, + 12} -> Complex[0.5835728906428612, -0.5446721585854524], { + 2, 13} -> Complex[-0.03742196764438921, + 0.030128326443724755`], {2, 14} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, 15} -> Complex[ - 0.000016933675279148797`, 0.00012383773397451302`], {3, - 16} -> Complex[ - 0.05515660930576866, -0.00012490783968316095`], {3, 17} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, - 18} -> Complex[-0.019179268175876747`, \ --0.0000390632327097088], {3, 19} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, - 20} -> Complex[-0.00006578280908219912, \ --7.28006620191595*^-19], {3, 21} -> - Complex[ - 6.938893903907228*^-18, -4.336808689942018*^-19], {3, 22} -> - Complex[0.01966912300437454, 0.], {3, 23} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {3, 24} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], { - 4, 5} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, - 7} -> Complex[ - 0.019195862749159683`, 0.0002922745793314728], {4, 8} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, - 9} -> Complex[0.8470224364690501, -0.1883181155038509], { - 4, 10} -> Complex[-0.000017636699472665246`, - 0.00012383773397450998`], {4, 11} -> - Complex[-0.026634445818647365`, 0.271246719799264], {4, - 12} -> Complex[-0.03773674551714702, -0.190815605919878], \ -{4, 13} -> Complex[-0.026634445818647365`, 0.271246719799264], {4, 14} -> - Complex[-0.03773674551714702, -0.190815605919878], {4, - 15} -> Complex[0.8470224364690501, -0.1883181155038509], { - 4, 16} -> Complex[-0.000017636699472665246`, - 0.00012383773397450998`], {4, 17} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, - 18} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, - 19} -> Complex[ - 0.00006578280908219793, -4.254244153408405*^-17], {4, 20} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, - 21} -> Complex[0.980330876995626, 0.], {4, 22} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], { - 4, 23} -> Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {4, - 24} -> Complex[0.9751371712736823, 0.09850607189743646], { - 5, 6} -> Complex[0.019669123004374556`, 0.], {5, 7} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 8} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, - 9} -> Complex[-0.026634445818647372`, \ --0.0778365212048926], {5, 10} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], { - 5, 11} -> Complex[ - 0.05515660930576871, -0.00012490783968316282`], {5, 12} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], \ -{5, 13} -> Complex[0.05515660930576871, -0.00012490783968316282`], {5, 14} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], \ -{5, 15} -> Complex[-0.026634445818647372`, -0.0778365212048926], {5, 16} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], { - 5, 17} -> Complex[ - 0.01942284716938378, 0.09330760721542969], {5, 18} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, - 19} -> - Complex[-1.552346694521116*^-18, \ --1.2661074609920407`*^-19], {5, 20} -> - Complex[0.019669123004374556`, 0.], {5, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {5, - 22} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {5, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 5, 24} -> Complex[ - 1.6727401305043305`*^-18, -0.09916907966616016], {6, 7} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, - 8} -> Complex[-0.019439452822070994`, - 0.1924766868815898], {6, 9} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, + 0.3910495342752539, 0.025967555373879958`], {2, 16} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, + 17} -> Complex[-0.11376740018597191`, \ +-0.19180011846315012`], {2, 18} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 19} -> + 1, {3, 4} -> + Complex[0.04363468584244643, -0.017866185612945815`], {3, + 5} -> Complex[0.7513874079151734, 0.], {3, 6} -> + Complex[0.04975850381773859, -0.0637738883370343], {3, 7} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, + 8} -> Complex[ + 0.06560512137155002, -0.16228715013884426`], {3, 9} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 10} -> Complex[ - 0.02663444581864737, -0.2712467197992639], {6, 11} -> - Complex[ - 0.000017636699472639164`, -0.0001238377339745129], {6, + 0.23618815860033152`, -0.40921847295300184`], {3, 11} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 12} -> Complex[ - 0.8470224364690492, -0.18831811550385083`], {6, 13} -> - Complex[ - 0.000017636699472639164`, -0.0001238377339745129], {6, + 0.23618815860033152`, -0.40921847295300184`], {3, 13} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, 14} -> Complex[ - 0.8470224364690492, -0.18831811550385083`], {6, 15} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, + 0.06560512137155002, -0.16228715013884426`], {3, 15} -> + Complex[0.30539523194520163`, -0.10550264339992507`], {3, 16} -> Complex[ - 0.02663444581864737, -0.2712467197992639], {6, 17} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, - 18} -> Complex[-0.019439452822070994`, - 0.1924766868815898], {6, 19} -> - Complex[0.9803308769956256, 0.], {6, 20} -> - Complex[-1.552346694521116*^-18, - 1.2661074609920407`*^-19], {6, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 6, 22} -> Complex[ - 0.00976883383345901, -0.09670511030136163], {6, 23} -> - Complex[-0.009933502547815196, 0.09883740970947764], {6, - 24} -> Complex[-0.009916907974532265, - 0.09883807384038253], {7, 8} -> - Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-0.051397296777308234`, 0.01859492038010707], {7, - 10} -> Complex[-0.05378013717194569, - 0.0004103023339935032], {7, 11} -> - Complex[-0.0007781305712618784, -0.01090395795893278], {7, - 12} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, - 13} -> Complex[-0.0007781305712618784, \ --0.01090395795893278], {7, 14} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, - 15} -> Complex[-0.051397296777308234`, - 0.01859492038010707], {7, 16} -> - Complex[-0.05378013717194569, 0.0004103023339935032], {7, - 17} -> Complex[-4.787980228365168*^-18, \ --2.648859758904743*^-18], {7, 18} -> - Complex[0.03895158675127773, 0.], {7, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {7, - 20} -> Complex[-0.0002598580324258793, \ --0.003888044555498485], {7, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {7, - 22} -> Complex[-0.019179268175876747`, - 0.0000390632327097088], {7, 23} -> - Complex[0.03920689940953653, 0.], {7, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {8, - 9} -> Complex[ - 0.05379673174522864, 0.0007416401460346826], {8, 10} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, - 11} -> Complex[ - 0.05327787465726625, -0.2618852763713944], {8, 12} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, + 2.0816681711721685`*^-17, -5.551115123125783*^-17], {3, + 17} -> Complex[0.07419540882704287, 0.1062908220925275], { + 3, 18} -> Complex[0.7513874079151734, 0.], {3, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {3, 20} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {4, + 5} -> Complex[ + 0.07419540882704287, -0.1062908220925275], {4, 6} -> + Complex[0.12212877058108958`, 0.09005118002308299], {4, + 7} -> Complex[0.4133927336972727, -0.07976232385832366], { + 4, 8} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, + 9} -> Complex[-0.15597490507210748`, \ +-0.0891477723521908], {4, 10} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, + 11} -> Complex[-0.15597490507210748`, \ +-0.0891477723521908], {4, 12} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, 13} -> Complex[ - 0.05327787465726625, -0.2618852763713944], {8, 14} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, - 15} -> Complex[ - 0.05379673174522864, 0.0007416401460346826], {8, 16} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, - 17} -> Complex[0.9610484132487226, 0.], {8, 18} -> - Complex[-4.787980228365168*^-18, - 2.648859758904743*^-18], {8, 19} -> - Complex[-0.009673644515389308, 0.09494936515397917], {8, - 20} -> Complex[ - 0.01942284716938378, -0.09330760721542969], {8, 21} -> - Complex[0.019195862749159683`, -0.0002922745793314728], { - 8, 22} -> Complex[ - 0.0188559291818235, 0.004174127585568078], {8, 23} -> - Complex[0.9411238678566561, 0.19341019859437134`], {8, - 24} -> Complex[ - 0.0002620773276979446, -0.002603237866672337], {9, 10} -> - Complex[0.1547318858265081, 0.], {9, 11} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], { - 9, 12} -> Complex[ - 0.07261962399452813, 0.21892155188592954`], {9, 13} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], { - 9, 14} -> Complex[ - 0.07261962399452813, 0.21892155188592954`], {9, 15} -> - Complex[4.163336342344337*^-17, 6.938893903907228*^-18], { - 9, 16} -> Complex[0.1547318858265081, 0.], {9, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {9, - 18} -> Complex[-0.05378013717194569, \ --0.0004103023339935032], {9, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {9, 20} -> - Complex[-0.0009452962128001213, -1.849867090669304*^-6], { - 9, 21} -> - Complex[-0.000017636699472665246`, \ --0.00012383773397450998`], {9, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], {9, - 23} -> Complex[ - 7.894016335854154*^-6, -0.008602132075960674], {9, 24} -> - Complex[-7.89401633587497*^-6, - 1.5178830414797064`*^-18], {10, 11} -> - Complex[-0.07261962399452816, 0.21892155188592985`], {10, + 0.4133927336972727, -0.07976232385832366], {4, 14} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, + 15} -> Complex[-0.15900572219376757`, \ +-0.05750044204194605], {4, 16} -> + Complex[-0.043634685842446425`, 0.017866185612945742`], { + 4, 17} -> Complex[0.700696834380109, 0.], {4, 18} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, + 19} -> Complex[-0.11376740018597191`, + 0.19180011846315012`], {4, 20} -> + Complex[-0.4028010237972655, 0.048762217969712605`], {5, + 6} -> Complex[-0.30539523194520163`, \ +-0.10550264339992513`], {5, 7} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, + 8} -> Complex[ + 0.15338653623116225`, 0.06791293700745762], {5, 9} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, + 10} -> Complex[-0.24869282883169574`, \ +-0.1401584079854436], {5, 11} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, + 12} -> Complex[-0.24869282883169574`, \ +-0.1401584079854436], {5, 13} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, + 14} -> Complex[ + 0.15338653623116225`, 0.06791293700745762], {5, 15} -> + Complex[-0.04975850381773862, -0.06377388833703419], {5, + 16} -> Complex[0.24861259208482658`, 0.], {5, 17} -> + Complex[-0.043634685842446425`, -0.017866185612945742`], { + 5, 18} -> Complex[ + 2.0816681711721685`*^-17, 5.551115123125783*^-17], {5, + 19} -> Complex[-0.04889639003422308, \ +-0.35866324581115683`], {5, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192], {6, + 7} -> Complex[-0.02984323129946001, \ +-0.01090215294864004], {6, 8} -> + Complex[0.10286685511517638`, 0.0766374954583717], {6, 9} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, + 10} -> Complex[ + 0.24953605886718944`, -0.23726268416179194`], {6, 11} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, 12} -> Complex[ - 0.004784170182671579, -2.7273105648872874`*^-16], {10, - 13} -> Complex[-0.07261962399452816, - 0.21892155188592985`], {10, 14} -> - Complex[ - 0.004784170182671579, -2.7273105648872874`*^-16], {10, - 15} -> Complex[0.8452681141734937, 0.], {10, 16} -> - Complex[ - 4.163336342344337*^-17, -6.938893903907228*^-18], {10, - 17} -> Complex[ - 0.05379673174522864, -0.0007416401460346826], {10, 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], { - 10, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {10, - 20} -> Complex[-0.026634445818647372`, - 0.0778365212048926], {10, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {10, 22} -> - Complex[ - 0.000016933675279148797`, -0.00012383773397451302`], {10, - 23} -> Complex[ - 0.0012981885381123139`, -0.008523700770098444], {10, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {11, 12} -> - Complex[0.8452681141734925, 0.], {11, 13} -> - Complex[-2.901596064114331*^-17, \ --1.0211829212097848`*^-17], {11, 14} -> - Complex[0.8452681141734925, 0.], {11, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], { - 11, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {11, - 17} -> Complex[-0.00915537197655327, - 0.10974136766841047`], {11, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {11, - 19} -> Complex[ - 0.8470224364690492, 0.18831811550385083`], {11, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], { - 11, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {11, - 22} -> Complex[ - 0.026634445818647358`, -0.0778365212048925], {11, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {11, - 24} -> Complex[-0.08342383791858181, - 0.26963368038096003`], {12, 13} -> - Complex[0.15473188582650818`, 0.], {12, 14} -> - Complex[-2.901596064114331*^-17, - 1.0211829212097848`*^-17], {12, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {12, - 16} -> Complex[-0.004784170182671576, - 2.079127072330406*^-17], {12, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {12, - 18} -> Complex[-0.0007781305712618784, - 0.01090395795893278], {12, 19} -> - Complex[ - 0.000017636699472639164`, 0.0001238377339745129], {12, - 20} -> Complex[ - 0.05515660930576871, 0.00012490783968316282`], {12, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {12, - 22} -> Complex[-0.0009452962128001206, \ --1.8498670906598045`*^-6], {12, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], { - 12, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], { - 13, 14} -> Complex[0.8452681141734925, 0.], {13, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], { - 13, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {13, - 17} -> Complex[-0.00915537197655327, - 0.10974136766841047`], {13, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {13, + 0.24953605886718944`, -0.23726268416179194`], {6, 13} -> + Complex[-0.02984323129946001, -0.01090215294864004], {6, + 14} -> Complex[ + 0.10286685511517638`, 0.0766374954583717], {6, 15} -> + Complex[0.3009141283362328, 0.], {6, 16} -> + Complex[-0.04975850381773862, 0.06377388833703419], {6, + 17} -> Complex[-0.15900572219376757`, + 0.05750044204194605], {6, 18} -> + Complex[0.30539523194520163`, 0.10550264339992507`], {6, 19} -> Complex[ - 0.8470224364690492, 0.18831811550385083`], {13, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], { - 13, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {13, - 22} -> Complex[ - 0.026634445818647358`, -0.0778365212048925], {13, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {13, - 24} -> Complex[-0.08342383791858181, - 0.26963368038096003`], {14, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {14, - 16} -> Complex[-0.004784170182671576, - 2.079127072330406*^-17], {14, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {14, - 18} -> Complex[-0.0007781305712618784, - 0.01090395795893278], {14, 19} -> - Complex[ - 0.000017636699472639164`, 0.0001238377339745129], {14, + 0.3910495342752539, -0.025967555373879958`], {6, 20} -> + Complex[-0.0981351838004039, -0.2911740023151237], {7, 8} -> + Complex[0.4155199590831424, 0.], {7, 9} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, + 10} -> Complex[-0.10752531345447021`, \ +-0.09271398750024093], {7, 11} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, + 12} -> Complex[-0.10752531345447021`, \ +-0.09271398750024093], {7, 13} -> + Complex[-6.938893903907228*^-18, \ +-2.7755575615628914`*^-17], {7, 14} -> + Complex[0.4155199590831424, 0.], {7, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {7, + 16} -> Complex[ + 0.15338653623116225`, -0.06791293700745762], {7, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {7, + 18} -> Complex[ + 0.06560512137155002, 0.16228715013884426`], {7, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {7, + 20} -> Complex[-0.021712677276518863`, + 0.058041075609157985`], {8, 9} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, + 10} -> Complex[-0.04268060967745001, + 0.023059250426567146`], {8, 11} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, + 12} -> Complex[-0.04268060967745001, + 0.023059250426567146`], {8, 13} -> + Complex[0.5844800409168576, 0.], {8, 14} -> + Complex[-6.938893903907228*^-18, + 2.7755575615628914`*^-17], {8, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {8, + 16} -> Complex[ + 0.17517709237484644`, -0.06154015846071672], {8, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {8, 18} -> + Complex[0.20540256085717942`, 0.21077891354451453`], {8, + 19} -> Complex[-0.03742196764438921, \ +-0.030128326443724755`], {8, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], {9, + 10} -> Complex[0.6738621924455607, 0.], {9, 11} -> + Complex[2.42861286636753*^-17, -7.979727989493313*^-17], { + 9, 12} -> Complex[0.6738621924455607, 0.], {9, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], {9, + 14} -> Complex[-0.10752531345447021`, + 0.09271398750024093], {9, 15} -> + Complex[0.24953605886718944`, 0.23726268416179194`], {9, + 16} -> Complex[-0.24869282883169574`, + 0.1401584079854436], {9, 17} -> + Complex[0.00583211233850154, -0.10116953344808105`], {9, + 18} -> Complex[ + 0.23618815860033152`, 0.40921847295300184`], {9, 19} -> + Complex[0.5835728906428612, 0.5446721585854524], {9, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {10, + 11} -> Complex[0.3261378075544396, 0.], {10, 12} -> + Complex[2.42861286636753*^-17, 7.979727989493313*^-17], { + 10, 13} -> + Complex[0.10752531345447036`, 0.09271398750024114], {10, + 14} -> Complex[ + 0.04268060967745012, -0.023059250426567188`], {10, 15} -> + Complex[0.04667717945518325, 0.1531544506199518], {10, + 16} -> Complex[ + 0.11612240177174633`, -0.07247847487914186], {10, 17} -> + Complex[-0.15597490507210748`, 0.0891477723521908], {10, + 18} -> Complex[0.10349665614016897`, 0.197248245871046], { + 10, 19} -> + Complex[-0.01766294324618717, -0.07629791036757183], {10, 20} -> Complex[ - 0.05515660930576871, 0.00012490783968316282`], {14, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {14, - 22} -> Complex[-0.0009452962128001206, \ --1.8498670906598045`*^-6], {14, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], { - 14, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], { - 15, 16} -> Complex[0.1547318858265081, 0.], {15, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {15, - 18} -> - Complex[-0.05378013717194569, -0.0004103023339935032], { + 0.4136309863513148, -0.32459119381949325`], {11, 12} -> + Complex[0.6738621924455607, 0.], {11, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], { + 11, 14} -> + Complex[-0.10752531345447021`, 0.09271398750024093], {11, + 15} -> Complex[ + 0.24953605886718944`, 0.23726268416179194`], {11, 16} -> + Complex[-0.24869282883169574`, 0.1401584079854436], {11, + 17} -> Complex[ + 0.00583211233850154, -0.10116953344808105`], {11, 18} -> + Complex[0.23618815860033152`, 0.40921847295300184`], {11, + 19} -> Complex[0.5835728906428612, 0.5446721585854524], { + 11, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {12, + 13} -> Complex[ + 0.10752531345447036`, 0.09271398750024114], {12, 14} -> + Complex[0.04268060967745012, -0.023059250426567188`], {12, + 15} -> Complex[ + 0.04667717945518325, 0.1531544506199518], {12, 16} -> + Complex[0.11612240177174633`, -0.07247847487914186], {12, + 17} -> Complex[-0.15597490507210748`, + 0.0891477723521908], {12, 18} -> + Complex[0.10349665614016897`, 0.197248245871046], {12, + 19} -> Complex[-0.01766294324618717, \ +-0.07629791036757183], {12, 20} -> + Complex[0.4136309863513148, -0.32459119381949325`], {13, + 14} -> Complex[0.4155199590831424, 0.], {13, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {13, + 16} -> Complex[ + 0.15338653623116225`, -0.06791293700745762], {13, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {13, + 18} -> Complex[ + 0.06560512137155002, 0.16228715013884426`], {13, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {13, + 20} -> Complex[-0.021712677276518863`, + 0.058041075609157985`], {14, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {14, + 16} -> Complex[ + 0.17517709237484644`, -0.06154015846071672], {14, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {14, + 18} -> Complex[ + 0.20540256085717942`, 0.21077891354451453`], {14, 19} -> + Complex[-0.03742196764438921, -0.030128326443724755`], { + 14, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], { + 15, 16} -> + Complex[-0.30539523194520163`, 0.10550264339992513`], {15, + 17} -> + Complex[0.12212877058108958`, -0.09005118002308299], {15, + 18} -> Complex[0.04975850381773859, 0.0637738883370343], { 15, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {15, - 20} -> Complex[-0.0009452962128001213, \ --1.849867090669304*^-6], {15, 21} -> - Complex[-0.000017636699472665246`, \ --0.00012383773397450998`], {15, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], { - 15, 23} -> - Complex[7.894016335854154*^-6, -0.008602132075960674], { - 15, 24} -> - Complex[-7.89401633587497*^-6, - 1.5178830414797064`*^-18], {16, 17} -> - Complex[0.05379673174522864, -0.0007416401460346826], {16, - 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], { - 16, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {16, - 20} -> Complex[-0.026634445818647372`, - 0.0778365212048926], {16, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {16, 22} -> - Complex[ - 0.000016933675279148797`, -0.00012383773397451302`], {16, - 23} -> Complex[ - 0.0012981885381123139`, -0.008523700770098444], {16, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {17, 18} -> - Complex[0.03895158675127773, 0.], {17, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {17, - 20} -> - Complex[-0.0002598580324258793, -0.003888044555498485], { - 17, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {17, - 22} -> Complex[-0.019179268175876747`, - 0.0000390632327097088], {17, 23} -> - Complex[0.03920689940953653, 0.], {17, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {18, - 19} -> Complex[-0.009673644515389308, - 0.09494936515397917], {18, 20} -> - Complex[0.01942284716938378, -0.09330760721542969], {18, - 21} -> Complex[ - 0.019195862749159683`, -0.0002922745793314728], {18, 22} -> - Complex[0.0188559291818235, 0.004174127585568078], {18, - 23} -> Complex[ - 0.9411238678566561, 0.19341019859437134`], {18, 24} -> - Complex[0.0002620773276979446, -0.002603237866672337], { - 19, 20} -> Complex[0.019669123004374556`, 0.], {19, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {19, - 22} -> Complex[-0.00006578280908219912, - 7.28006620191595*^-19], {19, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], { - 19, 24} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], { - 20, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], { - 20, 22} -> - Complex[0.00976883383345901, -0.09670511030136163], {20, - 23} -> Complex[-0.009933502547815196, - 0.09883740970947764], {20, 24} -> - Complex[-0.009916907974532265, 0.09883807384038253], {21, - 22} -> Complex[0.01966912300437454, 0.], {21, 23} -> - Complex[ - 1.1079404294454619`*^-8, -0.0003316699566825008], {21, - 24} -> Complex[-1.107940429399415*^-8, - 2.241454781417565*^-19], {22, 23} -> - Complex[ - 0.000016594573282932862`, -0.0003313378120411798], {22, - 24} -> Complex[0.9751371712736823, 0.09850607189743646]}, - + Complex[0.26443368318488625`, 0.4306426521007979], {15, + 20} -> Complex[-0.14622966282928, 0.4816024306801036], { + 16, 17} -> + Complex[0.07419540882704287, 0.1062908220925275], {16, + 18} -> Complex[0.7513874079151734, 0.], {16, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {16, + 20} -> Complex[-0.11512981251395683`, \ +-0.25578858607648636`], {17, 18} -> + Complex[0.04363468584244643, 0.017866185612945815`], {17, + 19} -> Complex[-0.1520647355532879, + 0.12084858348643956`], {17, 20} -> + Complex[0.32171504751621155`, 0.15725504484569033`], {18, + 19} -> Complex[-0.04889639003422308, \ +-0.35866324581115683`], {18, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192]}, Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -14446,402 +9351,280 @@ RZ1D5dXfAH40arI= Q3`WickState[{ $CellContext`c[1, 3, 0], $CellContext`c[1, 1, 0], - $CellContext`c[2, 3, 1], - $CellContext`c[2, 3, 0], - $CellContext`c[2, 2, 1], $CellContext`c[2, 2, 0], - $CellContext`c[3, 1, 1], - $CellContext`c[3, 1, 0], - $CellContext`c[4, 3, 1], - $CellContext`c[4, 3, 0], - $CellContext`c[4, 2, 0], - $CellContext`c[4, 2, 1], - $CellContext`c[4, 2, 0], - $CellContext`c[4, 2, 1], - $CellContext`c[4, 3, 1], - $CellContext`c[4, 3, 0], - $CellContext`c[3, 1, 1], - $CellContext`c[3, 1, 0], + $CellContext`c[2, 3, 1], $CellContext`c[2, 2, 1], + $CellContext`c[2, 1, 1], + $CellContext`c[3, 3, 0], + $CellContext`c[3, 3, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 2, 0], + $CellContext`c[3, 2, 1], + $CellContext`c[3, 3, 0], + $CellContext`c[3, 3, 1], + $CellContext`c[2, 1, 0], $CellContext`c[2, 2, 0], - $CellContext`c[2, 3, 1], $CellContext`c[2, 3, 0], + $CellContext`c[2, 2, 1], $CellContext`c[1, 1, 1], $CellContext`c[1, 3, 1]}, {{ SparseArray[ Automatic, {4, 4}, 0, { 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[0.9850706849009015, 0.09916907966616015], - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.00001659457328293116, -0.0003313378120411801], - Complex[-1.1079404292417905`*^-8, 3.319862635394647*^-7]}, { - Complex[-0.009933502547815196, 0.09883740970947764], - Complex[0.975137171273682, 0.09850607189743646], - Complex[-0.009916907974532265, 0.09883807384038253], - Complex[0.000016594573282935792`, -0.0003313378120411798]}, { - Complex[0.000016594573282932862`, -0.0003313378120411798], - Complex[-0.009916907974532263, 0.09883807384038251], - Complex[0.9751371712736823, 0.09850607189743646], - Complex[-0.009933502547815193, 0.09883740970947762]}, { - Complex[-1.1079404292422815`*^-8, 3.319862635394833*^-7], - Complex[0.000016594573282933133`, -0.0003313378120411798], - Complex[-0.009933502547815193, 0.09883740970947763], - Complex[0.9850706849009013, 0.09916907966616012]}}, {{ - Complex[0.009950108200502423, 2.5290913197495187`*^-22], - Complex[-0.000016605652687225092`, 0.09916907966616013], - Complex[1.1079404289255494`*^-8, -0.0003316699566825005], - Complex[8.92745146730816*^-21, 3.3214464132095874`*^-7]}, { - Complex[-0.000016605652687225828`, -0.09916907966616018], - Complex[1.1079404291230823`*^-8, 4.433254424948396*^-21], - Complex[1.6727401305043305`*^-18, 0.09916907966616016], - Complex[-1.1079404289878503`*^-8, -0.00033166995668250094`]}, { - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], - Complex[1.1579790325831189`*^-18, -0.09916907966616013], - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], - Complex[0.000016605652687226302`, 0.0991690796661601]}, { - Complex[-9.943302374432365*^-21, -3.3214464132085736`*^-7], - Complex[-1.1079404291781963`*^-8, 0.0003316699566825007], - Complex[0.000016605652687224523`, -0.0991690796661601], - Complex[-0.00995010820050242, 2.083853062282483*^-19]}}}, {{{ - Complex[0.9411238678566561, 0.19341019859437134`], - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.0002620773276979446, -0.002603237866672337], - Complex[-7.030241935192683*^-7, 0.000010495059269479881`]}, { - Complex[-0.038944119057645055`, 0.19079644553084002`], - Complex[0.9021790457748177, 0.18819320766416767`], - Complex[-0.03868204172994712, 0.19081745578696852`], - Complex[0.00026207732769795156`, -0.0026032378666723355`]}, { - Complex[0.00026207732769795156`, -0.002603237866672336], - Complex[-0.0386820417299471, 0.1908174557869685], - Complex[0.9021790457748181, 0.1881932076641677], - Complex[-0.03894411905764505, 0.19079644553083996`]}, { - Complex[-7.030241935192954*^-7, 0.000010495059269479117`], - Complex[0.0002620773276979446, -0.0026032378666723363`], - Complex[-0.03894411905764505, 0.19079644553084002`], - Complex[0.9411238678566558, 0.19341019859437122`]}}, {{ - Complex[0.03920689940953653, 0.], - Complex[-0.00026278035189146974`, 0.1934101985943713], - Complex[7.0302419351298*^-7, -0.002613753063531294], - Complex[8.131516293641283*^-20, 0.000010515196858958871`]}, { - Complex[-0.0002627803518914715, -0.1934101985943714], - Complex[7.030241935184217*^-7, 4.353749348887104*^-19], - Complex[5.204170427930421*^-18, 0.19341019859437136`], - Complex[-7.030241935147147*^-7, -0.002613753063531294]}, { - Complex[7.030241935285925*^-7, 0.0026137530635312943`], - Complex[5.204170427930421*^-18, -0.1934101985943713], - Complex[-7.030241935355314*^-7, -6.505213034913027*^-19], - Complex[0.000262780351891468, 0.19341019859437125`]}, { - Complex[-8.131516293641283*^-20, -0.000010515196858957876`], - Complex[-7.030241935164494*^-7, 0.002613753063531293], - Complex[0.00026278035189146454`, -0.19341019859437125`], - Complex[-0.039206899409536505`, 8.673617379884035*^-19]}}}, {{{ - Complex[0.8706303274912398, 0.2780792901080426], - Complex[-0.08472202645669408, 0.2694771580320819], - Complex[0.0012981885381122965`, -0.008523700770098449], - Complex[-7.894016335830301*^-6, 0.00007809104301577483]}, { - Complex[-0.08472202645669408, 0.26947715803208194`], - Complex[0.78590040701821, 0.26095345726198343`], - Complex[-0.08342383791858181, 0.26963368038096003`], - Complex[0.0012981885381123139`, -0.008523700770098444]}, { - Complex[0.0012981885381123139`, -0.008523700770098444], - Complex[-0.08342383791858178, 0.26963368038096], - Complex[0.7859004070182107, 0.2609534572619835], - Complex[-0.08472202645669409, 0.26947715803208183`]}, { - Complex[-7.894016335830356*^-6, 0.00007809104301577258], - Complex[0.001298188538112293, -0.008523700770098444], - Complex[-0.08472202645669406, 0.2694771580320819], - Complex[0.8706303274912393, 0.2780792901080424]}}, {{ - Complex[0.08602810901114225, 1.734723475976807*^-18], - Complex[-0.0013060825544481472`, 0.2780792901080425], - Complex[7.894016335826398*^-6, -0.008602132075960674], - Complex[2.168404344971009*^-19, 0.00007843130586223016]}, { - Complex[-0.0013060825544481437`, -0.27807929010804266`], - Complex[7.894016335827523*^-6, 1.853308088592409*^-18], - Complex[6.938893903907228*^-18, 0.27807929010804266`], - Complex[-7.894016335826398*^-6, -0.008602132075960672]}, { - Complex[7.894016335854154*^-6, 0.008602132075960674], - Complex[3.469446951953614*^-18, -0.2780792901080426], - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], - Complex[0.0013060825544481298`, 0.2780792901080425]}, { - Complex[-3.252606517456514*^-19, -0.00007843130586222762], - Complex[-7.894016335826398*^-6, 0.00860213207596067], - Complex[0.0013060825544481298`, -0.2780792901080425], - Complex[-0.08602810901114219, 1.734723475976807*^-18]}}}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, {{{ + Complex[-0.051422789563197374`, 0.1190006327820552], + Complex[-0.2860941666426128, 0.3304594776206563], + Complex[-0.21561873625085254`, -0.08399234535193995], + Complex[0.5964563607197775, -0.009911737922502023]}, { + Complex[0.5835728906428612, 0.5446721585854524], + Complex[0.05526785620349091, 0.11056631474528056`], + Complex[0.05980282747160885, -0.07007653209262724], + Complex[0.1133153820082126, 0.00549483439989909]}, { + Complex[0.05020845049867415, -0.26771648586524205`], + Complex[-0.4229532817702911, 0.12068798049045854`], + Complex[-0.021712677276518863`, 0.058041075609157985`], + Complex[0.19958355983199388`, 0.3227972775828699]}, { + Complex[-0.42067213093036937`, -0.14431666265614826`], + Complex[0.2789403118080341, -0.029279340852737618`], + Complex[-0.0777660796818619, 0.24044218399974365`], + Complex[-0.01674608180198811, -0.008071598225049818]}}, {{ + Complex[0.22336830179318945`, 0.10994891105914628`], + Complex[0.179360421319004, 0.1045055679036277], + Complex[0.044711063899330966`, -0.3997711794926225], + Complex[0.26120964745142766`, -0.2182116642748822]}, { + Complex[-0.01766294324618717, 0.07629791036757183], + Complex[-0.01867359945550796, -0.12991651467762805`], + Complex[0.4136309863513148, 0.32459119381949325`], + Complex[-0.08566442989514533, -0.13780066123524504`]}, { + Complex[-0.03742196764438921, 0.030128326443724755`], + Complex[-0.0021047903963681003`, -0.4710082293548459], + Complex[-0.19605911325305342`, 0.18681308826202053`], + Complex[-0.5166010461667343, -0.1417878422201601]}, { + Complex[0.03892944073043274, 0.045221541995900005`], + Complex[0.27335437431711884`, -0.40577431689118826`], + Complex[0.5984451923298307, 0.022923109448545864`], + Complex[0.0326327064654409, -0.23806340061643008`]}}}}, SymmetrizedArray[ - StructuredArray`StructuredData[{24, - 24}, {{{1, 3} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 4} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 5} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 6} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 7} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, 8} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 9} -> - Complex[0.7859004070182107, -0.2609534572619835], {1, 10} -> - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], {1, 11} -> - Complex[6.938893903907228*^-18, 0.27807929010804266`], {1, 12} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, 13} -> - Complex[6.938893903907228*^-18, 0.27807929010804266`], {1, 14} -> - Complex[-0.08342383791858181, -0.26963368038096003`], {1, 15} -> - Complex[0.7859004070182107, -0.2609534572619835], {1, 16} -> - Complex[-7.89401633587497*^-6, -1.5178830414797064`*^-18], {1, 17} -> - Complex[0.0002620773276979446, 0.002603237866672337], {1, 18} -> - Complex[7.0302419351298*^-7, -0.002613753063531294], {1, 19} -> - Complex[-0.009916907974532265, -0.09883807384038253], {1, 20} -> - Complex[1.6727401305043305`*^-18, 0.09916907966616016], {1, 21} -> - Complex[0.9751371712736823, -0.09850607189743646], {1, 22} -> - Complex[-1.107940429399415*^-8, -2.241454781417565*^-19], {1, 24} -> + StructuredArray`StructuredData[{20, + 20}, {{{1, 3} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, 4} -> + Complex[0.32171504751621155`, -0.15725504484569033`], {1, 5} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, 6} -> + Complex[-0.14622966282928, -0.4816024306801036], {1, 7} -> + Complex[-0.19605911325305342`, 0.18681308826202053`], {1, 8} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], {1, 9} -> + Complex[0.4136309863513148, 0.32459119381949325`], {1, 10} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, 11} -> + Complex[0.4136309863513148, 0.32459119381949325`], {1, 12} -> + Complex[0.05980282747160885, 0.07007653209262724], {1, 13} -> + Complex[-0.19605911325305342`, 0.18681308826202053`], {1, 14} -> + Complex[-0.021712677276518863`, -0.058041075609157985`], {1, 15} -> + Complex[-0.0981351838004039, 0.2911740023151237], {1, 16} -> + Complex[0.08824078917592872, 0.0003106339104423192], {1, 17} -> + Complex[-0.4028010237972655, -0.048762217969712605`], {1, 18} -> + Complex[-0.11512981251395683`, 0.25578858607648636`], {1, 20} -> 1, {2, 3} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 4} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 5} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 6} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 7} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, 8} -> - Complex[0.03920689940953653, 0.], {2, 9} -> - Complex[0.0012981885381123139`, 0.008523700770098444], {2, 10} -> - Complex[7.894016335854154*^-6, 0.008602132075960674], {2, 11} -> - Complex[-0.0013060825544481437`, -0.27807929010804266`], {2, 12} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, 13} -> - Complex[-0.0013060825544481437`, -0.27807929010804266`], {2, 14} -> - Complex[-0.08472202645669408, -0.26947715803208194`], {2, 15} -> - Complex[0.0012981885381123139`, 0.008523700770098444], {2, 16} -> - Complex[7.894016335854154*^-6, 0.008602132075960674], {2, 17} -> - Complex[0.9411238678566561, -0.19341019859437134`], {2, 18} -> - Complex[0.03920689940953653, 0.], {2, 19} -> - Complex[-0.009933502547815196, -0.09883740970947764], {2, 20} -> - Complex[-0.000016605652687225828`, -0.09916907966616018], {2, 21} -> - Complex[0.000016594573282932862`, 0.0003313378120411798], {2, 22} -> - Complex[1.1079404294454619`*^-8, 0.0003316699566825008], {2, 23} -> - 1, {3, 4} -> Complex[0.01966912300437454, 0.], {3, 5} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 6} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 7} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, 8} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], {3, 9} -> - Complex[0.000016933675279148797`, 0.00012383773397451302`], {3, 10} -> - Complex[0.05515660930576866, -0.00012490783968316095`], {3, 11} -> - Complex[-0.0009452962128001206, 1.8498670906598045`*^-6], {3, 12} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, 13} -> - Complex[-0.0009452962128001206, 1.8498670906598045`*^-6], {3, 14} -> - Complex[0.026634445818647358`, 0.0778365212048925], {3, 15} -> - Complex[0.000016933675279148797`, 0.00012383773397451302`], {3, 16} -> - Complex[0.05515660930576866, -0.00012490783968316095`], {3, 17} -> - Complex[0.0188559291818235, -0.004174127585568078], {3, 18} -> - Complex[-0.019179268175876747`, -0.0000390632327097088], {3, 19} -> - Complex[0.00976883383345901, 0.09670511030136163], {3, 20} -> - Complex[-0.00006578280908219912, -7.28006620191595*^-19], {3, 21} -> - Complex[6.938893903907228*^-18, -4.336808689942018*^-19], {3, 22} -> - Complex[0.01966912300437454, 0.], {3, 23} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {3, 24} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {4, 5} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 6} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 7} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, 8} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, 9} -> - Complex[0.8470224364690501, -0.1883181155038509], {4, 10} -> - Complex[-0.000017636699472665246`, 0.00012383773397450998`], {4, 11} -> - Complex[-0.026634445818647365`, 0.271246719799264], {4, 12} -> - Complex[-0.03773674551714702, -0.190815605919878], {4, 13} -> - Complex[-0.026634445818647365`, 0.271246719799264], {4, 14} -> - Complex[-0.03773674551714702, -0.190815605919878], {4, 15} -> - Complex[0.8470224364690501, -0.1883181155038509], {4, 16} -> - Complex[-0.000017636699472665246`, 0.00012383773397450998`], {4, 17} -> - Complex[0.019195862749159683`, 0.0002922745793314728], {4, 18} -> - Complex[-0.01885591810241921, -0.00450579754225058], {4, 19} -> - Complex[0.00006578280908219793, -4.254244153408405*^-17], {4, 20} -> - Complex[-0.009768833833459008, 0.09670511030136167], {4, 21} -> - Complex[0.980330876995626, 0.], {4, 22} -> - Complex[6.938893903907228*^-18, 4.336808689942018*^-19], {4, 23} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {4, 24} -> - Complex[0.9751371712736823, 0.09850607189743646], {5, 6} -> - Complex[0.019669123004374556`, 0.], {5, 7} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 8} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, 9} -> - Complex[-0.026634445818647372`, -0.0778365212048926], {5, 10} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], {5, 11} -> - Complex[0.05515660930576871, -0.00012490783968316282`], {5, 12} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], {5, 13} -> - Complex[0.05515660930576871, -0.00012490783968316282`], {5, 14} -> - Complex[-0.00001693367527912708, -0.0001238377339745108], {5, 15} -> - Complex[-0.026634445818647372`, -0.0778365212048926], {5, 16} -> - Complex[-0.0009452962128001213, 1.849867090669304*^-6], {5, 17} -> - Complex[0.01942284716938378, 0.09330760721542969], {5, 18} -> - Complex[-0.0002598580324258793, 0.003888044555498485], {5, 19} -> - Complex[-1.552346694521116*^-18, -1.2661074609920407`*^-19], {5, 20} -> - Complex[0.019669123004374556`, 0.], {5, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {5, 22} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {5, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {5, 24} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {6, 7} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, 8} -> - Complex[-0.019439452822070994`, 0.1924766868815898], {6, 9} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, 10} -> - Complex[0.02663444581864737, -0.2712467197992639], {6, 11} -> - Complex[0.000017636699472639164`, -0.0001238377339745129], {6, 12} -> - Complex[0.8470224364690492, -0.18831811550385083`], {6, 13} -> - Complex[0.000017636699472639164`, -0.0001238377339745129], {6, 14} -> - Complex[0.8470224364690492, -0.18831811550385083`], {6, 15} -> - Complex[-0.03773674551714698, -0.19081560591987778`], {6, 16} -> - Complex[0.02663444581864737, -0.2712467197992639], {6, 17} -> - Complex[-0.009673644515389308, -0.09494936515397917], {6, 18} -> - Complex[-0.019439452822070994`, 0.1924766868815898], {6, 19} -> - Complex[0.9803308769956256, 0.], {6, 20} -> - Complex[-1.552346694521116*^-18, 1.2661074609920407`*^-19], {6, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {6, 22} -> - Complex[0.00976883383345901, -0.09670511030136163], {6, 23} -> - Complex[-0.009933502547815196, 0.09883740970947764], {6, 24} -> - Complex[-0.009916907974532265, 0.09883807384038253], {7, 8} -> - Complex[0.03895158675127773, 0.], {7, 9} -> - Complex[-0.051397296777308234`, 0.01859492038010707], {7, 10} -> - Complex[-0.05378013717194569, 0.0004103023339935032], {7, 11} -> - Complex[-0.0007781305712618784, -0.01090395795893278], {7, 12} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, 13} -> - Complex[-0.0007781305712618784, -0.01090395795893278], {7, 14} -> - Complex[-0.05329448030995345, -0.16271619670523418`], {7, 15} -> - Complex[-0.051397296777308234`, 0.01859492038010707], {7, 16} -> - Complex[-0.05378013717194569, 0.0004103023339935032], {7, 17} -> - Complex[-4.787980228365168*^-18, -2.648859758904743*^-18], {7, 18} -> - Complex[0.03895158675127773, 0.], {7, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {7, 20} -> - Complex[-0.0002598580324258793, -0.003888044555498485], {7, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {7, 22} -> - Complex[-0.019179268175876747`, 0.0000390632327097088], {7, 23} -> - Complex[0.03920689940953653, 0.], {7, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {8, 9} -> - Complex[0.05379673174522864, 0.0007416401460346826], {8, 10} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, 11} -> - Complex[0.05327787465726625, -0.2618852763713944], {8, 12} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, 13} -> - Complex[0.05327787465726625, -0.2618852763713944], {8, 14} -> - Complex[-0.00915537197655327, -0.10974136766841047`], {8, 15} -> - Complex[0.05379673174522864, 0.0007416401460346826], {8, 16} -> - Complex[0.05139730785671253, 0.018926590336789572`], {8, 17} -> - Complex[0.9610484132487226, 0.], {8, 18} -> - Complex[-4.787980228365168*^-18, 2.648859758904743*^-18], {8, 19} -> - Complex[-0.009673644515389308, 0.09494936515397917], {8, 20} -> - Complex[0.01942284716938378, -0.09330760721542969], {8, 21} -> - Complex[0.019195862749159683`, -0.0002922745793314728], {8, 22} -> - Complex[0.0188559291818235, 0.004174127585568078], {8, 23} -> - Complex[0.9411238678566561, 0.19341019859437134`], {8, 24} -> - Complex[0.0002620773276979446, -0.002603237866672337], {9, 10} -> - Complex[0.1547318858265081, 0.], {9, 11} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], {9, 12} -> - Complex[0.07261962399452813, 0.21892155188592954`], {9, 13} -> - Complex[-0.004784170182671576, -2.079127072330406*^-17], {9, 14} -> - Complex[0.07261962399452813, 0.21892155188592954`], {9, 15} -> - Complex[4.163336342344337*^-17, 6.938893903907228*^-18], {9, 16} -> - Complex[0.1547318858265081, 0.], {9, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {9, 18} -> - Complex[-0.05378013717194569, -0.0004103023339935032], {9, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {9, 20} -> - Complex[-0.0009452962128001213, -1.849867090669304*^-6], {9, 21} -> - Complex[-0.000017636699472665246`, -0.00012383773397450998`], {9, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], {9, 23} -> - Complex[7.894016335854154*^-6, -0.008602132075960674], {9, 24} -> - Complex[-7.89401633587497*^-6, 1.5178830414797064`*^-18], {10, 11} -> - Complex[-0.07261962399452816, 0.21892155188592985`], {10, 12} -> - Complex[0.004784170182671579, -2.7273105648872874`*^-16], {10, 13} -> - Complex[-0.07261962399452816, 0.21892155188592985`], {10, 14} -> - Complex[0.004784170182671579, -2.7273105648872874`*^-16], {10, 15} -> - Complex[0.8452681141734937, 0.], {10, 16} -> - Complex[4.163336342344337*^-17, -6.938893903907228*^-18], {10, 17} -> - Complex[0.05379673174522864, -0.0007416401460346826], {10, 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], {10, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {10, 20} -> - Complex[-0.026634445818647372`, 0.0778365212048926], {10, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {10, 22} -> - Complex[0.000016933675279148797`, -0.00012383773397451302`], {10, 23} -> - Complex[0.0012981885381123139`, -0.008523700770098444], {10, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {11, 12} -> - Complex[0.8452681141734925, 0.], {11, 13} -> - Complex[-2.901596064114331*^-17, -1.0211829212097848`*^-17], {11, 14} -> - Complex[0.8452681141734925, 0.], {11, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], {11, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {11, 17} -> - Complex[-0.00915537197655327, 0.10974136766841047`], {11, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {11, 19} -> - Complex[0.8470224364690492, 0.18831811550385083`], {11, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], {11, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {11, 22} -> - Complex[0.026634445818647358`, -0.0778365212048925], {11, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {11, 24} -> - Complex[-0.08342383791858181, 0.26963368038096003`], {12, 13} -> - Complex[0.15473188582650818`, 0.], {12, 14} -> - Complex[-2.901596064114331*^-17, 1.0211829212097848`*^-17], {12, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {12, 16} -> - Complex[-0.004784170182671576, 2.079127072330406*^-17], {12, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {12, 18} -> - Complex[-0.0007781305712618784, 0.01090395795893278], {12, 19} -> - Complex[0.000017636699472639164`, 0.0001238377339745129], {12, 20} -> - Complex[0.05515660930576871, 0.00012490783968316282`], {12, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {12, 22} -> - Complex[-0.0009452962128001206, -1.8498670906598045`*^-6], {12, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], {12, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], {13, 14} -> - Complex[0.8452681141734925, 0.], {13, 15} -> - Complex[0.004784170182671579, 2.7273105648872874`*^-16], {13, 16} -> - Complex[0.07261962399452813, -0.21892155188592954`], {13, 17} -> - Complex[-0.00915537197655327, 0.10974136766841047`], {13, 18} -> - Complex[-0.05329448030995345, 0.16271619670523418`], {13, 19} -> - Complex[0.8470224364690492, 0.18831811550385083`], {13, 20} -> - Complex[-0.00001693367527912708, 0.0001238377339745108], {13, 21} -> - Complex[-0.03773674551714702, 0.190815605919878], {13, 22} -> - Complex[0.026634445818647358`, -0.0778365212048925], {13, 23} -> - Complex[-0.08472202645669408, 0.26947715803208194`], {13, 24} -> - Complex[-0.08342383791858181, 0.26963368038096003`], {14, 15} -> - Complex[-0.07261962399452816, -0.21892155188592985`], {14, 16} -> - Complex[-0.004784170182671576, 2.079127072330406*^-17], {14, 17} -> - Complex[0.05327787465726625, 0.2618852763713944], {14, 18} -> - Complex[-0.0007781305712618784, 0.01090395795893278], {14, 19} -> - Complex[0.000017636699472639164`, 0.0001238377339745129], {14, 20} -> - Complex[0.05515660930576871, 0.00012490783968316282`], {14, 21} -> - Complex[-0.026634445818647365`, -0.271246719799264], {14, 22} -> - Complex[-0.0009452962128001206, -1.8498670906598045`*^-6], {14, 23} -> - Complex[-0.0013060825544481437`, 0.27807929010804266`], {14, 24} -> - Complex[6.938893903907228*^-18, -0.27807929010804266`], {15, 16} -> - Complex[0.1547318858265081, 0.], {15, 17} -> - Complex[0.05139730785671253, -0.018926590336789572`], {15, 18} -> - Complex[-0.05378013717194569, -0.0004103023339935032], {15, 19} -> - Complex[0.02663444581864737, 0.2712467197992639], {15, 20} -> - Complex[-0.0009452962128001213, -1.849867090669304*^-6], {15, 21} -> - Complex[-0.000017636699472665246`, -0.00012383773397450998`], {15, 22} -> - Complex[0.05515660930576866, 0.00012490783968316095`], {15, 23} -> - Complex[7.894016335854154*^-6, -0.008602132075960674], {15, 24} -> - Complex[-7.89401633587497*^-6, 1.5178830414797064`*^-18], {16, 17} -> - Complex[0.05379673174522864, -0.0007416401460346826], {16, 18} -> - Complex[-0.051397296777308234`, -0.01859492038010707], {16, 19} -> - Complex[-0.03773674551714698, 0.19081560591987778`], {16, 20} -> - Complex[-0.026634445818647372`, 0.0778365212048926], {16, 21} -> - Complex[0.8470224364690501, 0.1883181155038509], {16, 22} -> - Complex[0.000016933675279148797`, -0.00012383773397451302`], {16, 23} -> - Complex[0.0012981885381123139`, -0.008523700770098444], {16, 24} -> - Complex[0.7859004070182107, 0.2609534572619835], {17, 18} -> - Complex[0.03895158675127773, 0.], {17, 19} -> - Complex[-0.019439452822070994`, -0.1924766868815898], {17, 20} -> - Complex[-0.0002598580324258793, -0.003888044555498485], {17, 21} -> - Complex[-0.01885591810241921, 0.00450579754225058], {17, 22} -> - Complex[-0.019179268175876747`, 0.0000390632327097088], {17, 23} -> - Complex[0.03920689940953653, 0.], {17, 24} -> - Complex[7.0302419351298*^-7, 0.002613753063531294], {18, 19} -> - Complex[-0.009673644515389308, 0.09494936515397917], {18, 20} -> - Complex[0.01942284716938378, -0.09330760721542969], {18, 21} -> - Complex[0.019195862749159683`, -0.0002922745793314728], {18, 22} -> - Complex[0.0188559291818235, 0.004174127585568078], {18, 23} -> - Complex[0.9411238678566561, 0.19341019859437134`], {18, 24} -> - Complex[0.0002620773276979446, -0.002603237866672337], {19, 20} -> - Complex[0.019669123004374556`, 0.], {19, 21} -> - Complex[-0.009768833833459008, -0.09670511030136167], {19, 22} -> - Complex[-0.00006578280908219912, 7.28006620191595*^-19], {19, 23} -> - Complex[-0.000016605652687225828`, 0.09916907966616018], {19, 24} -> - Complex[1.6727401305043305`*^-18, -0.09916907966616016], {20, 21} -> - Complex[0.00006578280908219793, 4.254244153408405*^-17], {20, 22} -> - Complex[0.00976883383345901, -0.09670511030136163], {20, 23} -> - Complex[-0.009933502547815196, 0.09883740970947764], {20, 24} -> - Complex[-0.009916907974532265, 0.09883807384038253], {21, 22} -> - Complex[0.01966912300437454, 0.], {21, 23} -> - Complex[1.1079404294454619`*^-8, -0.0003316699566825008], {21, 24} -> - Complex[-1.107940429399415*^-8, 2.241454781417565*^-19], {22, 23} -> - Complex[0.000016594573282932862`, -0.0003313378120411798], {22, 24} -> - Complex[0.9751371712736823, 0.09850607189743646]}, + Complex[-0.04889639003422308, 0.35866324581115683`], {2, 4} -> + Complex[-0.1520647355532879, -0.12084858348643956`], {2, 5} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 6} -> + Complex[0.26443368318488625`, -0.4306426521007979], {2, 7} -> + Complex[-0.03742196764438921, 0.030128326443724755`], {2, 8} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, 9} -> + Complex[-0.01766294324618717, 0.07629791036757183], {2, 10} -> + Complex[0.5835728906428612, -0.5446721585854524], {2, 11} -> + Complex[-0.01766294324618717, 0.07629791036757183], {2, 12} -> + Complex[0.5835728906428612, -0.5446721585854524], {2, 13} -> + Complex[-0.03742196764438921, 0.030128326443724755`], {2, 14} -> + Complex[0.05020845049867415, 0.26771648586524205`], {2, 15} -> + Complex[0.3910495342752539, 0.025967555373879958`], {2, 16} -> + Complex[-0.04889639003422308, 0.35866324581115683`], {2, 17} -> + Complex[-0.11376740018597191`, -0.19180011846315012`], {2, 18} -> + Complex[0.4498457818107638, 0.2438031767021491], {2, 19} -> 1, {3, 4} -> + Complex[0.04363468584244643, -0.017866185612945815`], {3, 5} -> + Complex[0.7513874079151734, 0.], {3, 6} -> + Complex[0.04975850381773859, -0.0637738883370343], {3, 7} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, 8} -> + Complex[0.06560512137155002, -0.16228715013884426`], {3, 9} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 10} -> + Complex[0.23618815860033152`, -0.40921847295300184`], {3, 11} -> + Complex[0.10349665614016897`, -0.197248245871046], {3, 12} -> + Complex[0.23618815860033152`, -0.40921847295300184`], {3, 13} -> + Complex[0.20540256085717942`, -0.21077891354451453`], {3, 14} -> + Complex[0.06560512137155002, -0.16228715013884426`], {3, 15} -> + Complex[0.30539523194520163`, -0.10550264339992507`], {3, 16} -> + Complex[2.0816681711721685`*^-17, -5.551115123125783*^-17], {3, 17} -> + Complex[0.07419540882704287, 0.1062908220925275], {3, 18} -> + Complex[0.7513874079151734, 0.], {3, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {3, 20} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {4, 5} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, 6} -> + Complex[0.12212877058108958`, 0.09005118002308299], {4, 7} -> + Complex[0.4133927336972727, -0.07976232385832366], {4, 8} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, 9} -> + Complex[-0.15597490507210748`, -0.0891477723521908], {4, 10} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, 11} -> + Complex[-0.15597490507210748`, -0.0891477723521908], {4, 12} -> + Complex[0.00583211233850154, 0.10116953344808105`], {4, 13} -> + Complex[0.4133927336972727, -0.07976232385832366], {4, 14} -> + Complex[-0.3323619403479582, -0.050870880986855216`], {4, 15} -> + Complex[-0.15900572219376757`, -0.05750044204194605], {4, 16} -> + Complex[-0.043634685842446425`, 0.017866185612945742`], {4, 17} -> + Complex[0.700696834380109, 0.], {4, 18} -> + Complex[0.07419540882704287, -0.1062908220925275], {4, 19} -> + Complex[-0.11376740018597191`, 0.19180011846315012`], {4, 20} -> + Complex[-0.4028010237972655, 0.048762217969712605`], {5, 6} -> + Complex[-0.30539523194520163`, -0.10550264339992513`], {5, 7} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, 8} -> + Complex[0.15338653623116225`, 0.06791293700745762], {5, 9} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, 10} -> + Complex[-0.24869282883169574`, -0.1401584079854436], {5, 11} -> + Complex[0.11612240177174633`, 0.07247847487914186], {5, 12} -> + Complex[-0.24869282883169574`, -0.1401584079854436], {5, 13} -> + Complex[0.17517709237484644`, 0.06154015846071672], {5, 14} -> + Complex[0.15338653623116225`, 0.06791293700745762], {5, 15} -> + Complex[-0.04975850381773862, -0.06377388833703419], {5, 16} -> + Complex[0.24861259208482658`, 0.], {5, 17} -> + Complex[-0.043634685842446425`, -0.017866185612945742`], {5, 18} -> + Complex[2.0816681711721685`*^-17, 5.551115123125783*^-17], {5, 19} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {5, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192], {6, 7} -> + Complex[-0.02984323129946001, -0.01090215294864004], {6, 8} -> + Complex[0.10286685511517638`, 0.0766374954583717], {6, 9} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, 10} -> + Complex[0.24953605886718944`, -0.23726268416179194`], {6, 11} -> + Complex[0.04667717945518325, -0.1531544506199518], {6, 12} -> + Complex[0.24953605886718944`, -0.23726268416179194`], {6, 13} -> + Complex[-0.02984323129946001, -0.01090215294864004], {6, 14} -> + Complex[0.10286685511517638`, 0.0766374954583717], {6, 15} -> + Complex[0.3009141283362328, 0.], {6, 16} -> + Complex[-0.04975850381773862, 0.06377388833703419], {6, 17} -> + Complex[-0.15900572219376757`, 0.05750044204194605], {6, 18} -> + Complex[0.30539523194520163`, 0.10550264339992507`], {6, 19} -> + Complex[0.3910495342752539, -0.025967555373879958`], {6, 20} -> + Complex[-0.0981351838004039, -0.2911740023151237], {7, 8} -> + Complex[0.4155199590831424, 0.], {7, 9} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, 10} -> + Complex[-0.10752531345447021`, -0.09271398750024093], {7, 11} -> + Complex[0.04268060967745012, 0.023059250426567188`], {7, 12} -> + Complex[-0.10752531345447021`, -0.09271398750024093], {7, 13} -> + Complex[-6.938893903907228*^-18, -2.7755575615628914`*^-17], {7, 14} -> + Complex[0.4155199590831424, 0.], {7, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {7, 16} -> + Complex[0.15338653623116225`, -0.06791293700745762], {7, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {7, 18} -> + Complex[0.06560512137155002, 0.16228715013884426`], {7, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {7, 20} -> + Complex[-0.021712677276518863`, 0.058041075609157985`], {8, 9} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, 10} -> + Complex[-0.04268060967745001, 0.023059250426567146`], {8, 11} -> + Complex[0.10752531345447036`, -0.09271398750024114], {8, 12} -> + Complex[-0.04268060967745001, 0.023059250426567146`], {8, 13} -> + Complex[0.5844800409168576, 0.], {8, 14} -> + Complex[-6.938893903907228*^-18, 2.7755575615628914`*^-17], {8, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {8, 16} -> + Complex[0.17517709237484644`, -0.06154015846071672], {8, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {8, 18} -> + Complex[0.20540256085717942`, 0.21077891354451453`], {8, 19} -> + Complex[-0.03742196764438921, -0.030128326443724755`], {8, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], {9, 10} -> + Complex[0.6738621924455607, 0.], {9, 11} -> + Complex[2.42861286636753*^-17, -7.979727989493313*^-17], {9, 12} -> + Complex[0.6738621924455607, 0.], {9, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], {9, 14} -> + Complex[-0.10752531345447021`, 0.09271398750024093], {9, 15} -> + Complex[0.24953605886718944`, 0.23726268416179194`], {9, 16} -> + Complex[-0.24869282883169574`, 0.1401584079854436], {9, 17} -> + Complex[0.00583211233850154, -0.10116953344808105`], {9, 18} -> + Complex[0.23618815860033152`, 0.40921847295300184`], {9, 19} -> + Complex[0.5835728906428612, 0.5446721585854524], {9, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {10, 11} -> + Complex[0.3261378075544396, 0.], {10, 12} -> + Complex[2.42861286636753*^-17, 7.979727989493313*^-17], {10, 13} -> + Complex[0.10752531345447036`, 0.09271398750024114], {10, 14} -> + Complex[0.04268060967745012, -0.023059250426567188`], {10, 15} -> + Complex[0.04667717945518325, 0.1531544506199518], {10, 16} -> + Complex[0.11612240177174633`, -0.07247847487914186], {10, 17} -> + Complex[-0.15597490507210748`, 0.0891477723521908], {10, 18} -> + Complex[0.10349665614016897`, 0.197248245871046], {10, 19} -> + Complex[-0.01766294324618717, -0.07629791036757183], {10, 20} -> + Complex[0.4136309863513148, -0.32459119381949325`], {11, 12} -> + Complex[0.6738621924455607, 0.], {11, 13} -> + Complex[-0.04268060967745001, -0.023059250426567146`], {11, 14} -> + Complex[-0.10752531345447021`, 0.09271398750024093], {11, 15} -> + Complex[0.24953605886718944`, 0.23726268416179194`], {11, 16} -> + Complex[-0.24869282883169574`, 0.1401584079854436], {11, 17} -> + Complex[0.00583211233850154, -0.10116953344808105`], {11, 18} -> + Complex[0.23618815860033152`, 0.40921847295300184`], {11, 19} -> + Complex[0.5835728906428612, 0.5446721585854524], {11, 20} -> + Complex[0.05980282747160885, -0.07007653209262724], {12, 13} -> + Complex[0.10752531345447036`, 0.09271398750024114], {12, 14} -> + Complex[0.04268060967745012, -0.023059250426567188`], {12, 15} -> + Complex[0.04667717945518325, 0.1531544506199518], {12, 16} -> + Complex[0.11612240177174633`, -0.07247847487914186], {12, 17} -> + Complex[-0.15597490507210748`, 0.0891477723521908], {12, 18} -> + Complex[0.10349665614016897`, 0.197248245871046], {12, 19} -> + Complex[-0.01766294324618717, -0.07629791036757183], {12, 20} -> + Complex[0.4136309863513148, -0.32459119381949325`], {13, 14} -> + Complex[0.4155199590831424, 0.], {13, 15} -> + Complex[0.10286685511517638`, -0.0766374954583717], {13, 16} -> + Complex[0.15338653623116225`, -0.06791293700745762], {13, 17} -> + Complex[-0.3323619403479582, 0.050870880986855216`], {13, 18} -> + Complex[0.06560512137155002, 0.16228715013884426`], {13, 19} -> + Complex[0.05020845049867415, -0.26771648586524205`], {13, 20} -> + Complex[-0.021712677276518863`, 0.058041075609157985`], {14, 15} -> + Complex[-0.02984323129946001, 0.01090215294864004], {14, 16} -> + Complex[0.17517709237484644`, -0.06154015846071672], {14, 17} -> + Complex[0.4133927336972727, 0.07976232385832366], {14, 18} -> + Complex[0.20540256085717942`, 0.21077891354451453`], {14, 19} -> + Complex[-0.03742196764438921, -0.030128326443724755`], {14, 20} -> + Complex[-0.19605911325305342`, -0.18681308826202053`], {15, 16} -> + Complex[-0.30539523194520163`, 0.10550264339992513`], {15, 17} -> + Complex[0.12212877058108958`, -0.09005118002308299], {15, 18} -> + Complex[0.04975850381773859, 0.0637738883370343], {15, 19} -> + Complex[0.26443368318488625`, 0.4306426521007979], {15, 20} -> + Complex[-0.14622966282928, 0.4816024306801036], {16, 17} -> + Complex[0.07419540882704287, 0.1062908220925275], {16, 18} -> + Complex[0.7513874079151734, 0.], {16, 19} -> + Complex[0.4498457818107638, -0.2438031767021491], {16, 20} -> + Complex[-0.11512981251395683`, -0.25578858607648636`], {17, 18} -> + Complex[0.04363468584244643, 0.017866185612945815`], {17, 19} -> + Complex[-0.1520647355532879, 0.12084858348643956`], {17, 20} -> + Complex[0.32171504751621155`, 0.15725504484569033`], {18, 19} -> + Complex[-0.04889639003422308, -0.35866324581115683`], {18, 20} -> + Complex[0.08824078917592872, -0.0003106339104423192]}, Antisymmetric[{1, 2}]}]], { $CellContext`c[1], $CellContext`c[2], @@ -14850,8 +9633,8 @@ RZ1D5dXfAH40arI= Editable->False, SelectWithContents->True, Selectable->False]], "Output", - CellLabel->"Out[4]=", - CellID->1409403805,ExpressionUUID->"42ae4d1a-4816-4909-96ee-ae169ac7d5ab"] + CellLabel->"Out[5]=", + CellID->1057453787,ExpressionUUID->"683c32a5-6e16-4f22-9e44-310504097525"] }, Open ]], Cell[CellGroupData[{ @@ -14859,71 +9642,12 @@ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"new", "==", "out"}]], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", + CellLabel->"In[6]:=", CellID->2090681696,ExpressionUUID->"d83ea201-a058-49a8-bc17-54205869303b"], Cell[BoxData["True"], "Output", - CellLabel->"Out[5]=", - CellID->1262827013,ExpressionUUID->"b5b9c16f-b4ad-4977-be58-5946326108ff"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"aa", "=", - RowBox[{"Take", "[", - RowBox[{"cc", ",", - RowBox[{"Ceiling", "[", - RowBox[{"$m", "/", "2"}], "]"}]}], "]"}]}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", - CellID->1099794870,ExpressionUUID->"80953c97-3b68-4a4b-bc03-b46042bc4ca2"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "1"}, - "RowWithSeparators"]], - $CellContext`c[1]], ",", - InterpretationBox[ - SubscriptBox["c", - TemplateBox[{",", "\",\"", "2"}, - "RowWithSeparators"]], - $CellContext`c[2]]}], "}"}]], "Output", CellLabel->"Out[6]=", - CellID->97649317,ExpressionUUID->"0c1c4078-7aed-4248-b78e-c4cd21fe5baf"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"EntanglementEntropy", "[", - RowBox[{"ws", ",", "aa"}], "]"}], "//", "Chop"}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[7]:=", - CellID->404489183,ExpressionUUID->"8eff369b-2e7b-4735-8a6a-54fb65faae46"], - -Cell[BoxData["1.0000021989553232`"], "Output", - CellLabel->"Out[7]=", - CellID->1832394478,ExpressionUUID->"708dcd4f-3954-4995-b49d-3a64c33cedbf"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"WickLogarithmicNegativity", "[", - RowBox[{"ws", ",", "aa"}], "]"}], "//", "Chop"}]], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[8]:=", - CellID->545334982,ExpressionUUID->"24bdafcd-fe19-4d4d-bc70-18dd17891f88"], - -Cell[BoxData["1.0009546572167027`"], "Output", - CellLabel->"Out[8]=", - CellID->2085321814,ExpressionUUID->"bc44e904-5585-4ba6-83b4-90e3d8758ff9"] + CellID->1698716306,ExpressionUUID->"d511ae8f-4b5b-4e91-bd43-b7b34a8275b0"] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[ @@ -14951,7 +9675,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "76a0f82d-7e37-4e7f-a84f-20aeb0ac695b"], + "c900570b-9da3-4d5b-bf51-d8bf44c2aafe"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -14965,7 +9689,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "da908ca0-28c1-4593-b37b-fc7cc0beea42"], + "7d4cc694-6716-4b80-861e-0db9107ab604"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -14974,12 +9698,12 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["Fermion"]], "paclet:Q3/ref/Fermion", + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "2f97023b-ad65-4a2e-b130-ecb2feebea32"], + "ec68915d-3dd9-4009-a90f-dfb989e3bc8e"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -14988,12 +9712,12 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["Majorana"]], "paclet:Q3/ref/Majorana", + TextData["Measurement"]], "paclet:Q3/ref/Measurement", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "588bec54-62ab-400d-ba25-bfef38d10a4b"], + "2bb41c94-3ce1-4bb1-a9b0-834935cb1e3d"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -15002,16 +9726,30 @@ Cell[BoxData[GridBox[{ Cell[BoxData[ TemplateBox[{ Cell[ - TextData["Measurement"]], "paclet:Q3/ref/Measurement", + TextData["Fermion"]], "paclet:Q3/ref/Fermion", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "092ed283-865a-40ee-8041-5e2f00d39677"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Majorana"]], "paclet:Q3/ref/Majorana", "Q3 Package Symbol"}, "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "98b580c3-803b-4a10-ab9b-ba8a8f154578"] - }], "SeeAlso",ExpressionUUID->"672a7052-240c-4758-8a2c-a15c6124a74e"]} + "ea3197b9-2f76-4c28-939f-debaa3904eed"] + }], "SeeAlso",ExpressionUUID->"3fe2e867-1d50-471c-9e92-0279d3dd3b10"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"fc7eac88-1113-4a1f-bd9e-\ -a8b5c98b51e0"], + }]], "SeeAlsoSection",ExpressionUUID->"69ce0643-9c39-47e3-a53e-\ +809802d94824"], Cell[BoxData[GridBox[{ { @@ -15040,8 +9778,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "aa45a21c-67a2-4bda-9343-69116b4baa04"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"baf128f1-c9dd-4af6-aa2f-\ -11824fb5efa9"], + }]], "TechNotesSection",ExpressionUUID->"c22bdf1f-d99a-4e35-81d9-\ +16fb1b0fad16"], Cell[BoxData[GridBox[{ { @@ -15059,7 +9797,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "b72b7f56-7fe9-426f-a610-a7c0a02e9c80"]}]}, + "c48cb1c3-5f2d-4c44-8d6d-49ddb915bb9d"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -15067,10 +9805,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "b768aadc-9648-4aa6-87ba-b1a705b63443"]}]} + "ff3274e4-42dd-4667-9b0e-798df863752f"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"bdee18a4-6224-4473-af7f-\ -259241e58e3d"], + }]], "MoreAboutSection",ExpressionUUID->"179692d7-b0f9-42d1-9e5f-\ +228f4f7cac99"], Cell[BoxData[GridBox[{ { @@ -15099,8 +9837,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1103/PhysRevA.65.032325"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "ebd953d9-85d1-419a-aeee-d24f1a436e90"]}]],ExpressionUUID-> - "0251f5ae-a6d6-430c-b72c-733f52a0df64"], + "dc1bfd1b-5a74-4b05-996e-ac46ff27b962"]}]],ExpressionUUID-> + "e2cb6ed8-d913-4bf2-b96e-ea30c424677a"], ", Physical Review A 65, 032325, \"Classical simulation of \ noninteracting-fermion quantum circuits.\"" }], "RelatedLinks",ExpressionUUID-> @@ -15122,16 +9860,16 @@ noninteracting-fermion quantum circuits.\"" "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "32cc653b-700e-4339-ac3c-3d371c30ffb5"]}]],ExpressionUUID-> - "e5bdfc92-ec2d-4249-89db-362d7bf55c0f"], + "88aa6c89-ee54-46d9-9491-9466816f35cd"]}]],ExpressionUUID-> + "a86efda5-0f12-4bb6-9e25-8e6fb356ac42"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "c2e7a633-b427-4685-9c90-7b51e75aee29"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"7e9ca3e0-9429-4957-a926-\ -bba833dc8490"], + }]], "RelatedLinksSection",ExpressionUUID->"8ca675fc-640e-4971-aa96-\ +b94dfb18c651"], -Cell[" ", "FooterCell",ExpressionUUID->"b8a26e1d-b1fa-4825-aa2e-5b13b1f33540"] +Cell[" ", "FooterCell",ExpressionUUID->"6bf6d828-c4c5-4659-b377-9eb2b02dbd55"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -15147,7 +9885,7 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 6, 19, 18, 33, 33.942339}", + "built" -> "{2024, 6, 27, 18, 33, 25.399506}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> {"Wick theorem"}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", @@ -15187,7 +9925,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"43f9bbd5-c731-41c0-b8f3-8a21874a57fd" +ExpressionUUID->"3861c731-bc02-4bc3-a98b-049b278d6120" ] (* End of Notebook Content *) @@ -15195,207 +9933,197 @@ ExpressionUUID->"43f9bbd5-c731-41c0-b8f3-8a21874a57fd" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[42991, 1301, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"70b45744-9555-4461-bc04-06f8f1c18c49", + Cell[44634, 1353, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"af79735d-048f-4e09-ac4d-7aadaff2a5e7", CellTags->"PrimaryExamplesSection", - CellID->695753333]}, - "RasterizedOutput"->{ - Cell[49929, 1517, 7583, 131, 57, "Output",ExpressionUUID->"b908f368-f181-4ded-a2d7-89c0eb4f655a", - CellTags->"RasterizedOutput", - CellID->1108221379]} + CellID->729295305]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 785803, 15196}, - {"RasterizedOutput", 786004, 15200} + {"PrimaryExamplesSection", 498880, 9934} } *) (*NotebookFileOutline Notebook[{ -Cell[581, 21, 7061, 174, 57, "AnchorBarGrid",ExpressionUUID->"b6d7d8f5-8632-4f13-a602-d48e92fc3899", +Cell[581, 21, 7157, 176, 57, "AnchorBarGrid",ExpressionUUID->"f90a6d5f-b4d7-45ec-9ca5-6b1545859062", CellID->1], -Cell[7645, 197, 85, 0, 23, "ContextNameCell",ExpressionUUID->"085b651d-d5c7-4590-96cb-2e89edd35686"], +Cell[7741, 199, 85, 0, 23, "ContextNameCell",ExpressionUUID->"f94deeb1-ea17-4b93-be23-4f2b242ceeb3"], Cell[CellGroupData[{ -Cell[7755, 201, 1383, 38, 60, "ObjectNameGrid",ExpressionUUID->"e375cca2-3201-474a-ae05-ff65c3bba2a4"], -Cell[9141, 241, 16900, 517, 314, "Usage",ExpressionUUID->"e9e0ddad-da90-42de-b204-2e6f153ca21f", +Cell[7851, 203, 1383, 38, 60, "ObjectNameGrid",ExpressionUUID->"d5b2e058-e26e-4bf8-b3ad-f165ca8c50b7"], +Cell[9237, 243, 16900, 517, 314, "Usage",ExpressionUUID->"e9e0ddad-da90-42de-b204-2e6f153ca21f", CellID->1766051640] }, Open ]], Cell[CellGroupData[{ -Cell[26078, 763, 1899, 47, 37, "NotesSection",ExpressionUUID->"2c782f3e-d19e-4d7f-90f3-eb729db619f0", +Cell[26174, 765, 1898, 47, 37, "NotesSection",ExpressionUUID->"c3a12031-4430-47cf-83fe-ade94038b310", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1810076105], -Cell[27980, 812, 8112, 267, 70, "Notes",ExpressionUUID->"7e6ff99b-3236-4baa-83f5-6e306de4ccee", + CellID->944031563], +Cell[28075, 814, 8082, 266, 70, "Notes",ExpressionUUID->"7e6ff99b-3236-4baa-83f5-6e306de4ccee", CellID->1100829731], -Cell[36095, 1081, 1978, 59, 70, "Notes",ExpressionUUID->"a1ba8cf5-abd4-463b-a6c3-98b2abf3d935", +Cell[36160, 1082, 2335, 70, 70, "Notes",ExpressionUUID->"a1ba8cf5-abd4-463b-a6c3-98b2abf3d935", CellID->780483751], -Cell[38076, 1142, 1594, 47, 70, "Notes",ExpressionUUID->"631e5306-c48e-4e25-9121-bba5f5df1cfd", +Cell[38498, 1154, 1594, 47, 70, "Notes",ExpressionUUID->"631e5306-c48e-4e25-9121-bba5f5df1cfd", CellID->179448157], -Cell[39673, 1191, 1516, 50, 70, "Notes",ExpressionUUID->"e310d03d-c41f-4258-94bf-335b95b48b47", +Cell[40095, 1203, 1516, 50, 70, "Notes",ExpressionUUID->"e310d03d-c41f-4258-94bf-335b95b48b47", CellID->1166645480], -Cell[41192, 1243, 1672, 52, 70, "Notes",ExpressionUUID->"973da39e-7c4a-40e4-b21a-bb32f9bb686c", - CellID->1464103385] +Cell[41614, 1255, 1672, 52, 70, "Notes",ExpressionUUID->"973da39e-7c4a-40e4-b21a-bb32f9bb686c", + CellID->1464103385], +Cell[43289, 1309, 1218, 38, 70, "Notes",ExpressionUUID->"06636976-cda6-430c-a882-7791907b5017", + CellID->1071729737] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[42991, 1301, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"70b45744-9555-4461-bc04-06f8f1c18c49", +Cell[44634, 1353, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"af79735d-048f-4e09-ac4d-7aadaff2a5e7", CellTags->"PrimaryExamplesSection", - CellID->695753333], -Cell[44383, 1340, 192, 3, 31, "Input",ExpressionUUID->"9f89bf2d-3033-4f39-9cc6-bf61687a5cec", + CellID->729295305], +Cell[46026, 1392, 192, 3, 31, "Input",ExpressionUUID->"9f89bf2d-3033-4f39-9cc6-bf61687a5cec", CellID->1920652216], Cell[CellGroupData[{ -Cell[44600, 1347, 1367, 36, 31, "ExampleSection",ExpressionUUID->"19a59947-d93e-46f5-a02b-5128a5ce6b66", - CellID->477809816], -Cell[45970, 1385, 212, 6, 38, "ExampleText",ExpressionUUID->"0a9ad68f-36b0-4b01-af87-3cdba9749e35", +Cell[46243, 1399, 1368, 36, 31, "ExampleSection",ExpressionUUID->"406a20a9-ff9c-4430-bb5b-00f43b9d38c0", + CellID->1577017706], +Cell[47614, 1437, 212, 6, 38, "ExampleText",ExpressionUUID->"0a9ad68f-36b0-4b01-af87-3cdba9749e35", CellID->857188823], -Cell[46185, 1393, 211, 5, 29, "Input",ExpressionUUID->"58c7f5f6-5d5e-4a35-830c-26e92b1156e8", +Cell[47829, 1445, 211, 5, 29, "Input",ExpressionUUID->"58c7f5f6-5d5e-4a35-830c-26e92b1156e8", CellID->1720633530], Cell[CellGroupData[{ -Cell[46421, 1402, 518, 14, 84, "Input",ExpressionUUID->"b94ae826-3e01-46cf-864d-e3da5c4796e6", +Cell[48065, 1454, 303, 8, 48, "Input",ExpressionUUID->"b94ae826-3e01-46cf-864d-e3da5c4796e6", CellID->471988081], -Cell[46942, 1418, 720, 24, 37, "Output",ExpressionUUID->"a04a8062-ec64-457b-9a5f-8d7c9055cdb0", - CellID->1982145023], -Cell[47665, 1444, 1728, 52, 40, "Output",ExpressionUUID->"97feb138-037b-46ae-8afc-628dd6fc9be4", - CellID->2145069297] +Cell[48371, 1464, 719, 24, 37, "Output",ExpressionUUID->"8df147e5-6bc2-4c91-a332-be094a253146", + CellID->828917105] +}, Open ]], +Cell[49105, 1491, 208, 5, 29, "Input",ExpressionUUID->"d469f205-6845-4112-8de4-3ad57dbde463", + CellID->982058907], +Cell[CellGroupData[{ +Cell[49338, 1500, 329, 9, 29, "Input",ExpressionUUID->"66c4be0a-55ae-4827-8116-a499efe416e9", + CellID->709332919], +Cell[49670, 1511, 26977, 517, 65, "Output",ExpressionUUID->"f5a53fec-3cad-45a3-ae11-48eac2fd5a53", + CellID->350017645] +}, Open ]], +Cell[CellGroupData[{ +Cell[76684, 2033, 432, 12, 29, "Input",ExpressionUUID->"9961eb12-4a45-4c2d-bd5b-ae56cba1fa7a", + CellID->725351330], +Cell[77119, 2047, 892, 27, 40, "Output",ExpressionUUID->"0b6aa3d0-7840-4486-8da2-c494f355ccf8", + CellID->1658208199] +}, Open ]], +Cell[CellGroupData[{ +Cell[78048, 2079, 302, 8, 70, "Input",ExpressionUUID->"011bd4c1-9b9e-4716-9745-eeb601ff7b61", + CellID->692982433], +Cell[78353, 2089, 1327, 32, 41, "Output",ExpressionUUID->"7780228e-3620-447f-9265-704d607359cc", + CellID->505600423] }, Open ]], Cell[CellGroupData[{ -Cell[49430, 1501, 496, 14, 29, "Input",ExpressionUUID->"2d819bab-a2a4-4da4-b14a-5ec5c4b6e901", - CellID->2106863009], -Cell[49929, 1517, 7583, 131, 57, "Output",ExpressionUUID->"b908f368-f181-4ded-a2d7-89c0eb4f655a", - CellTags->"RasterizedOutput", - CellID->1108221379] +Cell[79717, 2126, 226, 5, 70, "Input",ExpressionUUID->"40b02826-752e-4ae8-95ea-179270c2e9f3", + CellID->2050277871], +Cell[79946, 2133, 105345, 1894, 70, "Output",ExpressionUUID->"c0d17694-4fa3-4f4a-bd52-99cb7b14572c", + CellID->1280188410] }, Open ]], -Cell[57527, 1651, 202, 4, 70, "ExampleText",ExpressionUUID->"898f20d4-ec4d-475b-8313-0ce32ddeab36", - CellID->832921913], Cell[CellGroupData[{ -Cell[57754, 1659, 188, 4, 70, "Input",ExpressionUUID->"2cf38f17-b72c-49a1-a7c0-e8119ef2ffaa", - CellID->989849518], -Cell[57945, 1665, 7401, 172, 70, "Output",ExpressionUUID->"8da04508-42d5-4731-9559-b8af452d5ccb", - CellID->1771562390] +Cell[185328, 4032, 211, 5, 70, "Input",ExpressionUUID->"c5293659-682b-4426-a77a-d988ab35e6dc", + CellID->1435372747], +Cell[185542, 4039, 145, 2, 37, "Output",ExpressionUUID->"a0b20e8f-4cfa-4836-a1d7-ecc22d5d1b2f", + CellID->1208555326] }, Open ]], -Cell[65361, 1840, 169, 3, 70, "ExampleText",ExpressionUUID->"e522c682-052a-4aaa-b63d-2e7f0d9e59ab", - CellID->18350583], Cell[CellGroupData[{ -Cell[65555, 1847, 382, 10, 70, "Input",ExpressionUUID->"0894c3d2-133a-4e1e-a1ce-b06398b930f4", - CellID->1232762840], -Cell[65940, 1859, 3777, 100, 232, "Output",ExpressionUUID->"b3fd84f9-c62b-42ac-b909-8aab0d4dea74", - CellID->520375262] +Cell[185724, 4046, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"b2fed23c-b074-4fc3-bf0c-c3dc4f1e985b", + CellID->1161971100], +Cell[CellGroupData[{ +Cell[185992, 4055, 430, 11, 70, "Input",ExpressionUUID->"d461ee66-2efb-481a-a190-0bebf51a4c69", + CellID->2118569378], +Cell[186425, 4068, 1282, 29, 55, "Output",ExpressionUUID->"04cd2a47-8a91-4e19-a839-1ce2cccf9b6b", + CellID->443444915], +Cell[187710, 4099, 145, 2, 37, "Output",ExpressionUUID->"b8885066-8257-4849-8375-a11833d4cc65", + CellID->1210431315] }, Open ]], -Cell[69732, 1962, 176, 3, 70, "ExampleText",ExpressionUUID->"155db052-c481-4807-82e0-33a586c57351", - CellID->363488900], Cell[CellGroupData[{ -Cell[69933, 1969, 579, 17, 70, "Input",ExpressionUUID->"f4ffe248-32da-4c06-9b1f-8a01d10e9366", - CellID->1176894764], -Cell[70515, 1988, 8208, 166, 184, "Output",ExpressionUUID->"0884371b-9b00-497c-935c-42580edd0f72", - CellID->349793711] +Cell[187892, 4106, 611, 16, 70, "Input",ExpressionUUID->"4635b589-0515-479f-8881-4c138f478f1b", + CellID->2027165289], +Cell[188506, 4124, 1951, 42, 72, "Output",ExpressionUUID->"9bd54554-97ba-49af-a1c9-fcb7f7d9edba", + CellID->1652980841], +Cell[190460, 4168, 145, 2, 37, "Output",ExpressionUUID->"90c518fa-c703-4412-9086-e412b1176ebb", + CellID->1800537095] }, Open ]], -Cell[78738, 2157, 240, 4, 70, "ExampleText",ExpressionUUID->"16a59e83-50a7-4e50-84b9-85dd07c5f1c0", - CellID->524586804], -Cell[78981, 2163, 1147, 37, 70, "ExampleText",ExpressionUUID->"ede89c92-ae53-44ba-b5c6-d5b2a9afbea3", - CellID->1319797561], Cell[CellGroupData[{ -Cell[80153, 2204, 676, 21, 70, "Input",ExpressionUUID->"128a8b68-8042-443b-90ce-b830106660d1", - CellID->1059257203], -Cell[80832, 2227, 2727, 59, 104, "Output",ExpressionUUID->"21010b28-11c3-4396-8781-1a28cd40825b", - CellID->1542649436], -Cell[83562, 2288, 2640, 58, 108, "Output",ExpressionUUID->"d44b7077-345a-4b16-bc79-74f3a1f18794", - CellID->739000621] +Cell[190642, 4175, 235, 6, 70, "Input",ExpressionUUID->"8bedc75f-aa66-424c-832f-10b4317672cf", + CellID->548232623], +Cell[190880, 4183, 322, 7, 37, "Output",ExpressionUUID->"4a9a8320-96f0-4270-a3b8-1629e4b4568b", + CellID->448812766] }, Open ]], -Cell[86217, 2349, 869, 20, 70, "ExampleText",ExpressionUUID->"ce0be207-0b3f-4d0d-a1c8-c471c8f7e61e", - CellID->1553546489], -Cell[87089, 2371, 4125, 99, 70, "ExampleText",ExpressionUUID->"4bd1a5dc-b3e8-4f82-9853-3b5dbc0a6cbf", - CellID->1004587520], -Cell[91217, 2472, 213, 4, 70, "ExampleText",ExpressionUUID->"db413a85-f001-49d7-be53-0c7936409e9b", - CellID->706653800], Cell[CellGroupData[{ -Cell[91455, 2480, 1009, 30, 70, "Input",ExpressionUUID->"90ab5065-0668-4f30-82d1-6b1fd58bc06f", - CellID->288901277], -Cell[92467, 2512, 139259, 2504, 70, "Output",ExpressionUUID->"cb892db8-18be-4a11-8d5d-5677fc57731a", - CellID->635757137] +Cell[191239, 4195, 185, 4, 70, "Input",ExpressionUUID->"fca3fc96-9710-4f90-8601-cae8e3512355", + CellID->983743537], +Cell[191427, 4201, 12921, 268, 70, "Output",ExpressionUUID->"3d457a14-c998-42bb-bb80-d6cdf7971a01", + CellID->1798278012] }, Open ]], -Cell[231741, 5019, 208, 4, 70, "ExampleText",ExpressionUUID->"3793105a-1ac3-4f32-b6eb-b689e7e568ad", - CellID->1319964621], Cell[CellGroupData[{ -Cell[231974, 5027, 261, 7, 70, "Input",ExpressionUUID->"54b55138-df0f-4a68-882c-0fbb432e6778", - CellID->667235213], -Cell[232238, 5036, 148, 2, 37, "Output",ExpressionUUID->"3a865303-da13-4b61-ba0a-bed95de5bbd6", - CellID->320135365] +Cell[204385, 4474, 188, 4, 70, "Input",ExpressionUUID->"244c47fa-3871-403a-8aaa-476bf6fffd71", + CellID->626721324], +Cell[204576, 4480, 11645, 275, 101, "Output",ExpressionUUID->"28e03b43-8963-406a-b3ac-d9a3b28524ff", + CellID->1186028784] +}, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[232423, 5043, 439, 12, 70, "Input",ExpressionUUID->"aeb0eb23-e795-4746-af39-3ed3e8f760a0", - CellID->166531671], -Cell[232865, 5057, 42507, 806, 70, "Output",ExpressionUUID->"a9f83c45-7844-41c1-b0e2-0187b8c5a9f4", - CellID->19298252] +Cell[216270, 4761, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"65ba42b5-887f-41fd-9b4f-e5fb7c2aee6f", + CellID->182858180], +Cell[CellGroupData[{ +Cell[216537, 4770, 295, 8, 70, "Input",ExpressionUUID->"80953c97-3b68-4a4b-bc03-b46042bc4ca2", + CellID->1099794870], +Cell[216835, 4780, 435, 14, 37, "Output",ExpressionUUID->"3b0c2932-736d-4b0b-87bc-524710277de2", + CellID->950059738] }, Open ]], Cell[CellGroupData[{ -Cell[275409, 5868, 359, 10, 70, "Input",ExpressionUUID->"ef58f817-248f-4754-ad13-8150a2b644ca", - CellID->995560812], -Cell[275771, 5880, 66045, 1236, 70, "Output",ExpressionUUID->"fb61cd6b-ccf1-4bce-9abb-3da0f06fcaf5", - CellID->1072212266] +Cell[217307, 4799, 254, 6, 70, "Input",ExpressionUUID->"8eff369b-2e7b-4735-8a6a-54fb65faae46", + CellID->404489183], +Cell[217564, 4807, 145, 2, 37, "Output",ExpressionUUID->"ff3629e6-6085-4b92-9951-e9b849b3e8f0", + CellID->2127703793] }, Open ]], Cell[CellGroupData[{ -Cell[341853, 7121, 381, 11, 70, "Input",ExpressionUUID->"df724cb4-111d-4d8b-88d5-b0f4af433b7e", - CellID->185878624], -Cell[342237, 7134, 81724, 1505, 70, "Output",ExpressionUUID->"28944c0a-26d5-46d9-92f9-c6084cb39031", - CellID->815330324] +Cell[217746, 4814, 256, 6, 70, "Input",ExpressionUUID->"24bdafcd-fe19-4d4d-bc70-18dd17891f88", + CellID->545334982], +Cell[218005, 4822, 145, 2, 37, "Output",ExpressionUUID->"4c39d84b-b2cb-4308-a653-209891b3a16c", + CellID->1778124953] +}, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[423998, 8644, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"e163491c-ee73-404e-9eb4-c1d904e9127c", +Cell[218199, 4830, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"e163491c-ee73-404e-9eb4-c1d904e9127c", CellID->440779907], -Cell[424243, 8651, 436, 12, 70, "ExampleText",ExpressionUUID->"9f9ca320-cf7c-4f0b-8f61-2bb73a22f616", +Cell[218444, 4837, 209, 5, 70, "Input",ExpressionUUID->"53e8c29c-65a4-4cd3-8f9a-e782bf371ac2", + CellID->1098298236], +Cell[218656, 4844, 436, 12, 70, "ExampleText",ExpressionUUID->"9f9ca320-cf7c-4f0b-8f61-2bb73a22f616", CellID->2074367527], Cell[CellGroupData[{ -Cell[424704, 8667, 490, 15, 70, "Input",ExpressionUUID->"c3167e9e-ade6-43f9-a4c6-32def9cc871d", +Cell[219117, 4860, 486, 15, 70, "Input",ExpressionUUID->"c3167e9e-ade6-43f9-a4c6-32def9cc871d", CellID->2051354619], -Cell[425197, 8684, 172557, 3036, 70, "Output",ExpressionUUID->"1ce8d112-4e76-452c-89bd-cf9a55b8db6d", - CellID->536292065], -Cell[597757, 11722, 171, 4, 37, "Output",ExpressionUUID->"509774fd-764f-43f4-97e2-2dd86f013e18", - CellID->471869996] +Cell[219606, 4877, 132450, 2331, 70, "Output",ExpressionUUID->"7ab6c78f-4d54-479f-99e7-6db4e9e3f33e", + CellID->39353482], +Cell[352059, 7210, 172, 4, 37, "Output",ExpressionUUID->"aa1c1961-8751-4e6c-a33d-a22f5ade8219", + CellID->2136492345] }, Open ]], -Cell[597943, 11729, 945, 30, 70, "Input",ExpressionUUID->"872cdc42-4f67-4c49-9cf6-8e3ccaa6b09d", +Cell[352246, 7217, 961, 30, 70, "Input",ExpressionUUID->"872cdc42-4f67-4c49-9cf6-8e3ccaa6b09d", CellID->656648196], Cell[CellGroupData[{ -Cell[598913, 11763, 357, 11, 70, "Input",ExpressionUUID->"a45cbbcd-fcd2-4310-b7ad-fe3cdce98ba4", +Cell[353232, 7251, 362, 11, 70, "Input",ExpressionUUID->"a45cbbcd-fcd2-4310-b7ad-fe3cdce98ba4", CellID->508730283], -Cell[599273, 11776, 1003, 29, 40, "Output",ExpressionUUID->"be9b8119-f8b0-41a3-8160-9e6b1340baec", - CellID->654846284] +Cell[353597, 7264, 1003, 29, 40, "Output",ExpressionUUID->"259df09b-ce09-44b2-820f-b9564c29b24d", + CellID->120119998] }, Open ]], Cell[CellGroupData[{ -Cell[600313, 11810, 207, 5, 70, "Input",ExpressionUUID->"1f771229-20ae-4236-8994-c2d4580f77ce", +Cell[354637, 7298, 204, 5, 70, "Input",ExpressionUUID->"1f771229-20ae-4236-8994-c2d4580f77ce", CellID->1688977281], -Cell[600523, 11817, 172558, 3036, 70, "Output",ExpressionUUID->"42ae4d1a-4816-4909-96ee-ae169ac7d5ab", - CellID->1409403805] +Cell[354844, 7305, 132452, 2331, 70, "Output",ExpressionUUID->"683c32a5-6e16-4f22-9e44-310504097525", + CellID->1057453787] }, Open ]], Cell[CellGroupData[{ -Cell[773118, 14858, 180, 4, 70, "Input",ExpressionUUID->"d83ea201-a058-49a8-bc17-54205869303b", +Cell[487333, 9641, 180, 4, 70, "Input",ExpressionUUID->"d83ea201-a058-49a8-bc17-54205869303b", CellID->2090681696], -Cell[773301, 14864, 130, 2, 37, "Output",ExpressionUUID->"b5b9c16f-b4ad-4977-be58-5946326108ff", - CellID->1262827013] -}, Open ]], -Cell[CellGroupData[{ -Cell[773468, 14871, 295, 8, 70, "Input",ExpressionUUID->"80953c97-3b68-4a4b-bc03-b46042bc4ca2", - CellID->1099794870], -Cell[773766, 14881, 434, 14, 37, "Output",ExpressionUUID->"0c1c4078-7aed-4248-b78e-c4cd21fe5baf", - CellID->97649317] -}, Open ]], -Cell[CellGroupData[{ -Cell[774237, 14900, 250, 6, 70, "Input",ExpressionUUID->"8eff369b-2e7b-4735-8a6a-54fb65faae46", - CellID->404489183], -Cell[774490, 14908, 145, 2, 37, "Output",ExpressionUUID->"708dcd4f-3954-4995-b49d-3a64c33cedbf", - CellID->1832394478] -}, Open ]], -Cell[CellGroupData[{ -Cell[774672, 14915, 256, 6, 70, "Input",ExpressionUUID->"24bdafcd-fe19-4d4d-bc70-18dd17891f88", - CellID->545334982], -Cell[774931, 14923, 145, 2, 37, "Output",ExpressionUUID->"bc44e904-5585-4ba6-83b4-90e3d8758ff9", - CellID->2085321814] +Cell[487516, 9647, 130, 2, 37, "Output",ExpressionUUID->"d511ae8f-4b5b-4e91-bd43-b7b34a8275b0", + CellID->1698716306] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[775330, 14935, 2856, 78, 70, "SeeAlsoSection",ExpressionUUID->"fc7eac88-1113-4a1f-bd9e-a8b5c98b51e0"], -Cell[778189, 15015, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"baf128f1-c9dd-4af6-aa2f-11824fb5efa9"], -Cell[779276, 15045, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"bdee18a4-6224-4473-af7f-259241e58e3d"], -Cell[780319, 15074, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"7e9ca3e0-9429-4957-a926-bba833dc8490"], -Cell[782401, 15133, 78, 0, 70, "FooterCell",ExpressionUUID->"b8a26e1d-b1fa-4825-aa2e-5b13b1f33540"] +Cell[487900, 9659, 3363, 92, 70, "SeeAlsoSection",ExpressionUUID->"69ce0643-9c39-47e3-a53e-809802d94824"], +Cell[491266, 9753, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"c22bdf1f-d99a-4e35-81d9-16fb1b0fad16"], +Cell[492353, 9783, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"179692d7-b0f9-42d1-9e5f-228f4f7cac99"], +Cell[493396, 9812, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"8ca675fc-640e-4971-aa96-b94dfb18c651"], +Cell[495478, 9871, 78, 0, 70, "FooterCell",ExpressionUUID->"6bf6d828-c4c5-4659-b377-9eb2b02dbd55"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/WickUnitary.nb b/Q3/Documentation/English/ReferencePages/Symbols/WickUnitary.nb index ce34035e1..c6ed38468 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/WickUnitary.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/WickUnitary.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 173340, 3559] -NotebookOptionsPosition[ 167129, 3431] -NotebookOutlinePosition[ 169443, 3489] -CellTagsIndexPosition[ 169356, 3484] +NotebookDataLength[ 307540, 6717] +NotebookOptionsPosition[ 295136, 6468] +NotebookOutlinePosition[ 297914, 6533] +CellTagsIndexPosition[ 297827, 6528] WindowTitle->WickUnitary WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "a0bde11f-81ec-433a-bc1f-286790cdd969"], + "2e7e102d-6e69-41ca-8b50-94fa3f5dbed8"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "bec6893b-adad-4f06-ac65-2a5f2ad2346a"], + "31f7a271-8fbb-498f-ae24-0ab59373bed9"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "926445f6-fb59-46c4-8a0b-e4d94bd959c6"] - }],ExpressionUUID->"b8e0d9f0-ced1-4eed-8f04-6291c5c3f881"], + "34b7cc7b-c4d6-4bbe-a732-2b8858b050c2"] + }],ExpressionUUID->"031c9ee9-651d-4015-958f-a3a70bb03ac3"], StripOnInput->False],{ "\"WickState\"" :> Documentation`HelpLookup["paclet:Q3/ref/WickState"], @@ -66,7 +66,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "bee5d34c-b486-4be0-98d1-9bb3a2497505"], + "ab0ee994-c7dd-4200-a6e3-5ed18f4b34d4"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -85,8 +85,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "c9155e1e-82be-497a-a4c0-fc4b60e46ca6"] - }],ExpressionUUID->"fb780aa2-5b4f-4484-acae-03831853eb73"], + "c8cb5783-bcfb-4a6d-a091-e0044c38cfbe"] + }],ExpressionUUID->"b5273c42-c4e9-46f4-95b4-4393a0a3ef87"], StripOnInput->False],{ "\"Quantum Many-Body Systems\"" :> Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], @@ -96,7 +96,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "c5879023-56ad-4f17-b587-b0d6c1756ec4"], + "3e8691db-3b30-48cd-aaf8-482871bfe5fa"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -115,8 +115,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "8b4ad82d-9871-481c-891a-2a00a661c9d5"] - }],ExpressionUUID->"ae5bc11c-4d07-4593-871f-fdda452777d9"], + "be8445f3-011f-488b-9165-024e61ea34cc"] + }],ExpressionUUID->"ec2f0e69-2c54-450a-a924-0e4fb3057683"], StripOnInput->False],{ "\"Quantum Many-Body Systems with Q3\"" :> Documentation`HelpLookup[ @@ -127,7 +127,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "e4efa232-7423-4d97-b65a-a80ccf7cfab2"], + "cf3a8d1b-54be-4705-a05c-c866125297e7"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -146,8 +146,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "45064085-f907-4532-b165-31a696d27d50"] - }],ExpressionUUID->"8632f284-06bd-4965-b692-2cd2377140ab"], + "a3c030c4-086b-46e2-8526-55fdae776235"] + }],ExpressionUUID->"2021e334-6cc0-439d-89e4-ace48afab0f4"], StripOnInput->False],{ "\"Q3/ref/WickUnitary\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -184,14 +184,14 @@ html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "2e479355-d97e-49f0-bee6-174159828e6f"] + "7fd2e6d6-b115-4f76-929d-cd9f78f497db"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "3e9598ba-9980-42b8-a46f-0087781b3e70"]} + "92fe11aa-3bfd-44cc-9862-dd60f9c2b5b5"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"ec3873bc-42ae-46ba-9822-7de5c07ac491"], + CellID->1,ExpressionUUID->"191b6470-912c-4e8a-816b-38d4c0011a3c"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"38de2a90-35d0-41b2-88a2-20f5bc6362d6"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"3626a236-d5c1-47a2-be1e-0528845e0c5e"], Cell[CellGroupData[{ @@ -199,14 +199,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "WickUnitary", "ObjectName",ExpressionUUID-> - "b1329fd3-0b01-4111-ae0c-3835d633aacf"], + "c1a744fe-f90b-4254-9e6e-d7e2cabab09d"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"4c36481e-827f-4935-9f43-9cca72b23625"], + "Spacer1"]],ExpressionUUID->"7d07ac0b-7ea6-4851-90b4-ff7d9a4a5a3b"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "207fa1cf-4297-411d-bc4a-b54904fc260e"] - }],ExpressionUUID->"75844ebc-3dd2-4e7b-9b2d-be271687bcd6"], Cell[BoxData[ + "7df989c7-a50c-455a-ae59-bb83af2990e8"] + }],ExpressionUUID->"3194ab81-1543-419a-8659-40fb298139a0"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -231,9 +231,9 @@ Cell[BoxData[GridBox[{ "New in 14", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "5ad7f318-eb6e-4582-8ae4-f9c71d05beb2"]} + "f6a0dcf7-76e1-4af9-b76f-6a6af89c24b4"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"94c35232-f8af-42dd-aaa8-8c633782f869"], + CacheGraphics->False,ExpressionUUID->"5b832ff6-9286-43f2-af75-01d3f970c6c3"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -279,7 +279,170 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "bcf402ac-61fe-4eeb-b099-10a7c78bc230"], " in the Nambu space describing a Bogoliubov-de Gennes transformation." - }],ExpressionUUID->"bad3cbb8-175b-4c58-a0e6-13bbc458da2c"]} + }],ExpressionUUID->"4798c8e4-173b-4d10-b0e3-d9c3796c1819"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["u", "TI"], ",", + StyleBox["v", "TI"]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"]}], "}"}]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "a5ad0299-2334-4fa8-bd5e-239a5ab7044c"], + "\[LineSeparator]indicates that the corresponding operator acts on \ +qubits ", + Cell[BoxData[ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"]}], "}"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "50440ebb-93cc-4978-a3f1-2d1f94021220"], + "." + }],ExpressionUUID->"4ffda13f-62b2-4639-9185-a9a2d94d6ef7"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["mat", "TI"], ",", + StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "01ab2c1a-3a78-4fec-91b2-d0b1247053f5"], + "\[LineSeparator]returns ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + StyleBox["u", "TI"], ",", + StyleBox["v", "TI"]}], "}"}], ",", + StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "754a8c20-45ca-4c59-83e4-3b2910b1abda"], + " with ", + Cell[BoxData[ + StyleBox["u", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "cb544eb9-436d-4892-b77c-5010d571e818"], + " and ", + Cell[BoxData[ + StyleBox["v", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "9646b088-9878-4219-8ba2-b5138b4e6d2e"], + " taken from the ", + Cell[BoxData[ + RowBox[{ + StyleBox["n", "TI"], "\[Times]", + StyleBox["n", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "10681140-7f06-45e3-8fc6-5676b4a3857d"], + " upper-left and upper-right blocks of the ", + Cell[BoxData[ + RowBox[{"2", + StyleBox["n", "TI"], "\[Times]", "2", + StyleBox["n", "TI"]}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "f82aade3-3034-4bb0-bd1e-f5781796d9c8"], + " Bogoliubov-de Gennes transformation matrix ", + Cell[BoxData[ + StyleBox["mat", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "9e62cd61-a54e-46b3-8600-1868691e43f0"], + "." + }],ExpressionUUID->"09999eaf-b7dd-4af9-85b6-4aa4b54923b5"]}, + {"", Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{"1", ",", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["n", "TI"]]}], "}"}]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "5759be12-e13e-41a3-956e-0a0729bfe9a9"], + "\[LineSeparator]is equivalent to ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["I", "TI"], + StyleBox[ + RowBox[{"n", "\[Times]", "n"}], "TI"]], ",", + SubscriptBox[ + StyleBox["0", "TI"], + StyleBox[ + RowBox[{"n", "\[Times]", "n"}], "TI"]]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["1", "TR"]], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["2", "TR"]], ",", + StyleBox["\[Ellipsis]", "TR"], ",", + SubscriptBox[ + StyleBox["c", "TI"], + StyleBox["n", "TI"]]}], "}"}]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "1f4bbc04-e282-44d4-a9db-189be9192e9e"], + "." + }],ExpressionUUID->"c95c1738-0157-447e-8adf-857de6805f6f"]} }]], "Usage", CellID->249716178,ExpressionUUID->"65c38809-747b-4d99-b4c8-b9c8c2fa70a4"] }, Open ]], @@ -312,12 +475,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"e6868aeb-2934-46af-9868-5548c3489b88"], + ExpressionUUID->"8262a954-505a-4fb4-95b1-cc9e9338df63"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"4e100c41-f99f-4f74-b715-b56bdec6c7fc"], + "Spacer1"]],ExpressionUUID->"91123716-2396-41a1-947a-7ba749d31963"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"57d47c18-9ef2-4880-a460-5e195e7f220f"], + }], "NotesFrameText",ExpressionUUID->"1d511005-1430-4fee-a7f1-e9bd9138a44e"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -328,12 +491,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"42c0f041-4914-4e6c-afc2-4f52664895bf"]], \ + "Preemptive"]],ExpressionUUID->"641de44e-dc4e-4c95-8669-0845f86d641b"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1713996128,ExpressionUUID->"f90aaaba-276b-4811-8aa1-5a69a99fab03"], + CellID->693413468,ExpressionUUID->"c42f1516-df64-4104-9077-e9f8896a6d0c"], Cell[TextData[{ "A Bogoliubov-de Gennes transformation is defined by\[LineSeparator]\t", @@ -378,7 +541,63 @@ structure for any unitary matrix ", "9f463cb2-d299-4b1a-87b0-b26fc01b4a85"], " in the Nambu space." }], "Notes", - CellID->796757408,ExpressionUUID->"620ea185-47f8-4593-8916-8b22fac3d16d"] + CellID->796757408,ExpressionUUID->"620ea185-47f8-4593-8916-8b22fac3d16d"], + +Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + StyleBox["mat", "TI"], ",", + StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "1bf6a764-6c4c-4795-9b67-cfe1d4fb084a"], + " does not check if ", + Cell[BoxData[ + StyleBox["mat", "TI"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "66bb835f-164d-44df-a6f1-f91c44be3027"], + " is a proper ", + StyleBox["Bogoliubov-de Gennes transformation matrix", + FontSlant->"Italic"], + "." +}], "Notes", + CellID->553348904,ExpressionUUID->"bd039037-6d5d-4166-8721-430362cc1894"], + +Cell[TextData[{ + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["Matrix"]], "paclet:Q3/ref/Matrix", "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + RowBox[{ + RowBox[{"WickUnitary", "[", + StyleBox["\[Ellipsis]", "TR"], "]"}], ",", + StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "ce1b8421-a222-4669-98c9-241c828c23d9"], + " returns the matrix representation of ", + Cell[BoxData[ + RowBox[{ + TemplateBox[{ + Cell[ + TextData["WickUnitary"]], "paclet:Q3/ref/WickUnitary", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"], "[", + StyleBox["\[Ellipsis]", "TR"], "]"}]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "0fc1a2cc-48dc-4439-bb8c-96451fcb0c9d"], + "." +}], "Notes", + CellID->1164815049,ExpressionUUID->"3283cf6c-0fea-40af-9592-64617e4d177a"] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], @@ -409,19 +628,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "ef718922-c8f8-4e81-ac80-b6717e6dd314"], + "aaa8c25c-5139-4af6-bf61-a5deda49ecad"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"fddd0e12-8119-48df-b015-46c2e5bd2646"], + "Spacer1"]],ExpressionUUID->"3ce67558-5610-41ef-a2ec-419bb5243a46"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "bbede491-8275-4d5b-ac3f-1bdf02f408ad"] + Cell["(3)", "ExampleCount",ExpressionUUID-> + "29d241f7-02b4-4457-93a6-d45dd3273f11"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->787282438,ExpressionUUID->"b77615b5-449a-4e9a-a4de-2d0f4a34bbdc"], + CellID->1953888054,ExpressionUUID->"2ac8b364-ec24-4bf1-9c13-56f0b3206bc3"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -455,18 +674,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "109fe72b-8605-4c42-986b-defa24665c72"], + "bab4d583-2b0f-4845-94b6-e9e0d546840a"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"e4483dc7-e8ef-451d-a5cc-a2db694c2562"], + "Spacer1"]],ExpressionUUID->"e641a336-f2cd-4ca2-8b03-e7830f95208a"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", - Cell["(1)", "ExampleCount",ExpressionUUID-> - "3ef901e6-6c5f-433d-a1cd-f9884ed5f18c"] + Cell["(2)", "ExampleCount",ExpressionUUID-> + "5d7ccd4b-938c-4174-abc3-253208ea5b64"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->1209186299,ExpressionUUID->"9dfdf9d0-a79b-471e-83a7-67e8f60ce78d"], + CellID->1824077301,ExpressionUUID->"8c106564-6ee8-4c68-af16-ed81446ae0e3"], Cell[BoxData[ RowBox[{"Let", "[", @@ -511,7 +730,7 @@ Cell[BoxData[ "RowWithSeparators"]], $CellContext`c[4]]}], "}"}]], "Output", CellLabel->"Out[2]=", - CellID->655389814,ExpressionUUID->"6dc6f68e-542d-4abe-9b63-3eec44dbc3c1"] + CellID->551922912,ExpressionUUID->"ecf0552c-8d22-411e-a6c9-fd46f922644f"] }, Open ]], Cell["Construct an initial Wick state.", "ExampleText", @@ -570,7 +789,7 @@ Cell[BoxData[ Ket[<|$CellContext`c[1] -> 1, $CellContext`c[2] -> 0, $CellContext`c[3] -> 1, $CellContext`c[4] -> 0|>]]], "Output", CellLabel->"Out[3]=", - CellID->904251707,ExpressionUUID->"28070342-7880-4234-84f4-caf2391abbc3"], + CellID->902967026,ExpressionUUID->"4c6d931f-d069-4e51-94fa-b803e5e9a796"], Cell[BoxData[ InterpretationBox[ @@ -712,7 +931,7 @@ Cell[BoxData[ TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuTransforms", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, @@ -731,13 +950,11 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["1", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -770,19 +987,17 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["1", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -1378,165 +1593,23 @@ MHsB6BbE9A== SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[3]=", - CellID->16669730,ExpressionUUID->"ad959044-9ec1-474f-b1c0-ecd9d4254a4f"] + CellID->2047356280,ExpressionUUID->"8f839619-d00a-4e77-a317-da815b970c59"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ - RowBox[{"barU", "=", - RowBox[{"RandomUnitary", "[", - RowBox[{"2", "*", "$n"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"u", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$n"}], ",", - RowBox[{";;", "$n"}]}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"v", "=", - RowBox[{"barU", "[", - RowBox[{"[", - RowBox[{ - RowBox[{";;", "$n"}], ",", - RowBox[{ - RowBox[{"$n", "+", "1"}], ";;"}]}], "]"}], "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{"MatrixForm", "/@", - RowBox[{"{", - RowBox[{"u", ",", "v"}], "}"}]}]}], "Input", - CellProlog:>Needs["Q3`"], - CellLabel->"In[4]:=", - CellID->959326764,ExpressionUUID->"5d7e40bc-1957-48c7-a4d7-8da9f72b1920"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{ - RowBox[{"-", "0.13552286008091663`"}], "+", - RowBox[{"0.1631688448819127`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2288199740753986`"}], "-", - RowBox[{"0.2772525009480243`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.21652056533084504`", "\[VeryThinSpace]", "-", - RowBox[{"0.1418201244649567`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.4157897884165153`", "\[VeryThinSpace]", "-", - RowBox[{"0.2535360089407239`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.28940129740070364`", "\[VeryThinSpace]", "+", - RowBox[{"0.24099761643765102`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.36831834438456457`"}], "-", - RowBox[{"0.24717872622525366`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.009654389489148258`"}], "+", - RowBox[{"0.13057030282496632`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.04460841158899733`"}], "+", - RowBox[{"0.29352392581277864`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.22035411096507465`", "\[VeryThinSpace]", "+", - RowBox[{"0.07880135599540865`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.18953102664789317`", "\[VeryThinSpace]", "-", - RowBox[{"0.00020151823708802855`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.007065363989791493`", "\[VeryThinSpace]", "+", - RowBox[{"0.2389402380844696`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.456345471109213`", "\[VeryThinSpace]", "+", - RowBox[{"0.40300560629154947`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{ - RowBox[{"-", "0.3866292802922869`"}], "+", - RowBox[{"0.4470180175722592`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.08680677193578629`", "\[VeryThinSpace]", "+", - RowBox[{"0.09806461447899606`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.03355189269205165`", "\[VeryThinSpace]", "-", - RowBox[{"0.25456189977956584`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.05142733365930485`"}], "-", - RowBox[{"0.00219875053363165`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]], ",", - TagBox[ - RowBox[{"(", "\[NoBreak]", GridBox[{ - { - RowBox[{"0.12067952900874682`", "\[VeryThinSpace]", "+", - RowBox[{"0.04116138950815775`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.10093398408544699`"}], "+", - RowBox[{"0.4495751783317254`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2882815188717653`", "\[VeryThinSpace]", "-", - RowBox[{"0.07096406148815244`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3669952575453372`", "\[VeryThinSpace]", "+", - RowBox[{"0.26501928932070257`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.2939998311063292`", "\[VeryThinSpace]", "+", - RowBox[{"0.08139528411403701`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.1342832248007521`", "\[VeryThinSpace]", "-", - RowBox[{"0.14737140471631413`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.0053710313780346575`", "\[VeryThinSpace]", "-", - RowBox[{"0.506644604045372`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.2986350893400674`"}], "+", - RowBox[{"0.27822898495910586`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.02987308980911341`", "\[VeryThinSpace]", "+", - RowBox[{"0.26793845870743593`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.45643549527722865`", "\[VeryThinSpace]", "+", - RowBox[{"0.16894180809617484`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.11402827441880253`"}], "+", - RowBox[{"0.10767878592139894`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.2267030976039193`", "\[VeryThinSpace]", "-", - RowBox[{"0.3097672015645137`", " ", "\[ImaginaryI]"}]}]}, - { - RowBox[{"0.23741972865840502`", "\[VeryThinSpace]", "+", - RowBox[{"0.16474100867881772`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.3214618296211267`", "\[VeryThinSpace]", "-", - RowBox[{"0.33154899270537463`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"-", "0.23632936999700055`"}], "+", - RowBox[{"0.2831783314173388`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.11453562970888315`", "\[VeryThinSpace]", "+", - RowBox[{"0.3450121634108585`", " ", "\[ImaginaryI]"}]}]} - }, - GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, - GridBoxSpacings->{"Columns" -> { - Offset[0.27999999999999997`], { - Offset[0.7]}, - Offset[0.27999999999999997`]}, "Rows" -> { - Offset[0.2], { - Offset[0.4]}, - Offset[0.2]}}], "\[NoBreak]", ")"}], - Function[BoxForm`e$, - MatrixForm[BoxForm`e$]]]}], "}"}]], "Output", - CellLabel->"Out[4]=", - CellID->1777697482,ExpressionUUID->"c810817e-3346-4696-b4d6-12f3a7161985"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"op", "=", + RowBox[{"SeedRandom", "[", "344", "]"}], ";"}], "\[IndentingNewLine]", + RowBox[{"wu", "=", RowBox[{"WickUnitary", "[", - RowBox[{"{", - RowBox[{"u", ",", "v"}], "}"}], "]"}]}]], "Input", + RowBox[{ + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}], ",", "cc"}], + "]"}]}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[5]:=", - CellID->1653468100,ExpressionUUID->"04b1aead-3848-4fde-ba7b-5abdc4481cd9"], + CellLabel->"In[4]:=", + CellID->1722100569,ExpressionUUID->"cf25ea33-ea96-4431-a897-2755e7aa722c"], Cell[BoxData[ InterpretationBox[ @@ -1560,9 +1633,27 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -1595,9 +1686,27 @@ Cell[BoxData[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox["\"Type: \"", "SummaryItemAnnotation"], + TagBox["\"Target: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", - TagBox["\"Nambu\"", "SummaryItem"]}]}, { + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -1684,67 +1793,70 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.13552286008091663`"}], "+", - RowBox[{"0.1631688448819127`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.2288199740753986`"}], "-", - RowBox[{"0.2772525009480243`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.21652056533084504`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.1418201244649567`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4157897884165153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2535360089407239`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.23457353803352107`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.28940129740070364`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.24099761643765102`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.36831834438456457`"}], "-", - RowBox[{"0.24717872622525366`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.009654389489148258`"}], "+", - RowBox[{"0.13057030282496632`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04460841158899733`"}], "+", + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.29352392581277864`", " ", + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.22035411096507465`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.07880135599540865`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18953102664789317`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00020151823708802855`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.007065363989791493`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2389402380844696`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.456345471109213`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.40300560629154947`", " ", + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3866292802922869`"}], "+", - RowBox[{"0.4470180175722592`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.08680677193578629`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09806461447899606`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.03355189269205165`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.25456189977956584`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.05142733365930485`"}], "-", + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.00219875053363165`", " ", + RowBox[{"0.0064801759065640846`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -1766,22 +1878,22 @@ Cell[BoxData[ BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.13552286008091663`, 0.1631688448819127], - Complex[-0.2288199740753986, -0.2772525009480243], - Complex[0.21652056533084504`, -0.1418201244649567], - Complex[0.4157897884165153, -0.2535360089407239]}, { - Complex[0.28940129740070364`, 0.24099761643765102`], - Complex[-0.36831834438456457`, -0.24717872622525366`], - Complex[-0.009654389489148258, 0.13057030282496632`], - Complex[-0.04460841158899733, 0.29352392581277864`]}, { - Complex[0.22035411096507465`, 0.07880135599540865], - Complex[0.18953102664789317`, -0.00020151823708802855`], - Complex[0.007065363989791493, 0.2389402380844696], - Complex[0.456345471109213, 0.40300560629154947`]}, { - Complex[-0.3866292802922869, 0.4470180175722592], - Complex[0.08680677193578629, 0.09806461447899606], - Complex[0.03355189269205165, -0.25456189977956584`], - Complex[-0.05142733365930485, -0.00219875053363165]}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, Selectable -> False, Editable -> False, SelectWithContents -> True], ",", InterpretationBox[ @@ -1858,75 +1970,71 @@ Cell[BoxData[ RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.12067952900874682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.04116138950815775`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10093398408544699`"}], "+", - RowBox[{"0.4495751783317254`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2882815188717653`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.07096406148815244`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.041631922493370985`"}], "+", + RowBox[{"0.0010750823513930262`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3669952575453372`", "\[VeryThinSpace]"}], "+", + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.26501928932070257`", " ", + RowBox[{"0.10357350309400706`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2939998311063292`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.08139528411403701`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.1342832248007521`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.14737140471631413`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0003106339104423192`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0053710313780346575`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.506644604045372`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2986350893400674`"}], "+", + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.27822898495910586`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.02987308980911341`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26793845870743593`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.45643549527722865`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.16894180809617484`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.11402827441880253`"}], "+", - RowBox[{"0.10767878592139894`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2267030976039193`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.477714973305623`"}], "+", - RowBox[{"0.3097672015645137`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.22744174956494273`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.23741972865840502`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.16474100867881772`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3214618296211267`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.33154899270537463`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.23632936999700055`"}], "+", - RowBox[{"0.2831783314173388`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.11453562970888315`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3450121634108585`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> - Baseline, ColumnAlignments -> Center], "\[NoBreak]", - ")"}], + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.07121149018740795`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -1945,22 +2053,22 @@ Cell[BoxData[ BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.12067952900874682`, 0.04116138950815775], - Complex[-0.10093398408544699`, 0.4495751783317254], - Complex[0.2882815188717653, -0.07096406148815244], - Complex[0.3669952575453372, 0.26501928932070257`]}, { - Complex[0.2939998311063292, 0.08139528411403701], - Complex[0.1342832248007521, -0.14737140471631413`], - Complex[0.0053710313780346575`, -0.506644604045372], - Complex[-0.2986350893400674, 0.27822898495910586`]}, { - Complex[0.02987308980911341, 0.26793845870743593`], - Complex[0.45643549527722865`, 0.16894180809617484`], - Complex[-0.11402827441880253`, 0.10767878592139894`], - Complex[0.2267030976039193, -0.3097672015645137]}, { - Complex[0.23741972865840502`, 0.16474100867881772`], - Complex[0.3214618296211267, -0.33154899270537463`], - Complex[-0.23632936999700055`, 0.2831783314173388], - Complex[0.11453562970888315`, 0.3450121634108585]}}, + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}, Selectable -> False, Editable -> False, SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, GridBoxAlignment -> { @@ -1979,54 +2087,281 @@ Cell[BoxData[ Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues:>{}], "]"}], - {{{ - Complex[-0.13552286008091663`, 0.1631688448819127], - Complex[-0.2288199740753986, -0.2772525009480243], - Complex[0.21652056533084504`, -0.1418201244649567], - Complex[0.4157897884165153, -0.2535360089407239]}, { - Complex[0.28940129740070364`, 0.24099761643765102`], - Complex[-0.36831834438456457`, -0.24717872622525366`], - Complex[-0.009654389489148258, 0.13057030282496632`], - Complex[-0.04460841158899733, 0.29352392581277864`]}, { - Complex[0.22035411096507465`, 0.07880135599540865], - Complex[0.18953102664789317`, -0.00020151823708802855`], - Complex[0.007065363989791493, 0.2389402380844696], - Complex[0.456345471109213, 0.40300560629154947`]}, { - Complex[-0.3866292802922869, 0.4470180175722592], - Complex[0.08680677193578629, 0.09806461447899606], - Complex[0.03355189269205165, -0.25456189977956584`], - Complex[-0.05142733365930485, -0.00219875053363165]}}, {{ - Complex[0.12067952900874682`, 0.04116138950815775], - Complex[-0.10093398408544699`, 0.4495751783317254], - Complex[0.2882815188717653, -0.07096406148815244], - Complex[0.3669952575453372, 0.26501928932070257`]}, { - Complex[0.2939998311063292, 0.08139528411403701], - Complex[0.1342832248007521, -0.14737140471631413`], - Complex[0.0053710313780346575`, -0.506644604045372], - Complex[-0.2986350893400674, 0.27822898495910586`]}, { - Complex[0.02987308980911341, 0.26793845870743593`], - Complex[0.45643549527722865`, 0.16894180809617484`], - Complex[-0.11402827441880253`, 0.10767878592139894`], - Complex[0.2267030976039193, -0.3097672015645137]}, { - Complex[0.23741972865840502`, 0.16474100867881772`], - Complex[0.3214618296211267, -0.33154899270537463`], - Complex[-0.23632936999700055`, 0.2831783314173388], - Complex[0.11453562970888315`, 0.3450121634108585]}}}, + Q3`WickUnitary[{{{ + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], Editable->False, SelectWithContents->True, Selectable->False]], "Output", - CellLabel->"Out[5]=", - CellID->1598337437,ExpressionUUID->"3b02c2ab-16cf-480f-b06d-2a4bdedb1963"] + CellLabel->"Out[4]=", + CellID->631479597,ExpressionUUID->"af2610b6-f852-4834-b4f8-2bc1764baa16"] }, Open ]], Cell[CellGroupData[{ -Cell[BoxData[ - RowBox[{"out", "=", - RowBox[{"op", "[", "in", "]"}]}]], "Input", +Cell[BoxData[{ + RowBox[{ + RowBox[{"barU", "=", + RowBox[{"Normal", "[", "wu", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"barU", "//", "MatrixForm"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"barU", ".", + RowBox[{"Topple", "[", "barU", "]"}]}], "//", "Chop"}], "//", + "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], - CellLabel->"In[6]:=", - CellID->363777976,ExpressionUUID->"584bf456-503e-42ce-b1e2-c95d090e01cd"], + CellLabel->"In[5]:=", + CellID->1681778112,ExpressionUUID->"7506c807-6beb-418e-8405-c10a5a59d465"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]", "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]", "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]", "-", + RowBox[{"0.23457353803352107`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]", "+", + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.041631922493370985`"}], "+", + RowBox[{"0.0010750823513930262`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]", "-", + RowBox[{"0.10357350309400706`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]", "-", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]", "+", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]", "+", + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]", "+", + RowBox[{"0.0003106339104423192`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]", "+", + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]", "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]", "-", + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]", "-", + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.477714973305623`"}], "+", + RowBox[{"0.22744174956494273`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]", "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]", "+", + RowBox[{"0.0064801759065640846`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]", "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]", "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]", "-", + RowBox[{"0.07121149018740795`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]", "-", + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.041631922493370985`"}], "-", + RowBox[{"0.0010750823513930262`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0981351838004039`"}], "-", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]", "+", + RowBox[{"0.10357350309400706`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]", "-", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]", "-", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14622966282928`"}], "-", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]", "+", + RowBox[{"0.23457353803352107`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.04889639003422308`"}], "-", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.14519617269152685`"}], "+", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]", "-", + RowBox[{"0.0003106339104423192`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.25727605679623644`"}], "+", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]", "+", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]", "-", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.11512981251395683`"}], "+", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]", "-", + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.11376740018597191`"}], "+", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]", "+", + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.4028010237972655`"}], "+", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.477714973305623`"}], "-", + RowBox[{"0.22744174956494273`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.1520647355532879`"}], "-", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]", "-", + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]", "-", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]", "+", + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.301214883054388`"}], "-", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]", "+", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]", "+", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]", "+", + RowBox[{"0.07121149018740795`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.033510684476129225`"}], "+", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.051484358289834595`"}], "+", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]", "-", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]", "-", + RowBox[{"0.0064801759065640846`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[5]//MatrixForm=", + CellID->224083930,ExpressionUUID->"68884b7d-5362-46ba-b599-433e4eb78d3f"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.9999999999999999`", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "1.0000000000000002`", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "1.0000000000000002`", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "1.`", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0.9999999999999999`", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "1.0000000000000002`", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "1.`", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0.9999999999999999`"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[5]//MatrixForm=", + CellID->1639778319,ExpressionUUID->"4e0aad16-866c-488e-b3f1-0c9dfd6a330f"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"out", "=", + RowBox[{"wu", "**", "in"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->363777976,ExpressionUUID->"584bf456-503e-42ce-b1e2-c95d090e01cd"], Cell[BoxData[ InterpretationBox[ @@ -2040,11 +2375,10 @@ Cell[BoxData[ PaneBox[ ButtonBox[ DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"], - ImageSizeCache -> {10., {0., 10.}}], Appearance -> None, - BaseStyle -> {}, ButtonFunction :> (Typeset`open$$ = True), - Evaluator -> Automatic, Method -> "Preemptive"], - Alignment -> {Center, Center}, ImageSize -> + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ @@ -2078,29 +2412,27 @@ Cell[BoxData[ TagBox[ RowBox[{"{", RowBox[{"1", ",", "0", ",", "1", ",", "0"}], "}"}], - "SummaryItem"]}]}}, AutoDelete -> False, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}, + "SummaryItem"]}]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - GridBoxItemSize -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}]}}, AutoDelete -> - False, BaselinePosition -> {1, 1}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], True -> - GridBox[{{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ - FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"], - ImageSizeCache -> {10., {0., 10.}}], Appearance -> None, - BaseStyle -> {}, ButtonFunction :> (Typeset`open$$ = False), - Evaluator -> Automatic, Method -> "Preemptive"], - Alignment -> {Center, Center}, ImageSize -> + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ @@ -2171,82 +2503,73 @@ Cell[BoxData[ TagBox[ InterpretationBox[ RowBox[{ - TagBox["NambuTransforms", "SummaryHead"], "[", + TagBox["BogoliubovTransforms", "SummaryHead"], "[", DynamicModuleBox[{ - Typeset`open$$ = True, Typeset`embedState$$ = "Ready"}, + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, TemplateBox[{ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxOpener"], - ImageSizeCache -> {8., {0., 8.}}], Appearance -> None, - BaseStyle -> {}, - ButtonFunction :> (Typeset`open$$ = True), Evaluator -> - Automatic, Method -> "Preemptive"], - Alignment -> {Center, Center}, ImageSize -> + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["2", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, - AutoDelete -> False, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}]}}, - AutoDelete -> False, BaselinePosition -> {1, 1}, + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], - True -> GridBox[{{ + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ - "FEBitmaps", "SummaryBoxCloser"], - ImageSizeCache -> {8., {0., 8.}}], Appearance -> None, - BaseStyle -> {}, - ButtonFunction :> (Typeset`open$$ = False), Evaluator -> - Automatic, Method -> "Preemptive"], - Alignment -> {Center, Center}, ImageSize -> + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GridBox[{{ RowBox[{ - TagBox[ - "\"Number of Transformations: \"", - "SummaryItemAnnotation"], "\[InvisibleSpace]", + TagBox["\"Transforms: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", TagBox["2", "SummaryItem"]}]}, { RowBox[{ - TagBox[ - "\"Dimensions of each: \"", "SummaryItemAnnotation"], + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { RowBox[{ - TagBox["\"Transformations: \"", "SummaryItemAnnotation"], + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", @@ -2440,8 +2763,8 @@ Cell[BoxData[ "SummaryPanel"], DynamicModuleValues :> {}], "]"}], SparseArray[Automatic, {4, 4}, 0, { 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, - 1}}], Editable -> False, SelectWithContents -> True, - Selectable -> False], ",", + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", InterpretationBox[ RowBox[{ TagBox["SparseArray", "SummaryHead"], "[", @@ -2586,9 +2909,9 @@ HACo2sx4 Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], SparseArray[Automatic, {4, 4}, 0, { - 1, {{0, 0, 0, 0, 0}, {}}, {}}], Editable -> False, - SelectWithContents -> True, Selectable -> False]}], "}"}], - ",", + 1, {{0, 0, 0, 0, 0}, {}}, {}}], Selectable -> False, + Editable -> False, SelectWithContents -> True]}], "}"}], + ",", RowBox[{"{", RowBox[{ InterpretationBox[ @@ -2661,68 +2984,70 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"-", "0.13552286008091663`"}], "+", - RowBox[{"0.1631688448819127`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.26443368318488625`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4306426521007979`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.2288199740753986`"}], "-", - RowBox[{"0.2772525009480243`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.13032048197022986`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.1364004866830808`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.21652056533084504`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.1418201244649567`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.14622966282928`"}], "+", + RowBox[{"0.4816024306801036`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.4157897884165153`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3158644076033045`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.2535360089407239`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.23457353803352107`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.28940129740070364`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.24099761643765102`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.4498457818107638`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2438031767021491`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.36831834438456457`"}], "-", - RowBox[{"0.24717872622525366`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3523105603720777`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.4816969478321436`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.009654389489148258`"}], "+", - RowBox[{"0.13057030282496632`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.11512981251395683`"}], "-", + RowBox[{"0.25578858607648636`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.04460841158899733`"}], "+", + RowBox[{"0.19391030757599823`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.29352392581277864`", " ", + RowBox[{"0.13094895628053507`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.22035411096507465`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.07880135599540865`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.1520647355532879`"}], "+", + RowBox[{"0.12084858348643956`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.18953102664789317`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.2407822137463964`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.22382730859956088`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.00020151823708802855`", " ", - "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.007065363989791493`", "\[VeryThinSpace]"}], - "+", - RowBox[{"0.2389402380844696`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.32171504751621155`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15725504484569033`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.456345471109213`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15585120944121536`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.40300560629154947`", " ", + RowBox[{"0.03132160191807737`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.3866292802922869`"}], "+", - RowBox[{"0.4470180175722592`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.033510684476129225`"}], "-", + RowBox[{"0.09077743710576947`", " ", "\[ImaginaryI]"}]}], + RowBox[{ - RowBox[{"0.08680677193578629`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.09806461447899606`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.051484358289834595`"}], "-", + RowBox[{"0.23314459238341875`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.03355189269205165`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.25456189977956584`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.00372778789524215`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.15026784097348284`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.05142733365930485`"}], "-", + RowBox[{"0.5760321365157778`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.00219875053363165`", " ", + RowBox[{"0.0064801759065640846`", " ", "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> Baseline, ColumnAlignments -> Center], "\[NoBreak]", ")"}], @@ -2741,24 +3066,24 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[-0.13552286008091663`, 0.1631688448819127], - Complex[-0.2288199740753986, -0.2772525009480243], - Complex[0.21652056533084504`, -0.1418201244649567], - Complex[0.4157897884165153, -0.2535360089407239]}, { - Complex[0.28940129740070364`, 0.24099761643765102`], - Complex[-0.36831834438456457`, -0.24717872622525366`], - Complex[-0.009654389489148258, 0.13057030282496632`], - Complex[-0.04460841158899733, 0.29352392581277864`]}, { - Complex[0.22035411096507465`, 0.07880135599540865], - Complex[0.18953102664789317`, -0.00020151823708802855`], - Complex[0.007065363989791493, 0.2389402380844696], - Complex[0.456345471109213, 0.40300560629154947`]}, { - Complex[-0.3866292802922869, 0.4470180175722592], - Complex[0.08680677193578629, 0.09806461447899606], - Complex[0.03355189269205165, -0.25456189977956584`], - Complex[-0.05142733365930485, -0.00219875053363165]}}, - Editable -> False, SelectWithContents -> True, Selectable -> - False], ",", + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", InterpretationBox[ RowBox[{ TagBox["MatrixObject", "SummaryHead"], "[", @@ -2829,75 +3154,71 @@ HACo2sx4 RowBox[{"(", "\[NoBreak]", GridBox[{{ RowBox[{ - RowBox[{"0.12067952900874682`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.04116138950815775`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3910495342752539`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.025967555373879958`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.10093398408544699`"}], "+", - RowBox[{"0.4495751783317254`", " ", "\[ImaginaryI]"}]}], - RowBox[{ - RowBox[{"0.2882815188717653`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.07096406148815244`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.041631922493370985`"}], "+", + RowBox[{"0.0010750823513930262`", " ", + "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.0981351838004039`"}], "+", + RowBox[{"0.2911740023151237`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3669952575453372`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.20111046444125427`", "\[VeryThinSpace]"}], "-", - RowBox[{"0.26501928932070257`", " ", + RowBox[{"0.10357350309400706`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.2939998311063292`", "\[VeryThinSpace]"}], "+", - - RowBox[{"0.08139528411403701`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.04889639003422308`"}], "+", + RowBox[{"0.35866324581115683`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.1342832248007521`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.14519617269152685`"}], "-", + RowBox[{"0.05708983788560236`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.14737140471631413`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08824078917592872`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.0003106339104423192`", " ", + "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.0053710313780346575`", "\[VeryThinSpace]"}], - "-", - RowBox[{"0.506644604045372`", " ", "\[ImaginaryI]"}]}], + RowBox[{"-", "0.25727605679623644`"}], "-", + RowBox[{"0.1387938410310201`", " ", "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"-", "0.2986350893400674`"}], "+", + RowBox[{"-", "0.11376740018597191`"}], "-", + RowBox[{"0.19180011846315012`", " ", "\[ImaginaryI]"}]}], - RowBox[{"0.27822898495910586`", " ", - "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.02987308980911341`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.26793845870743593`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3587890970883416`", "\[VeryThinSpace]"}], "-", - RowBox[{ - RowBox[{"0.45643549527722865`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.16894180809617484`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.27869185055197215`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.11402827441880253`"}], "+", - RowBox[{"0.10767878592139894`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.4028010237972655`"}], "-", + RowBox[{"0.048762217969712605`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.2267030976039193`", "\[VeryThinSpace]"}], "-", + RowBox[{"-", "0.477714973305623`"}], "+", - RowBox[{"0.3097672015645137`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{"0.22744174956494273`", " ", + "\[ImaginaryI]"}]}]}, { RowBox[{ - RowBox[{"0.23741972865840502`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.16474100867881772`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"-", "0.301214883054388`"}], "+", + RowBox[{"0.1031697553092229`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.3214618296211267`", "\[VeryThinSpace]"}], "-", - - RowBox[{"0.33154899270537463`", " ", "\[ImaginaryI]"}]}], - + RowBox[{"0.32117890276495503`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.3279402656155714`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"-", "0.23632936999700055`"}], "+", - RowBox[{"0.2831783314173388`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.49679493256114576`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0594835912726692`", " ", "\[ImaginaryI]"}]}], RowBox[{ - RowBox[{"0.11453562970888315`", "\[VeryThinSpace]"}], "+", - RowBox[{"0.3450121634108585`", " ", "\[ImaginaryI]"}]}]}}, - RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> - Baseline, ColumnAlignments -> Center], "\[NoBreak]", - ")"}], + RowBox[{"0.10812227734830199`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.07121149018740795`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, @@ -2913,38 +3234,40 @@ HACo2sx4 "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ - Complex[0.12067952900874682`, 0.04116138950815775], - Complex[-0.10093398408544699`, 0.4495751783317254], - Complex[0.2882815188717653, -0.07096406148815244], - Complex[0.3669952575453372, 0.26501928932070257`]}, { - Complex[0.2939998311063292, 0.08139528411403701], - Complex[0.1342832248007521, -0.14737140471631413`], - Complex[0.0053710313780346575`, -0.506644604045372], - Complex[-0.2986350893400674, 0.27822898495910586`]}, { - Complex[0.02987308980911341, 0.26793845870743593`], - Complex[0.45643549527722865`, 0.16894180809617484`], - Complex[-0.11402827441880253`, 0.10767878592139894`], - Complex[0.2267030976039193, -0.3097672015645137]}, { - Complex[0.23741972865840502`, 0.16474100867881772`], - Complex[0.3214618296211267, -0.33154899270537463`], - Complex[-0.23632936999700055`, 0.2831783314173388], - Complex[0.11453562970888315`, 0.3450121634108585]}}, - Editable -> False, SelectWithContents -> True, Selectable -> - False]}], "}"}]}], "}"}], "SummaryItem"]}]}}, AutoDelete -> - False, BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}, + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}]}], "}"}], + "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}]}}, - AutoDelete -> False, BaselinePosition -> {1, 1}, + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Top}}}, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}]}, + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ SparseArray[ @@ -2952,40 +3275,40 @@ HACo2sx4 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.13552286008091663`, 0.1631688448819127], - Complex[-0.2288199740753986, -0.2772525009480243], - Complex[0.21652056533084504`, -0.1418201244649567], - Complex[0.4157897884165153, -0.2535360089407239]}, { - Complex[0.28940129740070364`, 0.24099761643765102`], - Complex[-0.36831834438456457`, -0.24717872622525366`], - Complex[-0.009654389489148258, 0.13057030282496632`], - Complex[-0.04460841158899733, 0.29352392581277864`]}, { - Complex[0.22035411096507465`, 0.07880135599540865], - Complex[0.18953102664789317`, -0.00020151823708802855`], - Complex[0.007065363989791493, 0.2389402380844696], - Complex[0.456345471109213, 0.40300560629154947`]}, { - Complex[-0.3866292802922869, 0.4470180175722592], - Complex[0.08680677193578629, 0.09806461447899606], - Complex[0.03355189269205165, -0.25456189977956584`], - Complex[-0.05142733365930485, -0.00219875053363165]}}, {{ - Complex[0.12067952900874682`, 0.04116138950815775], - Complex[-0.10093398408544699`, 0.4495751783317254], - Complex[0.2882815188717653, -0.07096406148815244], - Complex[0.3669952575453372, 0.26501928932070257`]}, { - Complex[0.2939998311063292, 0.08139528411403701], - Complex[0.1342832248007521, -0.14737140471631413`], - Complex[0.0053710313780346575`, -0.506644604045372], - Complex[-0.2986350893400674, 0.27822898495910586`]}, { - Complex[0.02987308980911341, 0.26793845870743593`], - Complex[0.45643549527722865`, 0.16894180809617484`], - Complex[-0.11402827441880253`, 0.10767878592139894`], - Complex[0.2267030976039193, -0.3097672015645137]}, { - Complex[0.23741972865840502`, 0.16474100867881772`], - Complex[0.3214618296211267, -0.33154899270537463`], - Complex[-0.23632936999700055`, 0.2831783314173388], - Complex[0.11453562970888315`, 0.3450121634108585]}}}}, - Editable -> False, SelectWithContents -> True, Selectable -> - False], "SummaryItem"]}]}, { + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}}, + Selectable -> False, Editable -> False, SelectWithContents -> + True], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Wick matrix: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", @@ -3178,22 +3501,21 @@ MHsB6BbE9A== StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, - Antisymmetric[{1, 2}]}]], Editable -> False, - SelectWithContents -> True, Selectable -> False], - "SummaryItem"]}]}}, AutoDelete -> False, - BaseStyle -> { - ShowStringCharacters -> False, NumberMarks -> False, - PrintPrecision -> 3, ShowSyntaxStyles -> False}, + Antisymmetric[{1, 2}]}]], Selectable -> False, Editable -> + False, SelectWithContents -> True], "SummaryItem"]}]}}, GridBoxAlignment -> { - "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, - GridBoxItemSize -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> { - "Columns" -> {{2}}, "Rows" -> {{Automatic}}}]}}, AutoDelete -> - False, BaselinePosition -> {1, 1}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}]}, + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic]}, "SummaryPanel"], DynamicModuleValues:>{}], "]"}], @@ -3206,38 +3528,38 @@ MHsB6BbE9A== Automatic, {4, 4}, 0, { 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, {{{ - Complex[-0.13552286008091663`, 0.1631688448819127], - Complex[-0.2288199740753986, -0.2772525009480243], - Complex[0.21652056533084504`, -0.1418201244649567], - Complex[0.4157897884165153, -0.2535360089407239]}, { - Complex[0.28940129740070364`, 0.24099761643765102`], - Complex[-0.36831834438456457`, -0.24717872622525366`], - Complex[-0.009654389489148258, 0.13057030282496632`], - Complex[-0.04460841158899733, 0.29352392581277864`]}, { - Complex[0.22035411096507465`, 0.07880135599540865], - Complex[0.18953102664789317`, -0.00020151823708802855`], - Complex[0.007065363989791493, 0.2389402380844696], - Complex[0.456345471109213, 0.40300560629154947`]}, { - Complex[-0.3866292802922869, 0.4470180175722592], - Complex[0.08680677193578629, 0.09806461447899606], - Complex[0.03355189269205165, -0.25456189977956584`], - Complex[-0.05142733365930485, -0.00219875053363165]}}, {{ - Complex[0.12067952900874682`, 0.04116138950815775], - Complex[-0.10093398408544699`, 0.4495751783317254], - Complex[0.2882815188717653, -0.07096406148815244], - Complex[0.3669952575453372, 0.26501928932070257`]}, { - Complex[0.2939998311063292, 0.08139528411403701], - Complex[0.1342832248007521, -0.14737140471631413`], - Complex[0.0053710313780346575`, -0.506644604045372], - Complex[-0.2986350893400674, 0.27822898495910586`]}, { - Complex[0.02987308980911341, 0.26793845870743593`], - Complex[0.45643549527722865`, 0.16894180809617484`], - Complex[-0.11402827441880253`, 0.10767878592139894`], - Complex[0.2267030976039193, -0.3097672015645137]}, { - Complex[0.23741972865840502`, 0.16474100867881772`], - Complex[0.3214618296211267, -0.33154899270537463`], - Complex[-0.23632936999700055`, 0.2831783314173388], - Complex[0.11453562970888315`, 0.3450121634108585]}}}}, + Complex[0.26443368318488625`, 0.4306426521007979], + Complex[0.13032048197022986`, 0.1364004866830808], + Complex[-0.14622966282928, 0.4816024306801036], + Complex[0.3158644076033045, -0.23457353803352107`]}, { + Complex[0.4498457818107638, -0.2438031767021491], + Complex[0.3523105603720777, 0.4816969478321436], + Complex[-0.11512981251395683`, -0.25578858607648636`], + Complex[0.19391030757599823`, 0.13094895628053507`]}, { + Complex[-0.1520647355532879, 0.12084858348643956`], + Complex[0.2407822137463964, 0.22382730859956088`], + Complex[0.32171504751621155`, 0.15725504484569033`], + Complex[0.15585120944121536`, -0.03132160191807737]}, { + Complex[-0.033510684476129225`, -0.09077743710576947], + Complex[-0.051484358289834595`, -0.23314459238341875`], + Complex[0.00372778789524215, 0.15026784097348284`], + Complex[0.5760321365157778, 0.0064801759065640846`]}}, {{ + Complex[0.3910495342752539, 0.025967555373879958`], + Complex[-0.041631922493370985`, 0.0010750823513930262`], + Complex[-0.0981351838004039, 0.2911740023151237], + Complex[0.20111046444125427`, -0.10357350309400706`]}, { + Complex[-0.04889639003422308, 0.35866324581115683`], + Complex[-0.14519617269152685`, -0.05708983788560236], + Complex[0.08824078917592872, 0.0003106339104423192], + Complex[-0.25727605679623644`, -0.1387938410310201]}, { + Complex[-0.11376740018597191`, -0.19180011846315012`], + Complex[0.3587890970883416, -0.27869185055197215`], + Complex[-0.4028010237972655, -0.048762217969712605`], + Complex[-0.477714973305623, 0.22744174956494273`]}, { + Complex[-0.301214883054388, 0.1031697553092229], + Complex[0.32117890276495503`, -0.3279402656155714], + Complex[0.49679493256114576`, -0.0594835912726692], + Complex[0.10812227734830199`, -0.07121149018740795]}}}}, SymmetrizedArray[ StructuredArray`StructuredData[{4, 4}, {{{1, 4} -> 1, {2, 3} -> 1}, Antisymmetric[{1, 2}]}]], { @@ -3249,130 +3571,2845 @@ MHsB6BbE9A== SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[6]=", - CellID->485689829,ExpressionUUID->"17806eef-9c8f-4a8e-9d28-a861ea57e3c2"] + CellID->2108830562,ExpressionUUID->"98472060-7e6d-47c5-ac1f-84bb4c3c2ce5"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Norm", "[", "out", "]"}]], "Input", + RowBox[{ + RowBox[{"Norm", "[", "out", "]"}], "//", "Chop"}]], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[7]:=", CellID->1783039866,ExpressionUUID->"80b559ea-b5cf-4e80-88ec-d60be1931dcf"], Cell[BoxData["1.`"], "Output", CellLabel->"Out[7]=", - CellID->1235989808,ExpressionUUID->"3241db28-6170-44f6-96ce-b49ee20ca634"] -}, Open ]] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, - Closed]]]] -}, Dynamic[CurrentValue[ - EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, - Closed]]]], + CellID->1475519356,ExpressionUUID->"6a81e6ef-79d2-400d-9b3f-3273e3e8dbc7"] +}, Open ]], -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, - "RelatedFunction.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, - {Cell[TextData[{ - Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["WickState"]], "paclet:Q3/ref/WickState", - "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "9b8e41c0-69bc-4537-a550-621c28730ed8"], - "\[NonBreakingSpace]", - StyleBox[ - "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", - "InlineSeparator"], - " ", - Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["WickOperator"]], "paclet:Q3/ref/WickOperator", - "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "51d734c4-374a-4704-a271-193bb1e838ed"] - }], "SeeAlso",ExpressionUUID->"ae3897da-7082-410d-8ae7-7aa8664e25f3"]} - }]} - }]], "SeeAlsoSection",ExpressionUUID->"5da4ab99-b484-4ac0-ac0c-\ -f7727c8dbf47"], +Cell[CellGroupData[{ -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, - "RelatedTechNote.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Many-Body Systems with Q3"]], - "paclet:Q3/tutorial/QuantumManyBodySystems"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "c7442f74-02c9-40c3-94ba-70ed26eca67f"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, - "RefLinkPlain", - BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> - "fd4c3f81-1fdd-42a6-bd2a-1c624f87b418"]}]} - }]} - }]], "TechNotesSection",ExpressionUUID->"a38f86c1-70ae-4777-8691-\ -26ac4f9534e1"], +Cell[BoxData[ + InterpretationBox[Cell[ + "\t", "ExampleDelimiter",ExpressionUUID-> + "770743e0-8570-48c7-b300-022f05cff12d"], + $Line = 0; Null]], "ExampleDelimiter", + CellID->37819397,ExpressionUUID->"b08192b2-832e-44ca-8bba-d4d76ea8d1f0"], -Cell[BoxData[GridBox[{ - { - DynamicBox[FEPrivate`ImportImage[ - FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], - ImageSizeCache->{50., {27., 33.}}], GridBox[{ - { - StyleBox[ - RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Quantum Many-Body Systems"]], - "paclet:Q3/guide/QuantumManyBodySystems"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "710a3eef-5f37-4136-8d5f-0fe44b3dba73"]}]}, - { - RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ - TemplateBox[{ - Cell[ - TextData["Q3"]], "paclet:Q3/guide/Q3"}, - "RefLinkPlain", - BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "dce96c51-7e2d-427f-a4b4-cd28aa162e38"]}]} - }]} - }]], "MoreAboutSection",ExpressionUUID->"f000934b-1c12-4dc3-9ed7-\ -af755d3a5e90"], +Cell[CellGroupData[{ -Cell[BoxData[GridBox[{ - { - TemplateBox[{29}, - "Spacer1"], GridBox[{ - { +Cell[BoxData[ + RowBox[{"id", "=", + RowBox[{"WickUnitary", "[", + RowBox[{"1", ",", " ", "cc"}], "]"}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1783030540,ExpressionUUID->"1e9c57e1-4094-4b0b-9f2e-c98ff1363c66"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "4"}, "RowWithSeparators"]], + $CellContext`c[4]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmTKr6z +28B155YX9jfcl6+rmfbW/mRE7r/4r+9HzSEgDgDactH8 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["4", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.25`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements:\"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"\"", "SummaryItem"]}]}, { + TagBox[ + TagBox[ + GridBox[{{ + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"2", ",", "2"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}, { + RowBox[{ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "\[Rule]", + StyleBox[ + PaneBox[ + "1", ContentPadding -> False, FrameMargins -> 0, + StripOnInput -> True, BaselinePosition -> Baseline, + ImageSize -> {{1, 300}, Automatic}], LineBreakWithin -> + False]}]}}, GridBoxAlignment -> {"Columns" -> {{Left}}}, + DefaultBaseStyle -> "Column", + GridBoxItemSize -> {"Columns" -> {{Automatic}}, + "Rows" -> {{Automatic}}}], "Column"], "SummaryItem"]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, + 1}}], Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["SparseArray", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GraphicsBox[ + RasterBox[CompressedData[" +1:eJxTTMoPSmVmYGBggWIQ26p8d9wspXP2c4wXbTH/ccX+xSLFx4GrXtmPitNH +HACo2sx4 + "], {{0, 0}, {4, 4}}, {0, 1}], AspectRatio -> 1, Axes -> + False, AxesStyle -> {}, Frame -> False, + FrameLabel -> {None, None}, FrameStyle -> Directive[ + Opacity[0.5], + Thickness[Tiny], + RGBColor[0.368417, 0.506779, 0.709798]], + FrameTicks -> {{None, None}, {None, None}}, + GridLinesStyle -> Directive[ + GrayLevel[0.5, 0.4]], ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}], + Method -> {"GridLinesInFront" -> True, "AxisPadding" -> + Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> {"Highlight" -> {"ratio" -> 2}, + "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> {"freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "DefaultPlotStyle" -> Automatic, "DomainPadding" -> + Scaled[0.02], "RangePadding" -> Scaled[0.05]}, + PlotRangePadding -> Automatic, AxesStyle -> Large, + FrameStyle -> Large, ImageSize -> Large, PlotRangePadding -> + Scaled[0.025]], + GridBox[{{ + RowBox[{ + TagBox[ + "\"Specified elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"4", ",", "4"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Default: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Density: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["0.`", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["None", "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], + SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}], + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickUnitary[{ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}], SparseArray[ + Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3], + $CellContext`c[4]}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[1]=", + CellID->2046905461,ExpressionUUID->"54dfc764-8c38-4e77-b2fc-7e28a2e0a9d9"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"MatrixForm", "@", "id"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->335974840,ExpressionUUID->"f097d46f-0ce1-498d-aef2-a18f0f8c1693"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"1", "0", "0", "0"}, + {"0", "1", "0", "0"}, + {"0", "0", "1", "0"}, + {"0", "0", "0", "1"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {4, 4}, 0, { + 1, {{0, 1, 2, 3, 4}, {{1}, {2}, {3}, {4}}}, {1, 1, 1, 1}}]]]], ",", + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0"}, + {"0", "0", "0", "0"}, + {"0", "0", "0", "0"}, + {"0", "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[Automatic, {4, 4}, 0, {1, {{0, 0, 0, 0, 0}, {}}, {}}]]]]}], + "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->1505069681,ExpressionUUID->"8b70f9d6-2a6c-4b8d-9c1a-d4043eba3b88"] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, + Closed]]]], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"26170d0e-37ab-4f7e-ab3f-127e6ada82f3"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"a70e1d8c-8b96-4dcf-826f-c9aca2bcf4b8"], + "Scope", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "77ba145c-6ab2-43e6-8375-38081717c621"] +}], "ExampleSection", "ExampleSection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->657798371,ExpressionUUID->"b612e14b-8851-4182-98ad-f7231bfcc54d"], + +Cell[CellGroupData[{ + +Cell[TextData[{ + Cell[BoxData[ + DynamicBox[ToBoxes[ + If[ + MatchQ[ + CurrentValue[ + EvaluationNotebook[], { + TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed], + Alternatives[Open, True]], + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], + Rotate[ + Style[ + Graphics[{ + Thickness[0.18], + RGBColor[0.8509803921568627, 0.396078431372549, 0], + Line[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, AspectRatio -> 1, + PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> + 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], + ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], + ExpressionUUID->"2ee80f90-8f36-4005-847a-f233006dbd4b"], + Cell[BoxData[ + TemplateBox[{1}, + "Spacer1"]],ExpressionUUID->"81524d67-1594-4e90-a089-5b15e3a8d3db"], + "Matrix", + "\[NonBreakingSpace]\[NonBreakingSpace]", + Cell["(1)", "ExampleCount",ExpressionUUID-> + "c3e089aa-e7ca-42c5-a737-80c370ccc86f"] +}], "ExampleSubsection", "ExampleSubsection", + WholeCellGroupOpener->True, + CacheGraphics->False, + CellID->1494460528,ExpressionUUID->"ff059571-a7b7-4dbf-8d75-1dc760b755fb"], + +Cell["Consider a system of fermion modes.", "ExampleText", + CellID->247562059,ExpressionUUID->"15b712f5-4014-4eea-99ab-db0bcab349d5"], + +Cell[BoxData[ + RowBox[{"Let", "[", + RowBox[{"Fermion", ",", "c"}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[1]:=", + CellID->1071576869,ExpressionUUID->"e77f4074-0a3f-4e66-9952-cd48f91d9aaa"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"$n", "=", "3"}], ";"}], "\[IndentingNewLine]", + RowBox[{"cc", "=", + RowBox[{"c", "[", + RowBox[{"Range", "@", "$n"}], "]"}]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"ccdd", "=", + RowBox[{"Join", "[", + RowBox[{"cc", ",", + RowBox[{"Dagger", "@", "cc"}]}], "]"}]}], ";"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[2]:=", + CellID->1194573541,ExpressionUUID->"690e61e0-ee7d-4463-9143-7ef4853955cf"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "}"}]], "Output", + CellLabel->"Out[2]=", + CellID->457503398,ExpressionUUID->"b164736c-7056-473e-a10e-02751a9849ef"] +}, Open ]], + +Cell["Construct a Bogoliubov-de Gennes transformation.", "ExampleText", + CellID->1055803238,ExpressionUUID->"63905f94-4200-4fe8-97c8-8885be8a5fc9"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SeedRandom", "[", "345", "]"}], ";"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[3]:=", + CellID->767703742,ExpressionUUID->"87284bae-0e59-41b2-9b7a-1c84a8514ffa"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"barH", "=", + RowBox[{"NambuRandomMatrix", "[", + RowBox[{"$n", ",", "\"\\""}], "]"}]}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"barU", "=", + RowBox[{"NambuMatrix", "[", + RowBox[{ + RowBox[{"MatrixExp", "[", + RowBox[{"I", "*", + RowBox[{"Normal", "[", "barH", "]"}]}], "]"}], ",", + "\"\\""}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"wu", "=", + RowBox[{"WickUnitary", "[", + RowBox[{"barU", ",", "cc"}], "]"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[4]:=", + CellID->715040618,ExpressionUUID->"81612f11-e2b2-423a-a26e-a1f619b7f769"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + TagBox["WickUnitary", + "SummaryHead"], "[", + DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, + BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{ + Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Target: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Blocks: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"0.5150921896891665`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.16511786537655748`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.11653167691239509`"}], "-", + RowBox[{"0.13943645517263242`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.535496461835403`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.30170895723126523`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.16285454928389786`"}], "-", + RowBox[{"0.2488387734947528`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.5065352429337999`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.7038667550884544`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.08752317888471103`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.0620922537248759`", " ", "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"-", "0.5623359122346567`"}], "-", + RowBox[{"0.35315995927374627`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.0571774693143706`", "\[VeryThinSpace]"}], "+", + + RowBox[{"0.17825459918226036`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.44919319697624976`", "\[VeryThinSpace]"}], "+", + RowBox[{"0.3651813498057927`", " ", "\[ImaginaryI]"}]}]}}, + RowSpacings -> 1, ColumnSpacings -> 1, RowAlignments -> + Baseline, ColumnAlignments -> Center], "\[NoBreak]", + ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[0.5150921896891665, 0.16511786537655748`], + Complex[-0.11653167691239509`, -0.13943645517263242`], + Complex[0.535496461835403, 0.30170895723126523`]}, { + Complex[-0.16285454928389786`, -0.2488387734947528], + Complex[0.5065352429337999, -0.7038667550884544], + Complex[0.08752317888471103, -0.0620922537248759]}, { + Complex[-0.5623359122346567, -0.35315995927374627`], + Complex[0.0571774693143706, 0.17825459918226036`], + Complex[0.44919319697624976`, 0.3651813498057927]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True], ",", + InterpretationBox[ + RowBox[{ + TagBox["MatrixObject", "SummaryHead"], "[", + + DynamicModuleBox[{ + Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, + TemplateBox[{ + PaneSelectorBox[{False -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxOpener"]], + ButtonFunction :> (Typeset`open$$ = True), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}], True -> GridBox[{{ + PaneBox[ + ButtonBox[ + DynamicBox[ + FEPrivate`FrontEndResource[ + "FEBitmaps", "SummaryBoxCloser"]], + ButtonFunction :> (Typeset`open$$ = False), Appearance -> + None, BaseStyle -> {}, Evaluator -> Automatic, Method -> + "Preemptive"], Alignment -> {Center, Center}, ImageSize -> + Dynamic[{Automatic, + 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ + Magnification])}]], + GridBox[{{ + RowBox[{ + TagBox["\"Type: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox["\"Dense\"", "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Dimensions: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + RowBox[{"{", + RowBox[{"3", ",", "3"}], "}"}], "SummaryItem"]}]}, { + RowBox[{ + TagBox["\"Elements: \"", "SummaryItemAnnotation"], + "\[InvisibleSpace]", + TagBox[ + TagBox[ + RowBox[{"(", "\[NoBreak]", + GridBox[{{ + RowBox[{ + RowBox[{"-", "0.3131743208974913`"}], "-", + RowBox[{"0.03314283556613704`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.2964259313246395`"}], "-", + RowBox[{"0.22003599523154652`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.21686946805737178`", "\[VeryThinSpace]"}], "-", + + RowBox[{"0.11881108295987634`", " ", + "\[ImaginaryI]"}]}]}, { + RowBox[{ + RowBox[{"0.03837115436623119`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.161528889524365`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"0.010421538049266956`", "\[VeryThinSpace]"}], + "+", + RowBox[{"0.05370827537704397`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.22303817514796984`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.260254494686826`", " ", "\[ImaginaryI]"}]}]}, { + + RowBox[{ + RowBox[{"-", "0.22587065387477676`"}], "-", + RowBox[{"0.01649452865943404`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"0.04252558033638686`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.19708306021534466`", " ", "\[ImaginaryI]"}]}], + + RowBox[{ + RowBox[{"-", "0.3057923684493445`"}], "+", + + RowBox[{"0.05858072574035127`", " ", + "\[ImaginaryI]"}]}]}}, RowSpacings -> 1, ColumnSpacings -> + 1, RowAlignments -> Baseline, ColumnAlignments -> Center], + "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> { + "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> {ShowStringCharacters -> False, NumberMarks -> + False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], DynamicModuleValues :> {}], "]"}], {{ + Complex[-0.3131743208974913, -0.03314283556613704], + Complex[-0.2964259313246395, -0.22003599523154652`], + Complex[0.21686946805737178`, -0.11881108295987634`]}, { + Complex[0.03837115436623119, -0.161528889524365], + Complex[0.010421538049266956`, 0.05370827537704397], + Complex[0.22303817514796984`, -0.260254494686826]}, { + Complex[-0.22587065387477676`, -0.01649452865943404], + Complex[0.04252558033638686, -0.19708306021534466`], + Complex[-0.3057923684493445, 0.05858072574035127]}}, + Selectable -> False, Editable -> False, + SelectWithContents -> True]}], "}"}], "SummaryItem"]}]}}, + GridBoxAlignment -> { + "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> + False, GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}}, + BaseStyle -> { + ShowStringCharacters -> False, NumberMarks -> False, + PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + BaselinePosition -> {1, 1}]}, + Dynamic[Typeset`open$$], ImageSize -> Automatic]}, + "SummaryPanel"], + DynamicModuleValues:>{}], "]"}], + Q3`WickUnitary[{{{ + Complex[0.5150921896891665, 0.16511786537655748`], + Complex[-0.11653167691239509`, -0.13943645517263242`], + Complex[0.535496461835403, 0.30170895723126523`]}, { + Complex[-0.16285454928389786`, -0.2488387734947528], + Complex[0.5065352429337999, -0.7038667550884544], + Complex[0.08752317888471103, -0.0620922537248759]}, { + Complex[-0.5623359122346567, -0.35315995927374627`], + Complex[0.0571774693143706, 0.17825459918226036`], + Complex[0.44919319697624976`, 0.3651813498057927]}}, {{ + Complex[-0.3131743208974913, -0.03314283556613704], + Complex[-0.2964259313246395, -0.22003599523154652`], + Complex[0.21686946805737178`, -0.11881108295987634`]}, { + Complex[0.03837115436623119, -0.161528889524365], + Complex[0.010421538049266956`, 0.05370827537704397], + Complex[0.22303817514796984`, -0.260254494686826]}, { + Complex[-0.22587065387477676`, -0.01649452865943404], + Complex[0.04252558033638686, -0.19708306021534466`], + Complex[-0.3057923684493445, 0.05858072574035127]}}}, { + $CellContext`c[1], + $CellContext`c[2], + $CellContext`c[3]}], + Editable->False, + SelectWithContents->True, + Selectable->False]], "Output", + CellLabel->"Out[4]=", + CellID->1002130373,ExpressionUUID->"20cc99e9-79dc-48b0-aaaa-b167a04dcbbc"] +}, Open ]], + +Cell["Select a random permutation of the fermion modes.", "ExampleText", + CellID->824675712,ExpressionUUID->"42cc25bf-aebd-4c4e-a34b-f777bf3142c9"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ff", "=", + RowBox[{"RandomChoice", "@", + RowBox[{"Permutations", "[", "cc", "]"}]}]}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[5]:=", + CellID->604765525,ExpressionUUID->"813e7adc-b9dc-4f9e-96df-29e2b718c419"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]], ",", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "}"}]], "Output", + CellLabel->"Out[5]=", + CellID->1199591959,ExpressionUUID->"d34a3532-bb5c-4c4b-a434-9aaed7ff1fd9"] +}, Open ]], + +Cell["\<\ +Calculate the matrix representation of the Bogoliubov-de Gennes \ +transformation with respect to the rearranged fermion modes.\ +\>", "ExampleText", + CellID->1058223919,ExpressionUUID->"7a3d6f9c-4319-49fd-8bb4-83b5879f4339"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"matU", "=", + RowBox[{"Matrix", "[", + RowBox[{"wu", ",", "ff"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"matU", "//", "Chop"}], "//", "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[6]:=", + CellID->696305815,ExpressionUUID->"0bdf7f8a-ed2f-41d2-bee9-1ca2ea1b661c"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.8264115069139178`", "\[VeryThinSpace]", "-", + RowBox[{"0.016775431181292086`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.19294149563806312`"}], "-", + RowBox[{"0.06299716019117652`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.33219308330939445`", "\[VeryThinSpace]", "+", + RowBox[{"0.16273550529939343`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.3360540405583747`", "\[VeryThinSpace]", "-", + RowBox[{"0.16062420663923194`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{"0.5631565746545854`", "\[VeryThinSpace]", "+", + RowBox[{"0.18476661874731767`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10318271765228995`"}], "-", + RowBox[{"0.21416217377939475`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.6812008021146976`", "\[VeryThinSpace]", "+", + RowBox[{"0.3286577772654792`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.13132781205464372`", "\[VeryThinSpace]", "-", + RowBox[{"0.05391101503512175`", " ", "\[ImaginaryI]"}]}]}, + {"0", + RowBox[{ + RowBox[{"-", "0.02094214371464218`"}], "-", + RowBox[{"0.26408886568103906`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.45752784257266854`", "\[VeryThinSpace]", "-", + RowBox[{"0.7422141890696416`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.020126371193812793`", "\[VeryThinSpace]", "-", + RowBox[{"0.021742493043425983`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.3983075647832082`"}], "+", + RowBox[{"0.10038996697741752`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.2993495205526234`", "\[VeryThinSpace]", "-", + RowBox[{"0.19563235238433827`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.4670583419846742`", "\[VeryThinSpace]", "-", + RowBox[{"0.40955239966499285`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.08565157536908861`", "\[VeryThinSpace]", "+", + RowBox[{"0.19774473259130812`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6023811751346042`"}], "+", + RowBox[{"0.2773786808125239`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{ + RowBox[{"-", "0.6023811751346039`"}], "-", + RowBox[{"0.2773786808125246`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.08565157536908921`"}], "+", + RowBox[{"0.1977447325913081`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.4670583419846733`", "\[VeryThinSpace]", "+", + RowBox[{"0.4095523996649934`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.2993495205526231`"}], "-", + RowBox[{"0.1956323523843385`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.3983075647832081`"}], "-", + RowBox[{"0.1003899669774181`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.020126371193813025`"}], "-", + RowBox[{"0.02174249304342604`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.45752784257266715`", "\[VeryThinSpace]", "+", + RowBox[{"0.7422141890696418`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.0209421437146428`", "\[VeryThinSpace]", "-", + RowBox[{"0.2640888656810389`", " ", "\[ImaginaryI]"}]}], "0"}, + { + RowBox[{ + RowBox[{"-", "0.13132781205464353`"}], "-", + RowBox[{"0.05391101503512194`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.6812008021146982`", "\[VeryThinSpace]", "-", + RowBox[{"0.32865777726547846`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.10318271765229027`", "\[VeryThinSpace]", "-", + RowBox[{"0.21416217377939442`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5631565746545855`", "\[VeryThinSpace]", "-", + RowBox[{"0.1847666187473167`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{ + RowBox[{"-", "0.3360540405583743`"}], "-", + RowBox[{"0.1606242066392322`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.33219308330939484`", "\[VeryThinSpace]", "-", + RowBox[{"0.16273550529939312`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.19294149563806304`", "\[VeryThinSpace]", "-", + RowBox[{"0.0629971601911761`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.8264115069139178`", "\[VeryThinSpace]", "+", + RowBox[{"0.016775431181293207`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[6]//MatrixForm=", + CellID->894706784,ExpressionUUID->"e7730908-25eb-4216-a286-20986e98d9d3"] +}, Open ]], + +Cell["\<\ +To verify the above matrix representation, express the Bogoliubov-de Gennes \ +transformation in the operator expression.\ +\>", "ExampleText", + CellID->76913875,ExpressionUUID->"9e4c8b64-2fa0-4559-a0c0-1e75fbb8b075"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{"HH", "=", + RowBox[{"MultiplyDot", "[", + RowBox[{ + RowBox[{"Dagger", "@", "ccdd"}], ",", + RowBox[{ + RowBox[{"Normal", "[", "barH", "]"}], ".", "ccdd"}]}], + "]"}]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"UU", "=", + RowBox[{"MultiplyExp", "[", + RowBox[{"I", "*", + RowBox[{"HH", "/", "2"}]}], "]"}]}], ";"}], " ", + RowBox[{"(*", " ", + RowBox[{"NOTE", ":", " ", + RowBox[{"the", " ", "factor", " ", "of", " ", + RowBox[{"1", "/", "2"}]}]}], " ", "*)"}]}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[7]:=", + CellID->1667144613,ExpressionUUID->"410a12fa-1104-43c8-b492-6aff5481b79b"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.00684661699392386`"}], "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ")"}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.20571556722028506`", "\[VeryThinSpace]", "-", + RowBox[{"0.6118951195625209`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`c[2], + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.108074405771168`", "\[VeryThinSpace]", "-", + RowBox[{"0.8845413158660769`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`c[3], + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.164232819598074`", "\[VeryThinSpace]", "+", + RowBox[{"0.5124586562517863`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + $CellContext`c[3], + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.6521999962073233`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.6279008717646049`", "\[VeryThinSpace]", "-", + RowBox[{"0.0516900271516727`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.021324565249317473`", "\[VeryThinSpace]", "-", + RowBox[{"1.7057815848238818`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + $CellContext`c[3]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.20571556722028506`", "\[VeryThinSpace]", "+", + RowBox[{"0.6118951195625209`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + Q3`Dagger[ + $CellContext`c[2]]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.108074405771168`", "\[VeryThinSpace]", "+", + RowBox[{"0.8845413158660769`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[1]]], + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[3]]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[1]], + Q3`Dagger[ + $CellContext`c[3]]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.6279008717646049`", "\[VeryThinSpace]", "+", + RowBox[{"0.0516900271516727`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[2]], + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"1.896110126066473`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[2]], + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2168566624643078`", "\[VeryThinSpace]", "-", + RowBox[{"0.11262216095882982`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[2]], + $CellContext`c[3]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.164232819598074`", "\[VeryThinSpace]", "-", + RowBox[{"0.5124586562517863`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[2]]], + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[3]]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[2]], + Q3`Dagger[ + $CellContext`c[3]]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.021324565249317473`", "\[VeryThinSpace]", "+", + RowBox[{"1.7057815848238818`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[3]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"]], + $CellContext`c[1]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[3]], + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2168566624643078`", "\[VeryThinSpace]", "+", + RowBox[{"0.11262216095882982`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[3]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"]], + $CellContext`c[2]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[3]], + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"1.2576033638469974`", "\[VeryThinSpace]", "+", + RowBox[{"0.`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{ + TemplateBox[{"\[VeryThinSpace]", "\"\[VeryThinSpace]\"", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + Q3`Dagger[ + $CellContext`c[3]]], + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"]], + $CellContext`c[3]]}, "RowWithSeparators"]}, + "RowDefault"], + Q3`Multiply[ + Q3`Dagger[ + $CellContext`c[3]], + $CellContext`c[3]]]}]}]], "Output", + CellLabel->"Out[7]=", + CellID->291051714,ExpressionUUID->"9c6c7d13-5a62-45fc-863e-09b205dcc0ba"] +}, Open ]], + +Cell["\<\ +Calculate the matrix representation of the above operator expression.\ +\>", "ExampleText", + CellID->779496828,ExpressionUUID->"332b50ed-38e7-456a-a10f-f32e28b739b0"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"new", "=", + RowBox[{"Matrix", "[", + RowBox[{"UU", ",", "ff"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"new", "//", "Chop"}], "//", "MatrixForm"}]}], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[8]:=", + CellID->493799234,ExpressionUUID->"f55afcca-6eb5-4ef6-a0ea-7de5268c5b4d"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + { + RowBox[{"0.826411506913918`", "\[VeryThinSpace]", "-", + RowBox[{"0.01677543118129286`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.19294149563806276`"}], "-", + RowBox[{"0.06299716019117588`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.3321930833093947`", "\[VeryThinSpace]", "+", + RowBox[{"0.1627355052993935`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.33605404055837423`", "\[VeryThinSpace]", "-", + RowBox[{"0.16062420663923216`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{"0.5631565746545855`", "\[VeryThinSpace]", "+", + RowBox[{"0.18476661874731684`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.10318271765229017`"}], "-", + RowBox[{"0.21416217377939467`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.6812008021146982`", "\[VeryThinSpace]", "+", + RowBox[{"0.3286577772654788`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.1313278120546434`", "\[VeryThinSpace]", "-", + RowBox[{"0.05391101503512161`", " ", "\[ImaginaryI]"}]}]}, + {"0", + RowBox[{ + RowBox[{"-", "0.020942143714642786`"}], "-", + RowBox[{"0.26408886568103895`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.45752784257266754`", "\[VeryThinSpace]", "-", + RowBox[{"0.7422141890696421`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.020126371193812793`", "\[VeryThinSpace]", "-", + RowBox[{"0.02174249304342615`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.39830756478320845`"}], "+", + RowBox[{"0.10038996697741796`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{"0.29934952055262304`", "\[VeryThinSpace]", "-", + RowBox[{"0.19563235238433813`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.46705834198467344`", "\[VeryThinSpace]", "-", + RowBox[{"0.4095523996649935`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.08565157536908899`", "\[VeryThinSpace]", "+", + RowBox[{"0.19774473259130823`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.6023811751346042`"}], "+", + RowBox[{"0.27737868081252476`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{ + RowBox[{"-", "0.6023811751346041`"}], "-", + RowBox[{"0.27737868081252476`", " ", "\[ImaginaryI]"}]}], + RowBox[{ + RowBox[{"-", "0.08565157536908899`"}], "+", + RowBox[{"0.19774473259130831`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.4670583419846737`", "\[VeryThinSpace]", "+", + RowBox[{"0.4095523996649935`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.29934952055262304`"}], "-", + RowBox[{"0.19563235238433813`", " ", "\[ImaginaryI]"}]}]}, + { + RowBox[{ + RowBox[{"-", "0.3983075647832084`"}], "-", + RowBox[{"0.10038996697741792`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{ + RowBox[{"-", "0.02012637119381279`"}], "-", + RowBox[{"0.0217424930434262`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.45752784257266754`", "\[VeryThinSpace]", "+", + RowBox[{"0.742214189069642`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.020942143714642793`", "\[VeryThinSpace]", "-", + RowBox[{"0.2640888656810389`", " ", "\[ImaginaryI]"}]}], "0"}, + { + RowBox[{ + RowBox[{"-", "0.13132781205464336`"}], "-", + RowBox[{"0.05391101503512164`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.6812008021146982`", "\[VeryThinSpace]", "-", + RowBox[{"0.3286577772654788`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.10318271765229016`", "\[VeryThinSpace]", "-", + RowBox[{"0.2141621737793947`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.5631565746545857`", "\[VeryThinSpace]", "-", + RowBox[{"0.18476661874731687`", " ", "\[ImaginaryI]"}]}], "0"}, + {"0", + RowBox[{ + RowBox[{"-", "0.33605404055837423`"}], "-", + RowBox[{"0.16062420663923224`", " ", "\[ImaginaryI]"}]}], + RowBox[{"0.33219308330939473`", "\[VeryThinSpace]", "-", + RowBox[{"0.16273550529939354`", " ", "\[ImaginaryI]"}]}], "0", + RowBox[{"0.19294149563806287`", "\[VeryThinSpace]", "-", + RowBox[{"0.06299716019117588`", " ", "\[ImaginaryI]"}]}], "0", "0", + RowBox[{"0.8264115069139183`", "\[VeryThinSpace]", "+", + RowBox[{"0.016775431181292863`", " ", "\[ImaginaryI]"}]}]} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[ + SparseArray[ + Automatic, {8, 8}, 0, { + 1, {{0, 4, 8, 12, 16, 20, 24, 28, 32}, {{1}, {4}, {6}, {7}, {2}, {3}, { + 5}, {8}, {2}, {3}, {5}, {8}, {1}, {4}, {6}, {7}, {2}, {3}, {5}, {8}, { + 1}, {4}, {6}, {7}, {1}, {4}, {6}, {7}, {2}, {3}, {5}, {8}}}, { + Complex[0.826411506913918, -0.01677543118129286], + Complex[-0.19294149563806276`, -0.06299716019117588], Complex[ + 0.3321930833093947, 0.1627355052993935], Complex[ + 0.33605404055837423`, -0.16062420663923216`], Complex[ + 0.5631565746545855, 0.18476661874731684`], + Complex[-0.10318271765229017`, -0.21416217377939467`], Complex[ + 0.6812008021146982, 0.3286577772654788], Complex[ + 0.1313278120546434, -0.05391101503512161], + Complex[-0.020942143714642786`, -0.26408886568103895`], Complex[ + 0.45752784257266754`, -0.7422141890696421], Complex[ + 0.020126371193812793`, -0.02174249304342615], + Complex[-0.39830756478320845`, 0.10038996697741796`], Complex[ + 0.29934952055262304`, -0.19563235238433813`], Complex[ + 0.46705834198467344`, -0.4095523996649935], Complex[ + 0.08565157536908899, 0.19774473259130823`], + Complex[-0.6023811751346042, 0.27737868081252476`], + Complex[-0.6023811751346041, -0.27737868081252476`], + Complex[-0.08565157536908899, 0.19774473259130831`], Complex[ + 0.4670583419846737, 0.4095523996649935], + Complex[-0.29934952055262304`, -0.19563235238433813`], + Complex[-0.3983075647832084, -0.10038996697741792`], + Complex[-0.02012637119381279, -0.0217424930434262], Complex[ + 0.45752784257266754`, 0.742214189069642], Complex[ + 0.020942143714642793`, -0.2640888656810389], + Complex[-0.13132781205464336`, -0.05391101503512164], Complex[ + 0.6812008021146982, -0.3286577772654788], Complex[ + 0.10318271765229016`, -0.2141621737793947], Complex[ + 0.5631565746545857, -0.18476661874731687`], + Complex[-0.33605404055837423`, -0.16062420663923224`], Complex[ + 0.33219308330939473`, -0.16273550529939354`], Complex[ + 0.19294149563806287`, -0.06299716019117588], Complex[ + 0.8264115069139183, 0.016775431181292863`]}}]]]]], "Output", + CellLabel->"Out[8]//MatrixForm=", + CellID->499903221,ExpressionUUID->"62d9c611-dfc2-4152-82c0-568dbf11e708"] +}, Open ]], + +Cell["Compare the two results.", "ExampleText", + CellID->1649413160,ExpressionUUID->"83137b72-b14a-455b-a1cc-cabc73dd382c"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"new", "-", "matU"}], "//", "Chop"}], "//", + "MatrixForm"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[9]:=", + CellID->969758475,ExpressionUUID->"ddf03b84-a1eb-41d4-a216-807e1b223f81"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"}, + {"0", "0", "0", "0", "0", "0", "0", "0"} + }, + GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, + GridBoxSpacings->{"Columns" -> { + Offset[0.27999999999999997`], { + Offset[0.7]}, + Offset[0.27999999999999997`]}, "Rows" -> { + Offset[0.2], { + Offset[0.4]}, + Offset[0.2]}}], "\[NoBreak]", ")"}], + Function[BoxForm`e$, + MatrixForm[BoxForm`e$]]]], "Output", + CellLabel->"Out[9]//MatrixForm=", + CellID->625874716,ExpressionUUID->"2601e324-cccd-43b1-8f78-cdb414d347ad"] +}, Open ]], + +Cell["Check the canonical transformation as well.", "ExampleText", + CellID->127336103,ExpressionUUID->"9fa8d826-9c62-4471-9d3b-8ef7bea15761"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{"aa", "=", + RowBox[{ + RowBox[{ + RowBox[{"Dagger", "[", "UU", "]"}], "**", "ccdd", "**", "UU"}], "//", + "Elaborate"}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[10]:=", + CellID->1712344059,ExpressionUUID->"b2c6494d-a2c1-475b-a107-d646379e8326"], + +Cell[BoxData["3.157832`"], "EchoTiming", + CellID->1256770695,ExpressionUUID->"e1924167-ba6a-4e3c-9c64-6dc3b0a10121"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"0.5150921896891665`", "\[VeryThinSpace]", "+", + RowBox[{"0.1651178653765576`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.11653167691239508`", "\[VeryThinSpace]", "+", + RowBox[{"0.13943645517263237`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5354964618354031`", "\[VeryThinSpace]", "+", + RowBox[{"0.30170895723126523`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.3131743208974913`", "\[VeryThinSpace]", "+", + RowBox[{"0.03314283556613703`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2964259313246395`", "\[VeryThinSpace]", "+", + RowBox[{"0.22003599523154652`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.21686946805737187`", "\[VeryThinSpace]", "-", + RowBox[{"0.11881108295987629`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.16285454928389786`"}], "-", + RowBox[{"0.24883877349475275`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5065352429337999`", "\[VeryThinSpace]", "-", + RowBox[{"0.7038667550884545`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.08752317888471102`", "\[VeryThinSpace]", "-", + RowBox[{"0.06209225372487592`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.03837115436623118`", "\[VeryThinSpace]", "-", + RowBox[{"0.16152888952436498`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.010421538049266967`", "\[VeryThinSpace]", "+", + RowBox[{"0.053708275377043965`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2230381751479698`", "\[VeryThinSpace]", "-", + RowBox[{"0.260254494686826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.5623359122346566`"}], "-", + RowBox[{"0.35315995927374616`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.05717746931437058`", "\[VeryThinSpace]", "+", + RowBox[{"0.17825459918226028`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.4491931969762498`", "\[VeryThinSpace]", "+", + RowBox[{"0.36518134980579264`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.22587065387477667`", "\[VeryThinSpace]", "+", + RowBox[{"0.016494528659433974`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.04252558033638682`", "\[VeryThinSpace]", "-", + RowBox[{"0.1970830602153446`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.30579236844934443`", "\[VeryThinSpace]", "-", + RowBox[{"0.05858072574035125`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.3131743208974913`"}], "+", + RowBox[{"0.03314283556613706`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2964259313246394`", "\[VeryThinSpace]", "-", + RowBox[{"0.22003599523154654`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.21686946805737178`", "\[VeryThinSpace]", "+", + RowBox[{"0.11881108295987629`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5150921896891665`", "\[VeryThinSpace]", "-", + RowBox[{"0.16511786537655754`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.11653167691239508`", "\[VeryThinSpace]", "-", + RowBox[{"0.1394364551726324`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.535496461835403`", "\[VeryThinSpace]", "-", + RowBox[{"0.3017089572312652`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"0.03837115436623116`", "\[VeryThinSpace]", "+", + RowBox[{"0.1615288895243651`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.010421538049266961`", "\[VeryThinSpace]", "-", + RowBox[{"0.05370827537704396`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.22303817514796984`", "\[VeryThinSpace]", "+", + RowBox[{"0.260254494686826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.16285454928389786`", "\[VeryThinSpace]", "-", + RowBox[{"0.2488387734947528`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5065352429337999`", "\[VeryThinSpace]", "+", + RowBox[{"0.7038667550884546`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.08752317888471102`", "\[VeryThinSpace]", "+", + RowBox[{"0.06209225372487593`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.2258706538747768`"}], "+", + RowBox[{"0.016494528659434016`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.042525580336386794`", "\[VeryThinSpace]", "+", + RowBox[{"0.19708306021534466`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.30579236844934443`", "\[VeryThinSpace]", "+", + RowBox[{"0.05858072574035126`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5623359122346565`", "\[VeryThinSpace]", "-", + RowBox[{"0.3531599592737462`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.05717746931437061`", "\[VeryThinSpace]", "-", + RowBox[{"0.17825459918226036`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.44919319697624976`", "\[VeryThinSpace]", "-", + RowBox[{"0.3651813498057927`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}]}], "}"}]], "Output", + CellLabel->"Out[10]=", + CellID->2043402620,ExpressionUUID->"46a9919a-64ca-4fcc-a3aa-d73aefb3cd2e"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"EchoTiming", "[", + RowBox[{"bb", "=", + RowBox[{ + RowBox[{"Normal", "[", "barU", "]"}], ".", "ccdd"}]}], "]"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[11]:=", + CellID->1881088890,ExpressionUUID->"b19e32da-08a6-4ab8-875d-bbb87a6de923"], + +Cell[BoxData["0.000158`"], "EchoTiming", + CellID->1671147304,ExpressionUUID->"6c051d40-87cc-403c-9804-fec6bd06cd84"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"0.5150921896891665`", "\[VeryThinSpace]", "+", + RowBox[{"0.16511786537655748`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.11653167691239509`", "\[VeryThinSpace]", "+", + RowBox[{"0.13943645517263242`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.535496461835403`", "\[VeryThinSpace]", "+", + RowBox[{"0.30170895723126523`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.3131743208974913`", "\[VeryThinSpace]", "+", + RowBox[{"0.03314283556613704`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2964259313246395`", "\[VeryThinSpace]", "+", + RowBox[{"0.22003599523154652`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.21686946805737178`", "\[VeryThinSpace]", "-", + RowBox[{"0.11881108295987634`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.16285454928389786`"}], "-", + RowBox[{"0.2488387734947528`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5065352429337999`", "\[VeryThinSpace]", "-", + RowBox[{"0.7038667550884544`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.08752317888471103`", "\[VeryThinSpace]", "-", + RowBox[{"0.0620922537248759`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.03837115436623119`", "\[VeryThinSpace]", "-", + RowBox[{"0.161528889524365`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.010421538049266956`", "\[VeryThinSpace]", "+", + RowBox[{"0.05370827537704397`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.22303817514796984`", "\[VeryThinSpace]", "-", + RowBox[{"0.260254494686826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.5623359122346567`"}], "-", + RowBox[{"0.35315995927374627`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.0571774693143706`", "\[VeryThinSpace]", "+", + RowBox[{"0.17825459918226036`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.44919319697624976`", "\[VeryThinSpace]", "+", + RowBox[{"0.3651813498057927`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.22587065387477676`", "\[VeryThinSpace]", "+", + RowBox[{"0.01649452865943404`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.04252558033638686`", "\[VeryThinSpace]", "-", + RowBox[{"0.19708306021534466`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.3057923684493445`", "\[VeryThinSpace]", "-", + RowBox[{"0.05858072574035127`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.3131743208974913`"}], "+", + RowBox[{"0.03314283556613704`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.2964259313246395`", "\[VeryThinSpace]", "-", + RowBox[{"0.22003599523154652`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.21686946805737178`", "\[VeryThinSpace]", "+", + RowBox[{"0.11881108295987634`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5150921896891665`", "\[VeryThinSpace]", "-", + RowBox[{"0.16511786537655748`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.11653167691239509`", "\[VeryThinSpace]", "-", + RowBox[{"0.13943645517263242`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.535496461835403`", "\[VeryThinSpace]", "-", + RowBox[{"0.30170895723126523`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"0.03837115436623119`", "\[VeryThinSpace]", "+", + RowBox[{"0.161528889524365`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.010421538049266956`", "\[VeryThinSpace]", "-", + RowBox[{"0.05370827537704397`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.22303817514796984`", "\[VeryThinSpace]", "+", + RowBox[{"0.260254494686826`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.16285454928389786`", "\[VeryThinSpace]", "-", + RowBox[{"0.2488387734947528`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5065352429337999`", "\[VeryThinSpace]", "+", + RowBox[{"0.7038667550884544`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.08752317888471103`", "\[VeryThinSpace]", "+", + RowBox[{"0.0620922537248759`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "0.22587065387477676`"}], "+", + RowBox[{"0.01649452865943404`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "1"}, + "RowWithSeparators"]], + $CellContext`c[1]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.04252558033638686`", "\[VeryThinSpace]", "+", + RowBox[{"0.19708306021534466`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "2"}, + "RowWithSeparators"]], + $CellContext`c[2]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.3057923684493445`", "\[VeryThinSpace]", "+", + RowBox[{"0.05858072574035127`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + SubscriptBox["c", + TemplateBox[{",", "\",\"", "3"}, + "RowWithSeparators"]], + $CellContext`c[3]]}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"0.5623359122346567`", "\[VeryThinSpace]", "-", + RowBox[{"0.35315995927374627`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "1"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[1]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.0571774693143706`", "\[VeryThinSpace]", "-", + RowBox[{"0.17825459918226036`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "2"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[2]]]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"0.44919319697624976`", "\[VeryThinSpace]", "-", + RowBox[{"0.3651813498057927`", " ", "\[ImaginaryI]"}]}], ")"}], " ", + InterpretationBox[ + TemplateBox[{"c", + TemplateBox[{",", "\",\"", "3"}, "RowWithSeparators"], + TemplateBox[{",", "\",\"", "\"\[Dagger]\""}, "RowWithSeparators"]}, + "Subsuperscript"], + Q3`Dagger[ + $CellContext`c[3]]]}]}]}], "}"}]], "Output", + CellLabel->"Out[11]=", + CellID->34119215,ExpressionUUID->"f0ff6a89-fcd2-4b3b-920b-c1b9fac9c9a3"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"aa", "-", "bb"}], "//", "Chop"}]], "Input", + CellProlog:>Needs["Q3`"], + CellLabel->"In[12]:=", + CellID->687185779,ExpressionUUID->"f4716ba1-c357-4b00-be97-24f241148084"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0"}], + "}"}]], "Output", + CellLabel->"Out[12]=", + CellID->1190893875,ExpressionUUID->"19d5f599-cba0-4287-83a8-887766d7d716"] +}, Open ]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, + Closed]]]] +}, Dynamic[CurrentValue[ + EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, + Closed]]]], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedFunction.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"See", " ", "Also"}], "SeeAlsoSection"]}, + {Cell[TextData[{ + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickState"]], "paclet:Q3/ref/WickState", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "9b8e41c0-69bc-4537-a550-621c28730ed8"], + "\[NonBreakingSpace]", + StyleBox[ + "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", + "InlineSeparator"], + " ", + Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["WickOperator"]], "paclet:Q3/ref/WickOperator", + "Q3 Package Symbol"}, + "PackageLink", + BaseStyle->"InlineFormula"]], "InlineFormula", + FontFamily->"Source Sans Pro",ExpressionUUID-> + "51d734c4-374a-4704-a271-193bb1e838ed"] + }], "SeeAlso",ExpressionUUID->"ae3897da-7082-410d-8ae7-7aa8664e25f3"]} + }]} + }]], "SeeAlsoSection",ExpressionUUID->"90a08a90-f15f-4bbd-8f7c-\ +9aa7d180c688"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems with Q3"]], + "paclet:Q3/tutorial/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "c7442f74-02c9-40c3-94ba-70ed26eca67f"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3: Quick Start"]], "paclet:Q3/tutorial/Q3QuickStart"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "fd4c3f81-1fdd-42a6-bd2a-1c624f87b418"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"16bd560f-b84e-4c5d-9df3-\ +7064581c0030"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems"]], + "paclet:Q3/guide/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "8a988271-3051-4bae-a891-fc4122a1b7a9"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3"]], "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "7a5cd7d9-d21a-4ae3-96ae-d4526b1853b4"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"210d1dc1-a5c9-47d0-9c69-\ +d6cda87e8f5d"], + +Cell[BoxData[GridBox[{ + { + TemplateBox[{29}, + "Spacer1"], GridBox[{ + { RowBox[{ TemplateBox[{17}, "Spacer1"], @@ -3395,8 +6432,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1103/PhysRevA.65.032325"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "d0814b78-8ff2-4448-a1ab-8711554b97a3"]}]],ExpressionUUID-> - "42df1dac-1962-48ff-a70d-2fab39b7b3e6"], + "f37f801f-55f7-41f7-854b-cac79f02d0e9"]}]],ExpressionUUID-> + "bc51f49b-4ea4-4bb9-8ad3-4d02125ef999"], ", Physical Review A 65, 032325, \"Classical simulation of \ noninteracting-fermion quantum circuits.\"" }], "RelatedLinks",ExpressionUUID-> @@ -3418,16 +6455,16 @@ noninteracting-fermion quantum circuits.\"" "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "8284dff2-d074-41c7-8ea0-ae8f7cc3ac44"]}]],ExpressionUUID-> - "3ae651a1-93ca-4474-800a-02c792708c64"], + "8c4daff9-0950-4e9a-bb3e-0a41219b902a"]}]],ExpressionUUID-> + "8f25d1a7-652c-49af-a4f1-2f4899e62e87"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "7b59f208-dc6e-4d45-9d46-3993fef2fd86"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"6fd30fa2-e669-49ed-a9cc-\ -0d2d0e16255e"], + }]], "RelatedLinksSection",ExpressionUUID->"e09b1937-174c-4a1b-a427-\ +6d8f6038e94f"], -Cell[" ", "FooterCell",ExpressionUUID->"396e3112-96c7-4d72-8477-d7a9493ff581"] +Cell[" ", "FooterCell",ExpressionUUID->"368e995c-31eb-4cea-a47a-f91e7245f4eb"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -3438,12 +6475,14 @@ TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", "ExampleCounter" -> 1, "Openers" -> { - "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, - "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, - "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> - True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "PrimaryExamplesSection" -> Open, + "ExampleSection" -> {"0" -> Open, "1" -> Closed}, "AllOptsTable" -> + Closed, "NotesSection" -> Closed, "ExampleSubsection" -> {"0" -> Closed}}, + "NewStyles" -> True, "CitationPopupData" -> $Failed, "ShowCitation" -> + False, "HasOptions" -> True, "RootCaptions" -> "", + "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 6, 20, 18, 58, 20.675874}", + "built" -> "{2024, 6, 27, 18, 33, 26.747051}", "history" -> {"14.0", "", "", ""}, "context" -> "Q3`", "keywords" -> { "Wick theorem", "Nambu space", "Bogoliubov-de Gennes transformation"}, @@ -3452,8 +6491,13 @@ TaggingRules->{ "None", "summary" -> "WickUnitary[{u, v}] represents the unitary matrix ArrayFlatten[{{u, v}, \ Conjugate@{v, u}] in the Nambu space describing a Bogoliubov-de Gennes \ -transformation.", "synonyms" -> {}, "tabletags" -> {}, "title" -> - "WickUnitary", "titlemodifier" -> "", "metadescription" -> "", +transformation. WickUnitary[{u, v}, {c1, c2, ...}] indicates that the \ +corresponding operator acts on qubits {c1, c2, ...}. WickUnitary[mat, ...] \ +returns WickUnitary[{u, v}, ...] with u and v taken from the n*n upper-left \ +and upper-right blocks of the 2 n*2 n Bogoliubov-de Gennes transformation \ +matrix mat. WickUnitary[1, {c1, c2, ..., cn}] is equivalent to WickUnitary[{I \ +n*n, 0 n*n}, {c1, c2, ..., cn}].", "synonyms" -> {}, "tabletags" -> {}, + "title" -> "WickUnitary", "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> "WickUnitary", "type" -> "Symbol", "uri" -> "Q3/ref/WickUnitary"}}, CellContext->"Global`", @@ -3468,7 +6512,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"36d7c5a0-b984-4b75-9ee2-4a7b6bdbecff" +ExpressionUUID->"26d27c5c-ecd1-4231-99c1-13909c651cc5" ] (* End of Notebook Content *) @@ -3476,91 +6520,205 @@ ExpressionUUID->"36d7c5a0-b984-4b75-9ee2-4a7b6bdbecff" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[14075, 386, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"b77615b5-449a-4e9a-a4de-2d0f4a34bbdc", + Cell[21369, 605, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2ac8b364-ec24-4bf1-9c13-56f0b3206bc3", CellTags->"PrimaryExamplesSection", - CellID->787282438]} + CellID->1953888054]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 169156, 3477} + {"PrimaryExamplesSection", 297626, 6521} } *) (*NotebookFileOutline Notebook[{ -Cell[583, 21, 6803, 170, 57, "AnchorBarGrid",ExpressionUUID->"ec3873bc-42ae-46ba-9822-7de5c07ac491", +Cell[583, 21, 6803, 170, 57, "AnchorBarGrid",ExpressionUUID->"191b6470-912c-4e8a-816b-38d4c0011a3c", CellID->1], -Cell[7389, 193, 85, 0, 23, "ContextNameCell",ExpressionUUID->"38de2a90-35d0-41b2-88a2-20f5bc6362d6"], +Cell[7389, 193, 85, 0, 23, "ContextNameCell",ExpressionUUID->"3626a236-d5c1-47a2-be1e-0528845e0c5e"], Cell[CellGroupData[{ -Cell[7499, 197, 1385, 38, 60, "ObjectNameGrid",ExpressionUUID->"94c35232-f8af-42dd-aaa8-8c633782f869"], -Cell[8887, 237, 1655, 46, 138, "Usage",ExpressionUUID->"65c38809-747b-4d99-b4c8-b9c8c2fa70a4", +Cell[7499, 197, 1385, 38, 60, "ObjectNameGrid",ExpressionUUID->"5b832ff6-9286-43f2-af75-01d3f970c6c3"], +Cell[8887, 237, 7227, 209, 398, "Usage",ExpressionUUID->"65c38809-747b-4d99-b4c8-b9c8c2fa70a4", CellID->249716178] }, Open ]], Cell[CellGroupData[{ -Cell[10579, 288, 1899, 47, 37, "NotesSection",ExpressionUUID->"f90aaaba-276b-4811-8aa1-5a69a99fab03", +Cell[16151, 451, 1898, 47, 37, "NotesSection",ExpressionUUID->"c42f1516-df64-4104-9077-e9f8896a6d0c", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1713996128], -Cell[12481, 337, 1467, 43, 70, "Notes",ExpressionUUID->"620ea185-47f8-4593-8916-8b22fac3d16d", - CellID->796757408] + CellID->693413468], +Cell[18052, 500, 1467, 43, 70, "Notes",ExpressionUUID->"620ea185-47f8-4593-8916-8b22fac3d16d", + CellID->796757408], +Cell[19522, 545, 780, 24, 70, "Notes",ExpressionUUID->"bd039037-6d5d-4166-8721-430362cc1894", + CellID->553348904], +Cell[20305, 571, 937, 28, 70, "Notes",ExpressionUUID->"3283cf6c-0fea-40af-9592-64617e4d177a", + CellID->1164815049] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[14075, 386, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"b77615b5-449a-4e9a-a4de-2d0f4a34bbdc", +Cell[21369, 605, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"2ac8b364-ec24-4bf1-9c13-56f0b3206bc3", CellTags->"PrimaryExamplesSection", - CellID->787282438], -Cell[15467, 425, 190, 3, 31, "Input",ExpressionUUID->"e3d1544f-80b8-4529-b3bb-9191928c6f6d", + CellID->1953888054], +Cell[22762, 644, 190, 3, 31, "Input",ExpressionUUID->"e3d1544f-80b8-4529-b3bb-9191928c6f6d", CellID->98413889], Cell[CellGroupData[{ -Cell[15682, 432, 1368, 36, 31, "ExampleSection",ExpressionUUID->"9dfdf9d0-a79b-471e-83a7-67e8f60ce78d", - CellID->1209186299], -Cell[17053, 470, 210, 5, 29, "Input",ExpressionUUID->"5a8517eb-c21d-441f-8e31-263f0ad4582c", +Cell[22977, 651, 1368, 36, 31, "ExampleSection",ExpressionUUID->"8c106564-6ee8-4c68-af16-ed81446ae0e3", + CellID->1824077301], +Cell[24348, 689, 210, 5, 29, "Input",ExpressionUUID->"5a8517eb-c21d-441f-8e31-263f0ad4582c", CellID->920271509], Cell[CellGroupData[{ -Cell[17288, 479, 303, 8, 48, "Input",ExpressionUUID->"4a4c6e91-6844-4424-8360-288abc6ceaad", +Cell[24583, 698, 303, 8, 48, "Input",ExpressionUUID->"4a4c6e91-6844-4424-8360-288abc6ceaad", CellID->296755854], -Cell[17594, 489, 719, 24, 37, "Output",ExpressionUUID->"6dc6f68e-542d-4abe-9b63-3eec44dbc3c1", - CellID->655389814] +Cell[24889, 708, 719, 24, 37, "Output",ExpressionUUID->"ecf0552c-8d22-411e-a6c9-fd46f922644f", + CellID->551922912] }, Open ]], -Cell[18328, 516, 130, 1, 38, "ExampleText",ExpressionUUID->"fa4e6488-60b8-4293-8792-19bed17f2158", +Cell[25623, 735, 130, 1, 38, "ExampleText",ExpressionUUID->"fa4e6488-60b8-4293-8792-19bed17f2158", CellID->680444868], Cell[CellGroupData[{ -Cell[18483, 521, 575, 17, 48, "Input",ExpressionUUID->"2b845657-c6b1-4694-b838-d8a3821cb693", +Cell[25778, 740, 575, 17, 48, "Input",ExpressionUUID->"2b845657-c6b1-4694-b838-d8a3821cb693", CellID->1325425802], -Cell[19061, 540, 1327, 32, 41, "Output",ExpressionUUID->"28070342-7880-4234-84f4-caf2391abbc3", - CellID->904251707], -Cell[20391, 574, 42508, 806, 65, "Output",ExpressionUUID->"ad959044-9ec1-474f-b1c0-ecd9d4254a4f", - CellID->16669730] +Cell[26356, 759, 1327, 32, 41, "Output",ExpressionUUID->"4c6d931f-d069-4e51-94fa-b803e5e9a796", + CellID->902967026], +Cell[27686, 793, 42376, 802, 70, "Output",ExpressionUUID->"8f839619-d00a-4e77-a317-da815b970c59", + CellID->2047356280] }, Open ]], Cell[CellGroupData[{ -Cell[62936, 1385, 800, 26, 84, "Input",ExpressionUUID->"5d7e40bc-1957-48c7-a4d7-8da9f72b1920", - CellID->959326764], -Cell[63739, 1413, 5462, 113, 156, "Output",ExpressionUUID->"c810817e-3346-4696-b4d6-12f3a7161985", - CellID->1777697482] +Cell[70099, 1600, 416, 11, 70, "Input",ExpressionUUID->"cf25ea33-ea96-4431-a897-2755e7aa722c", + CellID->1722100569], +Cell[70518, 1613, 26977, 517, 70, "Output",ExpressionUUID->"af2610b6-f852-4834-b4f8-2bc1764baa16", + CellID->631479597] }, Open ]], Cell[CellGroupData[{ -Cell[69238, 1531, 263, 7, 70, "Input",ExpressionUUID->"04b1aead-3848-4fde-ba7b-5abdc4481cd9", - CellID->1653468100], -Cell[69504, 1540, 25159, 478, 70, "Output",ExpressionUUID->"3b02c2ab-16cf-480f-b06d-2a4bdedb1963", - CellID->1598337437] +Cell[97532, 2135, 451, 12, 70, "Input",ExpressionUUID->"7506c807-6beb-418e-8405-c10a5a59d465", + CellID->1681778112], +Cell[97986, 2149, 8986, 179, 168, "Output",ExpressionUUID->"68884b7d-5362-46ba-b599-433e4eb78d3f", + CellID->224083930], +Cell[106975, 2330, 1047, 23, 168, "Output",ExpressionUUID->"4e0aad16-866c-488e-b3f1-0c9dfd6a330f", + CellID->1639778319] }, Open ]], Cell[CellGroupData[{ -Cell[94700, 2023, 206, 5, 70, "Input",ExpressionUUID->"584bf456-503e-42ce-b1e2-c95d090e01cd", +Cell[108059, 2358, 202, 5, 70, "Input",ExpressionUUID->"584bf456-503e-42ce-b1e2-c95d090e01cd", CellID->363777976], -Cell[94909, 2030, 65990, 1221, 70, "Output",ExpressionUUID->"17806eef-9c8f-4a8e-9d28-a861ea57e3c2", - CellID->485689829] +Cell[108264, 2365, 65536, 1208, 70, "Output",ExpressionUUID->"98472060-7e6d-47c5-ac1f-84bb4c3c2ce5", + CellID->2108830562] }, Open ]], Cell[CellGroupData[{ -Cell[160936, 3256, 185, 4, 70, "Input",ExpressionUUID->"80b559ea-b5cf-4e80-88ec-d60be1931dcf", +Cell[173837, 3578, 212, 5, 70, "Input",ExpressionUUID->"80b559ea-b5cf-4e80-88ec-d60be1931dcf", CellID->1783039866], -Cell[161124, 3262, 129, 2, 37, "Output",ExpressionUUID->"3241db28-6170-44f6-96ce-b49ee20ca634", - CellID->1235989808] +Cell[174052, 3585, 129, 2, 37, "Output",ExpressionUUID->"6a81e6ef-79d2-400d-9b3f-3273e3e8dbc7", + CellID->1475519356] +}, Open ]], +Cell[CellGroupData[{ +Cell[174218, 3592, 241, 5, 70, "ExampleDelimiter",ExpressionUUID->"b08192b2-832e-44ca-8bba-d4d76ea8d1f0", + CellID->37819397], +Cell[CellGroupData[{ +Cell[174484, 3601, 244, 6, 70, "Input",ExpressionUUID->"1e9c57e1-4094-4b0b-9f2e-c98ff1363c66", + CellID->1783030540], +Cell[174731, 3609, 25771, 496, 70, "Output",ExpressionUUID->"54dfc764-8c38-4e77-b2fc-7e28a2e0a9d9", + CellID->2046905461] +}, Open ]], +Cell[CellGroupData[{ +Cell[200539, 4110, 184, 4, 70, "Input",ExpressionUUID->"f097d46f-0ce1-498d-aef2-a18f0f8c1693", + CellID->335974840], +Cell[200726, 4116, 1464, 43, 87, "Output",ExpressionUUID->"8b70f9d6-2a6c-4b8d-9c1a-d4043eba3b88", + CellID->1505069681] +}, Open ]] +}, Open ]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], +Cell[CellGroupData[{ +Cell[202351, 4168, 1393, 36, 70, "ExampleSection",ExpressionUUID->"b612e14b-8851-4182-98ad-f7231bfcc54d", + CellID->657798371], +Cell[CellGroupData[{ +Cell[203769, 4208, 1404, 36, 70, "ExampleSubsection",ExpressionUUID->"ff059571-a7b7-4dbf-8d75-1dc760b755fb", + CellID->1494460528], +Cell[205176, 4246, 133, 1, 70, "ExampleText",ExpressionUUID->"15b712f5-4014-4eea-99ab-db0bcab349d5", + CellID->247562059], +Cell[205312, 4249, 211, 5, 70, "Input",ExpressionUUID->"e77f4074-0a3f-4e66-9952-cd48f91d9aaa", + CellID->1071576869], +Cell[CellGroupData[{ +Cell[205548, 4258, 465, 13, 70, "Input",ExpressionUUID->"690e61e0-ee7d-4463-9143-7ef4853955cf", + CellID->1194573541], +Cell[206016, 4273, 577, 19, 37, "Output",ExpressionUUID->"b164736c-7056-473e-a10e-02751a9849ef", + CellID->457503398] +}, Open ]], +Cell[206608, 4295, 147, 1, 70, "ExampleText",ExpressionUUID->"63905f94-4200-4fe8-97c8-8885be8a5fc9", + CellID->1055803238], +Cell[206758, 4298, 208, 5, 70, "Input",ExpressionUUID->"87284bae-0e59-41b2-9b7a-1c84a8514ffa", + CellID->767703742], +Cell[CellGroupData[{ +Cell[206991, 4307, 666, 19, 70, "Input",ExpressionUUID->"81612f11-e2b2-423a-a26e-a1f619b7f769", + CellID->715040618], +Cell[207660, 4328, 21864, 425, 70, "Output",ExpressionUUID->"20cc99e9-79dc-48b0-aaaa-b167a04dcbbc", + CellID->1002130373] +}, Open ]], +Cell[229539, 4756, 147, 1, 70, "ExampleText",ExpressionUUID->"42cc25bf-aebd-4c4e-a34b-f777bf3142c9", + CellID->824675712], +Cell[CellGroupData[{ +Cell[229711, 4761, 250, 6, 70, "Input",ExpressionUUID->"813e7adc-b9dc-4f9e-96df-29e2b718c419", + CellID->604765525], +Cell[229964, 4769, 578, 19, 37, "Output",ExpressionUUID->"d34a3532-bb5c-4c4b-a434-9aaed7ff1fd9", + CellID->1199591959] +}, Open ]], +Cell[230557, 4791, 233, 4, 70, "ExampleText",ExpressionUUID->"7a3d6f9c-4319-49fd-8bb4-83b5879f4339", + CellID->1058223919], +Cell[CellGroupData[{ +Cell[230815, 4799, 348, 9, 70, "Input",ExpressionUUID->"0bdf7f8a-ed2f-41d2-bee9-1ca2ea1b661c", + CellID->696305815], +Cell[231166, 4810, 4945, 99, 168, "Output",ExpressionUUID->"e7730908-25eb-4216-a286-20986e98d9d3", + CellID->894706784] +}, Open ]], +Cell[236126, 4912, 225, 4, 70, "ExampleText",ExpressionUUID->"9e4c8b64-2fa0-4559-a0c0-1e75fbb8b075", + CellID->76913875], +Cell[CellGroupData[{ +Cell[236376, 4920, 678, 20, 70, "Input",ExpressionUUID->"410a12fa-1104-43c8-b492-6aff5481b79b", + CellID->1667144613], +Cell[237057, 4942, 13328, 352, 92, "Output",ExpressionUUID->"9c6c7d13-5a62-45fc-863e-09b205dcc0ba", + CellID->291051714] +}, Open ]], +Cell[250400, 5297, 175, 3, 70, "ExampleText",ExpressionUUID->"332b50ed-38e7-456a-a10f-f32e28b739b0", + CellID->779496828], +Cell[CellGroupData[{ +Cell[250600, 5304, 346, 9, 70, "Input",ExpressionUUID->"f55afcca-6eb5-4ef6-a0ea-7de5268c5b4d", + CellID->493799234], +Cell[250949, 5315, 7144, 136, 168, "Output",ExpressionUUID->"62d9c611-dfc2-4152-82c0-568dbf11e708", + CellID->499903221] +}, Open ]], +Cell[258108, 5454, 123, 1, 70, "ExampleText",ExpressionUUID->"83137b72-b14a-455b-a1cc-cabc73dd382c", + CellID->1649413160], +Cell[CellGroupData[{ +Cell[258256, 5459, 243, 7, 70, "Input",ExpressionUUID->"ddf03b84-a1eb-41d4-a216-807e1b223f81", + CellID->969758475], +Cell[258502, 5468, 934, 23, 168, "Output",ExpressionUUID->"2601e324-cccd-43b1-8f78-cdb414d347ad", + CellID->625874716] +}, Open ]], +Cell[259451, 5494, 141, 1, 70, "ExampleText",ExpressionUUID->"9fa8d826-9c62-4471-9d3b-8ef7bea15761", + CellID->127336103], +Cell[CellGroupData[{ +Cell[259617, 5499, 330, 9, 70, "Input",ExpressionUUID->"b2c6494d-a2c1-475b-a107-d646379e8326", + CellID->1712344059], +Cell[259950, 5510, 116, 1, 70, "EchoTiming",ExpressionUUID->"e1924167-ba6a-4e3c-9c64-6dc3b0a10121", + CellID->1256770695], +Cell[260069, 5513, 14103, 377, 234, "Output",ExpressionUUID->"46a9919a-64ca-4fcc-a3aa-d73aefb3cd2e", + CellID->2043402620] +}, Open ]], +Cell[CellGroupData[{ +Cell[274209, 5895, 279, 7, 70, "Input",ExpressionUUID->"b19e32da-08a6-4ab8-875d-bbb87a6de923", + CellID->1881088890], +Cell[274491, 5904, 116, 1, 70, "EchoTiming",ExpressionUUID->"6c051d40-87cc-403c-9804-fec6bd06cd84", + CellID->1671147304], +Cell[274610, 5907, 14075, 374, 234, "Output",ExpressionUUID->"f0ff6a89-fcd2-4b3b-920b-c1b9fac9c9a3", + CellID->34119215] +}, Open ]], +Cell[CellGroupData[{ +Cell[288722, 6286, 204, 5, 70, "Input",ExpressionUUID->"f4716ba1-c357-4b00-be97-24f241148084", + CellID->687185779], +Cell[288929, 6293, 216, 5, 37, "Output",ExpressionUUID->"19d5f599-cba0-4287-83a8-887766d7d716", + CellID->1190893875] }, Open ]] -}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed]]]] +}, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[161495, 3273, 1337, 36, 70, "SeeAlsoSection",ExpressionUUID->"5da4ab99-b484-4ac0-ac0c-f7727c8dbf47"], -Cell[162835, 3311, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"a38f86c1-70ae-4777-8691-26ac4f9534e1"], -Cell[163922, 3341, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"f000934b-1c12-4dc3-9ed7-af755d3a5e90"], -Cell[164965, 3370, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"6fd30fa2-e669-49ed-a9cc-0d2d0e16255e"], -Cell[167047, 3429, 78, 0, 70, "FooterCell",ExpressionUUID->"396e3112-96c7-4d72-8477-d7a9493ff581"] +Cell[289502, 6310, 1337, 36, 70, "SeeAlsoSection",ExpressionUUID->"90a08a90-f15f-4bbd-8f7c-9aa7d180c688"], +Cell[290842, 6348, 1084, 28, 70, "TechNotesSection",ExpressionUUID->"16bd560f-b84e-4c5d-9df3-7064581c0030"], +Cell[291929, 6378, 1040, 27, 70, "MoreAboutSection",ExpressionUUID->"210d1dc1-a5c9-47d0-9c69-d6cda87e8f5d"], +Cell[292972, 6407, 2079, 57, 70, "RelatedLinksSection",ExpressionUUID->"e09b1937-174c-4a1b-a427-6d8f6038e94f"], +Cell[295054, 6466, 78, 0, 70, "FooterCell",ExpressionUUID->"368e995c-31eb-4cea-a47a-f91e7245f4eb"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/YoungDistance.nb b/Q3/Documentation/English/ReferencePages/Symbols/YoungDistance.nb index ea4ac75b4..a94d350aa 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/YoungDistance.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/YoungDistance.nb @@ -3,17 +3,17 @@ (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) -(* CreatedBy='Mathematica 13.1' *) +(* CreatedBy='Mathematica 14.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 36301, 1139] -NotebookOptionsPosition[ 30755, 1022] -NotebookOutlinePosition[ 32921, 1077] -CellTagsIndexPosition[ 32835, 1072] +NotebookDataLength[ 42933, 1305] +NotebookOptionsPosition[ 37055, 1185] +NotebookOutlinePosition[ 39333, 1241] +CellTagsIndexPosition[ 39247, 1236] WindowTitle->YoungDistance WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "65cc58f2-7845-415e-ba6e-6392b895f5a6"], + "a9b7f9d8-5c62-483e-8f43-f8df337d55e9"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "3b4c4de0-928f-4a57-95e4-386cdac77b99"], + "da25a63f-d937-40e3-ac0c-6915410c4af9"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,27 +54,98 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "b1e5564d-f95e-4e88-966a-dd647740f84e"] - }],ExpressionUUID->"e5e5d700-4776-4a73-91a6-3a1097615192"], - StripOnInput->False], {"\<\"ManhattanDistance\"\>":> - Documentation`HelpLookup["paclet:ref/ManhattanDistance"], Delimiter, - StyleBox["\<\"Functions\"\>", "SeeAlsoSection", - StripOnInput->False, - FontSize->14, - FontSlant->"Italic"]:>NotebookFind[ - EvaluationNotebook[], "SeeAlsoSection", All, CellStyle], - StyleBox["\<\"YoungTableaux\"\>", "SeeAlsoRelated", - StripOnInput->False]:>Documentation`HelpLookup[ - "paclet:Q3/ref/YoungTableaux"], - StyleBox["\<\"YoungForm\"\>", "SeeAlsoRelated", - StripOnInput->False]:>Documentation`HelpLookup[ - "paclet:Q3/ref/YoungForm"]}, + "a65737e7-b972-467f-833c-d5f5be0e79f5"] + }],ExpressionUUID->"bb25a447-9719-4525-bb3f-a094babfaae5"], + StripOnInput->False],{ + "\"ManhattanDistance\"" :> + Documentation`HelpLookup["paclet:ref/ManhattanDistance"], Delimiter, + StyleBox[ + "\"Functions\"", "SeeAlsoSection", FontSize -> 14, FontSlant -> + "Italic", StripOnInput -> False] :> + NotebookFind[EvaluationNotebook[], "SeeAlsoSection", All, CellStyle], + StyleBox[ + "\"YoungTableaux\"", "SeeAlsoRelated", StripOnInput -> False] :> + Documentation`HelpLookup["paclet:Q3/ref/YoungTableaux"], + StyleBox["\"YoungForm\"", "SeeAlsoRelated", StripOnInput -> False] :> + Documentation`HelpLookup["paclet:Q3/ref/YoungForm"]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "de3ae86c-9c87-4896-95bc-cc8470a303a5"], + "afa41fe6-47c3-42b1-930f-b05f02be2156"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Related Guides", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "bd7aa569-99d6-46a3-a5e7-7c23e4aeed1c"] + }],ExpressionUUID->"464d87a0-69dc-4df0-8d97-a7691d30775f"], + StripOnInput->False],{ + "\"Quantum Information Systems\"" :> + Documentation`HelpLookup[ + "paclet:Q3/guide/QuantumInformationSystems"], + "\"Quantum Many-Body Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumManyBodySystems"], + "\"Quantum Spin Systems\"" :> + Documentation`HelpLookup["paclet:Q3/guide/QuantumSpinSystems"], + "\"Q3\"" :> Documentation`HelpLookup["paclet:Q3/guide/Q3"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"MoreAbout"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "cdb97bdb-e27a-4e4a-8c53-e9fb8cfe4d8d"], + "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ +\[ThickSpace]", + Cell[BoxData[ + TagBox[ + ActionMenuBox[ + FrameBox[Cell[TextData[{ + "Tech Notes", + " ", + Cell[BoxData[ + GraphicsBox[ + {GrayLevel[0.66667], Thickness[0.13], + LineBox[{{-1.8, 0.5}, {0, 0}, {1.8, 0.5}}]}, + AspectRatio->1, + AxesStyle->Large, + FrameStyle->Large, + ImageSize->20, + PlotRange->{{-3, 4}, {-1, 1}}, + PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> + "c18debf2-e3d7-419d-a481-4356a47d4e65"] + }],ExpressionUUID->"ec0aa66b-2723-4eaf-a155-be373d935d36"], + StripOnInput->False],{ + "\"Schur Transform\"" :> + Documentation`HelpLookup["paclet:Q3/tutorial/SchurTransform"], + "\"Young's Representations of the Symmetric Group\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/YoungRepresentationsOfTheSymmetricGroup"], + "\"Characters of the Symmetric Group\"" :> + Documentation`HelpLookup[ + "paclet:Q3/tutorial/SymmetricGroupCharacters"], + "\"Permutation Groups\"" :> + Documentation`HelpLookup["paclet:tutorial/PermutationGroups"]}, + Appearance->None, + MenuAppearance->Automatic, + MenuStyle->"Tutorials"], + MouseAppearanceTag["LinkHand"]]], + LineSpacing->{1.4, 0},ExpressionUUID-> + "1494b4f0-5370-4182-a050-26b273f6e739"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -93,55 +164,52 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "33e3897f-ab2e-4230-b380-b76865f780e4"] - }],ExpressionUUID->"e6cfa5fd-55cd-4ab7-9c55-3d632a5b9a16"], - StripOnInput->False], {"\<\"Q3/ref/YoungDistance\"\>":> - None, "\<\"Copy Wolfram Documentation Center URL\"\>":> - Module[{DocumentationSearch`Private`nb$}, - DocumentationSearch`Private`nb$ = NotebookPut[ - Notebook[{ - Cell["Q3/ref/YoungDistance"]}, Visible -> False]]; - SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; - FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; - NotebookClose[DocumentationSearch`Private`nb$]; Null], - Delimiter, "\<\"Copy web URL\"\>":> - Module[{DocumentationSearch`Private`nb$}, - DocumentationSearch`Private`nb$ = NotebookPut[ - Notebook[{ - Cell[ - BoxData[ - MakeBoxes[ - Hyperlink[ - "http://reference.wolfram.com/language/Q3/ref/YoungDistance.\ -html"], StandardForm]], "Input", TextClipboardType -> "PlainText"]}, Visible -> - False]]; SelectionMove[ - DocumentationSearch`Private`nb$, All, Notebook]; - FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; - NotebookClose[DocumentationSearch`Private`nb$]; - Null], "\<\"Go to web URL\"\>":>FrontEndExecute[{ - NotebookLocate[{ - URL[If[ - TrueQ[DocumentationBuild`Make`Private`wsmlinkQ$60467], - "http://reference.wolfram.com/system-modeler/", - "http://reference.wolfram.com/language/"] <> - "Q3/ref/YoungDistance" <> ".html"], None}]}]}, + "4fd14314-0b0d-464a-b2b5-2cd60ef036d8"] + }],ExpressionUUID->"fd881da4-6276-4d2b-a032-682cd3dc9a0e"], + StripOnInput->False],{ + "\"Q3/ref/YoungDistance\"" :> None, + "\"Copy Wolfram Documentation Center URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{Cell["Q3/ref/YoungDistance"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], Delimiter, + "\"Copy web URL\"" :> + Module[{DocumentationSearch`Private`nb$}, + DocumentationSearch`Private`nb$ = + NotebookPut[ + Notebook[{ + Cell[BoxData[ + MakeBoxes[ + Hyperlink[ + "http://reference.wolfram.com/language/Q3/ref/\ +YoungDistance.html"], StandardForm]], "Input", TextClipboardType -> + "PlainText"]}, Visible -> False]]; + SelectionMove[DocumentationSearch`Private`nb$, All, Notebook]; + FrontEndTokenExecute[DocumentationSearch`Private`nb$, "Copy"]; + NotebookClose[DocumentationSearch`Private`nb$]; Null], + "\"Go to web URL\"" :> + FrontEndExecute[{ + NotebookLocate[{ + URL[If[TrueQ[False], + "http://reference.wolfram.com/system-modeler/", + "http://reference.wolfram.com/language/"] <> + "Q3/ref/YoungDistance" <> ".html"], None}]}]}, Appearance->None, MenuAppearance->Automatic, MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "a70b451d-b00a-474a-9812-6e85c1c1db2e"] + "a1fcc9ae-67f7-4796-8c15-75984b19d6c8"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "49c7a33e-c512-48e0-ae97-1cadf782d029"]} + "8a1f0dc0-e6fb-4430-9105-01637191a045"]} }]], "AnchorBarGrid", - GridBoxOptions->{GridBoxItemSize->{"Columns" -> { - Scaled[0.65], { - Scaled[0.34]}}, "ColumnsIndexed" -> {}, "Rows" -> {{1.}}, - "RowsIndexed" -> {}}}, - CellID->1,ExpressionUUID->"2e2f4bc8-cdf0-406d-9d47-4eb332f318be"], + CellID->1,ExpressionUUID->"7f3bf6c9-f310-4648-aa36-33dc706894d3"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"50ae6904-0f33-449f-8864-da3f2d8a4029"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"02297be1-1af7-4479-a275-d5ca7fc8d781"], Cell[CellGroupData[{ @@ -149,20 +217,20 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "YoungDistance", "ObjectName",ExpressionUUID-> - "48d71316-b28d-46ba-980e-b4332fd6d6e4"], + "603eb1e1-b930-42a1-bbbf-3e4278c05b95"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"b33f35f3-41f4-4b72-ab0a-dd74048441da"], + "Spacer1"]],ExpressionUUID->"529890c0-66cc-40bd-84cd-8b49d553c8cc"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "ed379c3b-c809-4f31-bccf-37452a0a4de6"] - }],ExpressionUUID->"00926269-3a1a-41fc-9ae1-0b2d85fd5640"], Cell[BoxData[ + "f34ffe54-e038-4aac-b273-b367d8ed9239"] + }],ExpressionUUID->"a819c02d-f831-4f6c-9d34-716282fbe05d"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ StyleBox[ GraphicsBox[InsetBox[ - StyleBox["\<\"NEW IN 13.1\"\>", + StyleBox["\<\"NEW\"\>", StripOnInput->False, FontFamily->"Source Sans Pro", FontSize->18, @@ -178,12 +246,12 @@ Cell[BoxData[GridBox[{ Deploy, DefaultBaseStyle->"Deploy"], "NewInGraphic", StripOnInput->False], - "New in 13.1", + "NEW", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "393f21e8-8046-40b6-aabd-330c97c76e22"]} + "4552e76e-7fcb-4fbd-b056-bc5d22a3bdc2"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"2a781a04-0774-4c58-b4ed-59fd691ab2b9"], + CacheGraphics->False,ExpressionUUID->"023aa25f-8626-4723-bdeb-e86a3b8dda4b"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -221,7 +289,7 @@ corresponding to letters ", FontFamily->"Source Sans Pro",ExpressionUUID-> "74ef1297-cb5c-4058-bfb7-e22ceb9c58b2"], "." - }],ExpressionUUID->"95c680e1-64e7-42c4-9977-96be310f7793"]} + }],ExpressionUUID->"40bf6c7d-b899-41f3-9d83-daa4dc911390"]} }]], "Usage", CellID->815194382,ExpressionUUID->"48e0dfee-9374-4396-9890-9513fce2a18b"] }, Open ]], @@ -254,12 +322,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"17a4b2b9-9475-45f0-9c22-f909756fb444"], + ExpressionUUID->"22d11bf2-3c50-46b0-a2cf-f404db6ddcf2"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"b37a501f-4a67-4f42-8d41-c80a7b91d571"], + "Spacer1"]],ExpressionUUID->"21a4815b-6c57-4816-bece-ec7f821aec87"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"13e460f9-6191-4075-8c1d-eeba3053dbc2"], + }], "NotesFrameText",ExpressionUUID->"17767e5d-e501-4cad-b6e2-4ca829e7ad48"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -270,12 +338,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"a76821c2-c61d-44bc-8345-d0b0afe66f19"]], \ + "Preemptive"]],ExpressionUUID->"466005df-3052-409e-a1bd-67a3d002dd74"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->956506110,ExpressionUUID->"b01ad1dc-af9d-4e98-821a-3cb509593aae"], + CellID->1937976350,ExpressionUUID->"c790d92d-462e-4601-a7a6-639a1ff368c7"], Cell["\<\ The Young distance between two boxes is the number of steps needed to go up \ @@ -338,19 +406,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "c7508ed6-3bee-49df-b339-d1bd18e58a05"], + "c62ec422-2005-4e75-9d8e-79fb9067e314"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"6bdfef40-de0e-4dd8-8208-cffb6a870e58"], + "Spacer1"]],ExpressionUUID->"d1fc4f2e-e541-4f15-878d-4143c4327146"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "3942153e-4599-4585-b6cb-5bf0c4cd0c06"] + "95423cea-e280-4f5a-8ae8-abd60ec44257"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->2083092975,ExpressionUUID->"975f59b5-5ef8-4a12-8e69-07a5859141f5"], + CellID->684040401,ExpressionUUID->"f86cbda4-b971-40ee-a24a-2558380c9786"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -384,18 +452,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "bcc2bd5a-891b-4485-b556-79246de7fd7e"], + "6d9ae932-bc35-4ff0-b588-3a067420fb5e"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"400c9bad-f9bb-4b25-ab87-a8772db1f792"], + "Spacer1"]],ExpressionUUID->"08f2476e-327d-47cc-a228-ff955d02cbcb"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "78379ffc-8dc0-4f5b-908c-692b8d46924a"] + "728997e1-a3e1-433c-a3b2-9066c7fb264d"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->117733784,ExpressionUUID->"04d60abf-884b-41cf-8121-20f823a6b659"], + CellID->1187057216,ExpressionUUID->"88102fff-65c0-43a0-942c-230d5fec9202"], Cell[CellGroupData[{ @@ -949,7 +1017,7 @@ Cell[BoxData[GridBox[{ "RefLink", BaseStyle->{"InlineFormula"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "5aeb555b-2177-4464-824c-7f930f00b1c5"], + "4e4a0511-a708-4697-af19-e7163b867c54"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -963,7 +1031,7 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "98176219-cda6-4ff7-822b-feace363cc95"], + "b71c72a5-c00f-4f00-8e4a-2c8b37b2d62d"], "\[NonBreakingSpace]", StyleBox[ "\[MediumSpace]\[FilledVerySmallSquare]\[MediumSpace]", @@ -977,11 +1045,106 @@ Cell[BoxData[GridBox[{ "PackageLink", BaseStyle->"InlineFormula"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> - "61db4c6f-fad2-4cb3-888d-ec2d6b2ca38e"] + "a93c21ef-22ed-4bb8-8438-af4d25ab8f1d"] }], "SeeAlso",ExpressionUUID->"4487cf05-10c5-4de5-a8a8-24a8457ce501"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"96ed8406-6c93-44a3-822b-\ -005f964ebb80"], + }]], "SeeAlsoSection",ExpressionUUID->"af4f7568-7930-40f6-a834-\ +2e970bf7f290"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, + "RelatedTechNote.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Tech", " ", "Notes"}], "TechNotesSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Schur Transform"]], "paclet:Q3/tutorial/SchurTransform"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "b17e89b1-fb8b-4b90-941c-31cf66efaebf"]}]}, + { + RowBox[{ + "\[FilledVerySmallSquare]", Cell[TextData[ButtonBox[ + "Young's Representations of the Symmetric Group", + BaseStyle->"Link", + ButtonData-> + "paclet:Q3/tutorial/YoungRepresentationsOfTheSymmetricGroup"]], + "TechNotes",ExpressionUUID-> + "c7d6c930-46f5-4e77-a1b8-ae5781e84cca"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Characters of the Symmetric Group"]], + "paclet:Q3/tutorial/SymmetricGroupCharacters"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "2fd2c295-7263-43a0-b5d0-3c491c0bc529"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Permutation Groups"]], + "paclet:tutorial/PermutationGroups"}, + "RefLinkPlain", + BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> + "b72d6108-cc24-4d30-8bf2-546c12d1d902"]}]} + }]} + }]], "TechNotesSection",ExpressionUUID->"f01f38c8-cdc8-4ba2-8e83-\ +35a83b656b00"], + +Cell[BoxData[GridBox[{ + { + DynamicBox[FEPrivate`ImportImage[ + FrontEnd`FileName[{"Documentation", "FooterIcons"}, "RelatedGuide.png"]], + ImageSizeCache->{50., {27., 33.}}], GridBox[{ + { + StyleBox[ + RowBox[{"Related", " ", "Guides"}], "MoreAboutSection"]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Information Systems"]], + "paclet:Q3/guide/QuantumInformationSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "87c7e4c7-04ab-4eba-b7f6-1592cbe9e0a0"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Many-Body Systems"]], + "paclet:Q3/guide/QuantumManyBodySystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "716e9957-5d40-4279-8a32-f919524672e8"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Quantum Spin Systems"]], + "paclet:Q3/guide/QuantumSpinSystems"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "67eb220c-fb8c-4445-b3ea-8424f8c08cdf"]}]}, + { + RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ + TemplateBox[{ + Cell[ + TextData["Q3"]], "paclet:Q3/guide/Q3"}, + "RefLinkPlain", + BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> + "3d443340-ec60-4714-a3d2-8079b610ffc9"]}]} + }]} + }]], "MoreAboutSection",ExpressionUUID->"1ba6ef1f-5f05-4365-9192-\ +576a5078863d"], Cell[BoxData[GridBox[{ { @@ -1009,16 +1172,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-1-4757-6804-6"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "239c5808-55ba-42c2-a44b-2f6ebab6b079"]}]],ExpressionUUID-> - "7162067e-ae45-4cbe-83a6-5a4a552ac912"], + "aba70d73-2424-4655-8209-5332f6515056"]}]],ExpressionUUID-> + "1adde0e6-5fe1-42e8-a06e-b99b458fde29"], ", The Symmetric Group, 2nd ed. (Springer, 2001). " }], "RelatedLinks",ExpressionUUID-> "61a73ad9-47c0-403f-83d7-0bf31b1038a3"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"3401ebf2-7abd-444d-a40a-\ -4e7e0455f88a"], + }]], "RelatedLinksSection",ExpressionUUID->"03e266ce-89e0-4c4c-ba4b-\ +3d209145c5b3"], -Cell[" ", "FooterCell",ExpressionUUID->"f4333213-1a80-4459-8f35-2c8976dc4386"] +Cell[" ", "FooterCell",ExpressionUUID->"4963b0e5-0896-4c22-b246-57336f6beb2c"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -1027,25 +1190,26 @@ WindowMargins->{{0, Automatic}, {Automatic, 0}}, WindowTitle->"YoungDistance", TaggingRules->{ "ModificationHighlight" -> False, "ColorType" -> "", "LinkTrails" -> "", - "HasOptions" -> True, "ExampleCounter" -> 1, + "ExampleCounter" -> 1, "Openers" -> { "PrimaryExamplesSection" -> Open, "ExampleSection" -> {"0" -> Open}, - "NotesSection" -> Closed}, "NewStyles" -> True, - "CitationPopupData" -> $Failed, "ShowCitation" -> False, "RootCaptions" -> - "", "Metadata" -> { - "built" -> "{2022, 9, 4, 17, 35, 38.668213}", + "AllOptsTable" -> Closed, "NotesSection" -> Closed}, "NewStyles" -> True, + "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> + True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, + "Metadata" -> { + "built" -> "{2024, 6, 28, 16, 10, 20.496374}", "history" -> {"13.1", "", "", ""}, "context" -> "Q3`", - "keywords" -> {"Young's seminormal representation"}, - "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, - "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> - "None", "summary" -> + "keywords" -> {"Young's seminormal representation", "Manhattan distance"}, + "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> + True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", + "status" -> "None", "summary" -> "YoungDistance[{x, y}, yt] returns the Manhattan distance between boxes \ corresponding to letters x and y. in standard Young tableau yt.", "synonyms" -> {}, "tabletags" -> {}, "title" -> "YoungDistance", - "titlemodifier" -> "", "windowtitle" -> "YoungDistance", "type" -> - "Symbol", "uri" -> "Q3/ref/YoungDistance"}}, + "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> + "YoungDistance", "type" -> "Symbol", "uri" -> "Q3/ref/YoungDistance"}}, CellContext->"Global`", -FrontEndVersion->"13.1 for Mac OS X ARM (64-bit) (June 16, 2022)", +FrontEndVersion->"14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions->Notebook[{ Cell[ StyleData[ @@ -1054,9 +1218,9 @@ StyleDefinitions->Notebook[{ StyleData["Input"], CellContext -> "Global`"], Cell[ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, - FrontEndVersion -> "13.1 for Mac OS X ARM (64-bit) (June 16, 2022)", + FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"9dc71e95-0ee1-4639-95d7-625a549b02d9" +ExpressionUUID->"3fa7f0e5-391c-4c3b-8915-49aaab7c5a4c" ] (* End of Notebook Content *) @@ -1064,83 +1228,85 @@ ExpressionUUID->"9dc71e95-0ee1-4639-95d7-625a549b02d9" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[11714, 315, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"975f59b5-5ef8-4a12-8e69-07a5859141f5", + Cell[14464, 383, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"f86cbda4-b971-40ee-a24a-2558380c9786", CellTags->"PrimaryExamplesSection", - CellID->2083092975]} + CellID->684040401]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 32634, 1065} + {"PrimaryExamplesSection", 39047, 1229} } *) (*NotebookFileOutline Notebook[{ -Cell[585, 21, 5054, 120, 57, "AnchorBarGrid",ExpressionUUID->"2e2f4bc8-cdf0-406d-9d47-4eb332f318be", +Cell[585, 21, 7819, 188, 57, "AnchorBarGrid",ExpressionUUID->"7f3bf6c9-f310-4648-aa36-33dc706894d3", CellID->1], -Cell[5642, 143, 85, 0, 23, "ContextNameCell",ExpressionUUID->"50ae6904-0f33-449f-8864-da3f2d8a4029"], +Cell[8407, 211, 85, 0, 23, "ContextNameCell",ExpressionUUID->"02297be1-1af7-4479-a275-d5ca7fc8d781"], Cell[CellGroupData[{ -Cell[5752, 147, 1389, 38, 60, "ObjectNameGrid",ExpressionUUID->"2a781a04-0774-4c58-b4ed-59fd691ab2b9"], -Cell[7144, 187, 1410, 38, 114, "Usage",ExpressionUUID->"48e0dfee-9374-4396-9890-9513fce2a18b", +Cell[8517, 215, 1373, 38, 60, "ObjectNameGrid",ExpressionUUID->"023aa25f-8626-4723-bdeb-e86a3b8dda4b"], +Cell[9893, 255, 1410, 38, 114, "Usage",ExpressionUUID->"48e0dfee-9374-4396-9890-9513fce2a18b", CellID->815194382] }, Open ]], Cell[CellGroupData[{ -Cell[8591, 230, 1898, 47, 37, "NotesSection",ExpressionUUID->"b01ad1dc-af9d-4e98-821a-3cb509593aae", +Cell[11340, 298, 1899, 47, 37, "NotesSection",ExpressionUUID->"c790d92d-462e-4601-a7a6-639a1ff368c7", CellGroupingRules->{"SectionGrouping", 50}, - CellID->956506110], -Cell[10492, 279, 343, 6, 70, "Notes",ExpressionUUID->"a83ec470-26c3-4f10-b444-48a2b19ac93b", + CellID->1937976350], +Cell[13242, 347, 343, 6, 70, "Notes",ExpressionUUID->"a83ec470-26c3-4f10-b444-48a2b19ac93b", CellID->1160435881], -Cell[10838, 287, 364, 11, 70, "Notes",ExpressionUUID->"bb8a7a3b-f687-4661-b400-c829f618ac31", +Cell[13588, 355, 364, 11, 70, "Notes",ExpressionUUID->"bb8a7a3b-f687-4661-b400-c829f618ac31", CellID->1164409012], -Cell[11205, 300, 136, 1, 70, "Notes",ExpressionUUID->"13370a13-fb18-4319-9f2e-00a510d2795d", +Cell[13955, 368, 136, 1, 70, "Notes",ExpressionUUID->"13370a13-fb18-4319-9f2e-00a510d2795d", CellID->26310414], -Cell[11344, 303, 243, 6, 70, "Notes",ExpressionUUID->"c642ba71-5e3e-4063-aa32-48ebaf09adcc", +Cell[14094, 371, 243, 6, 70, "Notes",ExpressionUUID->"c642ba71-5e3e-4063-aa32-48ebaf09adcc", CellID->173611647] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[11714, 315, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"975f59b5-5ef8-4a12-8e69-07a5859141f5", +Cell[14464, 383, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"f86cbda4-b971-40ee-a24a-2558380c9786", CellTags->"PrimaryExamplesSection", - CellID->2083092975], -Cell[13107, 354, 191, 3, 31, "Input",ExpressionUUID->"81df0f6f-df7a-4b05-a99f-35fe66274b11", + CellID->684040401], +Cell[15856, 422, 191, 3, 31, "Input",ExpressionUUID->"81df0f6f-df7a-4b05-a99f-35fe66274b11", CellID->118244947], Cell[CellGroupData[{ -Cell[13323, 361, 1367, 36, 31, "ExampleSection",ExpressionUUID->"04d60abf-884b-41cf-8121-20f823a6b659", - CellID->117733784], +Cell[16072, 429, 1368, 36, 31, "ExampleSection",ExpressionUUID->"88102fff-65c0-43a0-942c-230d5fec9202", + CellID->1187057216], Cell[CellGroupData[{ -Cell[14715, 401, 372, 10, 48, "Input",ExpressionUUID->"535375bf-2fc6-4a43-892d-97db5346e539", +Cell[17465, 469, 372, 10, 48, "Input",ExpressionUUID->"535375bf-2fc6-4a43-892d-97db5346e539", CellID->748238670], -Cell[15090, 413, 10008, 420, 136, "Output",ExpressionUUID->"f70bd3b2-2498-46cb-9c1f-b2b12beba1f2", +Cell[17840, 481, 10008, 420, 136, "Output",ExpressionUUID->"f70bd3b2-2498-46cb-9c1f-b2b12beba1f2", CellID->1842341230] }, Open ]], Cell[CellGroupData[{ -Cell[25135, 838, 323, 8, 48, "Input",ExpressionUUID->"d6871fb5-485e-4603-a66d-13c7d6f52b78", +Cell[27885, 906, 323, 8, 48, "Input",ExpressionUUID->"d6871fb5-485e-4603-a66d-13c7d6f52b78", CellID->2142969416], -Cell[25461, 848, 681, 28, 77, "Output",ExpressionUUID->"ada95c64-5076-4412-b09b-7ccf9bae5de2", +Cell[28211, 916, 681, 28, 77, "Output",ExpressionUUID->"ada95c64-5076-4412-b09b-7ccf9bae5de2", CellID->1025719491] }, Open ]], Cell[CellGroupData[{ -Cell[26179, 881, 265, 7, 29, "Input",ExpressionUUID->"1bc2b3b3-e55a-4d23-b319-3a505a1705b1", +Cell[28929, 949, 265, 7, 29, "Input",ExpressionUUID->"1bc2b3b3-e55a-4d23-b319-3a505a1705b1", CellID->519990601], -Cell[26447, 890, 127, 2, 37, "Output",ExpressionUUID->"be3cd8d7-a002-4bd5-abb6-e3d77f0b773c", +Cell[29197, 958, 127, 2, 37, "Output",ExpressionUUID->"be3cd8d7-a002-4bd5-abb6-e3d77f0b773c", CellID->1332883969] }, Open ]], Cell[CellGroupData[{ -Cell[26611, 897, 266, 7, 29, "Input",ExpressionUUID->"d48a20fe-fae6-48bb-a424-2d8276772706", +Cell[29361, 965, 266, 7, 29, "Input",ExpressionUUID->"d48a20fe-fae6-48bb-a424-2d8276772706", CellID->1120165444], -Cell[26880, 906, 143, 3, 37, "Output",ExpressionUUID->"e40bca39-bb0a-417c-9715-329f31ed22f7", +Cell[29630, 974, 143, 3, 37, "Output",ExpressionUUID->"e40bca39-bb0a-417c-9715-329f31ed22f7", CellID->722459033] }, Open ]], Cell[CellGroupData[{ -Cell[27060, 914, 265, 7, 29, "Input",ExpressionUUID->"2a450242-8719-4a46-8a4f-82c0fd79b656", +Cell[29810, 982, 265, 7, 29, "Input",ExpressionUUID->"2a450242-8719-4a46-8a4f-82c0fd79b656", CellID->100194965], -Cell[27328, 923, 127, 2, 37, "Output",ExpressionUUID->"c93caf78-67e4-41ce-b11b-90c78a50fa3e", +Cell[30078, 991, 127, 2, 37, "Output",ExpressionUUID->"c93caf78-67e4-41ce-b11b-90c78a50fa3e", CellID->1285893571] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[27697, 934, 1820, 49, 70, "SeeAlsoSection",ExpressionUUID->"96ed8406-6c93-44a3-822b-005f964ebb80"], -Cell[29520, 985, 1150, 33, 70, "RelatedLinksSection",ExpressionUUID->"3401ebf2-7abd-444d-a40a-4e7e0455f88a"], -Cell[30673, 1020, 78, 0, 70, "FooterCell",ExpressionUUID->"f4333213-1a80-4459-8f35-2c8976dc4386"] +Cell[30447, 1002, 1820, 49, 70, "SeeAlsoSection",ExpressionUUID->"af4f7568-7930-40f6-a834-2e970bf7f290"], +Cell[32270, 1053, 1792, 46, 70, "TechNotesSection",ExpressionUUID->"f01f38c8-cdc8-4ba2-8e83-35a83b656b00"], +Cell[34065, 1101, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"1ba6ef1f-5f05-4365-9192-576a5078863d"], +Cell[35820, 1148, 1150, 33, 70, "RelatedLinksSection",ExpressionUUID->"03e266ce-89e0-4c4c-ba4b-3d209145c5b3"], +Cell[36973, 1183, 78, 0, 70, "FooterCell",ExpressionUUID->"4963b0e5-0896-4c22-b246-57336f6beb2c"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/YoungTableaux.nb b/Q3/Documentation/English/ReferencePages/Symbols/YoungTableaux.nb index 4249cf8fb..15589a3aa 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/YoungTableaux.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/YoungTableaux.nb @@ -10,8 +10,8 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 163708, 5839] -NotebookOptionsPosition[ 151157, 5578] +NotebookDataLength[ 163707, 5839] +NotebookOptionsPosition[ 151156, 5578] NotebookOutlinePosition[ 153439, 5635] CellTagsIndexPosition[ 153352, 5630] WindowTitle->YoungTableaux @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "f47bfbf6-75d5-4883-8105-27a4e3161829"], + "1bf6589f-76c2-4f7f-b260-94c57c392c04"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "f4844003-4661-4703-a839-2ae7ee61c915"], + "1f5a2b26-1b89-4552-beb5-8c2d279c7b95"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "0271615a-3abd-4a53-8f35-d933ebed4ac6"] - }],ExpressionUUID->"d458415d-085b-45d2-85c4-ca7d1ec8c505"], + "aeb5c436-cc75-450e-83a5-f74f7bac26a0"] + }],ExpressionUUID->"03b1b785-986d-41ac-82fb-41db2b19c3d7"], StripOnInput->False],{ "\"YoungTableau\"" :> Documentation`HelpLookup["paclet:Q3/ref/YoungTableau"], @@ -80,7 +80,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "471474dd-1ed7-43da-9baa-8367cb0045b6"], + "1efe60a8-4d09-4c7c-a99b-2ade19bfee8c"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -99,8 +99,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "d616673d-80f0-4c94-9805-0263b9cdc773"] - }],ExpressionUUID->"28551879-f281-4cef-83a4-80708dc643f0"], + "5be5224a-93f9-4316-89f4-00bb65f31064"] + }],ExpressionUUID->"0f6d3630-6be0-4f1b-881e-139cce33d24b"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -115,7 +115,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "6b8976ac-3ce2-485b-9160-b48fffccfe18"], + "a7c15c49-604e-4772-9b9e-90ce9795ec02"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -134,8 +134,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "8df5024e-13e7-4268-9e0b-f6475e11592f"] - }],ExpressionUUID->"2d4f46b5-e2b4-4be5-8cae-cd5d9f83e50c"], + "ce0c7475-7b4c-4817-b99c-ec027c249375"] + }],ExpressionUUID->"cc640217-9278-4e2a-9a8e-fc905efc5db1"], StripOnInput->False],{ "\"Schur Transform\"" :> Documentation`HelpLookup["paclet:Q3/tutorial/SchurTransform"], @@ -152,7 +152,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "f977cfb0-e033-42da-a4e8-9126257bd7e1"], + "7ce64a3d-9a02-4008-a71d-fafddbdb00ca"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -171,8 +171,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "1a5c22e5-f123-4372-8f58-b34301191419"] - }],ExpressionUUID->"bf71df5c-0f37-4100-8c4a-8eb0731977fb"], + "c1fd30ef-4023-481d-890e-26ac09f64ed9"] + }],ExpressionUUID->"93e1944a-9b31-4e18-914b-b91c697ce427"], StripOnInput->False],{ "\"Q3/ref/YoungTableaux\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -209,14 +209,14 @@ YoungTableaux.html"], StandardForm]], "Input", TextClipboardType -> MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "0593456c-d3f9-48ae-8940-a98e34ed6ced"] + "08f88d5b-25bf-434e-873f-de3aa6215013"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "ee0988d8-d1aa-449e-98b5-deea53de5017"]} + "e7e8c853-d335-423a-b71c-f6a3e8a6185f"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"a8d3c00e-1a8f-4003-8329-a596a08e11d3"], + CellID->1,ExpressionUUID->"40763af1-0aa9-4f62-a8d5-de2eb7295530"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"75728ffa-7759-4809-a553-460a4fe270d4"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"c914b089-6d6b-452f-80ad-6a6cac4940d7"], Cell[CellGroupData[{ @@ -224,14 +224,14 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "YoungTableaux", "ObjectName",ExpressionUUID-> - "04b20588-5b97-4530-b0f2-7a4732f10a19"], + "2da1f352-b2f7-4b1b-8b8e-b1648acb7907"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"2070ce2c-7095-4d04-a1b5-df0d83c78f44"], + "Spacer1"]],ExpressionUUID->"d886085e-98a2-4f18-bad4-4fdcca2024ad"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "331b669b-f796-4fcf-b643-ba646ba8b00c"] - }],ExpressionUUID->"529068e4-540c-406c-8110-207f15118318"], Cell[BoxData[ + "93e36415-8d22-4c65-8242-a7af4aab2cf5"] + }],ExpressionUUID->"cfa981cc-3996-40f5-ab77-141843ac1a7a"], Cell[BoxData[ TooltipBox[ StyleBox[ TagBox[ @@ -256,9 +256,9 @@ Cell[BoxData[GridBox[{ "NEW", TooltipDelay->0.3]], Magnification->1,ExpressionUUID-> - "37657eaf-7505-410b-b281-2681c9a1e1b1"]} + "001e7f9e-2eb3-46fd-ac2f-4517e3086d93"]} }]], "ObjectNameGrid", - CacheGraphics->False,ExpressionUUID->"42cb4f27-d2a3-4148-bf8f-48dd15015be2"], + CacheGraphics->False,ExpressionUUID->"94dad234-075b-4380-abfa-250feb9312b2"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -279,7 +279,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "7fa44e09-ea16-4f90-b561-59f51a242694"], ". " - }],ExpressionUUID->"a9e52158-8219-4939-b6ce-53855f7ecc13"]}, + }],ExpressionUUID->"5c25c5aa-1e65-4544-a166-1dab44bd468c"]}, {"", Cell[TextData[{ Cell[BoxData[ RowBox[{ @@ -298,7 +298,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "03776490-0634-48f4-860f-38e0024c0435"], "." - }],ExpressionUUID->"a2497469-6a6c-4bfc-a63a-238cfa0c895c"]} + }],ExpressionUUID->"968d8538-7bb3-4d29-99b4-78823a699fff"]} }]], "Usage", CellID->485773782,ExpressionUUID->"3c22a935-ba61-4d96-8d1a-1a9f4f2c8fc8"] }, Open ]], @@ -331,12 +331,12 @@ Cell[TextData[Cell[BoxData[ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"26dcc4fc-ca95-4a23-a5ab-473dc234f8b7"], + ExpressionUUID->"697e0c53-73d8-405e-ac96-86b465ed3b30"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"3c0cc158-dcda-479c-b975-ee60c97e9756"], + "Spacer1"]],ExpressionUUID->"d182370b-702c-46b8-a15a-781d09bf953e"], "Details and Options" - }], "NotesFrameText",ExpressionUUID->"4d3b8700-9cf8-4f76-955c-ad2aac32430f"], + }], "NotesFrameText",ExpressionUUID->"a3aa5706-2fbe-431b-8563-3ddc9bd77422"], Appearance->{Automatic, None, "Normal", Automatic}, BaseStyle->None, ButtonFunction:>(FrontEndExecute[{ @@ -347,12 +347,12 @@ Cell[TextData[Cell[BoxData[ FrontEnd`SelectedNotebook[], After, CellContents]}]& ), Evaluator->None, Method-> - "Preemptive"]],ExpressionUUID->"7663989e-6b32-4aa4-8d51-291677343657"]], \ + "Preemptive"]],ExpressionUUID->"05b1031a-dcd3-4ef2-84fb-3231f87f6683"]], \ "NotesSection", WholeCellGroupOpener->True, CellGroupingRules->{"SectionGrouping", 50}, CacheGraphics->False, - CellID->1783386760,ExpressionUUID->"62dd3600-ec69-42e0-a966-3c9719bffd93"], + CellID->747548682,ExpressionUUID->"3b093511-ff44-4f6c-9cde-e03ce2f151f9"], Cell[TextData[{ "A ", @@ -429,7 +429,7 @@ Cell["Following options are available.", "Notes", Cell[BoxData[GridBox[{ {Cell[" ", "TableRowIcon",ExpressionUUID-> - "ccbfd776-d959-49c6-ad4e-67258c07489d"], "\"\\"", + "c2647b7f-9261-449b-b5fe-ac406baa05df"], "\"\\"", TemplateBox[{ Cell[ TextData["True"]], "paclet:ref/True"}, @@ -499,19 +499,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "bed47a0b-4459-485e-a011-14ed5d03cc7b"], + "0a081666-8f21-4de4-9a1a-dda18e63b8e9"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"8af7fcc7-796e-41e1-a2e4-053358614182"], + "Spacer1"]],ExpressionUUID->"4bbf2179-0db9-48a2-9596-ef01975762e2"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(7)", "ExampleCount",ExpressionUUID-> - "a0b60820-e2ab-45c2-8ddf-7670cb277364"] + "d08e7f05-e731-48a0-8056-5722bfacd2f2"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->952014141,ExpressionUUID->"0d0796c6-0454-4b53-9858-9884a3ef9b3f"], + CellID->1271363424,ExpressionUUID->"dd66a477-68c2-4292-962c-ebce5d9449ee"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -545,18 +545,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "cf1933c6-7d67-4a43-8623-8fc55bf86b2b"], + "9383332f-4bef-4789-a5d8-e0a117ab5e43"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"ba3e83bf-25f0-4b17-8f5f-4099dca6c0aa"], + "Spacer1"]],ExpressionUUID->"db383566-8959-430e-81c0-711ec59e924f"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(4)", "ExampleCount",ExpressionUUID-> - "ff071cfa-7c0a-4661-9554-799c9e21ffb6"] + "f0627479-e20b-4633-b8aa-4adc5fea6505"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->1748497637,ExpressionUUID->"2d3353ab-1f20-47af-8f7c-8e71971ac395"], + CellID->342779518,ExpressionUUID->"dccbe7ac-5ae5-4f87-93a8-5579a6d42244"], Cell[BoxData[ RowBox[{ @@ -3299,14 +3299,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"b1e23df4-3862-4ba6-9592-a47504d8418e"], + ExpressionUUID->"cd1ca766-8eda-4083-b3ff-d3d800e27bcf"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"69a346f5-f0e9-4999-803f-30fdaaa89c9c"], + "Spacer1"]],ExpressionUUID->"55940813-db43-463f-b576-8646435f3617"], "Options", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(3)", "ExampleCount",ExpressionUUID-> - "9ca1ba5d-d31f-48f9-81d4-7b4418c224c6"] + "310803ec-115d-4a4e-b1b3-1e0bb3e67f71"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -3339,14 +3339,14 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {0.45000000000000107`, 13.549999999999999`}}]], - ExpressionUUID->"76294b0d-7ef1-4689-ac47-fc684eedf1fc"], + ExpressionUUID->"80925239-1a3a-4b28-b77c-1bb14091dcfc"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"b7f22aea-453c-445b-bfca-40f30f29ccc3"], + "Spacer1"]],ExpressionUUID->"eea63ad9-15c5-431f-85cd-da0ed47a751c"], "\"LexicographicOrder\"", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(3)", "ExampleCount",ExpressionUUID-> - "3d88eab0-0dcd-4f9e-8515-87ef453108fe"] + "32b6b1fe-c247-4f22-aa73-36e48266bad5"] }], "ExampleSubsection", "ExampleSubsection", WholeCellGroupOpener->True, CacheGraphics->False, @@ -5419,8 +5419,8 @@ Cell[BoxData[GridBox[{ "1ab27de9-d554-4eb9-a627-f794c3be3224"] }], "SeeAlso",ExpressionUUID->"a4204868-2dc3-41c9-8754-ed4f76d51af8"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"6fb7cd5b-753f-49e2-abf2-\ -7a0c7894ab0f"], + }]], "SeeAlsoSection",ExpressionUUID->"43d169e0-aab0-4946-aa98-\ +aad05336b5a4"], Cell[BoxData[GridBox[{ { @@ -5467,8 +5467,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "f5963212-fa0e-4a25-9b94-2d011553bb1b"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"10be75d9-45ca-47bf-84b5-\ -46c534d4ac8a"], + }]], "TechNotesSection",ExpressionUUID->"5a940d5b-584d-4c6c-b85e-\ +c7ae76ce3025"], Cell[BoxData[GridBox[{ { @@ -5486,7 +5486,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "97c6eb4d-8bf2-46a7-a6ee-ba7a44c795fb"]}]}, + "3a2f4abe-756f-4913-9f15-446c192422a3"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -5495,7 +5495,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "25ee66fc-c8f6-4713-a32e-5976de4ef212"]}]}, + "b2d828c7-8d7e-4e8b-a84f-dd38147a6a11"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -5504,7 +5504,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "5a8feeeb-0fb4-4c37-beb8-e4ca6b9f9a75"]}]}, + "17110097-cd3d-4340-9c5e-60b8f6f2ff08"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -5512,10 +5512,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "072911c2-15c7-42e5-bef1-d429be9a7da1"]}]} + "4131f3eb-d8a3-4bf2-add8-12c6b99a180c"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"bba2dad5-ae72-44e5-814e-\ -2c4b420bdf60"], + }]], "MoreAboutSection",ExpressionUUID->"84e6bac4-bf42-449a-a492-\ +01ca423dac22"], Cell[BoxData[GridBox[{ { @@ -5543,8 +5543,8 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-1-4757-6804-6"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "79f3ab0c-228c-40f4-9acf-fcf70a523cc8"]}]],ExpressionUUID-> - "4e32a7e0-c10b-436c-8a79-ea9786ffaa78"], + "0702b584-e3b5-4272-b940-daca45dd7055"]}]],ExpressionUUID-> + "56f78a1f-15ba-4547-82bd-7e37b01ecee0"], ", The Symmetric Group, 2nd ed. (Springer, 2001). " }], "RelatedLinks",ExpressionUUID-> "8c16b630-2104-4135-a38b-95d54d01a68c"]}, @@ -5565,16 +5565,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007%2F978-0-387-79852-3"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "39645052-ec9e-4df0-96e1-3810d1100683"]}]],ExpressionUUID-> - "af6a1ad9-79aa-4ee3-bf50-14694fcdc3c2"], + "7ce4697d-755f-4752-96a5-61106b6d671b"]}]],ExpressionUUID-> + "f77a60a7-758f-4a3e-83af-dad40322a29c"], ", Symmetry, Representations, and Invariants (Springer, 2009)." }], "RelatedLinks",ExpressionUUID-> "42a53c26-0ed6-402c-a076-5f408ac2fd97"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"574cac7c-ba0c-4e6b-9931-\ -27a2f11dff6b"], + }]], "RelatedLinksSection",ExpressionUUID->"5555f279-d554-431b-b945-\ +22e6e303e7d5"], -Cell[" ", "FooterCell",ExpressionUUID->"ba1c4e64-af83-4120-9883-a4a0a883d602"] +Cell[" ", "FooterCell",ExpressionUUID->"a772a8dc-c32a-49fc-a073-2f33936985f7"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -5592,7 +5592,7 @@ TaggingRules->{ False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 2, 14, 21, 23, 15.162025}", + "built" -> "{2024, 6, 28, 16, 10, 21.317060}", "history" -> {"13.2", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> @@ -5614,7 +5614,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"9cf530ac-a908-4877-872a-4417daa70286" +ExpressionUUID->"89095a43-d96e-4f97-9e89-4b8f46ff68b5" ] (* End of Notebook Content *) @@ -5622,225 +5622,225 @@ ExpressionUUID->"9cf530ac-a908-4877-872a-4417daa70286" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[17789, 476, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"0d0796c6-0454-4b53-9858-9884a3ef9b3f", + Cell[17788, 476, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"dd66a477-68c2-4292-962c-ebce5d9449ee", CellTags->"PrimaryExamplesSection", - CellID->952014141]} + CellID->1271363424]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 153152, 5623} + {"PrimaryExamplesSection", 153151, 5623} } *) (*NotebookFileOutline Notebook[{ -Cell[585, 21, 8116, 195, 57, "AnchorBarGrid",ExpressionUUID->"a8d3c00e-1a8f-4003-8329-a596a08e11d3", +Cell[585, 21, 8116, 195, 57, "AnchorBarGrid",ExpressionUUID->"40763af1-0aa9-4f62-a8d5-de2eb7295530", CellID->1], -Cell[8704, 218, 85, 0, 23, "ContextNameCell",ExpressionUUID->"75728ffa-7759-4809-a553-460a4fe270d4"], +Cell[8704, 218, 85, 0, 23, "ContextNameCell",ExpressionUUID->"c914b089-6d6b-452f-80ad-6a6cac4940d7"], Cell[CellGroupData[{ -Cell[8814, 222, 1373, 38, 60, "ObjectNameGrid",ExpressionUUID->"42cb4f27-d2a3-4148-bf8f-48dd15015be2"], +Cell[8814, 222, 1373, 38, 60, "ObjectNameGrid",ExpressionUUID->"94dad234-075b-4380-abfa-250feb9312b2"], Cell[10190, 262, 1564, 40, 192, "Usage",ExpressionUUID->"3c22a935-ba61-4d96-8d1a-1a9f4f2c8fc8", CellID->485773782] }, Open ]], Cell[CellGroupData[{ -Cell[11791, 307, 1899, 47, 37, "NotesSection",ExpressionUUID->"62dd3600-ec69-42e0-a966-3c9719bffd93", +Cell[11791, 307, 1898, 47, 37, "NotesSection",ExpressionUUID->"3b093511-ff44-4f6c-9cde-e03ce2f151f9", CellGroupingRules->{"SectionGrouping", 50}, - CellID->1783386760], -Cell[13693, 356, 476, 12, 70, "Notes",ExpressionUUID->"96b6505d-05f8-49db-8e80-9a13880681a5", + CellID->747548682], +Cell[13692, 356, 476, 12, 70, "Notes",ExpressionUUID->"96b6505d-05f8-49db-8e80-9a13880681a5", CellID->526707167], -Cell[14172, 370, 303, 7, 70, "Notes",ExpressionUUID->"412c289f-e1e6-47e7-8954-19ce6e7e77b0", +Cell[14171, 370, 303, 7, 70, "Notes",ExpressionUUID->"412c289f-e1e6-47e7-8954-19ce6e7e77b0", CellID->208732956], -Cell[14478, 379, 408, 8, 70, "Notes",ExpressionUUID->"4a7352af-4e42-472b-bb24-02cfcabd88ea", +Cell[14477, 379, 408, 8, 70, "Notes",ExpressionUUID->"4a7352af-4e42-472b-bb24-02cfcabd88ea", CellID->1665931480], -Cell[14889, 389, 1115, 35, 70, "Notes",ExpressionUUID->"12894dae-498c-41f0-ae7e-98895ac91d04", +Cell[14888, 389, 1115, 35, 70, "Notes",ExpressionUUID->"12894dae-498c-41f0-ae7e-98895ac91d04", CellID->288315490], -Cell[16007, 426, 125, 1, 70, "Notes",ExpressionUUID->"a1e843df-8d17-495b-a13e-395f94158657", +Cell[16006, 426, 125, 1, 70, "Notes",ExpressionUUID->"a1e843df-8d17-495b-a13e-395f94158657", CellID->1418473872], -Cell[16135, 429, 687, 15, 70, "3ColumnTableMod",ExpressionUUID->"00c76129-2c98-4662-bcd8-0f356b30cd4b", +Cell[16134, 429, 687, 15, 70, "3ColumnTableMod",ExpressionUUID->"00c76129-2c98-4662-bcd8-0f356b30cd4b", CellID->1687458173], -Cell[16825, 446, 837, 24, 70, "Notes",ExpressionUUID->"cfff75e4-fe64-455f-b3f6-970c2449076e", +Cell[16824, 446, 837, 24, 70, "Notes",ExpressionUUID->"cfff75e4-fe64-455f-b3f6-970c2449076e", CellID->1819209086] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "NotesSection"}, Closed]]]], Cell[CellGroupData[{ -Cell[17789, 476, 1389, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"0d0796c6-0454-4b53-9858-9884a3ef9b3f", +Cell[17788, 476, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"dd66a477-68c2-4292-962c-ebce5d9449ee", CellTags->"PrimaryExamplesSection", - CellID->952014141], + CellID->1271363424], Cell[19181, 515, 192, 3, 31, "Input",ExpressionUUID->"5fb7076e-e57d-4099-991a-0b4083a78573", CellID->1260800742], Cell[CellGroupData[{ -Cell[19398, 522, 1368, 36, 31, "ExampleSection",ExpressionUUID->"2d3353ab-1f20-47af-8f7c-8e71971ac395", - CellID->1748497637], -Cell[20769, 560, 194, 5, 29, "Input",ExpressionUUID->"ee5dfa6f-236f-4121-a91a-c48f63fee0d5", +Cell[19398, 522, 1367, 36, 31, "ExampleSection",ExpressionUUID->"dccbe7ac-5ae5-4f87-93a8-5579a6d42244", + CellID->342779518], +Cell[20768, 560, 194, 5, 29, "Input",ExpressionUUID->"ee5dfa6f-236f-4121-a91a-c48f63fee0d5", CellID->1495120064], Cell[CellGroupData[{ -Cell[20988, 569, 219, 5, 29, "Input",ExpressionUUID->"2b55eae5-d9bf-4c67-bef3-46739a48fd29", +Cell[20987, 569, 219, 5, 29, "Input",ExpressionUUID->"2b55eae5-d9bf-4c67-bef3-46739a48fd29", CellID->1269310193], -Cell[21210, 576, 4765, 185, 113, "Output",ExpressionUUID->"1c47d031-ced8-46f4-a803-e2c39231c628", +Cell[21209, 576, 4765, 185, 113, "Output",ExpressionUUID->"1c47d031-ced8-46f4-a803-e2c39231c628", CellID->976651279] }, Open ]], -Cell[25990, 764, 121, 1, 38, "ExampleText",ExpressionUUID->"ee0a8140-bcc3-41c2-966b-4dbef033b2e7", +Cell[25989, 764, 121, 1, 38, "ExampleText",ExpressionUUID->"ee0a8140-bcc3-41c2-966b-4dbef033b2e7", CellID->923939619], Cell[CellGroupData[{ -Cell[26136, 769, 235, 6, 29, "Input",ExpressionUUID->"df6ca8e7-850b-4276-98ab-c8e2e8176c3a", +Cell[26135, 769, 235, 6, 29, "Input",ExpressionUUID->"df6ca8e7-850b-4276-98ab-c8e2e8176c3a", CellID->714376550], -Cell[26374, 777, 709, 26, 59, "Output",ExpressionUUID->"28534823-a779-4770-9bdf-5e8dbe5a8388", +Cell[26373, 777, 709, 26, 59, "Output",ExpressionUUID->"28534823-a779-4770-9bdf-5e8dbe5a8388", CellID->1499771265] }, Open ]], -Cell[27098, 806, 475, 13, 40, "ExampleText",ExpressionUUID->"aa53db45-4fa9-4364-97e7-740927eef3a6", +Cell[27097, 806, 475, 13, 40, "ExampleText",ExpressionUUID->"aa53db45-4fa9-4364-97e7-740927eef3a6", CellID->1419852559], Cell[CellGroupData[{ -Cell[27598, 823, 221, 5, 29, "Input",ExpressionUUID->"d83a15a0-42cf-43eb-b3c8-58db31e683b2", +Cell[27597, 823, 221, 5, 29, "Input",ExpressionUUID->"d83a15a0-42cf-43eb-b3c8-58db31e683b2", CellID->1808119301], -Cell[27822, 830, 3256, 129, 59, "Output",ExpressionUUID->"c04c6cd8-3fe2-40ff-8fa0-f8ab325b9e91", +Cell[27821, 830, 3256, 129, 59, "Output",ExpressionUUID->"c04c6cd8-3fe2-40ff-8fa0-f8ab325b9e91", CellID->254783831] }, Open ]], -Cell[31093, 962, 180, 3, 70, "ExampleText",ExpressionUUID->"04b7a62f-3b8f-45e4-bbfb-3c5d21eddb8f", +Cell[31092, 962, 180, 3, 70, "ExampleText",ExpressionUUID->"04b7a62f-3b8f-45e4-bbfb-3c5d21eddb8f", CellID->280080619], Cell[CellGroupData[{ -Cell[31298, 969, 226, 5, 70, "Input",ExpressionUUID->"647e7c2c-aec2-4598-845d-c6dd063d7b30", +Cell[31297, 969, 226, 5, 70, "Input",ExpressionUUID->"647e7c2c-aec2-4598-845d-c6dd063d7b30", CellID->689360142], -Cell[31527, 976, 3256, 129, 59, "Output",ExpressionUUID->"1285483d-6393-47fc-8af0-51b177f5c411", +Cell[31526, 976, 3256, 129, 59, "Output",ExpressionUUID->"1285483d-6393-47fc-8af0-51b177f5c411", CellID->783166164] }, Open ]], -Cell[34798, 1108, 454, 13, 70, "ExampleText",ExpressionUUID->"a12e435c-c409-4c8b-a0b8-ad3e75d615c0", +Cell[34797, 1108, 454, 13, 70, "ExampleText",ExpressionUUID->"a12e435c-c409-4c8b-a0b8-ad3e75d615c0", CellID->2019996208], Cell[CellGroupData[{ -Cell[35277, 1125, 302, 8, 70, "Input",ExpressionUUID->"89257cfc-4718-43fe-ac89-b551b1a623fc", +Cell[35276, 1125, 302, 8, 70, "Input",ExpressionUUID->"89257cfc-4718-43fe-ac89-b551b1a623fc", CellID->1429738658], -Cell[35582, 1135, 3256, 129, 59, "Output",ExpressionUUID->"e24dde9c-c5db-4689-9328-7d9056669352", +Cell[35581, 1135, 3256, 129, 59, "Output",ExpressionUUID->"e24dde9c-c5db-4689-9328-7d9056669352", CellID->900385652] }, Open ]], -Cell[38853, 1267, 199, 4, 70, "ExampleText",ExpressionUUID->"aeac7e89-97d2-437a-ba3e-eb08cd811465", +Cell[38852, 1267, 199, 4, 70, "ExampleText",ExpressionUUID->"aeac7e89-97d2-437a-ba3e-eb08cd811465", CellID->1083024166], Cell[CellGroupData[{ -Cell[39077, 1275, 198, 4, 70, "Input",ExpressionUUID->"99b30dad-4389-4fe2-a180-dbb1feccc386", +Cell[39076, 1275, 198, 4, 70, "Input",ExpressionUUID->"99b30dad-4389-4fe2-a180-dbb1feccc386", CellID->1403220933], -Cell[39278, 1281, 3257, 129, 59, "Output",ExpressionUUID->"63c2b313-77a6-4355-ae8a-d5e11a46bcc6", +Cell[39277, 1281, 3257, 129, 59, "Output",ExpressionUUID->"63c2b313-77a6-4355-ae8a-d5e11a46bcc6", CellID->2037506506] }, Open ]], Cell[CellGroupData[{ -Cell[42572, 1415, 184, 4, 70, "Input",ExpressionUUID->"3cd88662-32f9-4e5d-a001-570e369b053b", +Cell[42571, 1415, 184, 4, 70, "Input",ExpressionUUID->"3cd88662-32f9-4e5d-a001-570e369b053b", CellID->937587618], -Cell[42759, 1421, 3256, 129, 59, "Output",ExpressionUUID->"904d035d-2a9b-4954-915f-bdb29b057253", +Cell[42758, 1421, 3256, 129, 59, "Output",ExpressionUUID->"904d035d-2a9b-4954-915f-bdb29b057253", CellID->883419151] }, Open ]], Cell[CellGroupData[{ -Cell[46052, 1555, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"95e6106a-6c28-4041-a8e0-94240d0139d7", +Cell[46051, 1555, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"95e6106a-6c28-4041-a8e0-94240d0139d7", CellID->2026774742], Cell[CellGroupData[{ -Cell[46320, 1564, 217, 5, 70, "Input",ExpressionUUID->"bf179c77-28b6-48ab-83bb-d835e7344b1b", +Cell[46319, 1564, 217, 5, 70, "Input",ExpressionUUID->"bf179c77-28b6-48ab-83bb-d835e7344b1b", CellID->862727538], -Cell[46540, 1571, 16657, 675, 173, "Output",ExpressionUUID->"fbd705fa-88b6-4884-ac4d-44e376fbdcd0", +Cell[46539, 1571, 16657, 675, 173, "Output",ExpressionUUID->"fbd705fa-88b6-4884-ac4d-44e376fbdcd0", CellID->1699540544] }, Open ]], Cell[CellGroupData[{ -Cell[63234, 2251, 186, 4, 70, "Input",ExpressionUUID->"31be69cd-11fc-48dd-b98a-3de5bbba68cc", +Cell[63233, 2251, 186, 4, 70, "Input",ExpressionUUID->"31be69cd-11fc-48dd-b98a-3de5bbba68cc", CellID->460692866], -Cell[63423, 2257, 128, 2, 37, "Output",ExpressionUUID->"90cb99e5-7509-48df-be29-75d3b130e492", +Cell[63422, 2257, 128, 2, 37, "Output",ExpressionUUID->"90cb99e5-7509-48df-be29-75d3b130e492", CellID->1066988480] }, Open ]], Cell[CellGroupData[{ -Cell[63588, 2264, 196, 4, 70, "Input",ExpressionUUID->"0f5484ad-ea4a-43df-a585-ee32d4fc8ba3", +Cell[63587, 2264, 196, 4, 70, "Input",ExpressionUUID->"0f5484ad-ea4a-43df-a585-ee32d4fc8ba3", CellID->568394931], -Cell[63787, 2270, 128, 2, 37, "Output",ExpressionUUID->"35b08a16-78a5-4833-9755-824c6f1be837", +Cell[63786, 2270, 128, 2, 37, "Output",ExpressionUUID->"35b08a16-78a5-4833-9755-824c6f1be837", CellID->1804336312] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[63964, 2278, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"0fbcd715-f2f9-481d-9fcb-384869c32b95", +Cell[63963, 2278, 242, 5, 70, "ExampleDelimiter",ExpressionUUID->"0fbcd715-f2f9-481d-9fcb-384869c32b95", CellID->772901102], Cell[CellGroupData[{ -Cell[64231, 2287, 269, 6, 70, "Input",ExpressionUUID->"1ab8089d-0e6e-48b3-8c51-877e7fe69b68", +Cell[64230, 2287, 269, 6, 70, "Input",ExpressionUUID->"1ab8089d-0e6e-48b3-8c51-877e7fe69b68", CellID->1125392828], -Cell[64503, 2295, 16654, 675, 173, "Output",ExpressionUUID->"f6445f97-0c8c-4364-9460-f714c3d37ef4", +Cell[64502, 2295, 16654, 675, 173, "Output",ExpressionUUID->"f6445f97-0c8c-4364-9460-f714c3d37ef4", CellID->8996148] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[81206, 2976, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"b7c536bf-e06a-4b6e-a5ca-0318647e0352", +Cell[81205, 2976, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"b7c536bf-e06a-4b6e-a5ca-0318647e0352", CellID->1756659252], -Cell[81452, 2983, 231, 4, 70, "ExampleText",ExpressionUUID->"9031c95f-15c8-4c8d-932b-a2eae71cf504", +Cell[81451, 2983, 231, 4, 70, "ExampleText",ExpressionUUID->"9031c95f-15c8-4c8d-932b-a2eae71cf504", CellID->330944245], Cell[CellGroupData[{ -Cell[81708, 2991, 236, 6, 70, "Input",ExpressionUUID->"fa50db06-b223-4091-92b1-5a116a5967f5", +Cell[81707, 2991, 236, 6, 70, "Input",ExpressionUUID->"fa50db06-b223-4091-92b1-5a116a5967f5", CellID->1637601448], -Cell[81947, 2999, 708, 26, 59, "Output",ExpressionUUID->"2dacc69b-d234-4373-89af-9aae6e0bccd4", +Cell[81946, 2999, 708, 26, 59, "Output",ExpressionUUID->"2dacc69b-d234-4373-89af-9aae6e0bccd4", CellID->795256886] }, Open ]], Cell[CellGroupData[{ -Cell[82692, 3030, 227, 5, 70, "Input",ExpressionUUID->"1beb6a33-cf3f-4f5a-b9e6-089b8f92de1f", +Cell[82691, 3030, 227, 5, 70, "Input",ExpressionUUID->"1beb6a33-cf3f-4f5a-b9e6-089b8f92de1f", CellID->1903419272], -Cell[82922, 3037, 2981, 89, 83, "Output",ExpressionUUID->"dedfe0cd-1069-45f0-9a58-f8c87e5bff0d", +Cell[82921, 3037, 2981, 89, 83, "Output",ExpressionUUID->"dedfe0cd-1069-45f0-9a58-f8c87e5bff0d", CellID->871830231] }, Open ]], Cell[CellGroupData[{ -Cell[85940, 3131, 214, 5, 70, "Input",ExpressionUUID->"ef97d763-e105-4347-9adb-90205661347b", +Cell[85939, 3131, 214, 5, 70, "Input",ExpressionUUID->"ef97d763-e105-4347-9adb-90205661347b", CellID->1413800672], -Cell[86157, 3138, 3256, 129, 59, "Output",ExpressionUUID->"d1a8fd51-8ad7-4c66-a8f0-d3b5bb19c3e0", +Cell[86156, 3138, 3256, 129, 59, "Output",ExpressionUUID->"d1a8fd51-8ad7-4c66-a8f0-d3b5bb19c3e0", CellID->808235671] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]], Cell[CellGroupData[{ -Cell[89574, 3276, 1395, 36, 70, "ExampleSection",ExpressionUUID->"ae168b76-61f1-42dd-a616-33cbf2bb2b80", +Cell[89573, 3276, 1395, 36, 70, "ExampleSection",ExpressionUUID->"ae168b76-61f1-42dd-a616-33cbf2bb2b80", CellID->520878844], Cell[CellGroupData[{ -Cell[90994, 3316, 1420, 36, 70, "ExampleSubsection",ExpressionUUID->"880544bc-6569-438d-8f7d-c1ac90687dcb", +Cell[90993, 3316, 1420, 36, 70, "ExampleSubsection",ExpressionUUID->"880544bc-6569-438d-8f7d-c1ac90687dcb", CellID->1267385936], -Cell[92417, 3354, 193, 5, 70, "Input",ExpressionUUID->"ec004ba5-6475-4b80-9c44-f3320cc522e6", +Cell[92416, 3354, 193, 5, 70, "Input",ExpressionUUID->"ec004ba5-6475-4b80-9c44-f3320cc522e6", CellID->421591023], Cell[CellGroupData[{ -Cell[92635, 3363, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"b50d66bf-a8ff-47ab-b363-64de96a268d1", +Cell[92634, 3363, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"b50d66bf-a8ff-47ab-b363-64de96a268d1", CellID->1854017190], Cell[CellGroupData[{ -Cell[92903, 3372, 215, 5, 70, "Input",ExpressionUUID->"2596cab1-ada1-4e44-9e6a-d83075632722", +Cell[92902, 3372, 215, 5, 70, "Input",ExpressionUUID->"2596cab1-ada1-4e44-9e6a-d83075632722", CellID->1076017969], -Cell[93121, 3379, 4765, 185, 113, "Output",ExpressionUUID->"4adde3b8-e07d-44e2-b6da-e1439ff9974a", +Cell[93120, 3379, 4765, 185, 113, "Output",ExpressionUUID->"4adde3b8-e07d-44e2-b6da-e1439ff9974a", CellID->454195618] }, Open ]], Cell[CellGroupData[{ -Cell[97923, 3569, 231, 6, 70, "Input",ExpressionUUID->"b2adde56-7c7d-4645-83c1-fde091d12d88", +Cell[97922, 3569, 231, 6, 70, "Input",ExpressionUUID->"b2adde56-7c7d-4645-83c1-fde091d12d88", CellID->445029791], -Cell[98157, 3577, 708, 26, 59, "Output",ExpressionUUID->"a0e61d54-0e07-4707-b848-53409c5de7bf", +Cell[98156, 3577, 708, 26, 59, "Output",ExpressionUUID->"a0e61d54-0e07-4707-b848-53409c5de7bf", CellID->791001086] }, Open ]], Cell[CellGroupData[{ -Cell[98902, 3608, 220, 5, 70, "Input",ExpressionUUID->"0b031ce5-9662-4d06-8a3f-64ad880ca097", +Cell[98901, 3608, 220, 5, 70, "Input",ExpressionUUID->"0b031ce5-9662-4d06-8a3f-64ad880ca097", CellID->600865421], -Cell[99125, 3615, 3256, 129, 59, "Output",ExpressionUUID->"5bf9d3da-dffd-4dc2-a716-5b356b5380af", +Cell[99124, 3615, 3256, 129, 59, "Output",ExpressionUUID->"5bf9d3da-dffd-4dc2-a716-5b356b5380af", CellID->815088365] }, Open ]], Cell[CellGroupData[{ -Cell[102418, 3749, 300, 8, 70, "Input",ExpressionUUID->"69f7a5da-4647-4628-80b8-0a613d859888", +Cell[102417, 3749, 300, 8, 70, "Input",ExpressionUUID->"69f7a5da-4647-4628-80b8-0a613d859888", CellID->583885016], -Cell[102721, 3759, 3257, 129, 59, "Output",ExpressionUUID->"6aa3f9af-6068-422b-8f85-f71b17d590ec", +Cell[102720, 3759, 3257, 129, 59, "Output",ExpressionUUID->"6aa3f9af-6068-422b-8f85-f71b17d590ec", CellID->1500379723] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[106027, 3894, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"6f5bce4e-b584-4e02-a0cb-bcbc0b174e0f", +Cell[106026, 3894, 243, 5, 70, "ExampleDelimiter",ExpressionUUID->"6f5bce4e-b584-4e02-a0cb-bcbc0b174e0f", CellID->2107584545], Cell[CellGroupData[{ -Cell[106295, 3903, 218, 5, 70, "Input",ExpressionUUID->"153d052f-3b24-4722-8d7d-ce8714273ce4", +Cell[106294, 3903, 218, 5, 70, "Input",ExpressionUUID->"153d052f-3b24-4722-8d7d-ce8714273ce4", CellID->1130001190], -Cell[106516, 3910, 16657, 675, 173, "Output",ExpressionUUID->"072af25a-2129-4784-8727-d98a5968169a", +Cell[106515, 3910, 16657, 675, 173, "Output",ExpressionUUID->"072af25a-2129-4784-8727-d98a5968169a", CellID->1875813971] }, Open ]], Cell[CellGroupData[{ -Cell[123210, 4590, 298, 8, 70, "Input",ExpressionUUID->"fc350dcb-45fc-4b21-9493-e98d4459acfa", +Cell[123209, 4590, 298, 8, 70, "Input",ExpressionUUID->"fc350dcb-45fc-4b21-9493-e98d4459acfa", CellID->1631026573], -Cell[123511, 4600, 16657, 675, 173, "Output",ExpressionUUID->"d9fde20a-1067-40f5-8c44-fa1879f2a7bc", +Cell[123510, 4600, 16657, 675, 173, "Output",ExpressionUUID->"d9fde20a-1067-40f5-8c44-fa1879f2a7bc", CellID->1995062970] }, Open ]] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSubsection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "1"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[140537, 5288, 4964, 134, 70, "SeeAlsoSection",ExpressionUUID->"6fb7cd5b-753f-49e2-abf2-7a0c7894ab0f"], -Cell[145504, 5424, 1792, 46, 70, "TechNotesSection",ExpressionUUID->"10be75d9-45ca-47bf-84b5-46c534d4ac8a"], -Cell[147299, 5472, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"bba2dad5-ae72-44e5-814e-2c4b420bdf60"], -Cell[149054, 5519, 2018, 55, 70, "RelatedLinksSection",ExpressionUUID->"574cac7c-ba0c-4e6b-9931-27a2f11dff6b"], -Cell[151075, 5576, 78, 0, 70, "FooterCell",ExpressionUUID->"ba1c4e64-af83-4120-9883-a4a0a883d602"] +Cell[140536, 5288, 4964, 134, 70, "SeeAlsoSection",ExpressionUUID->"43d169e0-aab0-4946-aa98-aad05336b5a4"], +Cell[145503, 5424, 1792, 46, 70, "TechNotesSection",ExpressionUUID->"5a940d5b-584d-4c6c-b85e-c7ae76ce3025"], +Cell[147298, 5472, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"84e6bac4-bf42-449a-a492-01ca423dac22"], +Cell[149053, 5519, 2018, 55, 70, "RelatedLinksSection",ExpressionUUID->"5555f279-d554-431b-b945-22e6e303e7d5"], +Cell[151074, 5576, 78, 0, 70, "FooterCell",ExpressionUUID->"a772a8dc-c32a-49fc-a073-2f33936985f7"] } ] *) diff --git a/Q3/Documentation/English/ReferencePages/Symbols/Zero.nb b/Q3/Documentation/English/ReferencePages/Symbols/Zero.nb index 088f48e27..7ce9d3086 100644 --- a/Q3/Documentation/English/ReferencePages/Symbols/Zero.nb +++ b/Q3/Documentation/English/ReferencePages/Symbols/Zero.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 34619, 867] -NotebookOptionsPosition[ 30285, 777] -NotebookOutlinePosition[ 32448, 832] -CellTagsIndexPosition[ 32363, 827] +NotebookDataLength[ 34804, 871] +NotebookOptionsPosition[ 30469, 781] +NotebookOutlinePosition[ 32630, 836] +CellTagsIndexPosition[ 32545, 831] WindowTitle->Zero WindowFrame->Normal*) @@ -27,11 +27,11 @@ Cell[BoxData[GridBox[{ TemplateBox[{12}, "Spacer1"], Cell["Q3 SYMBOL", "PacletNameCell", TextAlignment->Center,ExpressionUUID-> - "97f4799e-69ea-4567-83aa-1546e648e463"], + "cf2403da-3083-495d-839d-9d5e9ce52740"], TemplateBox[{8}, "Spacer1"]}]], TextAlignment->Center,ExpressionUUID-> - "2d64bb67-985b-49b1-b929-ac90e0c64aad"], + "b3ecd590-2247-4a17-9ff4-3782957b3477"], Background->RGBColor[0.490196, 0.576471, 0.690196], ItemSize->Full], ""} }, @@ -54,8 +54,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "7b5fc3d2-e28f-4785-9ed0-147e10addcce"] - }],ExpressionUUID->"e77250e6-5bef-4a03-9dd5-45e2520761d3"], + "2e0f897a-01b3-4db7-814b-87894eb8df77"] + }],ExpressionUUID->"33615118-33cf-4ce5-a208-624579b2bb2c"], StripOnInput->False],{ "\"ConstantArray\"" :> Documentation`HelpLookup["paclet:ref/ConstantArray"], @@ -72,7 +72,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"SeeAlso"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "3715c4b9-832b-4d12-a864-18ab8f2b9d97"], + "586e6b38-65d8-418e-b7a1-0eb6c00b854d"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -91,8 +91,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "8cb10dc8-6f26-4825-9069-dad532e11e76"] - }],ExpressionUUID->"71818ecb-e511-4205-abc7-b10f7c8ea1fc"], + "44f11093-7854-4cb0-b790-bade27f71cc5"] + }],ExpressionUUID->"e40abb0d-5982-4836-a462-2b532826302c"], StripOnInput->False],{ "\"Quantum Information Systems\"" :> Documentation`HelpLookup[ @@ -107,7 +107,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"MoreAbout"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "deb78c42-4c06-4973-9fd1-759f13ec8046"], + "15bd3ba4-d0e4-4307-8277-da9e56a771cd"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -126,8 +126,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "5133eb87-f2e5-49d3-a2a7-c62a6d59cb5e"] - }],ExpressionUUID->"98538d46-adb3-4606-acb7-164f14ec94af"], + "7d48393e-5eb2-4c0d-9c2c-a83231e29298"] + }],ExpressionUUID->"ae341faa-6fff-4b0a-9b26-1cbebb9453db"], StripOnInput->False],{ "\"Quantum Information Systems with Q3\"" :> Documentation`HelpLookup[ @@ -144,7 +144,7 @@ Cell[BoxData[GridBox[{ MenuStyle->"Tutorials"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "cafe5d5d-c9ea-4cd9-843e-e673e60ba021"], + "83718659-89e7-4583-9dce-7f54e366d639"], "\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\[ThickSpace]\ \[ThickSpace]", Cell[BoxData[ @@ -163,8 +163,8 @@ Cell[BoxData[GridBox[{ ImageSize->20, PlotRange->{{-3, 4}, {-1, 1}}, PlotRangePadding->Scaled[0.025]]],ExpressionUUID-> - "4241127b-054f-4a3f-8012-9539639b519a"] - }],ExpressionUUID->"5d208a7a-b4dd-4d49-a442-7347c5fda57c"], + "cf8ac6f2-2a0f-4a42-b6ff-627695e0cd75"] + }],ExpressionUUID->"3427e016-12c1-46b8-bb90-c1cdd9d2b8fd"], StripOnInput->False],{ "\"Q3/ref/Zero\"" :> None, "\"Copy Wolfram Documentation Center URL\"" :> @@ -200,14 +200,14 @@ Cell[BoxData[GridBox[{ MenuStyle->"URLMenu"], MouseAppearanceTag["LinkHand"]]], LineSpacing->{1.4, 0},ExpressionUUID-> - "5babae97-1718-459f-beb5-068738b9b5de"] + "a2e164db-c503-4564-a14a-9927e7a52ad2"] }], "AnchorBar", CacheGraphics->False,ExpressionUUID-> - "cc081a39-b9e5-4a5c-a3eb-d73bb11e7fcf"]} + "240dadc1-a679-4b0c-9c6d-54bf9efd7e02"]} }]], "AnchorBarGrid", - CellID->1,ExpressionUUID->"1fb82a96-b009-4abd-9aa8-016a75ac2d60"], + CellID->1,ExpressionUUID->"fb772d4b-916f-4581-b30c-3c8f1402e5d8"], -Cell["Q3`", "ContextNameCell",ExpressionUUID->"71dddf70-2758-4a22-b01f-42daf1f23564"], +Cell["Q3`", "ContextNameCell",ExpressionUUID->"bffcbc78-9fd6-4e05-9496-38592e4bcaf5"], Cell[CellGroupData[{ @@ -215,17 +215,34 @@ Cell[BoxData[GridBox[{ {Cell[TextData[{ Cell[ "Zero", "ObjectName",ExpressionUUID-> - "ed18f385-c1d2-42a3-8993-36b25db3f999"], + "ed0cd773-2303-41b9-9b3c-f8711a142be5"], Cell[BoxData[ TemplateBox[{8}, - "Spacer1"]],ExpressionUUID->"c4feb301-5624-43ee-a865-7cb97a5ed957"], + "Spacer1"]],ExpressionUUID->"0461f284-2e0c-47f5-8126-d666b9ed6a48"], Cell[BoxData[ ""], "ObjectNameTranslation",ExpressionUUID-> - "da8146b5-fd23-4e95-864e-d3c8da5856e2"] - }],ExpressionUUID->"f2fc2d24-31c5-4e32-8f67-830c2aa7cb07"], - "\[SpanFromLeft]"} - }]], "ObjectNameGrid",ExpressionUUID->"e2636296-421b-4947-8e1c-\ -96368a80a993"], + "84c37f40-46da-45d0-ac63-77e9b62f239b"] + }],ExpressionUUID->"cba93e85-885b-4e27-b5be-fe373e017fee"], Cell[BoxData[ + StyleBox[ + GraphicsBox[InsetBox[ + StyleBox["\<\"UPDATED IN 14.0\"\>", + StripOnInput->False, + FontFamily->"Source Sans Pro", + FontSize->17, + FontWeight->"Bold", + FontSlant->"Italic", + FontColor->RGBColor[0.968627, 0.466667, 0]], {Right, Center}, { + Right, Center}], + AxesStyle->Large, + FrameStyle->Large, + ImageSize->{125, 24}, + PlotRangePadding->Scaled[0.025]], "NewInGraphic", + StripOnInput->False]], + Deployed->True, + Magnification->1,ExpressionUUID-> + "591e6169-fbfd-498a-97ab-a57eb8df4271"]} + }]], "ObjectNameGrid", + CacheGraphics->False,ExpressionUUID->"4d3c9b5d-d4d3-4c26-ba9d-490277d66011"], Cell[BoxData[GridBox[{ {"", Cell[TextData[{ @@ -239,28 +256,14 @@ Cell[BoxData[GridBox[{ StyleBox["n", "TI"], "]"}]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "705132d6-04b4-4cbc-93a9-f67a1f87a187"], - "\[LineSeparator]return an array of length ", + "\[LineSeparator]return a one-dimensional array of length ", Cell[BoxData[ StyleBox["n", "TI"]], "InlineFormula", FontFamily->"Source Sans Pro",ExpressionUUID-> "4cbd4a51-3f5b-42f6-af88-3ef4cc8275c2"], " with all elements zero. " - }],ExpressionUUID->"c5e04ace-be39-4324-9afc-c42ea02e6cf9"]}, + }],ExpressionUUID->"6a4e2a9b-91a4-4c96-859a-8d0bd88b6a54"]}, {"", Cell[TextData[{ - Cell[BoxData[ - RowBox[{ - TemplateBox[{ - Cell[ - TextData["Zero"]], "paclet:Q3/ref/Zero", "Q3 Package Symbol"}, - "PackageLink", - BaseStyle->"InlineFormula"], "[", - RowBox[{ - StyleBox["m", "TI"], ",", - StyleBox["n", "TI"], ",", " ", - StyleBox["\[Ellipsis]", "TR"]}], "]"}]], "InlineFormula", - FontFamily->"Source Sans Pro",ExpressionUUID-> - "3d13e97a-bd25-414c-bdb8-7c4fd435f240"], - " or ", Cell[BoxData[ RowBox[{ TemplateBox[{ @@ -283,7 +286,7 @@ Cell[BoxData[GridBox[{ FontFamily->"Source Sans Pro",ExpressionUUID-> "70cca316-91c2-4b36-9b3c-0b062ac64a1b"], " tensor with all elements zero." - }],ExpressionUUID->"c2d73733-9d71-48d3-8e52-d87dc545c726"]} + }],ExpressionUUID->"2b24d54a-79d2-460e-9c5d-5252344f7ba0"]} }]], "Usage", CellID->1654523905,ExpressionUUID->"04ab98a6-df84-48eb-bf56-09c58562b33a"] }, Open ]], @@ -315,19 +318,19 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "e5628b53-5c52-4bbc-86be-6eb195dacfa4"], + "82166059-a8ad-4483-b9be-10dad540d477"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"987003a8-d897-449a-927a-bcdd62ff392e"], + "Spacer1"]],ExpressionUUID->"e0e09049-d13f-452e-bd86-a64a6bf4df2d"], "Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "b5b65f45-e7a2-4528-8961-5fa0b48cadbf"] + "2264707d-3e8b-4401-83e4-984e044e0c2a"] }], "PrimaryExamplesSection", WholeCellGroupOpener->True, CacheGraphics->False, CellTags->"PrimaryExamplesSection", - CellID->1544909577,ExpressionUUID->"9ce4ef1a-7d2d-4a0a-a3bf-dbd7b7ddbd5f"], + CellID->64150571,ExpressionUUID->"52a992e7-3026-41a7-b7f7-b979bdc4f214"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", "ExampleInitialization", @@ -361,18 +364,18 @@ Cell[TextData[{ PlotRange -> {{-3, 4}, {-1, 1}}, ImageSize -> 20], Magnification -> 0.68 Inherited], Rational[1, 2] Pi, {-1.65, -1}]]], ImageSizeCache->{14., {5., 9.}}]],ExpressionUUID-> - "c31302f3-1ee8-478d-bc34-3b680f245c0e"], + "7f01c136-4bc5-4581-a345-3fa95077df5f"], Cell[BoxData[ TemplateBox[{1}, - "Spacer1"]],ExpressionUUID->"aa0f2293-75a3-4a0b-b82c-880a063b9218"], + "Spacer1"]],ExpressionUUID->"32287b99-e04e-4e45-a6b4-a4404e422c51"], "Basic Examples", "\[NonBreakingSpace]\[NonBreakingSpace]", Cell["(1)", "ExampleCount",ExpressionUUID-> - "fb2f226b-0c3c-4912-b3db-1dc1319dd4cd"] + "fb7d9925-b286-476e-90e4-d9d5ac13c732"] }], "ExampleSection", "ExampleSection", WholeCellGroupOpener->True, CacheGraphics->False, - CellID->70484762,ExpressionUUID->"9ea82129-d695-44c5-a507-53ba15cf3634"], + CellID->141856003,ExpressionUUID->"48bb7cfa-95d3-4bed-85c1-4f9e61373f93"], Cell[CellGroupData[{ @@ -543,13 +546,13 @@ Cell[BoxData[ SelectWithContents->True, Selectable->False]], "Output", CellLabel->"Out[1]=", - CellID->517084850,ExpressionUUID->"cfa8a56a-0ffd-4d17-bf3e-820f87a0699d"], + CellID->1250369588,ExpressionUUID->"12bdffbf-5a4a-4bcc-b22d-6f43ea23089a"], Cell[BoxData[ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}]], "Output", CellLabel->"Out[1]=", - CellID->1926238188,ExpressionUUID->"810e4672-9236-48b7-9b95-43ce0f532bd6"] + CellID->1834179621,ExpressionUUID->"955ab4db-0b5f-4fa5-90be-af9d472d6b1c"] }, Open ]], Cell[CellGroupData[{ @@ -558,7 +561,8 @@ Cell[BoxData[{ RowBox[{ RowBox[{"m", "=", RowBox[{"Zero", "[", - RowBox[{"3", ",", "4"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"{", + RowBox[{"3", ",", "4"}], "}"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"m", "//", "MatrixForm"}]}], "Input", CellProlog:>Needs["Q3`"], CellLabel->"In[2]:=", @@ -584,7 +588,7 @@ Cell[BoxData[ SparseArray[ Automatic, {3, 4}, 0, {1, {{0, 0, 0, 0}, {}}, {}}]]]]], "Output", CellLabel->"Out[2]//MatrixForm=", - CellID->39905934,ExpressionUUID->"7ee777c9-3a6b-4bcc-af5e-6590634c22a0"] + CellID->1471406062,ExpressionUUID->"442fb69f-a78b-477d-87fe-06828174fdb7"] }, Open ]] }, Dynamic[CurrentValue[ EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, @@ -639,8 +643,8 @@ Cell[BoxData[GridBox[{ "50c7a895-f929-4f97-b283-78629fbf66b1"] }], "SeeAlso",ExpressionUUID->"1032e361-4af0-4ed8-8776-d0e908823663"]} }]} - }]], "SeeAlsoSection",ExpressionUUID->"b1654806-e2cc-40f0-95bc-\ -a2658546cc3b"], + }]], "SeeAlsoSection",ExpressionUUID->"7c61aa9c-9eb8-4721-b8a0-\ +17712edd08d6"], Cell[BoxData[GridBox[{ { @@ -687,8 +691,8 @@ Cell[BoxData[GridBox[{ BaseStyle->{"Tutorials"}]], "Tutorials",ExpressionUUID-> "fcf097a2-c249-4166-b34f-bd0bf583091b"]}]} }]} - }]], "TechNotesSection",ExpressionUUID->"460b298c-142d-48cb-91a9-\ -7c9d5c2f61fc"], + }]], "TechNotesSection",ExpressionUUID->"3b59d9c9-e1bc-46d0-ac4d-\ +6e65421c7afa"], Cell[BoxData[GridBox[{ { @@ -706,7 +710,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumInformationSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "766d1cf5-baa7-4b2b-b4fd-09d3ce805737"]}]}, + "50e0c99a-a348-482a-ba9c-7aa9093565ac"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -715,7 +719,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumManyBodySystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "5f265307-a9e9-488d-bc1a-839a1ca9e638"]}]}, + "9a4bf12d-40f5-4af2-bfa8-15bc4dcad1a3"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -724,7 +728,7 @@ Cell[BoxData[GridBox[{ "paclet:Q3/guide/QuantumSpinSystems"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "1dc4b5e4-8b22-4a1f-ac80-cffb54a26cbf"]}]}, + "a14766a4-7dae-45a7-bd3b-e11165b96f0b"]}]}, { RowBox[{"\[FilledVerySmallSquare]", Cell[BoxData[ TemplateBox[{ @@ -732,10 +736,10 @@ Cell[BoxData[GridBox[{ TextData["Q3"]], "paclet:Q3/guide/Q3"}, "RefLinkPlain", BaseStyle->{"MoreAbout"}]], "MoreAbout",ExpressionUUID-> - "40f09709-d079-4104-a200-7703b049dee2"]}]} + "de05140d-9688-46e9-9ca4-839644315cd7"]}]} }]} - }]], "MoreAboutSection",ExpressionUUID->"de7149eb-a08f-41bf-a17e-\ -7d2243dbf020"], + }]], "MoreAboutSection",ExpressionUUID->"22292b94-cd1b-4598-a0ae-\ +cb392d7dbb9f"], Cell[BoxData[GridBox[{ { @@ -764,16 +768,16 @@ Cell[BoxData[GridBox[{ "https://doi.org/10.1007/978-3-030-91214-7"}, "WebLink", BaseStyle->{"RelatedLinks"}]],ExpressionUUID-> - "5cb86bae-c345-4621-8271-2d5ed7150613"]}]],ExpressionUUID-> - "b415ba44-d66b-4091-908f-c281a1753bfa"], + "6be5d53a-d228-49e5-8021-450e891b728c"]}]],ExpressionUUID-> + "6e56f685-f208-44c4-95bd-b3fa6bcc88a5"], ", A Quantum Computation Workbook (Springer)." }], "RelatedLinks",ExpressionUUID-> "0ed75e7f-35d2-4210-836a-c983fe620d81"]} }]} - }]], "RelatedLinksSection",ExpressionUUID->"7803c3b9-494f-46a9-b849-\ -8061dcf47e14"], + }]], "RelatedLinksSection",ExpressionUUID->"8e271b90-6039-424c-a02e-\ +dc05e04de0dd"], -Cell[" ", "FooterCell",ExpressionUUID->"d311baca-f427-4ca6-ad0e-28e7a10a5803"] +Cell[" ", "FooterCell",ExpressionUUID->"73978c19-76d9-4102-8613-272f82364d1d"] }, Saveable->False, ScreenStyleEnvironment->"Working", @@ -789,13 +793,13 @@ TaggingRules->{ "CitationPopupData" -> $Failed, "ShowCitation" -> False, "HasOptions" -> True, "RootCaptions" -> "", "HeaderCoreAreaLink" -> {}, "Metadata" -> { - "built" -> "{2024, 2, 23, 19, 40, 4.807942}", - "history" -> {"12", "", "", ""}, "context" -> "Q3`", "keywords" -> {}, - "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> True, - "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", "status" -> - "None", "summary" -> - "Zero[n] return an array of length n with all elements zero. Zero[m, n, \ -...] or Zero[{m, n, ...}] returns an m*n*... tensor with all elements zero.", + "built" -> "{2024, 7, 1, 18, 37, 49.253447}", + "history" -> {"12", "14.0", "", ""}, "context" -> "Q3`", "keywords" -> {}, + "specialkeywords" -> {}, "tutorialcollectionlinks" -> {}, "index" -> + True, "label" -> "Q3 Symbol", "language" -> "en", "paclet" -> "Q3", + "status" -> "None", "summary" -> + "Zero[n] return a one-dimensional array of length n with all elements \ +zero. Zero[{m, n, ...}] returns an m*n*... tensor with all elements zero.", "synonyms" -> {}, "tabletags" -> {}, "title" -> "Zero", "titlemodifier" -> "", "metadescription" -> "", "windowtitle" -> "Zero", "type" -> "Symbol", "uri" -> "Q3/ref/Zero"}}, @@ -811,7 +815,7 @@ StyleDefinitions->Notebook[{ StyleData["Output"], CellContext -> "Global`"]}, Visible -> False, FrontEndVersion -> "14.0 for Mac OS X ARM (64-bit) (December 12, 2023)", StyleDefinitions -> "Default.nb"], -ExpressionUUID->"c4f9ebf5-734e-4909-a804-d8316f14278a" +ExpressionUUID->"aa7345a7-a9d9-478c-a3f7-f77f5cf6ca7b" ] (* End of Notebook Content *) @@ -819,56 +823,56 @@ ExpressionUUID->"c4f9ebf5-734e-4909-a804-d8316f14278a" (*CellTagsOutline CellTagsIndex->{ "PrimaryExamplesSection"->{ - Cell[11168, 292, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"9ce4ef1a-7d2d-4a0a-a3bf-dbd7b7ddbd5f", + Cell[11324, 295, 1388, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"52a992e7-3026-41a7-b7f7-b979bdc4f214", CellTags->"PrimaryExamplesSection", - CellID->1544909577]} + CellID->64150571]} } *) (*CellTagsIndex CellTagsIndex->{ - {"PrimaryExamplesSection", 32162, 820} + {"PrimaryExamplesSection", 32346, 824} } *) (*NotebookFileOutline Notebook[{ -Cell[576, 21, 7689, 186, 57, "AnchorBarGrid",ExpressionUUID->"1fb82a96-b009-4abd-9aa8-016a75ac2d60", +Cell[576, 21, 7689, 186, 57, "AnchorBarGrid",ExpressionUUID->"fb772d4b-916f-4581-b30c-3c8f1402e5d8", CellID->1], -Cell[8268, 209, 85, 0, 23, "ContextNameCell",ExpressionUUID->"71dddf70-2758-4a22-b01f-42daf1f23564"], +Cell[8268, 209, 85, 0, 23, "ContextNameCell",ExpressionUUID->"bffcbc78-9fd6-4e05-9496-38592e4bcaf5"], Cell[CellGroupData[{ -Cell[8378, 213, 547, 14, 60, "ObjectNameGrid",ExpressionUUID->"e2636296-421b-4947-8e1c-96368a80a993"], -Cell[8928, 229, 2203, 58, 192, "Usage",ExpressionUUID->"04ab98a6-df84-48eb-bf56-09c58562b33a", +Cell[8378, 213, 1167, 31, 60, "ObjectNameGrid",ExpressionUUID->"4d3c9b5d-d4d3-4c26-ba9d-490277d66011"], +Cell[9548, 246, 1739, 44, 192, "Usage",ExpressionUUID->"04ab98a6-df84-48eb-bf56-09c58562b33a", CellID->1654523905] }, Open ]], Cell[CellGroupData[{ -Cell[11168, 292, 1390, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"9ce4ef1a-7d2d-4a0a-a3bf-dbd7b7ddbd5f", +Cell[11324, 295, 1388, 37, 36, "PrimaryExamplesSection",ExpressionUUID->"52a992e7-3026-41a7-b7f7-b979bdc4f214", CellTags->"PrimaryExamplesSection", - CellID->1544909577], -Cell[12561, 331, 192, 3, 31, "Input",ExpressionUUID->"87511ef7-af74-4483-b34e-0ab2267012b2", + CellID->64150571], +Cell[12715, 334, 192, 3, 31, "Input",ExpressionUUID->"87511ef7-af74-4483-b34e-0ab2267012b2", CellID->1769816162], Cell[CellGroupData[{ -Cell[12778, 338, 1366, 36, 31, "ExampleSection",ExpressionUUID->"9ea82129-d695-44c5-a507-53ba15cf3634", - CellID->70484762], +Cell[12932, 341, 1367, 36, 31, "ExampleSection",ExpressionUUID->"48bb7cfa-95d3-4bed-85c1-4f9e61373f93", + CellID->141856003], Cell[CellGroupData[{ -Cell[14169, 378, 264, 6, 48, "Input",ExpressionUUID->"627ff61c-86e4-4d43-8c71-08b38316b81e", +Cell[14324, 381, 264, 6, 48, "Input",ExpressionUUID->"627ff61c-86e4-4d43-8c71-08b38316b81e", CellID->1976445898], -Cell[14436, 386, 7789, 159, 64, "Output",ExpressionUUID->"cfa8a56a-0ffd-4d17-bf3e-820f87a0699d", - CellID->517084850], -Cell[22228, 547, 182, 4, 37, "Output",ExpressionUUID->"810e4672-9236-48b7-9b95-43ce0f532bd6", - CellID->1926238188] +Cell[14591, 389, 7790, 159, 64, "Output",ExpressionUUID->"12bdffbf-5a4a-4bcc-b22d-6f43ea23089a", + CellID->1250369588], +Cell[22384, 550, 182, 4, 37, "Output",ExpressionUUID->"955ab4db-0b5f-4fa5-90be-af9d472d6b1c", + CellID->1834179621] }, Open ]], Cell[CellGroupData[{ -Cell[22447, 556, 312, 8, 48, "Input",ExpressionUUID->"d90910bc-4b76-4213-a5d6-2ba1d0d72b14", +Cell[22603, 559, 338, 9, 48, "Input",ExpressionUUID->"d90910bc-4b76-4213-a5d6-2ba1d0d72b14", CellID->1201177321], -Cell[22762, 566, 699, 20, 82, "Output",ExpressionUUID->"7ee777c9-3a6b-4bcc-af5e-6590634c22a0", - CellID->39905934] +Cell[22944, 570, 701, 20, 82, "Output",ExpressionUUID->"442fb69f-a78b-477d-87fe-06828174fdb7", + CellID->1471406062] }, Open ]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "ExampleSection", "0"}, Closed]]]] }, Dynamic[CurrentValue[EvaluationNotebook[], {TaggingRules, "Openers", "PrimaryExamplesSection"}, Closed]]]], -Cell[23703, 595, 1752, 47, 114, "SeeAlsoSection",ExpressionUUID->"b1654806-e2cc-40f0-95bc-a2658546cc3b"], -Cell[25458, 644, 1818, 46, 170, "TechNotesSection",ExpressionUUID->"460b298c-142d-48cb-91a9-7c9d5c2f61fc"], -Cell[27279, 692, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"de7149eb-a08f-41bf-a17e-7d2243dbf020"], -Cell[29034, 739, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"7803c3b9-494f-46a9-b849-8061dcf47e14"], -Cell[30203, 775, 78, 0, 70, "FooterCell",ExpressionUUID->"d311baca-f427-4ca6-ad0e-28e7a10a5803"] +Cell[23887, 599, 1752, 47, 114, "SeeAlsoSection",ExpressionUUID->"7c61aa9c-9eb8-4721-b8a0-17712edd08d6"], +Cell[25642, 648, 1818, 46, 170, "TechNotesSection",ExpressionUUID->"3b59d9c9-e1bc-46d0-ac4d-6e65421c7afa"], +Cell[27463, 696, 1752, 45, 70, "MoreAboutSection",ExpressionUUID->"22292b94-cd1b-4598-a0ae-cb392d7dbb9f"], +Cell[29218, 743, 1166, 34, 70, "RelatedLinksSection",ExpressionUUID->"8e271b90-6039-424c-a02e-dc05e04de0dd"], +Cell[30387, 779, 78, 0, 70, "FooterCell",ExpressionUUID->"73978c19-76d9-4102-8613-272f82364d1d"] } ] *) diff --git a/Q3/Documentation/English/SearchIndex/5/_0.cfe b/Q3/Documentation/English/SearchIndex/5/_0.cfe index 038f5583924f5dccd3fa65eb635ad4bdcc6ab699..a7b3dcdad62f1ad7ad341e1984d10359968269b3 100644 GIT binary patch literal 416 zcmcD&o+B>qQ<|KbmuhO@oS$2eUz(TVnpaYknOe*M1mRYXHyxZDZ*R!>buYukS1%ZN z`QstVEllDK^a}F9s(=dhK&ly-n%A=ErKRLTIk&+y1H(KNO)2@w5c!r$2+e&HMZP2x zqMv0#5Lljhb{dObURes5!=b$cOf$$ZqG>9C$h+@^$P1@~Tv7oMj8=dMGE{;DOQ3=? z!8GT3XShiQKtH9FL97?zx&zU~G!0E2;u0a=B8WWWakxAvOiFU0^8A(%d3J7)^Pz@{ gxj;322D&5qQ<|KbmuhO@oS$2eUz(TVnpaYknOe*M1P|l#rYQVt-+MXlk~Wv!c0UGQ z{&OgUYNPlXJ8nHGW0S-FCs&cBFLSgtAM~k2L%)m z6%->y#S)dK5=CQ=NsPe~HHjvg*F+OjzCGss{?GS3|8wp=z3j91+H3vRZ>@dya@(J; zwD0k0ld3;Cdr_ZNUj%=Bj(PJBU+m3`{Qr;jE&*}xtL$=w*uY^+#SIA zN8AB5c`n;bffR_Oc|>bYjXL?qJ3}OB*#&n(Q4z212g7uy5iM~Uk={lkNC$l}>58RZgx50j>vpoZ4T=`l*y+UPUrv0GJgA!cVQ#gH) zp1u?Gde$BpvmbH`8rS9X>@qW2=q>C+#EJy^QjU{&zmwDG>sGLpxMp&#{s=pZoA%@P z=n^+Vy$C!awHu;z{R$9$B$ux0+z-ZJspXbCp{*~!dJ<7x=@}f)@dNaA#kh`-TJ0ym z#ID{9`CQR{z@GgOKqyU1c$k|Z@`MnSrAz$>F6NjpToVh@4L7@d6{?`!2IXECw;S{# z-h=23oqW#lYBe9m#dLjuuOW92f7CmCg?u~RXh@?2!~2@hHC$ygg%zfycf!(evuUPv z0BmEmEuiVY5DJD*a$-2U@lIH@9|q|yNt0te@3WfYN!G{*xI|*=xRo7!t+OS3ke)Si zeYeBh(kt);Y=aRMtd!XepF)1&e%MaWvg*Wr;O62chioyMOPO(^cR#dXZ#lylnceh) zsnIb^agloiA#+VLSszi9Xq-shSl=T)H~c-LB~NTWxV`{(Vl2X`Q-&+S?nxO(==A1! zPebYG{m{vV>6L?$RlE%vNK(YIPrpkl&Q_45Ecg2RxtVi7gTd>)m8B<%#!kE+vNntt02gDyJd)GB`(i zHv!w-D4NrJ*IMH|57`V049ir{UtxKkU|ThxZQD5cepZ??wM1lN*!3w?lzalO!X7jP zW3RyMt7+mg%hSwx-^Q~O95%D$ZS0BT*+oTS&=6>QeTq4+I2u1-%$rena7o725Y!4? zFP7OfygGOC zobJkBhC@}i+$Fo%JAw;dQ@xRP@YVNf&IF`k8tR8Nuo1>b-iMxV^=oR(z6+j&<{dEp zb7-<_?gDc>K5n5J*9Bu0`VRC4<77Cm-(#E#tp2U>Oz0KJ`w|}lVhtRJd!XJ@c@U;p zI0N?-Tmpk(yscEftc75v{;9THyPZDy=JNXh`L`3hXczT9Qx$aR_n1cNpPNdcQ}>wD zS@BaaYABdrJ82V)jeG+?MfG3PC;yQ&PH1=)cH9pLkS+RMHkm>wZovB)LI7r0X^z0O5X>%PA2(WUFZNQ|qv%^sLpd0%Gy4?g^irI(Y1KC|C>_RjlSrj`LSSl*W#4l;$yirA4L;CDV&k{bXmY> z<DhLUr*R*ZCz>O_2$U=_APbHwa$JM;ppAMq3PE~}Snqs7*7 zzLf|872=8iU9Fu)_v!Y{Grj+d@5Vr3yI3;Gi0 zP?0a{o0Gf-hToG{Az)+1kLiv&K7fCKvIS80O`gB!)h_Me;D)fUzP*+YJ_tVI=(}cP+A7b>vB4rl3?$d6Jgc6?g=4 zTNzvNuR-Z^DWbVWpX<39mg*mQ+5~@|Jk`-$q3U^FKf1}RkMg?Flc3M{PID#BgW+D# z7Hwo}S6=~voBtWAWgPKEQ}hqK%}}HVePz-UV2igz%}y!~(|sXME?8uASoKZ5;^Dsd zxGxNa`g^{7o%L6sUxA+S7dlJ`WgdZ^5723ZuxVu`Ep)SLMTNfA|B&k`h(*h-k3pT! zQ=T{eJE&VeHzb8joT}FcI?)lN-w{aY=L1W)N0AoNYV~B$3#;_z-~f!$uLQ@HP}!9Z zBKsf7GfiI~?LtOm zR2|l?e*7`gSe}1J_s2GH6JCd@3;XpWv6oSvU0)b)&u#?>FYOqFjvct9sd3D#fnxlr zt4_pLs}Yr*lm$D>p^6s5n>|qHWOIec0>c!OwZkEZ(Itghum+@!5-tl1Xmn~*Oy<1!l{`*fvZf>_v9rF=^=Oq#yTE@e_%eXU(TCk&BycBE1`$*{M<)~ zC&kuq&p?%)&Myr}Vy^pXNKA5ZYdv;@)#0$UHhcuOP4E*~nUZb#`h1tFJq4=J?TC}c z&Ct@M-2{ky`T?kbuF zCjF+O$Z!`wP*jJU)%yEIQ&7t!y`;Diexk1~9%udz-Ue!^s{}sZ;6YPSon8NBaV=V7 z)@>zY-EYB)uaI;Cc9HN`sHxRUjzUX#3TxO2dbVT=)fw-X#9-3C(#C9_>l+*jBE=^- zWqcW$wv%JrTdjM>xY`%wxHp17@6~@5?+`d5{CseX=V+j$tYlB$%`cC#?=0cR&RCw$ z-RR{f*K3yjQ*Vfp;yDxS>OLe56ovSNJz8yPHg|S?BTv~7HrE95k&kol8F zbT%7wbG&Syq3o-hJZ54&TgR#8Y`|fSLka?dr8y~COY`k!y|b)ezD`jp@v2jJb*27F zna>|Gikc)FosnC?+;twT4bx6TxU{Rdse3CPqQJX6U==1@LU!p42&T_X1nVuY{si)qZ==~BF8FVx-(3+3 z_BRJmQFFa-%0cXH`2u#qf}^Oeuhg(CN>zCE_$~UcDoW7_(2bSjfYJLZE48=bGSrq= zZe*z^)BJa+(@#_ek-I{Fr7})c`8Smo)I3S&s`8TNx&D2CkHgyADTbJ8^4Nq2;Sg+s z(=fAh)%rRicRaDrN_Cp_X;nUWRbN*%Qh%}P27U^Z?gp08E2_6=i~Wt_NWp0v*P4o0 zZ2vS==h>wrlES(j?#F6P=KMD++)Hw~!04`Or=i@Op0?4mr?r;zwI{pW)?6Xosn)ni zg=I(5u|YP}YGJKTG1TVR%JVIDMXwM772Uog5q_n053dl{{B~yr3-vG#=E7=t=-lJ; z4rL3u-U&yhPc~O4mH16QQ-dm07mxEuy+)tCB3&K#ST_`0PFKk**DA?}q9&;+k@1_H zc0Sx}&v90>LKipLZZGY3(EV)f>CXB-qe z8!hZTS0*eR@2CrSy02&>rNXnVGhPiQij|;gv^g<9Zdn^De=1bmq!d}IKH~H3UTZAn z5lTl`B=fSlQm#qn#^Uj?3bNqLjPA;Ojq+}TPV>g+!T120v?dtY4!ORA#P>Mp9ktb_ zaQGXv9bBPNHg8+Qy)bUFzNdDY{$*{B?ivv=%{8d8*t4+4wo>~HDp=#wdfSL-rrJFI zAo!O&49<1#O3xFxm4FLlMb@xU?#r#T$6{IS4{#SqdEA{);w|yq3E*$hjAQr?*^&os z`a>heWfuyXa@ghKd;Qo&9o1O5WOc~7d>;-u@!+}Q$vOsKVHDPUP^V2b**QbQvNXQsWWY|VEj zLVZ3-J3iZ5WkYhnQf@KiyqVi5U^9gjg`EXH(eV}+7&}p{7-eE@n>n&s{L-GjnG4$T z=0pVG=GT-Pe4J06T+W+jlp?v%r*iy#+!Ne{9QxT5$TirrLvR*er;2OrcqSzT(jjjN zTV~NXCze^>z#4d|gyq-~#@ZaEI)^_Hf}A-9D=&(&mNXTj7TInx*~_f<0B*2(?CwS~ zLW%@q*h0jY<67QywPeO8lcuZOLHjG5>Joe`S}1Z+{42#kW;ng9&k-)=TAUNla=f4L z*0YA1g$5tBK-f`bWH}4Vs;oir6&jVgv`1(Yk8p~8B3tWq>fbj^_E}kp>T+lYhl5)l z=}I^Hy^2{e6N4z?$@==nl5~yxQD~gLVO(3APo8-i?j(2N`yj1mgj`=rQcj_XE+&C7 z@#VE^Vg0?vq!}k9N%DubpqEfhNJrL@mAcyG;Folz%6&eAp4SxDCp6WtPS&g%^xaK9 z{Zv!0^agm86L?H%Yp!l?PC}Vp)7(HIm%gDnjSHw{IMJN0pS)gVWw+IgU6FLAEnB=WwG!HdJWVG zrE~RxmOJ4N-QM~<>UdRuuk~I1R9g&!`kQUvQ+54HdogO4^?$Z|bZ18ntwD?51=3Mqx1E*iNW?6xxdj<%;zC zJFC&Wl>T971Jvlj(QTIdpc!3)e^YuQzrq8VISQ1 z3g9;1`rr+X!GqL6d2@8ib{RxWk8;RZfH*YEITyEYOzWnu0==QjB|QVqSlx@rE=<&W zyH?=?py=;*b>Z(IrANk$GUh)70rgi9c7~Ynidv(-Vay76ME~=cGFq%?cfOT719oXi zmtspbB~+`|h6;R0pWi(lZq+Y$A0W=tutJ|bHd-?V+v4of8Z_OKNW6&c$KjS8pd8m<7#lKuoN zwKz9t2m)@mBdn*#jmcL08!Zn;w~$2!?F$gy+(;8UMZ=?qxZ6e)h}TGWr6!x%=id1P zr}6Fh2{u)8YvaPQC(ZK=w=`OK3vxEGjc!na;@o^$Q0%yLXudV&yX7~oS_XKFtHqt( zW_|o5SKue!VkyrpIv%;R8PNFB*|kmbq1&&E*_KlAF89JIasM18>9BwkVvv9?=tC)h$x^Iw2m*)#o%rGVfv3+=Mg8&V&4Bgqr&l1mT`!nX3rJrwqgX#U!=pbj;~Bkw zW>CLlrdNM>rknCPS7wfRi9f!85qNR_!v4-$eHWQ_${Y7-x_-8WZ#w&kOYY|5gi} zYuMKTmXOJji=3inL{5`n#0l(3>W6iAg+S|S_!gk06DT65E3gT`r+6?@_9h}QcE)D2 zdFf#oA=vJRUJx{Jocoi0FX+4OY#x^sR7Rx*DiD&4$`ll;cA-KOpi&e>gF_S@qQE(Y zdb-C%wT7UxJzD8-)EhYGxKwaTM=;sVh_(_FZAy?Jr#NOuVn7ey^?)-ar0BQO$vC{= z;m2i>P^AC%u25^?|2-L;%4mHBi>j*n6MaQR$%XxnHFn<5tnmr{jZ7?R%wu9yF4DR7 zQoe*1vwEYiVJl_Jila3)+fKcCXede>)sGOB4^`j+iE4Iw8};W7c*t^RVC}gN4(tMb$vqv}kk}Qa4?@7?sHdSQ!!rK=O#0k|4^x|EJQPQcJiX%3;p|9} z`ml613Z9T?ryD5;U4)GOPVRp@5W@>&=|zGuHhf*g9_&?sJ~HOv`82~DOL?`XDOkQA z+S?0zcS0tkga07##xY|Kg8hClIwnn`%kpxS7R4{P=$(Fn0bufYh91)E4?D4@IrOQA z{bIPHu1!^yKv*9Ezt2C`&qjh{ z<&f-^{azCE27}S=?qJLx^MwK-f5aOJM9KrvAicp`UK#SuEETB4 z(eBAzB*-Mg(iHE>rT$dRTT?T{H;K#clgUOpm6g0+z<5}hAK zOlWL4bUGZ2dbwaE5eze>-l%t>4~IijLuJjS;b0&WiHJT8Ea0MEi^V`q4dl}nciHT~ zM=6V}-*Rs~`!M*;59=524N;@~$-Os~fCm2+?*Dg5Tbbwm;3&1zo-7z?zqYG(yU*tH zd85&&zV*J3!$1`vQ^8aqf!_}NLfTlGO|#ujH5{D^npInYzT?QtYje_$GNJS|aE*MshofsorR~IXw66>wc@jcT0%N0Uw1$?>a9+Rh zsLOMnmX~XHyBrR`9lSt0j@7^!0knW$KYH{fHtTQP2IrO>Q)qbKlqWh|bc zMPkmV-7Zy4h{a<1i}#1}p9jOtnT%G@FLXUmg`P9;e!q?5RVvkuRE1F~wNDyeJr6Ty zc0I3KkLUEzZ=h$XVxT{|rou|+;o2Hr^K_psLc>c&JqELkjGZ3xB^e_hQ|Vd3o-WWB zA7d}EorL)nM!(Of39*`Uw;%r-0-rwk&~}C1JN%=6Rn>(PYsl~;^y~?H1J65XVVrzS zFgW;XBX8$vi_nXWcB7y=>}g(z<#j2u-VD!oPJ?ethW zZdVweG3`@*F~5)TIe3ec=M1W*S3LSM#Pt6>T1S_4KY68>5+g=mtU+pQZh%Vdbta>! z&5f0HO`SEFrrO$;jG=i%ZDUnkeO+B;rb0N`Qq|BPRaO1l&b5|TzED?JTT@xv+|>Md zhFln^tbMAzzOuf)t*yEfhHcGoJLt0>yOBn?UwiCnef#NZ{nF{bLP&q=OdNyJu77wY z$x?$t&vR$fZhJ0mGb&|P-oX5*!#Li>aCTeNrgxm}5g1zzPya>d?mc@7=;sbsyFT*q zJdQR6Fiw5l<6dvfXQ%bg`1}suZ;aXP0l(2YTt&Q~F#5^IS7f&cjr#lnGwGn(b>Y{Os1vUSowLT zv9Y?L#Y*kBDrgCk4L&MtopD!EfpuJH;NYqS{e*TGT zdBf8B|4H4C8~^tJc#FNXqIlb|JsIwrj7>lJWUc<$lP4%H*?s$!*+vrTBtoA?hQOgqvKEQrzY-P(bGK;q>@B?g3G{!nK0d=8+L^kh9!)41}e+? z(Pz#ep4Z1d>rD*zgUF9>R#h)gYgeT+&v=IQ$bTm)i#GM#9nU@u`pD;I6V<9(^;6H~ zB8>*epPNG+~g!@n8~5M1Fki4GYJu9@&yIDM_)hrSi_{>ZKV%VPO&O!RfTV?9y(#S1{0D zezG1=RaHZEvoOvL)TK0BelNTWKw_hMYjt? z0^8Xo#7j9SIpDxMB%bPXue?-$y19L6FK{^4Ze6U*CMmagwV#Bo_fNl9I_OEzQ z*2dPji75#S&=(&91(CVtxd2rY*0AC89t1N5KEP5O6ZnJJjY9}5lL3o2065E2a&#>q zcM9Z}4FHEOQaq0UK?!UNoTsj3IbV#P;IjaT<6FyBz^cj58sY%Cjk4F`_Tv!Af3H4D z5mK=M8A1U2?%|8_Q6Us@r7#0-fTif zFzNua#=Hj|=ig_ZSiYOl#cgN;HRg=Chidx^(AT-XlA;#M=Y4N_hdCsE#Ehg=nH$QX z3Tj{)ti&BKeTMu(_=*1l7Fx7Z$<#CEhl4*!9}#yTmzBpTnSB*+#bp10l`&`7 zkT#ZRrdzRBh?=(%3%(t@(6+i(cDu@;i}y14CK{c>qISaRxsJQ7=tYjDA8iEdVR2uJ zkwE1IjX|bc2LgL=1JQ^ATSO~bO5-OcyaoTm=7bxOxCuE+27od3(rlJ@;7C0Cl;f>v zhB^&p_9L`&reRyo{nj1KAi7|hb8G-zVm<1HY~UV1Fk&}4}>#D4R-pQ7g;?! z7!7XA^3EMul+%niQF}GOEM%^l+f^sq4pt$p^e!G zjc{`Rg3Zi;ZNQw#?Cv-M*R}6ARZe&Ii0mfDY}v#->}RFT)zthOnzc*9X`#b>oe1!! zl790RXy!Ec4r!3_BnG3L^(Fe91LDAluh4ZS2@&DzEItz515UTqu$x8-P=t|r#1Q|& zzc2&J+nx)#Mb3WIJ?aQtAiqK6ONu7pYr|lQRv2ld6lDvg_g=DcG&PF+fe<5MiMNy3 zW*TiQyH_GaA^qOryeYDS{yC1N3YcYyVx`v+!Aj4w-t0S6wb%~JewN)beC4V)NWVhY zSBck5IYyTCvvvU~*d&;V7pmctXu9_5+~|Yf#_5zZyok5N=AB8!qUl&H9*xocXgvOt z`47^giC9jIdT5g9SCY6ml0g%Bz%cy#adJFMSNgtJddTbObA0aiuS6g#ae_*!CFNtg zq)8H|mAS>5<9-8;nGGLUtHkAMzj_-ra#FEm%l(TI6-}QwNW{cBD|5UX`?>1J&FpxE zvOB5y=kC{S{3qe`1>%DeY8*32P7rV!di9JYuUIHVw>6oL7D+26qLAgRE-X*Mf&;O{wa|bFA^|p^*9u&S7%vr-+;oe3mnK_ASav9~3#g9FwQ!nde$6@ykghE5#WNgl#=(n7R4f}jED7+ zQa|AwG~wzkp-P+qHRLR(1TjWr8tWA)4Y$R_rqrT!Sxoa4sS%n0lV}5R_co^tP!Xrld7D1%~Ob9 z`M8J^MHdbr`&!Dmn90?7TrzDmPkVx)%_i4 zH0(e;5lM-mNjCkQx0yA}l9DF5g9b;0fNCUWLaRz>({e4N+0-V1tyg_qn0L%27+>)4 zg6P2lk-3DoEa5!Jr7&$ioFu%63(Oj8mT0D=%Sa2GoSU1)BUmFR;sC*t7&{ZO(41FE z;^P>FAr7Um2u`>Q5uSq?D}+UwpW=4NszK(lsm4;$x?z4L=HSq@n|VS_y?G?@c^X(C zeT3!O5$dk`A{E)-0Ye@tgRZYtLHGtx9mXNqxr7=X2e<#b_N-Cj@H8HeL4vmdgatl3 z@;YL@&;TwwrkK?|mg-~(Kp|>Cj8pH{e0~z)l8G(WGth*zv3!=4MCI8YwmU@m)XnFu}V9U6jbCj^Ed8SNkGXq zw%V+L@MzK8og8f$i&iux;{ zI*%mOlc!D-A5{<(9(YjmxXk0VoTs=Zs*?nS^QdD8cuFLC$_XrwW-w_4IaoHINA@Kha#FEc2cZVN60)U5T0xtpsnHnjvMCv!SO;-PaS2Hk+Z$sy$K#NsaOovJDsahMLzZ}MFy94l+O~| zJkJu}qdYR>@DgOm?a6`{TeuioJdkiic)}x$^F;2sIucQq>otUR{yt3AQUQlJ&uEGu zKO&8!^d7l&5z9goeS8(7LFjtr(RT@4j)z&loSenu#!8VxhL^0EcSAkyqBvtIx+=PW z@&yJ{EgfT~e$kcO@Z{wDk5WDS`g}@+j(Ew&_!D)Z;er)>$_2*nN&A~==8=fdn zmv10U$MMDkvI|{in8>Z%lj6}&e)cj`wZd?kc_-vVX_6fz#3@T0^+$VQM-i=SI@G~H z)RPf`BqSs$ay$Uk00JwbPzPQly6glw5lF=vN78~DYaBu}htj(ls4`-Wh~VUkK;v=pr^&is z_-rRla8+3n!t8OXJuin1IW#yzk$?v7 zJix=+qZ4M6IcOo?h>|x_a)-($$q|93u($)$SdLl*szsd?%^^%y4I?g+!?9M-uuDPa zyCn^mrU}(^LKrLO@}4tNxIkbE#?RBpy_5S-SfO6`y;*OKjb^MAtJKGqkgd^W7oh}= zr}gG%MR2n#C}3_F9^J4Cz9{1Jl{!}5P<@#^c>I2t`O(k~9sRIPrRo2DY?NIynWoHSnvVbWrV z+Ua}HK3ZO>g%-v`wD$*x$9ROSq7jFXlMS5ob&BW>*0vM@OH*O}**g||LoP~9ZrFk5KN_Yr^ew_GCWt#ury^-PgS1*xP2Ob4M< z-2g_jJH!k+ssJ|9W?YEhlsf(Xd7F}jc7Q=e?O-y4!0g@ZzbgLB8btku2gK|w(D*IP zQ!{=^^~r5NNz>$lqi+sSma`Ww%zB+PqVM5Abq^ou*(PD@mrOtBhg+Hk?d*z+a4}4C zjO|S54YbElXbVD+O1ZP`Hn@BAQS@twqfQ87s)&elX8H~!vGOjAZxJwy6_GZltFJm3 z$2UyU)4%yf`wQ7c!=OiK4&Z$>Nk%xQ=YCkH&;PJZKl$MnDnK-BocG&?z_a`V!0lIF zlc}weB9XnMbSE4^Vb25N@Q9$#^{v01ojqwn2PwLB*AF--(|{JBtK5mI)9Q^z&i#tA z3I4$Bjz8)M0K~M6-3Bmj->ptGI6wh7?z`&< z{z&XaH@bH?3)OAdFW-gCXe8duA0Q031qLDmWDNRJEi8P8$zG>~;hscGuz$%WIKytp z-BHp+3GQ)d8f-uhUtl&<+BoAn(0@(bccW|K1%qOsp?~Xj=3|9jT?iMMz4#0NM~erT zeIuTP3m?4CbgV5#8f2Jp{9C9gbeb6$@ijA0)ynMmp(sgaz#bZe$>~URVb{YOd#~CqjvvLZKu)$Z+4GV-T z#$43LM4^}xXO(C%d;%9St@!laJk|?7TA00kF5^bybFLek#8m=dd9)0jsI#d|WMU;@(F? zz7q9Y;oOpseK;`YBW^sMKH+>mr}G_{7L z$pqNKN7Ka{_WI|I-;@5$h+Of|!l}YN_ABhxk!`8Xjcd8nIaMFc^e=0FbM|+)HfXm9 zOzxhw-vvKYjeD-ET5)$}$0i}2-&noSy`jv;p1xKRc<=p}gQl`?+Ik;*G4%vG+-Y_{ zKEnf5f*LALgIK|AODRzqCDsa&pf7=8GCYXSs9EKQusg zX(@9E`I?yfZErl>!|cKRFSX8e`GRnM#4~ayvx_e&c5>L4gsZTJozA4t2m1y81Xe&l zGql?>Y#dFO3#HSzRx;S*wxjsE{HGkT^Ei&8Pi!w2U1c`84qEGLC$o)^As5I*mSOAd zUlotF?`AGlGDQbqQEA|`!tINyFS0kL_vf4q4XAxuVb6QD9qeh^wTSqh((I1nSe z|8)8BXAFCoR*35Imz&VPIepicW7$*aAv{gL{$)w_S1=ggEM#CcbIQ_Ad10yGcduU{ z7p2VIPkcF!eKBcVYKwHN73uZiX@9b{p*Q0M@PNgrFCS+5|g@$p=sl65Wm z{y+TeN# z2gdRDk?qp7>PBjeACIit(u|TMi604e!e(+r{I z#hb)|K+_u^kNY*#IqGuRzTcGQ6fs}^&&oTG#+_|H&);)s3UGPMlbX}Kn_QK*E!vg3 zrK}78Fvnt9vFd{6A2rAL@ZBbwnl+wM>NDYQFwSw#|IJ;1ufo!E=l>#ua655rY~ko& zn=Ah_+tfi*j_J^pDxSZGrXSHgz3AJ&qlpcA&R>VfcF@xLrN2%Sb`Rge9z}ZKZ=KXF zrkss6??egx^5kuu!B9tTwyZ?%9w^|8jE=V)ygLz zBXm#<)Pk??dx!Z*)wnm&=b^vDL|mC6mzeh9*2nC46RoLTlYGEC?%uKZzV98S~W=t8&$HBJj9l!pNt|CY+dy zZW}_3{0g2(W7S+&>H6|-+}9O0%#y7ZhU^?#xa%}UeWTcv`#Nql2lGzXhkx-kam;C} zwBpfs=xX@YscsE_~0lkl!C{V)N&Am}rHs1#1aX~2rns2})Y9QuYm_lFMLypkv7BVlDK1|~)8E3CGNa4k3 zrpdGUP!qMD7helj9TR3SFnN75mto$3ZpI>ZGuJ~IhS2?P<^Xz%Or{r7jcQ-OEW({k zCnT99Rn|;VhMCT^F?+aHdUgua8#r>~Z1@1rW?E4x6@X5_!iNMs$PRfh9UHT9?oby7 zPxIKGo={H@1=`kl)X^bi6xXle1BV@Hx08_dq%qw`r+M>Y^X4sDv}odRh#89k3iQ#i zH$kZ!GsHLH&mqHxi-aYFpOrK6)Oo-yn%uji| zbl2>l=f0HLzSmq~V#F`_4)qh5ZGR;5PV@-uF|L}keba8|HrwgNcmYjm3*RyGtN9(4 zYcM+;Qs;QS&NhD;9GiG9_|C+i<>rj`h>zOZ=;+$zbj-(E8rUj!#n>8a%S#h_M>XG} zN-r-O$7b%h)c&RCh&sRcPxl-%Is%XUGuhDSzP7*fo^2z3xDoz5@W58z8Sf0+$@SNK ze>04eJ<|OLM*4r+V!D?OM5t@d1Tt=k7}+L-?8L`S6SP6u6?%huPXk5zaC;SjiQdB&}svcemBNv+w4TEwzL%n zg6qnOY42C1K6aFO9y!>!TFM053>8ulyMOQIt1t2|kv+-dOTWDF>zqpYp!#;PkaC~; z_N*@Ti!hyka_a5PzI4RJs)z0S@V3yFi$dhP@VDfpT0#A*_azG|xgNVHm!&)3}jxb~k}J|NMP2)tKm_F!Xx`8qfu9D8~RJvOB^p2F0)8 zs8~l5cSS+)TKOa~uMzV;A>Q>7!D&#a{e#6mVn|B1HSJzrarPK!nkBLNWLFPwP|ZG< z;^jE+d^*6iUDJFKG1Q?tBT=tFlcs$%JHab1@Ow{KWL1nDQ!%G-R-@kl^38Jjh+`)1 zL=kEwi^ww6QfK`P9^!`nVt|Bj3QoaEI-hr`@JEEc=ZA=i7XQKXV@x!yXXvM9Xv8OA z^w7V}G|qe!^(vcl`|xW1q{pW8F(&>EN+kBe>YUT)sIdZ){0U~VWjWi(G}#_xuJReY zA@R@t=kYjxp70b7^Q}9l!iVHE?g@E3 zdxyuFTF#J<;A8YPdw0$}SO>L3wN~)pr(x#MR4W~Q_zn6D5B=T>&wFn`teJln8FltL z{v+BuILpAX($MSw_yp^RoBxtU*msKcRpxCS`Ej05qB} zezH*dDR*j2`yi8khiND`KOi18(K_9Sf4?9t35MTHdso=ZUPPCEcrEfJS?9B0JqWRUU< z6>P156%UgI<7Bh;9FK@&PJGslFxRSB#p2618> zdeue2k;O99;f5URK8SD?#0(B_RKcW+a6jxI=eM{i^AEory4?dShJNtCQ^p)Fk{(3d z3M)t3lAAO1v=<7JL-;<&qP!=#Q{rvx;*&sb{Xa~-d3;mV7WTiVGoK_UV>7i)=ebQw zDFq6o1EoNLG8behb4A30prB}yP86sR5C~}1f`EvK1<~SoQ>e^(i*mi_btr=jUQ`tH z;{02@zxR(9KZ*^ZLvqgEYd!1xJR4_SI(xsO9J@tcEJ~~PISn!T-Hw70Q!=f5nk4O^8C~YZMu#WIo@v`)mn=?a zde7V9s$J?7yWQX^;7!E2cBM|tv1U(kQ=?u#2+Sb zuUt*4(I|{~9}e{IGEa-2hHhqaZ;>*o4AtAV&W{Wqi)x6>m$|W`PwemjcT3y=TF2sC zc%|}GATq`3+XZU0+WUurKkM`h^`gJ&u)yB|dXS$&C=7o2A z@G}1(Sp#|(H)2a#Jyxav;pfb4+y(goq_(qfpqYu*9?dw%c8igmO|~k03zb>_5U+8M zO7>TM>IGUSCCiVKDIij`S2Oq;J77Wu{s?vPW#SK9jr38nPB;oE z{&;RF`6r5?FN>xX4P!&bk&yGnwGYFKdON&k(J!TOw4}^v&zrbcD$ZP?>|>Yczxz~d z$`d`bj-GNq!Z4n3PJ>O>$2Lm~v=23pP-#Dy)Q>Jyi(%BV1b>6GJ1@t9m5^j+hF2!w z*Vt-$m3F2l;x#1BV(I@AGalrArBVO)*9F?GjQP?~u!psRz-Q__pNxN|a-XCZ@ILY$ ze(+r9$LV+<_Mg_v0fh8Q%3gF3?ShFvb}VG;X%g+=KS%8#>wZS2OJ&V^igX{R1&6KC zx1wJy>k=2mBQR53E<2IjjxG~)Cy$modH8$5Sj;uh2;>|^o{!M2O@|XA2Lj~x!V=-T z@I@A<_pzD7C&Z73f_3Oq5wect)stP{!N`fLQ8eKL(4me_I4XuvPc)jl9yN%waRtf% z&Z-EPlSR%{YUX{{f?C4jaXYx5IKyQX;noql% zjW_LgIgP)oep$Ofn@4Ln&y(%W^Jp6$p1H?+aI=A++4{YqXfI)*;ps6F7l8$lNZGmQ^?%YFyP&~>@651wQwjmpy~8tgp4 z#Ryf2uL_e>Qu4~^S15kCjIO7^R>1v~sedYX;?C`_c_zdgDp8GpXa`0?S z{=%KRyx<8kIiT0T8}R?rf^@d$VHJw{@T+~Gjr%U_$%iuY`_B9F@oSh3i*uxQ$_0>( zLn31MnL_+7-HiKpPU?^Ug<($1X8@!qhVusEq^M|UWBDaqYJ0GY(}FPR@r#XoR( z!9Y;4ehz;)5PyK%!cQ0B_3Vp#yHCO(-0ok~2;=gm4H(tPoLHhFQ-!lbE~KGh?+ck8 zjqSyaT$A{37C@zX2qO_9tR&m3TfC(X2Lvxyq%ypg+YJ}aJJA6gj2Q#vbg{b6-pCL+ zDF^f`1P^Yb&GhO9CO45k+>6z<$eW^)<1*3U?*aV#SegeMfLmX+2O6I zhB8YT{!JL}@rX5e6Y4-m+n3@?i&r0vuu`#!2JlI`AK3*}YGP|qc|-xI4epM1BoHy8Ov(X(DxyqYZ$C&2@i-js;d}qA4)+YfztS_fE_~Jpv;QYM3ySd$%);1H z6uwY`^ZYF4td+&`%Hdc`(oi>m;9B|t(>#@Tpq(^<@c)3j0RZqi0X^);){M;HvSFX0}Af##mCh; ze&f<6ONWpvzMEpI=oNma<6{0?u$Eufr=Pv6Mz7i4?e|;gRs6B~Y`-~0=Sh`LPq*g& zAT8I`xh*&bd!PZG0o}&qP^k6L@R3sdEFBT&2#+trJ4jJc_)ZyK&Us2O&IvCWil2hD zXKyiz-~jnMb^r|5C*Zfd@8VNrG&`?dL^Wwf;`;t&W+ulOS!869tVWzzFxS$?-=b08 zucc-_fNV=%)b(IZ`g;F=v5|d3H^EL_oVo_}{EM0Gc(Xe{jU`!}oCaF;2fRB;{_O8EJeJLm)ag=;F@9<}g>)WLYD z&ptdZdINq#`VzlJ!>^X(UScwJJ~a#$XFsWmbn~Q3nk3(Ou(9-{bm^5*Ytw-wSu!NI z?4Z?SnW@Fj*=}DgZ+y%%a0>0x-yH4By~}Mw4abj4S4io|U#z?DKS~2}i=&^?UXV?r z3=ch1q6!hIY<@*>hUaud7Jj8aVFRMhe100(0{eYE&w4Y zo{#F2-*>f1^vVN1>EX4Q%aUCc^X)12M6cz^9{1E$`MOKq88YD1KqLvXM0#~=7`@A*14b7D|C=w1{AasEw z;>N*^=rwyWZXaB%j;rjLZZ~WrpEAwdh#3yPu-egJ59T2IETM$@_&5N!Ym7Y(kLhfx zs|0zV|6mZZY;EHOzW&}=;_@mvDkLm!Yh03uzBR;VU^mN2?VzXEh0NnTQ8feruw zCxCp-xdSBLMtRXZpfdgk2&-Fc2dvX0?d1(ZHE2N7*!@6uJ&2dF>&sM~gJwP{g_B0( z6@HL1c!7!#k`oVV{=#B94H&~|(!tMSyi)VvI;L^H!MF6eRFhgAr-Tz+8U6|v z>x1zDU5k9jaoBRjn54WUe2W_KFZ`v4bGa&VjXW0H>T)oXFx*>C0#Ht>atn9CaopGq z?{gRHNb55iMIj&r!gI4mal>dpWO4-N{#Vw7)a#~MqyiVOW5n?vPXVg$+2dPtTzzTs zso<~&tavOeAuYR{4xYK9S@^y&c!dN%1b`_k$s^&*W1tke(0Qr~&%%a&A-RiwiT@(f zbHuv|hx?4f&%!?W;W#{itP#V)cs$16GT}!MuLD?ZnInx7+Z}bf*H|TF{9G!yzdy`b zjl+^h?zvC5DdQ9U8vD`oCU!k)|I`|oE*6yi;yEfz$^JOAH?@}wIgi>Y=QfPCR*K(^ z1tyQ1IOo@KEuJ=|VfGmQgeP5E@xJ+fB$;?QIwk32-3zp2$ZlgqjimHxn_E#e0sG`S z^%c@(D8U1_rwr-Q`REDta^^4`1*4<~@hv|5+jx96{PhGpud`$#ZU;uQ^U@^z17%TH3APT*0^O8m%ODk0ZSv#`X7c zv+u2&WFa}VSXjet}Wy_+531pesjSl+LD3EY6a*9E`l41aYn%H z864niJS}RCppM>U)225;LZmtf#i7O69$U|j4ZCQFlRTB}uwQSBgP=T6;Q9Vr`2tYH zc9P)EPk}@#ThprVNbq2fv3=bNb_BQfZF@ad(LvtOs5}m61`Qkedu*s;eM=_oto&p4 zJlwWWhgN0Hx@YZ}Gu`W$+&OkC+*bZ|7aFBeng{h|9q51kdKq$!2iQ*&o@qajU=Rb+ zJFucvMfIRP&C0wPhTX7U+%eqQH5U@Cj-GPSAWq^Q8NL%g!rLv&4Pss~>eKuYJJ&~} zM>D=v_V=w|G|wr#q^9F#FZt%48{Hol&z+KWE%q2`r*%VqeIVi|Go<=W3+QchGqu%l zLFuL!=_?P9%L$V6yvL=NcgIfMb+WI|^NqPLU)p+mjRU4AFXO}b2L78{EB>4NTY48F zrq*z8K+ijJE<5lN;%``2^}RebCFYVfo$pyvCwJ)H^bB(zMjx`h=?6V1DGy&Y3t1_X zGx5TNO#d*?*cJGsVXw`!;52^T_Po6+`XfBf{mp=arkT=m);D#V{G+iUWzKtbdj%;| zxx~*L^}cP1UK|-5eMOAtmUts9&vCN!ZvS>;Rn*V<$CM;;s9zwdRye}W_q$ou+j#uo zNw&2AQrisEW8-`o|7_e*^->?h>JJlslOsk47VpEecQ|&4h2ga6cousWdwrejrehA{ zq2bUBJUDSJCSGQ7!GDa#SLuu7EyI7=9^Iux|FSk5`^eYMX3h9q=XW!}PQ`X(Q(@=- zW`fDVU%}N30yvJ%6|x6|ZRQ?|i&eEHj__cvVj0XT=izbic)rKEL3jeIz{l5eK&0wm zrK4qi8AsD>rnw|e@NgzI^Bz153%-`Yc*4mH4^SVbLd9lSv*Kc7`FC&zfLh!eqFb*q zo$l#qEzXbCGCUEV80{Hi6M3)9WUh3vt6a}cN=!Z^BoBT+N-SV5RWp|^b`FlW4Bo`a zuZ#Q`Gm#3InKz6Z0T0`}{9~MaNc0V36`lfSvhn(pT<#FtV5hz>H&85Q@r!r$_nK`I zWTi4w)C8N5FqPd$Wf)TYbwEt5z!Z;KujG7@mM+}bb*#% zjWG5hgd=n>Jg*E@qFJV9c%(hu26l`Pdf4)d81cmU%5gRR&P!~){?{>Lx z3ebERc%QFy2RX|k_DV;Dn~Pgfq$b;5EC(uT+O(B0^Fmu_gLabq5B^%Q7|=z~P^=mm zUm=TF>HFFCljw|4#rLpYlt|Xd-3Puv{w7@{-}ipRFp*acwfspKbzIYm-N#U`@Ha!! z9n{tSFn=8XAaPR?ZNY~ksJ97g71J)DK=+J<<3LjMpapL2DG$6vZx}urcNP&4SW0j$ zc@#rQ@E5xbIk2Fv18!S%$AiRGLu4d1X-82jf(HT%PKAsDo zAv*lWT$~<`2S%G*6T_|Zu-#ws_epUqp2+pElgHa8?6hA#udax$9MYf^^3&XBl=g)qpjkg;n+!0&(Yiaac&e6;xeTf0 zzIo2M+>=E|4PC-EWva1bl;GVfQlzuuu{XEc%X9Z?1G|(z#gR~_d?^;t zi^E@YTq-C@`$_sb&MQ8bc#|6OAgC_q(OR;Q)!_l}gvZXu-_refY6 zBUv^Dud*sZ$4k2<#tAmPxgW=+x`#gP6uE-=Ja|StOjO-vL={(gY$9yJS4GK?UoxRc zWE*5bRUU;hcd$Fk*bVogo(EeATfh~xfXP252~cBN2IjJ)0Sc8rBBVb_(lZB1;rav7 zHAzl)asBmAADl{hTpUxJFri)Ga^{+;!$lSV^>styW66T>*@tkUet-ebkJ%0VqVcAby$@3&pw!-l%w>!8nL}hBsn2sp4B% z15yYu+ggAig6!<89#n&SVQ0TZ?5qRKX)UM)m?XYxH3=o?bwNWH+@D9WKT_>s9X#T^ zVhif;2;o+u=bwa}gtd?{18^*zfM?Pg@)%wiWC3yl`S4!!F1E8W5<$o4^CSowSU^Fn z3ZDjs=P(-1B5^dJ+7`O7fgeqz3tZ{PypXU=qJwOOf{E#CrF5gUb#Pf2k ztk?5=p_nYD#HIfM}{>YSrZ9FMWi~I*m;pk+87~YK=gnBOMXKQgl z2iI|G0JqZ`9GP_pYy#~Cdxg|49qh~Xgd3CqmbKFXz&?E-`4^Hp(1KS`${$B$Zvdg; z9aC#iFK%U*TSwbKpdlMjJq`d$(~F8Y0Nzg56AKO^4_r<^pq|)cXe}~6-gQrRfmgxj zpWBPvzRhSej@Y+uMxu}F$Z1z{hM$WTx#ox@B0L@ur5aPu0T_iSHJ5vm_PdO`tuid(&JQ{hK_v9_(* zeIrg^!+-h1u_4LlDVliU9M?C~iweBqzH6ZCJ{+4YEdwd#?$(#Hdy;BM(<46~ZZA+t zadV5*paoLIsK<9JpstwuN0NO?APe7~vcmbct}Ee4yvy0UDxyFBOQIPgFM46+_V_0s zi->&yq^N?{YXyW>g^xUje`7oEH6Di^2gcyg)>U}m|IbB*2d%;fI=@|o6^w6n{_+G2 zp~w#`JjIV8{DZ%jW1GJj>_TuGeI-LrtHxjDSFr(LN`&d3C7u@{3Fdm4AV__$jsOeT zbfcT(yWxgZ^>&^YH2!(9h<7rLS7iZyhiM`_x|);0)dL9}_Ow_|65MJZVLET%IU~gj z@O8$uQ>&u)_Nsm+lMzZ1_}`rLLsfu60ldKtij0AgBFp}|hcwU0e zG@RfOMr?JE3P`M_WchkV%{itC^-8fkPG}{zDlpqg3MPGv!Lh=T%nuA$ls$006k9S0 zQROX$6q+TB1blp+ANKzx{Mr*hKXwrx@DQnZ5!wrPO84i0exajWjlUMvpq=O_GSPbE zTp%FwAgv*f6w3Icn66lcnu>gGO_Rp%oRr%S7wWyJGc}k%G zTmWvgm*KvL3;|92epI^{!QEU9y}M`|0s6JhZvRWx;vq*C_^EnWiwqpB9datbNjmd)+T%g@4Wi`vFoV7pW(ZqZ!d7S^^J*_)R1<(JM3u61f&g{0|DPNsX|r4X;&+ z5B|Jesbf8PKNH3Z!*vD@pGBFbES5Tos<%0E4<$ zaQIRKFmDIK@r}5g9mm20;YE#jytDy3VQbEJD&g)%oa;YPWZ~~LcT^892{){WcJz{+89>BLQiggR-(lXK_*VDwPK7_!4 z#>b`Oxgb2Ne6M2%6pCN5AKByZ@o#)PIR;A=H1g;tehLi<2ch`BhCT8tpdutv4{34s zl2Ku^#~pB9!k0X)ID{){PU1yd73w966V~!;ork0iuf4OthcBWF{8TazHM@V&t!BN< zq}ngzyf3-z&D?-}{2~0T9tQtWTsWy2XVYC+43BTdiy6x?lJK!+9LF`$2Y)4<*P21A zAYGF>*RN zK0sCyWT#fB9gePbCrbU@l3Uw6z@AkeJ74+fZ6|iI{;X&PQPK+>s(-6@a$$0GHeq)#Sdwiquz)xdpDWxrQ10&u49jZY3G zmVdrEH!g3!{DtKC-=HLS{6{_3G*Q+y?TvG^r2jW}j7yAlNqyD*`$w75z{{3_2hqVm z+^hlq&)6W>mvn8L#T~U`rAkB;nQmc`RxtI+<3N2t)(vgsf}|M2H`eM9?m*|LkDV7S z{`)d>5N+uDtjol|2Xm1oxkYHio>{ZF5_7Yq5U&xh=u*`-fEr6!i$=-}ast~R>VWl% za5p#~E>2s*0E+?-RDe4lwhXgVfm;oVqn$Zv8mz@4mHx0ojCfIu#$RL^(GpXl^l^5V zC3aE2)VFOqzo2)O#Fq6PLYaXRM+mZ!UY1Pzhl%Dmp2(2C!i&y*-US|Jp(@~Yv67(n zm7J+^TEYlPaYPZ-Med8~kDEkVn$2qxnE?u=DVx{pK?IH}C(byU43+E+lnqey_&qneT$yp#Dzoyl8QXMo5ZuoP#R zo&ZTSfc47;jZ=jCTP(BGc6_9$7pEH&X=*t*LHJf2&H0!QnqVW2xI7QEZMfOP ziM9)Nm1M{>vx=1xz4`I@Ra27X^k|#(weC4tGd;$N?4IOyy0AJwRvf`=Su8VWq5@_) z$ynlg*yt>Zw@(?aEYcE2IFpk4*yWfQW>1kJAkmDAh<}hW)bg@T+K63Tb~%Ed{3O2Q zs5MPh+fh5$gQ`Ik>=Bx*Fh7(CEl>DR3A*Y{H5&rd=++n%)%x>$GUbT8&%k@decwZC z*L?4a6>6|A7h|uv#n^7B;WcE!yHXDjT?!Q%hd(PsbVve?lJ|%?NhEUiYo(1nscB>P zlQrx_|2!OP5+M%j-e7h<78Nh2MsosZ<@zZcA0ECLrd+k*+RZpy6Vl9aaIi{RRaI4b zDg0mfna%jISf=VBj6q>a#q9LA@#6D_R-ExRcUjtE_(}J$#}m%l0^{8uJ3rWh=M!22 zv$2eAc)360`}_}noy8;c(G$Pr&1D`8-$TO^sU7!jZ+q&DSVP~AL7PSDvE*1SuSU~E zi%2edPKq76Swp)m6$GLE2}_5Vkk7E8oQr-!szEp1Zzj!?eBACQcE1oZ>`+Vz*V&+H@tE zvx}OQ$M5?nJO^^TOSmsx=LIWz1c#?@ha2tMy(Rw9?Kn+@gC5{l6Atg$jtkje_){+Y z)pq=f3Q6FyCqQ1n1DG6M{|r9dIRt27;%{+nv22i=>CxO-o^Rx0-G75GCVs|M=?>4X zX#CxB7_29T@75Z0G^ii-%zq_nx)V8MY8Q6$T#!rYRW+f!Pv_Y$VO-ggZCDS8KI!X19=8w+5*9aV@M zs;ICi#a6ZwKL+cX*Dxt)+dJgb8HI*wd4iG!1MX|OkgeTNM{6E?Sfu*S?Q6y_cfM_I zqZ_pV?n=QXnB^`!fFG4_b}kD;?4 zoKjLSdXHzgKlUhE_QH=bv8Bzne~*s?YqPSBCFtp`5x=sR=a65&8F9F`7^9Xj~z?djhwOLXMFHP>2#@lU6eC! zZ(i-dl>@(sKVS*OR3$gilhdy{+R@h@vn4)yX2J}9H5%#IhpL?{ZF9D$oN)wnK6c8` zsP`Cd#dXJyr+nXIrKyz*u^M*2fCu}PJwUhoi9GbgV;%ZQB#9nNtBYF#jptw}nCr=P zv2N%_wHDVJGGY^0x1$&RG1kXbv75?C<^6(rFp-^|H9_}iT@P2{=d$O=uf|uSB=>UL z55O+QnQspF&^NSCV(p{S=uS(|)P-;K;=iK*aAYRM(S^J?uJ(}vFKwPUeP(i5I<>!5 z6F0$h0rrhh;Av3|_>OS*@*pt;idlYp=PtroB$MYs9C+9Pkx9j0IQ=dpwY=TZn zV~_Te-$|XCZ#x1SmUo(4NM>r{i2i~$BuP9zF=0_wAlA+mK*&e@#)U}*I$}P)(R5-| zv?rAHNRnO$D4iE7$%pXuhyN)Nzr!dCvtQ)BnbYK?0yb#04UTE*=TaZJ0VPV(u%bWc z;HdOLdS6twI?!)SNY%x!Qf1~<92xppu6lBdm~J(5k2(*7HeDnwcR4ISh+Xz{ZasTLlxV_|A^|y5$>>I7VCi>=Qutn zcyI^#g)X9J$iJGCAxY<`Vu}||RNB>{BX(?UK%v>{mwVY;1uA z3tN?Xt4cGaw}&;_hSAEYy9&4D<g43CkpX@@I0k9|IQxEFxp@BS2ns1z4 zid>iU4Td2GkM(3aiJG1F;p7oUZPuY=OzQcI+_^VeA+ak$4sjpnqqs#*--^1t(3phj zUi;ntos{<cTr8!A;+fq>%^>ZI*3}spg^32pX6(;G3-&*?u>YK#ZEbfa#8ut z7yKX^sorA1}T1>WtEhSCM>n!HBj1S3TgX^^FN_*tKkR z-ssVR1e-klnN@}*rf>GNx9QxC^v>0ZY&SOmkIU>WSVlGpgVb+_KVht5t_63MjOf9| ztaV;OMxCn}If?_hbJtF=j*|9(L-iVdJJU`-H(tlDg6}sl?+QNToDfx=bPYF?ujDhN znSV#yOT&9#!jFiWW~!{Le2)vq?**meROh0-FgEo|!VxY2;-gJ>6!;zw?HJ_6h1lyp z6#cxRp57$`@l)oYpcvwT+1*N|tg|RU>S>jNuqxbS7DFGr-3$SjS$i-t+aZy(R+^pe zQ;H4O)l__ot1dOgiQ;S6r!+}}@fL{HDNXjhQ5Mrp4%vE4?e-48@rZWhX$@~ChmT7z zgWzdAl;uTWil2mM!wq~R$VZW29uk18lj3n?kp2GZ=T~6Oxmec>5P9RXAk2^>_&6US z#k%A8n5sz~oX7lYlW07`-@xbjPlzhKiD^asksx6)fdN#Fqi{P8*515Z?gJ(vuT@@4 z+i0WPey0f9`33>u;Ldths`przh?Ak2zV)9}VFKPxR@bgcYBHVRW1$%;gzs@Sxu4dN z>j_yrv-cem?c!xp1}<7z;|s85#1OqIfDa1fcwhM-P^+`KVQ~HM+~ZD??Zk8(<4Au| zA5X&Bui#>^&{whvq?%5F1J3H;V=yOn?tTR(A>o(yS+JYt0@{av~UgiPEz z;^SYGKPNHEkBJtoON>C^+V8@3dDlZ9X#s8+8R_EjLzx=PKT?SvAh$-IDIWVt6#N1y zQ|Se=%`he5Geo%VQ9frGLt>Tksp$=&-y{5Sz#VaA++;7#Zz;hlJ?V~Vvxhr*OTR~Us$RPZpTuqEb@3O(Q>px zpQ}CNc0#%_Bky~6^}3QaR`C{pCBBhlavkV-Lz(m3{EMFDX`ir~T@gBH+=S9qw^MVP zwFZ{WS#i!tK0D}}Hc0{IlUtbr_0t@g8ILoVZ^Xu^Q zPy@Dw+uwjmMgRWc%r}7x4dmSY4e>N8l_n+^_S~cW@qIf8HxO z<@a%_e{C`O4~nqzSg1X5S*#r$pL2{3mYUsVc)#EYlMlwo1S^fd8qrKu1w+3Q;@y{9_3ZhLwTtcd_ zQ&t2WiJ*VdhaO^RW-(f(sU{Zo;m^Y6fOKq z$^lN0iLKd~=W3Rtkv;thlwS2BFy`|YuCk&hQX$?z66Fy79p|7^oW2zw3;+E-kaAi7 zz=!-TQh6emth4ls&Y@A@Ta1whznjf^g~I{Eo_qkA1>>Yw*a1=O!*l;;M1#aONx#zZpnG(<=t52|wI(J=s)cf< zf|b4!syWoyl<8?$NbpnR1acp)A*=BHTlZVT;BC{6czV?d=rh{vjJhUQOZ(rq`X4*r-rmd!Ud5w*i0^%t8VoV9Gp+|?U z(fz^qsBuwwQ60p_6+*aqoY2DUus$d2xIWKu-65mxHu+eCx5m{^mud)!^`-&kt8;b{ zH`w22;=PHsLRG4>IYswGhm@z9!+%9^oy!52+Ylg)9>Fa@?=(IhZ7Skl6h~efB^akStT6Q9sSSoSUxO@WGC6;>0Pe_NQ z7jJyB!`Z<)sFn~)w7_T2lp9=L5IoC4MxKvPeVIt<4_Rx3r+H5yXM!>!)@x|dkYz9V zJgXIZ5~sSF4{jj!!>)?~SHK+MbIDlPCaUB_v1LLPUr2RUWn6zDO-~JtmLSH7K`|2R z6MMN*SDD>$i`5kDnbb@>XnlNn8Q(Su^1z-ag!UvNDL1zJ;ukKP{4&!v;vE4ZAZ=AY-Pd#kS%!`4DvrH*@#=ND`W}7C9vda>qD8{Ux zk$$q`wND%h0;D5bczbzydRnizC%t6wsBxAuEpyz-cAHl7#!yJhF8G4iY4Vo-PM07* zmgb;Ny&OA#!PO1UL7GLYjS)r*Uszo@5oeMbc!ie19{e(#k{Wcr%^KuO#6xSAL?C6) ztKQ;U9@=Jn)71RnW#Dt97-KT!d}1)2>dV-Y!dZMxR>+ztj)23hI_9dPS>BfPrpoC9 z8O(#?=C#Zz2v`qZ>G<$1Ja)Kd+6p;Q-YJ{RLE2{84t9rbnDqIw%4MIt(X!;HhD6u- z=(BvN*gncgdAfE3#DBmT*@)wa7h+GCk}By39|)78!|^8suESDZh=5+i)l zped>-(UPdq<|5prZmYVWG|NyR3eEZ+Qf}>d{PiSbzxSmxbl>9wxO!Y92ZXkl(s_$- zT3Mytss3Zl9lJNPT(#TOR8M(+PHNPsWM}SI;K+vQ{wbdX4zdn zEwRz=;N!K#eq!E4I0x;E1BDCn%$wxIcgc0%D4q1`NCGlBdBDZ0O$fC+Ch*(_qXFQ4E>c><^y0$%ok+J1|^ z$sd3whd`c=M}>Qao#mP==V$sBa*J;;jFu9WF?ILpCDSy zCxXXuRZ%|pKP$x8|UjK4A zfY)iqVw(AO+K9zTCcazlwj34qsDN;CXlcI39Hmp6gaB#cyI$}exN9nOXGv$}GX5x< zOdCpT=@2fIGg(yyFrbe2_NB4F&-WM?VotMf2byd)8_+ek&=rWwe!;R;#<6yd|cJk zDX=1XbU8Tfwdb)_@8iau>Lg{^?Qw_Y2T6-dpxex^l1c)W|?g|_(9Fa^i-`Z<;!!>~e zrFl*NEGCiH>+QafrW>Qp6r&z=n)(2=_+963J@^< z2tRWks(`g(__y=8$p10-5oMk-XK8Y&+4>B4?Op@!=QK8LmFppb=SCBeXbR?%F1j9K zM`Gg)AwEa=4-h7s*@`)TaR_tCti=W_OJmA0N77gzVRSxgi1gq#^9uRg{Vi~)OhVpS zxQ!b4M!f{N^CfJqJ)+LSd&RmK&yZeLc9xr(`b>NaSka^b>}d(lwKW+3B@M-?mhmG> zwO-V%u9_NJny5|YUj1K4cNwKYvD_CACFM}cJxNSI$nQzk@Spzzu;N&F&!;$3B#P*z zoG>c<@u#p7u4z7y#V|%nLsTy;<(Eimzf>mT3cgWY3zODLfYdL**&iIkVt{YBmqvoe z)1Ps>LnJTfo`veRUP`A;aOgqWP7f`aMd~wJT)X*>2nbk#A|^37r9;!b4D<8Hx6T9L?Fk=j)) z1Q>8NC^uoJaUD=MRlI~hK@2w`AC4e6`vku0&j8jLW=3SV;l_dx_QUwkhgaCob5T=a zn63K2eikU&&#v%QOuPvY2|v94)m9Q%e^6}aQ$?# zy&eruE_E-}d2~OL-p8u7;sOyO&LA2eM63exAT(D>=e7&@Ex2Ag$9;~c6MuxiJhqVp zNF=F3%jAv#`!Fl%Y0}{Km4*5Qjb4LqI706YJ})3Na&lmB7YnH0Spue18KI8{-p>Lg zpuaOAL?TglAlN* zv%}P$T0@V!>z!F#xAB(R%f>GBuyvWABwU2;xu#Mwz;vjDJM%DOWwWl5=DyDAyD&k# zoTFzCusk%?v+SK+r{A^)o*5U_qMpKUrrAq2L~R4o;6BpNWJ?cdxg2aR>B*h@zJ?A2 z#>>}fc+5o{V3&bO>^yf7!*zWi{KF-jqfaC0`v_TSgyJ9*K(~a;IL*8h@5EV!TL`ka zUWC1hdmqo~oN^g&p#I?_0&pWV3Gcr646cI!;Ir2k<6&$m?kNb3UdVj9NAL%eZpj_C z3RBk*#FeOlxZ3}!j*xyQ2|i>Mi%G|tp6q}-WLgc!P)BhyEnSu_o^$xrY4>-JNEJ8h zkD5lh$HfkXqv=DZayj3~k#Ww}L5?Q#M+3?YiWu}7`hIIq*zYbR2J5Q}1inoEnA@>F zU_=mO_(EZ~eHg^1jf8Nu*;s92At3O=p=;oXk;5~t<63a2LzAuGr*t9wEB6oXH~yx$ z;%{@%0KhHy{=dF{PXQff0MkX5NomOWN@p`sojw_kP)y{q?th}c9jGOooMw(?nVy)h z>1A%{WIk=Shb5+aS-dp!KdFP5z*fF%8AT!3Xilfb8QGKUkE_PHdMH6t0tU#BndtGL zcR0JIv!BAhM5f{v#>V-qi@MTTAe@2&wMZ)kZ3lT03aj@)Q} zeT3M5dvG0pDJPC}?|k6zljG`)x125S95U`P9q-%9H|Xo_&vUQcZsLleg>LZgs~Xgs zs`0F0o7rtV3yO@+INUj#n-^Ut_7H=1 z1DDeVoyk;&yCVNIY}VD1mK8m^rbQ*Nj_p9+x2stVtuvh<9=N<>Oz-7H2#P*KTgfec zTjdw`CTpa^pE!v`th^!#A$b_t$!a`5aif&gkXDRow`mdF955_&p2ka+q5Qh2O=)9| zN7EZW+o-!c|ILJ%&<~`s3L#3UG0XGh1}^gS_m)5+6730>%RQV|o53FaQXbVUKO38Q zPrEJ~+XvGQu10sOaS5-|DqDzDPvj{JIaZH3#u4_MTGm=$949n-**|vDi`tRV?QdTs zc`<*PGvmA4n$=c4(5tjq*Wu!l#H<}j9i$yX&2H)@DDC{03Pc4fn-arWskrL?&RyT( z_bBO_UYXm); ziZ8Neas>Am4kOA8GU+I$(1 z_Okp!>9weSiVm`Dy`+!~g1F7mcpiHhXKdKpLO>paBNKP9XiCcQ|I6>3lEsL&G+O(ofF92fO2-%VCc^Gc`mgE(nKW9ryhtAV}4#$w&YxZ2z< zQ+v)f<%oUI^Lp{RiMC~~W;+|uYjnX)25jaM?8*@R0wJ1?xkOHC-f;Zgv9uX@CVNV3@O;2 zg#_^_bimAKODzhYEKG@_d{kO|5vLx@puD42W@Z(17zjs=)0RzlT}ZmO_U(mNgJYe;$G(C&f4~3 z4|JF(b*g%A29gS;Eg=}9MnLSs5y1y&k_c2JSf)4NZBWbfpfhIj3*+Np;bXvV3d9Ur z=nZ5EP~-|c<-@)AK!hR>}Yif8kg0_u-v?gRy%5mOSz@zP;rO@-F-Po{IPkCiBS1 z0iAz?22VtzfZ_N=)-U`XBhQh_0pY0}$z^-+NG;sT0mJ$(7yg4IK0mcaE&7n#O5^(` zD@)ajY?{>`U&Crirmj_-27K?78|nN8s5Dv~X9-IjY3*gRWKY~J(`Iw4eh{3JxGKKGMArvsUVu&$I?tv*Pi1 zg^!uXuM{?~N)t#Xy=GkVkg|1~)E5sTV}a*;4DaiLgHO=>lA@ahe>f6p6{ef1X$AR+ z9-rz_UgT>Ch;YMl_*1mBG^o^bU2-95f0SiS%PhqeX?w*@OJ{Kw_okt}eXejScbxpm z^d8LXAdpu~TefHkEQX(@Z}SgcN3rzuzaNf$I2*BBsnyf+nJk@vh=~&Vf#MWC!JwtH#}@Z}*MU5j{z z8u;#Kof{<|Yt#i7jds^S?4xyAtqCKv@+kgW!#2N##$0h?i=loiew ziAJ)s!(}3w=|9m9xz_16e$ibulP7#0Ngu61q_)g#FS_M;k>@u%)N}zN65r!=Ql0?P zoXKvM;q+nAS#37S@$niFd-dr&FY!K@w)E+Y zJ{5CJA*|%D4s=+t3+HJw3IG+MA26P)BOP1_aZ)+d>^xp=5rs1(fUfk*bhQauf=ZeY z5{tPV1A*JJZbWnDJ%^5Y#v?l3mw`w#^8YSb`sb4_z6VaYE|oT*TuUAK9gjsn4HMY~ zT$85)F%t_rdI?N579Qo!;~+jM7SjEsC-xcs9s6(GQU1_-8jeWqAW?RW)ud6G=Qy9B za>bAs68dfb941vuK4_c9!U^kMa1I{i0s<9+0A#^Pguc&r=^lLKNJIh{{{L!`*aFX3?jG5w2&{LWx2E1dve`w5so1f!8|5eETSlhdo6I5RG(>Ll^U3!iS4rH zo|Y&|s!`Stj*%ssG_v*-1kb6fL`4R@Ce>)t;FJ|bpAH}BB-y78`=T8_OMarLD6+Eh z6$%ycd@$Xv!r>JPX;+qpF@zwR%q-`{aGVOw>3RVB{(!@=l@Z|~DmfA6bfg1+7JgGl zV(d3yDgDK|o%@hwoKgRziQkg<#e0v1uj|MV|LIF0UZ`0|wG~;FBFl=HICjPeVGaCJ zp~l&hgB?TlE<*zjIxt_)zn_0v$mFhGVXQJBwTBW;6Nd0>UaFqG(FSvE zF#zxJg_sL{+qp8iF{VT=p=*T0MAO&ty^&id{t1=ycX4$INKgvIjD0|H z|4xgw9XZ|=#fC$At2l;vXg(SU?Or*w1rNa;r97lYV%tgl=I2Z+EpJd-wuSpKDxlt` zJ0`uIyjNOozdj(&G|yViF0PsO8WV0ADgwLI{kjgvF8e7B@-f?Xx+3`Feli!Jufi1{ z!2l1uipl>+*?Y%HRi6FBbKUoS`Z+UadY_${o$b49VS#07yDV*~OYce*1XQeO6lRxR z6hY8qMTiB&hDL)L3t(3?7&TZEqb4y?Uwe#sO!9uun&)|bpU>~}{_zg%PT83==iKG0 z-|KrV*}5PbS-`4d&v?#=Z5r}+@)~wb>Ke44ed#$Izm2{KJR-${U$Ph8|G{@9^n1Is zxFiI<@+Cb}m1hh6KcBridXkQq-?BH5VtTri=mqv9oepKXck6Pt|B^wO@@*6ernCLd zyF?zKH3a#v{j~0)Dl;t~-S5N3cJ8#p$R5#6r{eFk&1#xLZS8n|gl=oN0egCmZD6gUFsLphf_BQn(u&je6wdOe=WNUJ77d~_^>AWd7|5X z^nw3MY?XFu#;`s=aO5CcExklq<~--}AnPbzjqDhElCfVn*sLYInBEu@lVx5TOd*%&=L6w{ zsFEQn3O9prUeHxB&H{o6KkQV@(;FDu3O39M>@<(alHKm-dN>kH?D4|>@ ztNA$I=Ji)hnk=GHz>u1RbPm~oO^z1g5wpnaAxaQwrNb%jG4IRLG4^-QGryT<9zwM1 zxaT-K%UIw!<@r+mmPKfSq?yY+Z5MQVJX;j$TfkyN;EU(H+x% z?-?a^NZp?9YuW>QJYOE(<;l*N=2@q7qh|30+b^wFK42R_kv(qUsHIfL{v>($3AH`C z)ziQyoHhE_qgX+t_{Jhzp;0fWo!@oc6tP2c`S-R*U<{)wD^Vh4(m54bO6v5 z<`rv@(o*OfP^*JChN;W1q1xiAbr;?s?w~usO5zK%TZ$@_Ql z$k85vR(F)vM>a^GXtOS;kq=2|7#5!Rz)q>l_knm|;C^XxV3hZ~w|k@$q#GyYW3_CS za!w|z#Mm5ZgVb@lf<^UX`D5ch5FZDASkPCV!Kf)o7pmy+)tP~r{XK`LOJ{N*i*gCP&zh;YPi|4bp2b^bQ4d~i-~+LWyerJIZT4`=W9 zZ=7&x;upg@x@WFALv4kjFoN#d;NMuTPP%XM73Wjx_{-7Ilzu1D4-Oly4zBrRZ^yf% zv;kxGSM4aDFx@kLa(vj@Oy4q}^ zy2H0h8LQvP^Qqtvw9sH}P`{Vai#?Tz_rj9g|HXRcrp3}bzZ@e;fml?ZHW0| zsJp@c)`=l)!L#MrpDswPF1b#=x9+g~Wam_wqm$a&&@<|Y!G_LD*M}!$7bSM$^;O;hQ$J9b>m5U`yL_u=&-%8dySXdn9}@c2LGxXyCOiYcg=Mq~S=c9m znHhWZ*Cp()lpKGyQ7v(=r!kyH8C$1QrzB_p8boGc79~`cM_0sHTB*0b0wM;=^on zKs95q@5AU+3DQ5U(r21NQrB-s>l`682`zsNG>FY*EyPINZ}P68EdoWVTUEVtgpq13 zcB(?-TIXQ9glUb9c8g>Qb69jp9ioKjM<<8Y2~D###4~(~70foBnFk;+?X4a%SO|3b z>S}2bVnf-^_S#yxMH2nep)l8T;?-`qQJ_|rQ_eV3lHo{Bk|xs>>4j7WvgCb~TLDVp z(s2X_IG|FjZ$0CK*~QXonOEq7X`vxMj#ELH^H-&BmyT$V^_;|ljFpX$5dgu5&@>L8 z-SDM z?EBrwu^bdoBY~Q0Tp5SA)hEjUDTLD^aWwwuWMh?Sbx^iyrG(@b1FbN;1IjXkj1m^t z;T(9uk(&e^ktL#{DEpb72R&b~A#X`+NT;|6E%e6JBMt`6@&U-x4yQ}_CwZGElmI}r ze3T?jNO0B+e{$)GDp$IGJSaRs> zgYYjF%CiF+lx})JZet@*0UR^-kgQ%wa_H~y=c0fJ7I+17{i{*^!A)CPshZJ&d9}P@ z-eVIj)9-85hniY^OxtoZ*3r*QZV#BlyNaDLG)ULa4Vfk!D=X%=XGb;LTNvl7RvVty z#u{q7U7l|1G?G?X(*iwGdBc#Y+0{n*r8x5!6r0s>cWYqSLKs^%1biWWCZi@Fbw%g0 zXn?{6>=^zJIE0dEcQV$*;0>bD$gTYV=aF8Qia9wP=2#SUY(7@d_|VrwWEQ~l&@e@2 zq3^{;R>?7WLb6v$3Gu=;Xy(J&Q;m#fcy+c|EM=?cTo}(qs^5;79x~n)kYiO?jtsM% zVguWJwTL+W3-ow@W1nClrX^8^$`?YXV2RG+&hkn&&3UYn?QlA(*oIi*N(%?tY{=U6 z@|!vy9?+fz0d3KFuZoRx%BtDH;vq3n63<99PFcK%=c2G#f)b*kEX12Ye`%+Aa#KYl zE2k88T#BNZ4Hu7T=rw>{P+Td>ndaxgi10>+h81A6cJYkqFTa)hBz;shwbsXZ-7sb~ zB~Z@}*8KcKoVD4ARHDkhx|E>>y|}vQjf@2RZXR3C&P6iQ+Cbf&-4I7@w7`23hUfKC zL)j_g8WJ-$RvjW;^dS7#gREh<(sS_!wwjIrr~Wl{6?UPY(#M0*9LLvl2S+}5i}36} z5Nk&+uuVJm0Q?%N5rX+DeM@?0mMey zV718X4h@WTf7!{_d$yDlJND0GSq}gZySD5Cj_`OH>Tk5bmovJd?!y^%JW4ub)Q0zOdy5LGT7DgN7|2!x2<6!li|2mAfO+Qadn&yvb3%v5vC99-6{8I2EHscdVNo@!S|<(AojQL*u=Y5Ob3 zw+t@}qvvSryvPJ|W+1!HY_Zg7p703&h~;fV=&$*uCibl`ewYpE3XQ_*odoMG+^a(BG9@IBpGpso; zq>Fg-pmtA3l%&@^`)R?HEG_a}d*1Q$HnLxM+B|%dhl<^v@%DINi>|bPZM0z*ZSedu z-{m<1@}KNf@2#6X`#h^*UKMG@wVn;pZsquUyP}V4<0m}s>Gm9FC-gOZx95YZU7oN0 z`HI}dN3t8$ZV!jg)9u;lc}TkwimzwHas60v6j*}#DR%!|;Q#xp!AJDSZJv%>k0pxj zo;SifJzLY)vo?>!+dbVJJ~ZpT(59)L;l2^{2c^x^Ho1*Da7HTqn0TjO`?9Ce*0SC6 zyk{2*PFqyZ`Rhrr3q2f(?VKwCw+kxMRH@A9a0&l9+k7>Mt#-4+!gxemPY>}g6nTi> zFs0j-c$~*~lk;jLt8u<>WPO~{CN})&;wBbi(j<z6;F~?CR`Rk z+%7TsVQtrl=AL`>7E>BkzS=h+j=C(fDu*ek_@z6GjmqH%ixP@KwGgHRW? z#7r#EcuECz-@ZyT6jZI{V*0Q`)EBlCsX{B8A0FwlDvY%w?Y~7Aiir1T>BCPlfBQfa zi`ej9WXHLzAaEGH933RgiFPcZbjYevKR+pWyb6qrtLQwj&fJp8vtpn!C7J^0yT;^1 z28%)l5YaYyV3m|E|F;hfC_>(3c|?-pBAMe&dlX9~o)cz9BvpHfB2Go2y zEJR98cz>1?QV!TmH7F`W-f87oX_X`_tstZ63;gdsVSg!_6LzWdpG4&RMk|>Ya};wP z3IGI8n9{{V9W-i9RGG37)eb?#e#Zi#lKWxM^3?eYwxf15}C=l}8>>1&2u%9=(<^8sDCmKRh+xe=9GBo<_g*A9&iu znR2-Zd3E17WCA9m0SF+CPjEB-B3bp`qeBO=9#(uIlWon(@&wbEn={q4Z1yQdO76*_ zqby!4tbNUr@`>2S)|@3Zq*<$&6kV)L%GHA5;?jj2Yh*(4#sh85eOoTE(x zSgSsx^$+#sxm-!C-k*8S6y;-5ewNj1gA=l=9{wEM07_kDpWrs873HvvB{mNh$EEQ8 z#-bri`Weq~@xsIp)PAB(*?jnB8kXC{MwwZ;flt<&M!hj+(pT^_lp8%K=y>i&&n&jL z<1N0y{LxcR?dAs0sZA%4m$;Z_hY$13N}KNlXYYH!4dI!zAiAXN0?*#I?{gh;R^-|K zM{Pdf4!X7Bj(rxPzC79ebT@sIzB2q}ra?cZbY`~Q+aq?>_ea7dE3Q|+mTR<}Q~)ZZ z^*-TzF_b+Wx=qfGc{5tFP1;88zn7y&!9?-&FqqlwgQ}xHwy`s)_(G>7PZ%2d^axK> z${)jys`EA{szDnnNoE*aGR(*>lPVkKQQS)8$}1#bHwS=_0I7j}(zIQrjOPZbWz9p8 zY*wX#ThI#9H*Bz6?+3n_pzcaJtNs_79S)V4FPa&WtN{B)KyR7uM^i&@N|j5aQ@Dpp z&>y#rmPxDJCe`GxPJz<-kHcAq{fJU8LaRSUJ?p$()chBIw6TNz2DxI7L!()h4~Do0 zuq)hPGjKZEe>AJ5ql?D?%IcizWMTA$LB1GyWA`15oG&`rK=L?cW7&m{GnQG-ZDZM} zsQVW8UAVz(>-_*e#+-kRWm}1y&EweIqaTc8kI~4rYu-P-2DkU$|LK11+O_ZZK0p0_ z@BL}~rT6*T|Gq!H)_sm&y{}vD&3R`6n^w8%tdq~3h1E7ht|E5R&>7V%jbqJ~V5YCem*%qg540?l`DDU*uIO8U#JjYhGSvaS0F=Iai;qDRF)^iS-RO`+UMQk|pWc^Ykk$1$p+0>$+G*sz=s6 z=VZIs7=I1f^)a8YE;wIE1H2;Pb1v&*BjqOaM-7f}PIR#viaDQmvDsw>rl4PL-n2By zvO<#A&dC0JCAzdDqaz0rp$@xdDsxs%X0MXwv`#@P3H?VUXXzBSx;U&^jSVb|N5}-1 zVKVNOW2hI&#td|(wWS8bql<8*Hd5`b9CO7KmFn`L)zO6 zjlOzI%}t%f)rS1S%aZZV&>1b2Rk3PTJy^A~=ch}rFq@aIPHps5Ec>{skeS~+4ONfs zT0-+|MN;8(`r34@!Pz<$yjXTHSmjYO-V!oBhM8cCQ3<4oP9IdAZ3uQ>j1|(@6BWr zQ>mbiT%LjH60G;fladU{Be{3Z@L8-5Ve#{3v7O$?K;5sImQrEVg}h#U#0>YO9<*li_wuq1grVNxu`gVXYP!no6AJP^L5Y&fgu zBZQ?p+vl?f;xb%1Q)2#*k0+3*=2A_BWF>2tI8)9*UO9C1*cq%Zk>z}ICY$d}Uch!u z3%8*86}MFwM3P)C>FAVfD85j}i$?V=2#Fh}T&|acH#IG!#%w%`(-59`T_BQHHNS`Z zLG%Qd3`P*QVr;Z#i)1w9G%bWsk)4$b*`8uuz2d9(`~0;5|Fgm5K#xB*_x#wXRJKs4 z4CTsT{8Ya1dWSS-u+8jileNNQS4Ax?oz2g=AvSGJVZl7UGaJgROvGENd|{ubVZL8# zo~BKlRZWFUL!81004`@>@#b2k7ZR%i9C1MJC<-DuxPB%(>lU$k=e|X3cFqikl2yUD zp7fwgc+f|R>SblN$76BRV+SIoij!N+&Z4-pbun9jN&jRq+s-uIxnv0@Ea}|5g!Sc$ zrZ}gTuz2y0yC=^Z*wU$!KFTw1#r2i9*Y%AbdB9({wdUIf7! zsw%Vykjo?@idU-EG*dQ80ZJCS;>=&l`bBFs71a5R>z*XG1`KaiF+63qbLUc49Uf8$ zmi10GbBZ(prLzIUx0fw-4n%~ zv+68%i2P1?8EQ&PgSykbjKvfys@A1q+_`lbOU?ep?b}x8R_3#pG_C*T;Ui;4tXoq3 zNUm{2DtvuY-7Ix!sD4jFc4wkvz=oA~-BMlEo(VlZfBlHYD+bhGxwK}mcfh1emQ78s zPMy*IZswIK&le_+^0F|@i@6X8!R72?iaJ}Dv!U^v)jt*1d|pg5=o2hozzizhpyjol z_m{Ilc2e;OkA(U-;mI4`!Mam+Hk(F4=VxcLv1e%K=%v*SO^cd(=8a+F>o4hh$X_{V zX!(@T-D%VkhAs}&l$Ezh^Ix(DEp7}Px}oZ<=G53lV(&ePZR1MY`i`0vThbunOUte( zG{@xOEjA*UK?GTnlm{@!;!bu2{D-kC*cp&Sa8+gJ&hSwkM7Q!Go6*8?{1 zj`#oQQv^#?=2xLq_pM|V&T}hKIq7xQu3}L$VcQ|go zfL%M+p2Kp^(Q{bS8E!{z{Y>vK z8_u?E^-R@PS3D8C?$JQ#_Omrp^Iv;@S{)y<8}@am{sXhk*5OG)Txf={ zq3aOt{Nw6b-F7%!d+8EyzfdF)4*8dBMSuK`!141#_Ny^_mOl~<1QUssYcl?~zP!=S zhF3&FSNSI1-1g`J_cZ+e#7Vo$PT9|-uK9g17F>_^0byigX467=-D~NO$ASerFxP)< z)vYB7JEEsbLbLC=VfO5Ja>@CFEA4dP$3!9Yht_=U@{KL_gzjtp{?FY%j`YTGvj4R( ze86vqAFyNb*n&&_s=q^z2iC_DeX(_C(;~JQ!*?;c0YM%^IVbKob{Mx6&cYTKX{T&8 z%cB!hz$3iw9uM_}jyEFKFHpAI-KAYkSp+BC_N=QG7 zJ~T(rki&WSB6dE^i}H(EDTSP|7qd?4HcI z$*1v<>^!)Jm1_oQg1p>Y;Lh7?5O(Y|9sN>7PAhHoXrD__QylU^Rv3JU;jIH(U)&!` z1p;wr;$%J{ z_Ow#wjYuAYocDgl7KjatfAy-=t@mtKXt+C64=T+79}&Ci#=wv^r_> z*D8YWuWNPRsQor*09qB3M>L*ieOQmigT8o`OD>FH{1&b6_iD!`1eSfs$&6>Vbeq;* zhwoUn1@PPnJz7{W1F0hkiphvDeCH-YQwNq|!z61b`q5i8w`g|9$kelUoZ3fJ@9Z_UHPg4-tmKK9n{7$1y6AmU#o84?r&7yd+f~`>x-|u7(S2S|JK6aLj`k{ z_5Q8*7Y?;v6D1&#Yz_cAbr4LycCbgoyJ28BPpxHOn%0oGin~ZFz^hmu2rGn@SaGfci>G3{?)SJXOjFUBjmnhLzx(IzX(X|3#T^e8V!whJ{;SKx?T zS+A*)ikTbTST`ngNN~T#6h02;&z$?#v3&7PjWq_Ots1ZYTnj4)@bL~KeXlkhA7pFs zqs66i81*d4U(q^n62mI+3E-HeY93-*iXG4<;A)V%IiP8uYwoAeMD{9e6CKnrV*D>! z#YT-S#;{>+gxFo$xW8!JcbC?gc7HZ$&5dybpQ*Z68{`%Ymm0TfHTA)NXe^0WGtB1Y zER1FNkjDBmENy1GBkx>ZWEJU$H3^5V=umL%7qtovV-;7lGQ+RA1OG&kH54&C6(jJu z@K2pG3?^rhSqfr)5g^ClvK8*Ht7wx}f=joKYSLuOeO0+t;{z%&er)MSS}E?bteN2p z2i~i-;u`8VxE3|08!Q_vsuDHtZEGjd8e9L$th&^%QZ%>opS}R@`A%G)zOf zmZznlA7@tPYhidH!!Q8In@xnxe^46~#J4F)uIT1Zf$WjN4apT2l9Uc|fG6=tL0pGp)j|p-4c{hh32ZzIUzNrwr)ybS za)-FUM~Q%p6U7b~?G6wt*`$?99S5`lL3~!`MQku>EZ?p1rOA6VHo8Yg%`cKkDl0I< zW{!6DX)S$P3+~n?^W3kr$rc9J{p&!P-K&kpThC>;YAY~I?7VxmsaUI9v@Uszc9sYp z&_+8N7DZh}if_fz6JS=(x_3;@W4edMw`p;pFClSNyex&VEO+Y=7Rptc!VSxi{Jt>9 zh)6*VXD3-B{g%6ovM6jtWps=CxN0cl?xgeO?usiLt+>nIoz$8zzfF@muuaSGX3Q;X z4l^bEv=+o(Ql_bpCD>>`XeH~5ni@j}uQ31&FxL7C{8Cp)`+)?-=?=vYbS0<~Ox=`n zT`@5YEqjpz(=cJG8A`>n>Oc_+*8yKGN$Uf~2;}{RrH-#v)xmf@PzcKHoxm8B@66Zh$+| zHYbq2n`kjFWh0`%wBqer{3yGNA?|Qr21RXpIA-QHkctj1p;=z?MH4TkV=Kr&^+_{xNd+1P^(otZ9`QX z;-N$~(Wf_VodrH0`q|l+F9Fj(l_+&2;4g)vaof#e;X z!TYl2f=$TILdQaxY)AK-KhgQ;Tu(I_`6}?!zQ$sy%pRf}xc@yG85ld~5?J(i)3mRI z_@}UNB6Gjvm74s8h`uB$)MKKB=Kcc--o0qlaTBdjB|m&bIws;;u!xibv9>w)uyrbV zBR>8odXJe_MwS0}2DXs)p2)k`_M@P8MDiZ0{1S8Ki-AOwFomCrprpp_ysG-+dZy42 zsGfq*N~a&l;XKF#mzW{*(uJB9*W(8x_HuQ&R++4vV-5#I7<49CwZU(qsWDb4@Gc=! z*QfUJY2NcSiJUHsCdR@!Z!;TNJjgLok=y8P?*8}=({DIt=MYtPK1NSshK}$xOYp+K zg?d5+k(Nidq%}+47JA_~6pGHK>iT$~l;z}{p{I29ZUziOMgm3}RY2K+l=_V78SjNW7~Q+BL72YAz0&crROvG^wp zZaYo4B+MyYNti!@&d=?b(f{M6q)>H+lN`EPH0~73GWnUv4ups+=TNz}o@G=l88DuU zJwQK*b8+8&mzO1G<^01^p^Ux*}^=H9vsit~IOmCPN!>Jf0YZIIoPLa_^SL zum9Ze9RE=b$|!UVdf?QR|8_I45vOy{>cfn6N}r zRb9dMkniB9$pCqBCH840Iv&w+x`tDk-@Utyw8J#1e<{1-_ki^im5BUeDOOybQxQ=``Jj{QhqNk40Do#w7hev}^;b!V1b<$A9{b zye+=*|9qwY`=kuJD5Na5%X?qngHj^*JypM_``GB~Nh*=9rhk!D{toEr>I^9_X3d#4 zdM80KB!P7(qI?{1Az1(imO}Fa;f+Z-txAI8YC_bkT^05Sd2kuv193}u&05Ld92Ns~ z8Sexyty*cCISnn2b*ai+3f}^%C2QK#pfB(STT^W*u1ku4k>6cO0EYmNg{|POBKJ3L z&i?I8DZb?@jYMn1PVpUNehxcyq9s?g^;^f#Idu<}BWcIp#qd2V(4rRv=u*=~vA&2? zFe}tDzGQNvK(;(+uwu|)vQMzC&4w4?bfg# zq)EBc?6OV}D56>e*enjpmEk*RaVZ-PFcQ=d=RnuMD0hqM7?#<2Zvktto8_NGjqu0l z_wp{`?g;o!PO;BvJ#2{IiZ~E`OgurABMu-e5RrT6G_Sgz3J&-AN~k=CW)E1MewkMT zeH2LLh*ymmD!V$*x#~*hTRI5Bs3Bu^7UXSdlmD-Bm1E z%!h!>6H(#?#hMx{#bl`mKueO5H2Z+Ree0~4TAp8&(C1vC2CiRWCIOFBD^j^JYO||x zDjUa+RAZGbS~jTZg{JcB3xSm0Xg9`h+!lno`8d?Dyg?6Y0|w@EsA2ryg^IHSDhanw zm$~9kZ6?YFSX%Rz4DnMSIz-N+X8_ehk0X-;j2^_51p6Hi+(*c)`46)6g30iOGy0Ew zcqXc&+8c_L*A2OiT7i4P*c!w`0ome%CS=bX(&xIJEK6lhZYRro7wCz=xhwLiIhvi# zp~KBiR#W`KJ&)9zg4cgVH?v8J(8ugO)OAKyB$VaSIqyIe0{X}C?dS!FLlZ z`Us_ONd+^9%E2KV%L6GSDdJvO?-P>wC&GSDq$I0hrZ#2#b5vO);Rqq1fYD4R0}KhL zagS5!nq}>aBqNCuA`aV(o4$z5UlzkAouXwA10s*=hAhL{gAG!D$;||Tfhu+e*)8Pf zXyg&r_9-==#jXU4H;|DyNa=l|>~S{u6_U7G;;xms-j+J=;G7z8&b*pMCSUOYO$2LT z99JQl3AC;lTiKi9QZ`$e<)gZ8rDm_vC)o@v5|%a$ZG2ZD8v~|F4d+UYL?{5?q?Bm@ z@{}3vQ9b57b2Y1+@`}jIutMkZ4pnWQVt+x{zanCCQZi#yckVFdc~T5nC!gR5juDF@ zi9?k1NhC>@-;IDs28Nn=z^X)W+8Mly4QaWXlAn_L1uHv=yqo$4>}`JbU%0r9ze-Al zNdcim)aaBT(5tA(Ln;PNgPZfrIuGn(A@hVV%B7PcbCglD^V%+!YMkt&*$G3{X+(r7 zS28z`(U${25=X}&?gs*hxE3qOWR{le*u~@fIGNq7uHSZ6sF}8OAWOp5M(#+_zhl3p zv@NNP=tfATUBgy(`E41o?C42hhn4>OXfew=>vkj9^oH=U-d*(prOd>?uq$~WfTCVI zTq&fcDwg9Kj7GI`gw>9vTcb!m6>5uVs|Iw8B4r0~6*}O3j0YB%Bik~uo7%VB7@AF@fHENJ0fh93kxr^OK zBVGrR`?whTB5mZ5u}VP_F9}F=uE|e{Xu537@3KiDB@~1S4%VOhM;27XY6${UKUL&_al|D#yCm7 z+aQ1cN=6Kz=9keCCiJR!Qxs+#rt%vYu-G<`VRYe1z8yt1o=^s49w5`D_JAq*HMGOF zjcf?w1ily8_c_PrjLkqM>h^6k?L5Gfg3B>QO2zIQL>jvWDJI@<}Es z)l7d%Saqs6d(?{qsIv94+5=+6??ia+0hY%i`R`dGIZvAUE-z(@U1Ct8-b~@cnI`C) zu-|!o56jJT|L9sG|NZl>D0d$|1``O&WkqhD9F6)Or(u-_vIYy(y5*$@Uol5dcYLpOv0B-5Ir)Wh421w1bRklZ*?A(uSM|MgD#4D(8y5EFs`I zN}xMuC5la`Y1B%bV|&>|-^Jf@Bfy9EP-6i(N83qX%WA5RW5#h=I6A^_uo$pJC5jmo zQAo>`3~NI|mH~*XBZPGBwFva~oj5XPH6;7L3GR3F4giRq8<<;Hd9mjRE9%b_Rs*4u zSE!$Z>g*ZM&_@tV`Nhzw@dz|aoLrrOlNqVQu5GcmI+5#GrWO9g<7^{4B}7zpXSC1r>{^oA zfuhbyCNzu}b)RSrpb|_Oit^GVc_D1kH>JWk_d2)O6Fh_0Au9Su6qNd)Zl2~;2(aZl z`1ocN@4BKA&8=~dTXrUox{DWJ4tK~DJ2m*m9i5AJ;9XHI9m)*AC|^jUWu0SMG5#>d&;%AyD)(Dt_6GJu2d_7c(B)+kPMZ_OZUMI@`)N(?{5`y zEpk7$ewh6Zhi-x5f>(`Bo3O^BalnU7-dGcqBCSCR$#rejQh(s1hUL8LuyipS9osPSAPbf6M#%gYa0`9Q#18hd z=zl>Yf0$-W#pucPKlhw<&t~oB<5Xa zenom+^pPK;Ux7V9hJk^UJWK|tq`!fyW!2lX;2_<^ZfCDd6tV;^g_K0E3)?W%G6DsC zh?O^_gWkUWSf(4aSTgc`_wwkfPp}Bxu0u9{yA{3~Mgy@R8)K1_(*AfN7j>S#9uD;C zuNfjPMz-S)+UL%&03U#nmGqxBG{O#DpMkiS@aH?(dH?(BW}G_SyBV9q4FUAOn=5e2 zCzrb~xIga4PqX{69;SW>el8fi9Y4@-XiV4jKYfinvgu9HRO&5K&>I$=$S^iZib`|K zg1jOQ0SjHFg6K48VLTA`g6-`V0uqh9N~rm&S-X(Vw6c=l-(O$eOI7EEaM48uZUIFL zaSNWSYjVMb@=-0~gA>B({*W!L6w=&%3>AiZm_2mejjR;usltscTQ{!G)E1uKeooeI zu(Rt|#{vc2oTE0yHGT3f+ni8q&aWNOtR+eVdZ@J3IsZo1xA=-{e#KU>i4ds`5iMEh zyW2InAp0RJ+${xL2SUSyo4Tm8Or|E^*?}grgeA8sWRE6MJy}RPz#kol9+!$}@WrvoZth6afg?DfKln zGHQrcz0M0i2v{jtv9@7TI!p+s`XMGW=%N8p0$eL8S{`X4T!O?+D-1efER&iP52gS~ z;7-rYEL{8(U)0<*^9e>1e!A=82MSakxyxMm+wLU<2HW!aQJfbHdz72FX!BWmD)iNb9nLs;mswhu`8WTQw zoiphcR+Yj0xuLwVL>Gr6&<~R28uK(D*1nfQ1D)&ep5nJc>o|m}>YH(5?jO;x8xsgS z0HMUzO@g^G3kYK$2lxl%CU;`4mGr>D2icIP1cDcttot3)U2F%V6Eu>gOW7b&qveQ6 zwaw&7_ocPj@^)&c_2Q&Z5Krs~c=m*?I38Tp z`}y;7HTbM{>|;bDn2I=|g3&GlY$K5hp7lF06VS+iVM?KF%tST#0hN`q z(Y6R{?)Q}X{dc2W+l|xk@v+$f}M2HI3pGEk0NJ8}eltPEW ztA9#(CuVkI4`22=7P3HtJObz>Z%|D&rIq}w;hojiXxHeHcm#HA&Lkd$G`Ed8=t`5D z-4`o4dA0NTepX+^@??GX(S+kP?sC}+=Q$sv3}Q~`zk&4X-4xB~1$d?$+C?Qf3>!me ztm}+~O3VGUHd!P02}CXAuO^;m*TKo_Ltcd8Cf-TfR{n-4pfKFKoqdCF9V?3%X^9zT zOQWj9)3&gy;j+{@Hy&X9%ysY5w7KKU;RJ{;op%o)&+#MQiHW_LPGYlaLOX$&W0@*s zw4zO5j+BsB)WLw-K!2iw^foNz&v>RRHp-RvDvk4w%RGzVoa+;l1)m%06FNm^-|^{K z{Q^ddqQmux`UI-n*mr`A;maT7Sq^jTarBK0%@M^uKMHTJ)c6i#`#2V;mG)gEjjLun zt%}aHD62+TOA6?}qisw8eHUua?5EE$uA%aVtML)FWzCaxEpI*{hQOcxJ*zeBLc_Am zKF%V3?1@_u!t^6RwCYZN=BlLjJsZx;r0NCnfZh#1D%CuxtNMySqG?QJY;cQa*4|Sn zjHy+Z2em4#Ph8Wou|cX9>+**R<$&>-T``2JwQ6wYqC!Sh$J-a804|wt2L>7I0+cX_ z_7A>|4e9@_8|}}2Bltgs{*fq@JwV?xql_b_we~h7Uo1nz{8wakHUU>K34NHj8Uj}7 z{@Ykt@g|mgm^Cd|Um^$yp=%kWP+e%qRECFP z%mA6#F)nIW(GaD>HIfzdS~jmUOx-|JV;%2vQ=kU)6IwMw*!Jp(pX^<{?sVPGLdALZ z!#sz!7(zotfLJaxAUqf(T*J^Nt(|7Djii)t05Y)x@1qsI+iCWCCS8&#s~Ambelrco zvkPnpZyTp63nVlo_LghX>F#g%3A^D*4z=&66HJO#?O+eF!k_r^!6-Osb=?Gcprs>U z2NQgB+B?ws>~>aJoJ61UWVq`N_DAyT2k0~{-$d;9BO0#d_-7 z_yI%W%}Y4G1eKG8#+e)?c+0M+Y`ul)L3jl464-Hi8sFV-EFv^*a<%0q6K;d#g#xD1 zL5h}AQqCE7vUD6NLSWy&r<9Z!7LTElItTm0LK4i`b0>op>AIe}-ihQD=gtRr zLSw%r{82bExM*I^6o;sAD=)vB{sFOpR*!^crN_m98`zzYxsrc!zcmAc7mcVHi!}Uc zsPd(M;V9R^DpSx`ZC;IbEwmOi3=CleM z7Ipoxo7hQK@-~}(4-EALm%~O`))EnlL92j!=XFv#r_@jHx{iG$y zh#>W?*u?sb_Qw^qT#jj2%~eVmbwZ}5No5&18ZUK{hY;fZ$p!hpVhgUnafDxpbHKpG zsR4!pM@$gsHF|g-Q;Cn)LZnVLXZ?Y8R7_goX^qnoHPwXd#4=*pv%K7Q>X+#rR z*udp^7*0D_=?7F7j=>rv$;-+1CH?&~Mob5t0$vf$cZXPh(J7+Z*%xde&E=(4Uq)c< z8QRH{A)lNYq0d5|ZBoD-V|7V|KuPdZfU`3|N5fjhJ7(Qh>DU)JE^9WmAEsDK6|nOYC`EpI?c8ttM{^?qYw!5{nM1O%bhR5-Ar#e z(qYz|gaKWJ=p>?}@f;5hNy{kR;wiNb8rU0hWNZx>%4TBCHf=J8d>onuL9TA_`4X)9}J3w z3(?iU_gsweO}w9;XG#{e;;0d?*SN6!(wMUyq-|^91!Y|I`xI8?-_Q|{d%GbOG5#ca z!vnCMTw98b+yNuxZT3&9x|**WB*FOz;e4>QFnw-f(n8x)iH`uik5e_T^*Axtv zH$-+GJ<1UiAPJfH-XmirQuH~x2U4tDjan_5Qt}*iI9>O!c-pWbpkSVZbVv#!k{#f> z-z#YZlP#HbHs1rUb{k{&v6e6f7Om(Z3{2HBaGCFbBLag0x0chDy~ZEnL$mH@q5rv> zmjx?_AdMFcN^3!lmsFv-N+%Ry0Gic}kK-r?ve}TyAq&T`R8$PRCyP1(!0#X>@kAi^ z&ANW%YBbw8dD}2TX`L?azX=ZVFm(Ab)z&L%M(Y|d&jp}9eQR}{9bi>U3{XBN z;YvKpe_)>?h?dO7U@4h)q!gKnQfKGAELm8+K>)>IuKq9Hb%$dzM3R*LZ*XbN`$+y@Fd$)<3d8FLjc&y;#1@7W9+g$nHzM>Ze~|k1`}l6Jk)9zeyKZGvZW0auzGYufqlYL}YH{ zACYyC|CavBJ|bV$f3GLz%iE^ng%Y$R*+NN58AI6!LL;bL)+)$52vP>-3>@a*X>~zv92)17R@Wow_$XbT1Wz=+KOK2~H*@?hr#4z;AI)mxVvw zgPjV$UQZ2W+cA+|0>(o!V|+34m!+&zsVcj4!0qV3Z3~#$O3WMj9KFr= zv!(RlCtQ)|;Wjl>9xS5iL;hXawt8i)vr? z3Wv>G6fC30&uNe@sg^eySWf}~x=?g0=Qo;NBpVD1<8 zF*xGEOw3LGnB^3*{9&w93DE`YD2fdx%jZlu!WyP_Jj))XycZN3$mhQ-w7&@5ic-=R zFcl$jW#H~Ys27D32EY|6R1iCWHRAPFV-Qd&MG?as3Sk5|kGt|UsC{yNeFUb#?KFNf z8`TOd?sa^MZec5)g7Yq_*!5z`Su-*I*YLAuuG&Zbbr%hQCx`89qmvOrO8xT>^iEN3 z2TLO{cL%?bk|7n>^m}SVga|VmfTEH$X~lakEQ4jTwf&*ASZK;HvrQcZ>Yqk*zZ;F| zg-Zxg=|*fJ)g|8bFMf-l{?QOrUT^gJjHroZm>W0o!PyiniYow80|V9j=lK-%<((%U zKx!Obk%e(8v-q0?L+ntYJ-G} zY%9^^%PzVwe2NV0YXeK<2|^%IpxhCJ5pRe*@+T{<_<$)**b2!X`K%Ht@RBft`7er; zzkDxtoyvuc<)wld?k-BGFw&^b)u2eBx)*_e7V+hG@>P|ovmavhN7yrLYWOY`kXqAq zwJx9}2o-y`_wL|noi^V=5&&B@G(r0vT4Q(9#DD}t8cXzRs1xsYA^iqGD0U5v$HrtU z9q&W1zQ4v=)YNM05!emxbmi9Ub-gq=CZKAHhpR|$2JjNor0(leDj{DUn zyT4x9(9|(_RVXl5v+0#CcAl76C{GD!-dJhGoxd*k}v{&N(f7kils;n^bc#~O{%ONQ6Ly0Sg{xZ zK-*nmJoS0@G~bRhi|Ud*s;|BbI^5mPm=|SGNxQ6j)geiQX^q}_lHH&wJ`Dk+J}c~H z`!Py2Fe;@WUiM1V!+>H7%aDgdx6+`xnp9(k*U z4o}oT&!j7z(Z7V>4FZ8wWdW{yVXPEW2kO!t{WCcQA`;;swQ?5zpbj<_P=F%0DdiE! zHdB?c1$bFBj<2ltOMta`VH4qbwjtGwj|tf**zo5hEg_dzy9*FzD=zP!Vj+Tn$g<{N z1heFzQeR3or`Hyzen2zoxJH(igjKWVZYq6~{tFJonzCW3k12lpC; zHsdV>#Et_kG+GM#BrARhu~y{$EN#+5v>tC6Jo<8A3%^JF3sMJSxp&XI5|x+3`o_1S zRpHRI7iHV9sR9*-^QWVjgzwlZTDE+E#Y3YpXrOnwwt$I>jUA5S&Rkiz4TBV(})f*O;>z4=e z-WaMW%v?t#T^Va0?+16wLm@L>oz^Soq67(Q3NsDi%070ty1HWC^pRn%{=ba9cYvK$ z)%NY$`>vspseC7Z}h)3;J=>_lOuML|EA z#gAIucdE;jQ`|kSeuSeExlTU@nA0uSS?XXXee`tswaDZs+5#};Ub3KcL{xwBi-#re zGMZCB5cTYqBpJen3`@}Po`oWt`7#NvBVI&do$bCP&0pGwv3{A&4~bX%UWuKk=GXO2 zHCqf1QC={P>4CH8(rHZe+=w5cev!R6r4MmR17!sTH39@$fGf_8MGPIotbX=|t0gjH zuW}pUq2Mm;lv8#XZ|e+MMS7`OX#K!$*{b?`n?Wlg)l$claInEzj=OM{R->=0_&8p+ zgL({X6Go31dBRkx(T;8%55#jbr#1A&M_1XLsD(P5l3%E`d#x_Z*=t2tT#r~afdONl z@Fx-uCdBX)-&gJTS*dKq+flqop6A_}zrmh71TV7|38&En)03MZnMdGKIl0uBwLcmZ>EZ-qAV2*{t|E@j#BeL3tBw@bUfJ2}6PO~IXk!8t^fwR<%HIwiOIctaqL30rq zy2gz^0}s*l6Pq-8`hC@FAgcxfQOPZlBeN=ioC#Aa%#*nm#;~w3&jifvEMV?kdu85R zG~Z2*mei#B!6svl!CgV#fxs~ZoSGqSLlG?>7d*?01rmw%UT27w@bUFmZ*0fnrDi;K z(Njy~fj~7F4+dkN7u#B$S_w2J5`nro!(Kc#Es%YGHXQZ3!G_1YfbX|%Sdll(9dkR~ zHq#z=>IY`Z-Y)ij@m=c_DF{ZDrOUwMYLX1t31)PM+Wfd&D>7#!X+?_d6O)m*s7dRn z6X~?@8b@d2MEkeMoS##0t#pnv=7Z+kZ-ufIirw!xU1wG<8wr9k4eca^>)#$5M_^~( zsCTw(IERA~?*j5)7s>7Ng*5fx&nr9yGllD15Kb7AOH-f$Tb=kZ*~ntl-adS2{Z0ukxBLEr zo21^b{14?eRr#e=^v9M&f3FD-vh|e~nfbJgbv3s{9z)xN)U2tyU_QQOa&4!{mX;p! z%h)A6$MAhtI*_-gzy$p*7i{@6%*$~{;7q|d+XZNLvJ7Crb)B72@E+=huCNBdGGDf$ zftR%$^CPP+qJmNPKd$d3@}ydyM?+}I$hH^N$Xk#qnxc4Zx2h}Ew4rrd&yfcp9VA?W zSNI~bP?}zpSW=CAO&0N2RWVDC8*lSGcKc9QBp=EoylghN{><_D=8=$p_a?jaQh37`zEzV`9F3@?*kq z|K8Z_P)&+w(OLCc{k#=TMbvn_5O(_7_C2wfC^?jTw?+k;KvA z;0SX#m9O$d?lXrE$CaO)z4qp$7Y7^ly6)Q6pQz&EZ%A;j7Jlyg<0kbhUj7%-{%j>t z*@K1qi(bYTsmRMUV13*&2~zguP`884%(Ae(Kz}0*FKYMwL`|FZBiwJB_nL92`B-yX z+nql^0)uv))wRsftG+2Osq4i)Q;pvs>X+&iAgtTfP%pHW>`|_}x;AZ(YMK9{J|Wn@ zWyPOJXcwb!h7+(?u#C^jN7T)mY;g+5%hCZ(x}iDBd7>|`t)wdQpaF%foE48JYS-;i zz3Z!<*_EpipN^>wKIO}nRcUlq1cQfXxhrN6X|bG-0oE6-?mh7R#byS^;|24|`qrq< zkgmgxrGWv-0Ct?5$7E^$DM^ZJSrl)n3ls#Z=jeO#6+FE#=Wp(MhimbW*dw3(HhEXO zuWfN(w->x9(6ziNg2koqr?oA3P(vs+JytM+^TDpC$nbY`G9Vun-Ckjza=IdOS7Zcwo}xZxe0@>t}v2{Pw821#;-FJ_D`z-BeT7Dqvv~g{IQo5u*QstJ@l-KkNK~NNywi9AZ9=n9(BBaMK<(7u^5{tmVkX5d%f`3AL9A+nP@7N8 ze%}2Q5SFSewc0KBtF{?W$_Mfk-_L-+L1NoTbp)qgTA^ApyC|76;9ul(! zzZ~L~!87sZ&`NRVx-W@d>dqKygm$ocu5k>ZEmNfPBaW#TB?m@cTv6?R&<$a z+mJ|ijGD#|21>xK_0;$TIy&KBIFYi`>6Qli=KG&pYtO)BNsQvszpB5p86SO`Oglk0 zg?QaltTQ$k95iDVKxUOBVbF*Jk;1F1f=2PAs-0!SCY}i*(W>L2l(Jf-vD?KITCm$E z90wEC*BT#G`Cdcar0-A>fGg@s9#=m`Y%HCSfsjh$Fi1z#`MT3&(j=O%9rmDVS$&^X zXnsaNXH@_c3>Rvo)t)2L26|#g1InGGVjlQN(1|=efnQ@Rc=_xV4}h4PD8;^#fozY* z8V{C2f6Q*FpX%3s^&qjiVgJE(iKS+L?dK}fb!^IN^Q^2t%$=YdbOUc*1XDbVc49ee zrJAiQciVPjf9xy4+MJ)Oj`6>nn6c3>Nh}ms*&{fnKtaL0u|Hi0POu!a3}0kh|kQ;w=`U)A2FsUOz5HCZ=_PGr8?V!m zu50Brb+~H~5qOE_#T{)BP({Q-%^r+YKiu+%Gwt z?P%?Zhg8SpkBga%nf=7%QtkFF9U<{PVUXMJCmiT`N+lk*+F!Binn9GM*7dL|b)XDm zNR1{n0vu7y27`Xc1F*wEpKxD8VDRiLteM&g53BaNA<2TgHWEz!Kd|d}cx-6>NgA50}*GDeXuD2YZV&@3diru?b~Z9qD+ zvGPOls;OM94=z{B`&PE8yx=)mb_Lw$Ish2S@7O=u;P(y0iX&GE*`UebP%wjVbWH5e zx!UrEoTHWho)!BpxVeqG63$gP^P*KY6>?TXYDf7161;JycWJUeb8#K;myf0+<>Yd> zU0plxJgK&B$L+C4rs9ePrq{mosLD*mUA0LQ$}V}p>W+;KwAHtltdmd3kc+XPN4PGc zy(Zq!<n5r9(BS{Ji?=hjpNGOfQ z8Q`Tf)H@O4>7BM7+sK?~9bZL_tZv}508{MSG4d>$Gg-Cv2C%IdaKO}%#`M|Atqm-sxxe>1ZL?=TfeVrxn^H_r`KGe`YM9o`iMx>6}HRMPSH zNPDxYoV>za1ziD=C?@rv^s2g|L!O*zo&)A3X?^UU)dB1V?5G@yc55d;p(5h|U#Z{7 zr=oT_&^k4o2&cgkI}6q%SXJOM!6%eWdj2aa;5V>T?C|2-ak>F?yUEuSQ(YUsrB2>};K11Wy@e79m-o2EYLDa!lm^=Bis z$dfP@{vh%Pd5C!~(R3)>mbk)lrsF|#u6aLbRfWbfx*CXFDJPQBw@B_;L5fzOD%Gdu zfV!3~z1NwMg>&erHY&3tZlk%XB8;PuWVU*Bty>nw)xLB2xrcVy_m zrn7WzQZ`cj9I5NTB{(%@hZsHeq!mx^1QEEFXO+D!=!^M$(zO$w?ZuMA0o_u2=}9$d z#z~E-K>sp780+mgOSDg|BcJ3(aLq|%+YDGcbE@c4oTl14SVj|Gh<4YZ_LYm*7C)u> z<{EokZ(Q|B2i%C->}3)@^3=Ok?{gC9upYNs0^tv=#0#WA*D0Eb?qquuXcGq|0oY=b z=ZxhLqH{)ScR!_?CK=#o=zNPW^LFNY4ckcz_N?B}OPMgxlG}Q90_#ZLcDgmSP>VmU zCM|$A)wE0a`j+Mg|KrOr(?4}BO{@SXW(4MVT(?QT2FzJ{le8u${e%nrRoSb4FFko` zhFJjgrmvm%v?^0yk~Xu!j5sb`sP^NhRre9^$zkpH8IR50k(^XqvxtOv=?}7;OGskR z=!!F+S$a;tOo}b+qtu3m&Y72Vkct^+S``<5k2Uh974uAq_L(*BGWpjbv{qI`H?2!%TPUS zHGeW%Lz72NJdXy{ZfmqD7>zohiIPE)&0I-U+w+V{xp__U0IK-QD7HFB?f@{JO- z`IBS(jxO9H+hdEv!44gn3WI|rT`uE|_WFi*9`?G42ag&qOh7Yhc zIHiy`@E6!se+X&Ctz2NuHy8Bhs(-FJ4GviyN+S3jUy|a9;tw2B{JQ$A5g9Qyf(#!( zgehg=oB#jGin{g}{tjuwa|>Qi<$SBfQuFSx)OueI4i9$61#Sc!`Rpp0oXx|h!xBKW zBx__?=A`FHzfJ_w6F&Z39EDe@^N)Z~@JD({o8^vKNk)Y3z-^`uyPo6jRtf4d3(*WMxHr+xgE+*7RB zrz_`nb(%6?XDa=&m4?Ah(h#-pWUNp8L(_K9n0LnebC7Y%^C^&GUQLBC#C=kZ$&Ju7Bc{mldf-bJ*k=ydu!?L&67u>Wk&?X|qvtLhh! zJz{D7JMBJ1j)=~>6JWQVyQlW`=hfg=Bm*9jq1_TJ`}Dc6p0ae$ntP>jK{>pitn6gt z_93c1q3%>C?srVs4x7@c7hw1&2Dp2d`VXx4E);b^O~%1q;pj!3z75!w+0tF>et{@- zG`n9Q9-cCz8l0(y5aEsmk~o?q@9-;dF3g1@2yIXIoF}PzFaJe%M64;sp0j5fwKwBI za3S?!r%SQ=Jvm&Yk4-eP{&@=9&cu#o;kQN}BbQzMlykYP8R>KC4Hg>eJWs|JzN%j9mvF1Gqagf_^Lh7p8;h3DUn+)A)b^NF)zu2l zU#OtH`cA(uK2#Z~J@%rSy!auu_ZI3SZ&o!JYL{z_up@OLSTU>ak<2&cCS7MZ70Q`+ zqkI-XU&&6{M5$SzwNa~1kd)y-GHfNO@T)EP1)Q`&6&`M%W09W|H(BVBo}!GFDbmw* z)N7c8onKVw``nfO^S|J2tMi6EBMJjZ-^ab8s0vW$4W9nGwdD~>X9vb&}UQyK| zzr=)O4IldJo-tD)FK}SM50tC1xWBcbPzXiaLWP#&!qbLk<$Q1D`e8^=UZfBT#HQs_ zUc2uN4|}IHjm1JuXM|$Yee_*&i;Q9|AMx>RB0R%LWBf7D#=>wsTytQ5{-zGcsolas zEPc=b^WJ4tx8G+?166@r*7)u|5=21vJ9_hfYiLx6wL~-c^FG0g>pOv-JYJRW119;1 zg#=>|l>p(a<%rcmO);NbP}_RO|Rv zu#a=^!!7x-X|(}`oePbpLYy{%8b4(#;m9ud(W#dG3iUZ;4L8Wzd|#BhjaXu0@hh67ysQ!w z6;FHLa`sqbPU;8NG`eE$k(Gzd-Hq(5Z|}0Upsfy!vH3mS_8ZyqJxC~hl?B0`>4SMM z)f6q@=|@Lr#*|yKBi1|8^BonWGiJm@{m;s>yU30D(p1S1P~HP&eBx%V;V^Uw;QLJX zz=#^|uKn|6)iwf$E|qS*LelprAcj)x8g-YthR((Xm3taO?8cYG+yj&^)`gbLwTkYy z)p9(n^cOy=ZTXeT^%^UwQxxBmrbR5tHCb;oxNMTM%%oH(V^)hGk{i=h8CGl8{R$}i zan2I7%XTLBxq(dG;_9Z_KYpbuL$|5N6@e*mtmNh4I@&&b(zcztq!C4l3#gy1Wurd{`bxZ?9H=^AG#qGAV>w_)=sxqEO z+D7QmxNf(CW>GE2WtD!C1FjAQRMV6L_Kg^t(pCi4pj(;W1!h7{Qu~RJI*h6d=6ur) zYPr!RS+xkvg4nhbAkSF%tgkb*cYn=Jxj?A(YK8<<%CV(Nfa`g)x{PoI8d|C82Fvz8 zyV2{*K12(Lg9BZp7eUmsv~|vvQ=vjrD0G(}Tve)%Cp*2TRtEdpvJsL%-Wk=Qi~9VF zgYyFZ>cQB`XAsT`B?5~h=_m!HA1`6tIZ+>sPmpb%wAkWrCOvk#HflKLo8x#y%`V&L zLUuIaDI+rNBB?ekQ}rz;%xnz=u7zf#>k7xq=j;vvfw)|})8ym~3|jK%0m$=Wf9f^4 zN0l&1VfY3XgZz0+8$d}UY{{$}>w5eEGbXp9&hlE9#ir%p-sKZ;G9-MjJfilq;z9jeinMEGuxb%T+aNbO|%p5viDn?W|I#}s)!!N5*M*TsN}G+WIV$# z`^JPp&FRAhuYKBW_6L8wX6m&7fHn%g4r2V zKV|z?4o(NN_1q$Y?M@|ZWq|@LZz+mHh-qYFRw6rWM~s|%qfe7N+To>}pa(5%DVA1y zwq2KR=p@`@wuTMIQqWf_2!9rp$M07yVvk#ybFG-BNjWEbNcYsW19;sbTjh zB2!7VDH{X9FW?Ik(Dxs;nwo4R70nxhWU_S>Gc(nTrHPj8o?J7hJLM820Kw&_$ zl5i`Sc31%k#wM)1v6V~;^TV=hO|Pirr>XR&9QqwuFyB4V{hYWEkJBa*1_=c`gb4;V z5j1bhM^i7(b^+#(c9COsv#W>;c8Axe3X-%rcvI=d>?E3L!qrBy|B_eO)iXZT(RF#- zNtRW%v_UVHIav-OKxa0eZUK5`wZB{GW?QiFRNIl^yg zj8Fe+3R&gn;)ku~g-!E*OC~N}lu2$s?B|s&(_K~SayE50RH*pge1VLQdM-2+NXPO$ z#!rxLFgE>pOSQA1eqX710y9yOEFSYPHJw07g}nlZN2zhG{o_vwxwd57qSB+`j)N6@HV=}e^D zT9WKQ>o9?4@){JS*j5%deLx-H^|J1#)Hztu5Lb2fWwIsTu`%>@-pw1>C0=E#q>qGu zS5;rs&ct?4Mr-c(@W!kRg_Y_)tJAz$kp25|fq*n|Fyri8#IqA8^tN)YojAO`lq+SO z^4Aq~KD-5}!k8$dt3?_kYg!Swew&^0CsUK`*UhxLuBLzEScu12I0%yXc5-1bkf%3J zfQfHe$3_aVE-z#cRXsah>Zg|vXkRF0q1-h$9Bazj{!lbWIVH)QyI)l;(HBg#lQ3M7 zL>L8!+Iz2}#LIqa1q5YHjE7sxzXtbpkF*RddkZ@jr%G0}C*yL^;ejpNca)(x6FAI% zSW<2S(T5tuPp|{iQ^W107;4h>+Fma8mP;cjGQ@0B^mk+s&5{HOt?O@b`^|siPB`Vo zN}1*pmh-%cU=xSXTt1*cR$J}m*Hmo$8xp*NEq}oK;9+)BSN zNaiBeRP?(dfqcB;d%Fm@(ID(d45S7c(ZehI^kVn?t_caqkXP_4l_2GaKok9a3%v?$ zF|+wZC_x_E^UE6!B-W%n(es*o|Bn1PVv^kN#p3w*fj~YL8%%^yH=LSnUlm70GL+g3 zmxWtma>6Y3iQ9y!*yrKOkBz2e;QJFlAGe~pM0>|Y`XZ5|PDwng+H?x08DOX92dS0O zGFZs9X+NAv(i}qpOnSA~UsvJm-3mF50G?=;3;~6g3O|QJF{>7OLp4FPq2))>sZDu9 zwKtw2r?mHdhvX*Z9Ls(Opr8{a8SW-~%$RmJG|Q6O7vEr)d|RK-s_ILvKd3Equ+W@< zZZDH(kQ!k^5`-Gsnv4i9{NmrmaIt!4y~$cDcB;`TXd}1gzHlERm_mL+>|f% zrhFcPd6n$Z#7uJONN2cT(IO-%ptCemS@_EV$`)9twZxmMe>G1qDO0c4n8kP*4qv7b zB#l`Rp6xVE!U`Zy*JKr_39cvBn)uv+;AFigtJs5_61r(fNhD>wk2VkyX~@+sev?tX zQk_)0=S`K#K5Eg#u0W2p)Nc;dh?FFxl(1`WzX?C`8vIx_J=0+XBo0OGH<-Bnpc&+y{inrz)KgbvwBpA$jaI7>c{GECp!dm{DkVD*1r09M^PBW54 zWGejuj5vAtdRw*6DXy&>$}BVi-$4XmSiCU9Z5#@7!$3V?MY|ucVBUE-D|#83Ec%w} z7JZq%!wgp4jp{jt!XZ15?_-&Z)J{l&D9J4$k=OT@6(AwxM&?eET)s59b$;!?|ENaB z-zN6|gY02x?Uk{*baP<3zZemCIZ*qfkzC_8&rORY?UC8c9sM>XJ zsnmvJ5o*hONn!8kqAI?`2zaD0g1Y*1^%t38T>kW*C7~kB9N1EHKF`$;OU~JRP`}d{-<^^(PnCD-)t@j*VMO@zlKnMO6_<)GVa(pw(t=Mb`Z@*KK^LD6kcF% zHV#h8vxZ6R+HRv8wEDTTC2O(lNo-H{tX?wKLA!Zd^Tc$+0Ls6O)vkMlrSvFThxpG& z=~K(i!bQ4DOb|O zw5g$QG8=lJ3LhHpD;+so@-x0D_2`ToRIcl2OAwhqM<^!WM6u_;i0k%M#U_l$h8f_U z82haMrX1a>?vw_)puA$m{*IsDFKhoxUX^2lPg&h7l}GkQ{hG7Pz6jnG%_M?+s5g8V zLLYu4peyO~rBLeVqD$OBhm)L)0uwbZX=NwgwPGq&84?-vruu2$B-SOJsg1s?S^(L~ z==hkc+YMifF~qql8N}kpI0>;p1T~a;BE*%SnU%NH@-J=-zypTH!y z_;Gnv9dTS3KbH+5jBE3h{trTVp*)T+i#E&m^*K0?69%he$T|}Te;kop-S-=!zUZHL@x`DRFr$En!YB<|}O7wIMXji_Ok6fJ!h4&9x zJ@{rEs4>-)X<(_DoyP2=>EJ}d+kZ-*WYwc&17(S%;0}e3x_MVzdLnwPFwdgM4)ujs_(X4t-Azj34$tAOa&0Z~9v6bZXVRx*HJ|!QFM^RmRC` zz$-sw`U4ayT`2S7*?X;qmiyT^l%^sBLf(0D#6cu@mu>9KSwkLR0_2X?=znV3p;*H_jJm5qpw)y-Ex!k5mOq&R?Sop zorwfj)XSuyv9@S;JlDcDWDzsr7*ozMm!KiB|N8v5W!scQIV|CNC!~&4&FzzHTB3Rv zqxp|(j&VZ$gR9D^+13Zjz8|3%0y8xAm_OrKS>_4$G&a}R={9RD2ocW?(8j13i5U-@ zEJDco0)dEURs48jMmS<)>KA%8jmWInqSP?#J-eZ=d4BsOXf}i|+_3Flyob2a4sY00 zA!IQ(GbKJQWATdc`>}$-;PkR1D|1$=q_VX${;WpFF)e1d|FcqmLw`(=l@KPb&wf9) zarTycld~uu+7=9zq1CA85a9HmvKlYbHxh9-Qi7WIzO4LCChMUM=SVbI@xte^#P=Er z%^PQtVZo=K9Udw46g_XYS3i&oguXde$o8$h5yv*%(UWYijr|2q!sWH~e^E1Lzc@kZ z)k|5c>$^HS5HCu~=N3pVmR4(SQ1&9c<-kT?3W26nPhCsFTT}M&p(E2nskxyKLKozN z4Ye2kqROcmZTQb)e!w5C_yOYp(dN2_PUXn>TLuLVZKn1;IAs=2vr4UEr1m3arKV-= zJi^fla;vj{r{o6icfoMz zL*l9bRogas^OhIYchsf>u8`C&=^U@ZoeS5YyrqKVuQ$D>(Vg6Uodl|o4M}Q!OCQ-f znHuGeuymG`I;CRw$3L5!k_xB;Cq9!xf=?4R>5-3@wJ{sUsbyK8kCo8;uoH{JU&jze z^&?>YG_;USZFAHTUS1rQ@nYbhg3?vkjo+d)A+sjaO?tGLmZ@XwPQhW}y`3;t$*g*Q zvhdhQJoiDWMyvlD%0Fo#P4pz2$vHAuVmAid$Z{ZfZ0&P)VyGUX%_f+sDb1HEl8`upsiYV{owyGh9@*GO-Q-!EIuqZ^7!9r(q7 zw8`m=hz_F;X`_W5&uHW2{|K4A_k_=TK&95+h$8nM3v{FY&~+tI^S4Yy2HjnO=p+yr z+2oJ3@(dM$24;vvU(@n+O}hU!w(?!pnhJ5_GZ1efSIo3Jnmi+c7b!%djSxD~Wv#vQ zcU7LcOV>j*%@BHBx9=)t_Q-jX4q6Qiy#E&{InkDvth#C&rQeeC0(OZtH%6wtHva=v zoIJ#F&i@it7L6acRZjE2)VeN_9+e`gK(a_ryHJiAWavH+t5gmzC=NHp*48flfI|0c z!4`%_7`gh`@P9}PY{r=e6;4Fdtf&{R)qe4T>T#B4lEtR0YT!bC4u|%V z?`Z$GUPW;t?U!hX0flEpR{c{Y7PCk*ECYZ5VptM=zqZ03S@NEevz52vVs@^htn%Wc z8!O;NDtivs>@=CT<8Lb6c%gn!8lCWyNJ@hWvhCLUygsbb!QjcE(Y|2o>e|2mLA~+6 z<$d|L{K1U(CoDy~-E04Bti0$`<-AwSr^fQ%D)zO-%#qAU=R=e84Jciyy24QHxPReNKW5R@ z*dkX*@$7q+_e-49GpR$qkKkN(sz+g=rdj5oeiInai&n-ju9lRcJ#ZS6bvlyIIICw> z46V=Wjj;9MSb(^SHFT=_iu{v31Q*C|$xuEG@vd1}MSC4gra&o}hL$U}KO_8=E&o2=$zR;zFCAv(7`|4UywV_PB} z2o2=@z8gR5`70OZI?t!KX)3gGMj*wN_-=gmj5BBC?TE5Y|bB3^Ce z&v+u)w~9a3R9{~_KxTXHE2nrY{1ZAk0jH=2C zUd^P&pd+yY7J+G32tRsB)HxD+tWakHT``QnoWZ&OPtbImtY!nABuH=|bSFzfAvI5? z3~a5P`ai02Af&_AUm{?YP%U9Xb=M?d079g$d-KxvK~wEl2+-()CG-|;{Jx=oDdsyt zzLFfaY?vo`bj$GLb8e(F*36hW7nqcqfvg+ZmUC@V`{;jE1DsgU@l>={{YWj}dYe3{ z-;pEkgoE=(k~-$+doue4+@=_^3#NMHNe)4p50JusUp0b8@MoWq&JD65x851*futH6 zeFn}AU=navfmPt)u#&1tm=;V(Tt5AgGUdW}?V!DU>OVhHOQ}XY1E{+kOWs1ElexYw zvQB3zDmXunC1;F-ncY*Fvb4 zL?^$V6`}x?8>Pv&ua%P%!OAiTpha!6cDv>G5UlEK>sIvxmAp>BOesXv+AhV{aO3|* z0bz4vi$glI;ZVi`_^{R`x-I+@Yt#r6kFNN!G@Vx4#$Dsvf1o!&EGn@#(&jhUmklH~ zr#>@x0I8Swi@6Ou^OScFwt2%|H9m4qFROq)Z;B z!4S(ZV%ayzxa;YF2j$4qG*`gz+#`2r!#6qjt9UnqHjzWKjWCPpKOyPc^>NO@m#}TG zUwt?+9c_7VTR;NUL&PID!E&1=?JN2ZQ%$4i8=*MfL85_$R(d4iPHCpEad~R#REe*) zR5Tt`0~E@x5jjlICu;xuH9_8WJ8p z6p`i5_F*%1kfP63%VnG08-g}(6t#sc=AzPP<`3~nAp|#?AnP$( zCvNDTG*ZI$#Ws738Zhl$>6pF~cPwAKTI=ROPkA)o?ly(wpxTpKXBIqf_3Dx5bc}Vi zZ?bza<|@0%1?pl|r8ovJIPFE=5eg-x*||;4|CV$i;sj!6HD+V=4T*K}`VKfx2;jIw zXG>^S^nlt@OLu4gV$n_r(8ocn9WN@5QbWN@K!4k9>BjNNqvy$#`E?hAVk;!!U$!zy z9f2_)mK_>bj@TlzWOe6)6^uE@ML>CAV9Klmj|MDs2s}(&&Qy6&<{ov4fl$Ddy(CKv zD%|5N0*a94{!!+)q-}SB$Z@-oQf)N@goqn$8=9FOsZV+I1d>A_8M-;Un$>kBC>e8X z-P8sn*cmeQ#ldJWlyHmSpIn|CPCp=XR7Ym`1rm3m`r3uIZW+H-Uqy4v*R?$m_(ITs zUL831Yz`TvX7+!}&_`d;mC{DHM@jEk5!Pm_vOb?ep3vYDQ2@WSYd2s`4LpA?C4k|< zlN0{b`c32;7BJuIsFVn`7n)}U;#1eSg<-VImdxu;=QrcTDT;3xFD@It z)L)hP(1w#QQns0N9;58r@l^F(QZh=PRT$Hm>ehLIZMJNa)5~AKS8-s z-8%w3X=Lrj&TfEwrvzF>+mL!9H>#TS^%@yT9Y`uGTD+fQXCVs_{LeI6RsGY3VH_ZqJYj3)`KCoj0t-~Y1Y@@27{+FY*gF$-W#2IU4 z&=ABZr+T`&_6~iPP>#0PI;j7A5KSJ$*QGNz;UIyO#II6vV&Qy)A(3AWWDD_3cx|%2 z8J8c~plFB;OVW>| zR>1osk;I|v053mMH%pi6o-1DS+}ccEr*)!XX$^7bmhtVe^y_N-6L94%xJR;6r$cFr zc1q#m!}@eVhvd46JV@qQ3H(*EEQOBUGN)UXh8nhcNmQncyYe{wnJoKmP3dvBj4`KH zmBsm|F(p?Bv*d2rdgoa7Af*rRps}7L+Z|(zzor{94Z;Kfl|h)Jj67A;Nz^V3=(<$KX~L1c z9bCpdlyI;VHqcf|5C4iTZ?Pe?KB#pwIq#KAq2x_QB zf_fG^{QI(=bxZiRTlzPA3-CO4u6meDVq}syQtt^EFBlU?~fEWBr2KINS`k|K3Pjx;V zx55C3x^EBhfWRC{gYgj5sPF2tB@v`G5KNNbUoGoq(u%2Y69HPM-Cns_=Vp`f@k5ip zifGb}(wSPdWI=H4TqLiKaSH?%fglucGdcpLDG)2r{7Kq-18z^E(~3N=w=ejqg?R9D zXlb~?7+L!Z_RYYTW%RIY+2%x`4RFP<>om1Hh4t_bJ2tbF6kPMEHr5lFJwO|lDm z0Z+JDEk25gH4g9UEOC!?ng`TTn{+1=l!9 zTDegzUN<1ME1y?At6xM7$B9|`4EXm`g#z`bxZVXoy9gA!r8g!Qf zJs1bm@mf1XE%h+IGDDG*Fwas{6vXTBkX&WGCnIOTEtfkb@hZ8%MB{rZxPEMKqI*Q0 zc@F`FqrRBNX)NcR^ovGR7ihF0wH`2);dgWESB@j~O*waW1uhW(HWQ3|b8LoR4mqfl zIkEnF?kHGIgM)ZN2npITJ7EuXx7nYwXj7R&FbW@Zsuy;6$ex{y8uw1*EJFnHj(kq1 zbUn(c{YLjNw2+=#%3Y4cmFG7!_1X2bn?S{TnwgMHhY6}Tei>oUtybOLXv*}PKPbdR z%GqG5+`)9no^7i+{~&wO|0jKgOlL;mf*q8Qg9X5yDoP9D83VP{0Wi|=`FWTi-%L?% zOQP2@gvQ|U_y!#FL3<{BWOxP}u`G-JT@HA|id0d)v_o~aD#1*E23~Z)A)G*xJaw!= zM^Xihid&*=0fVY)+hf@BD=}B`N$tCpcY_Ml8EUzWT_$8i8!8oFa@fz<{cvHZteJ53 z4msp+(B&cyWHU*eDWSxn--hf6!xUtly8E}R%*2)*cti_d6yW~UDrb!Bc+=xnJ?%Dt zBsDFbo4ug(8DqBLE8<2N`(De%bxZqW)b44dx>|+;9T_`S?dfxyB~CCnJ-TKdy(VEQ zhiPN$+O@;ux&V9JBiwL;q1yRzJtx*?w?&e5h&)WGYYm42PVF~wonCp3e5PXxE_*Qe zR|TIYm#~%Ju_Q@7e3o>~0No(8GgnPg`tukkn)h*{r3N=(CGa3wRzz^xjZ+(MI9*aq zbk*i2bXVm`>fw)gP07>Ren)->-)i8MCJ1$-_lAIVQ|0CwmpS`Zc4Y@Q=FH@esy51)s`HErLp!cBui6j#QPw{&p)9 zKPKE1P|-+{OC>e>VU)H{0FGDdKJEV2YCh=^-GgMnxpJ>cB-Y%4WWZN3PehbZialbV zo1}AErtLggts43+!}&lDhf|wKI+4?OU3Gg`NvK=(%9107GNj4Vbyk}$=Ob~)rWME3 z+U-f**)h1mKH840Z*}Q2$yGGF8W)iQI<{$pbs4A`BYU~Ju4bon_vUF$^SY(0GW-S$ zhDX@g_(%0}2VL?C%ji zlR9>X=T+kvXx80SEO%Hikbdm z@Rig%Na-y|J}ZQR0a}I2>#}aC%$pWOCI!-xr`p*f!=%!?pnkVE8@G5SdN>t7g5Y2h zOD(nbtZvydw()6e_<5@zyy$jt2?L{(D~qL77k?-SxZIe_cQ&45KqsoCa%$q z`l^J)PHW)*;_VJmAB;&Ma*6vem#;uec-K6@ve`u-;ql=i<4BSuN$Q z-paOEPd=ZYo8Q05Ul<51-C7>a-W@8$;4C)g8~WQDlLV*`mQhYHnqS%43H7>Z{E7)+ zEj9A_A`RyNQ`q?gjImJ`R7rHW4d9YybK~;UNe};F!X4+ALtl#ddY5b(zguXY>A|b= zoOsNYdWv8Z)q?h0yTet;R+x)|YLOM$#x&#znwn?|Ow57M#5MT%bSs+n5ZP>s{L<>C zpNm&V;vtOwZb14&l4KHa1+9F6@%9qzQrqtqji5=a632n@iOfq^C1ovj$oGD4_T!;4`%1M(#mX@K-F1`!|${3fIu zfqax#`>>#g#yLWIz^-{0waw|!`3Oz|REe{Leyod=94yWh=?`CxCu%oI2t}QX5hzC4 zS`9`+N8hRohb@0p^5Ydok6fpjQ#fo~7=B}iL98eL1X`jUtRTs1@LE0l8wygsX>USD z`*E+$^17^Sw}sg*j5z}XUVeTcnriD?TlQi@thJDbT&GPn4SkBTR4-5X-36-){ymlS zw$t4mPW!`_9m|H6#!@TuWUN9(8}$ZyuN!Q`3<5v#BY={(;eP*9zO39$?(4#4^2#{< zO5?U^b^EqCbh1JR7H|*jrU)b~UN)g7w4T2y2UUAG?hn+%oTza^=)vQeCz-RETSL-e z?bTpNuKQbj6xrNOpFZ;e6YswVgszzQL=)Sz$>}#luRU}Ox<~G2r|ToSM#8Ncc~M=X zcATr_|0?|Wx1KrUJm~E|k?)aN?=*9znmjf9s?6%Agas;jBi~G<;KW0EF3Z48N`qr} z_VuiDMvo}debu(mTxDlBKF+6JV&Zs{3bW5eK(YBX9bCtd27oIQAt&GBG+1^;f_|_P zF2&j-u}*tkFk4$*(k(p~!A&rw4yHUg7L^1tz=Q}uK(NBhc*JRT>QZLzIN?|%U;9Q$ zFBxR-yv0cTR=V)t*{w|~VQ`l~&^UeH59A(F;dDcyWoErs3ac%jZy2bR%R03l19O+M z+iq6hm{2@6=uG$iUF{VulYLWXU~ZI8^u~?gm~9?@URkGnq;0Orm!rB+*sM$nwu4f9GMzuSssCwy=Y5${!p{*b9O|C$k;2h4*1sGkGnOs{)97=BrTg#J;cWx2s=|UzjV>Bcm{)^SvMqVNc6n0F@zDOQOC;-i=f-IMK!@ox6AVC@ zt9T1Kh}9`-LLp#6^#`Bgkb6|iDIhKrHC95u0D~RF7HuA^4B3ajC{x?vw&1AURcos1 z0R(9ukwXB8Qfjo+DF}q{X?6&Q>I2JtP`;sqG5Ez#S#~-7KJ^-9?>5FOppH1FCb(qSg2Urll8o4JX=~a_9ue zA;R#A4AJYsRw=09uU7SpaYHNAGGn6DCA;MFH)B$T>I_pKpL38ir)8N z_G*CW7)Qf6D#v^t-X34Z9{okHf537}f&Zq?V8{n)T7!(kiuI9tH~5$}$+X)H49XGG zI%g;q;9T8$FI*q5XyO1%D#krwCpQbFR^P1aK7AdrZ{2ll9cqGR{+w0ESKNG#5fU33 zYW{;jS2AQ==vqi5;NWo^ZIs`u)5MPBGtf}AfQ*Q#`Jr6XEc2Ge5PgZ_!FZ|muS-16PIn@C>?aG8Z?*ZlkflBTde!!F7tce-89_cKX*f+;}>81?%k~iC*-oW z`^VV+!mV8WxHTm>nFZI%VhziT!nm!`%vRX39fsciOIN||m-%wh~OoW#cNJTs{u0NaLPJcz!-6d9|Gc87P0W}PX zylLSv?bb7^odKH$L1dYRJ^)hNS8KnbU$0Z4YTJs5OyBs#k|4pJ19gA`C)E{$|5TNc zkAE3SmFwjh&0C;AaxI^3zOS;HjAqJdV3_sOiv#}R`BR%{wP-dg28c^$?%y!+gQxLz z9cTL^{fgyWWi5_cC?O*;C1D(`1S%NSJ=?Mw%`$<*(r;<-OtFCX3cE1l5pJ(IT*hpC-}qxHV(qtHn+*#3#JS zQbU|B94V_Q>E!8B+pkTxj^C>f0iHA>1EF4$RrHtGM_M<(AGi8=1M`=8{Gy2gFzqGW zs{6@!nBRNkc0IA%E%lmU)_q_l-%|4~#_%AB=X_*&D@T6I8bBYIj$FnIHMSXL4r5F7 zxbgLXULT(L#>W@}Fra}P2OP1gRD|p}dB~i6v+evy5dAV&l%Jc>I+>qpncmOGvk)zn zBWJqTa&dbNw@ASI3E-=#pEJEa>p5nY-Kwrv15`}33_T_=Ldx!%A!=2|%XMs3lG8bKR}W7NNQtOxn37 zbm&!lrS2hjekiI3zmRKedlJfN%I?mPGhijRLHT2&;+`UHiIMoEd-6x^x|pEIk>WAq zkf1r^2Qx{h*4v?*7NI%#4{ObXO1&p1t#iMm(Y98{Ju25*>Pg;l#!c!Ma)^7Skd+GB zPvfquyAZM0H>s=aFRNq^69JfA!IbH!UD-j~wHU>Ni1n&WXI<_24qcx6v|9DJ{(<^5 ztv`N1Iwr{154H8K%+<)qIf}P~q^;BdA_+#AaK&hCTBk0I zzrdq=^hx^@1)r)HxhZPS2I(e$usLG7r{V2SSNnBY=gFk;k#BQUZ&SIYX8c)N<0m{V zlm03jPQBUsp(gs*)MPZOKiX>BVVU4O{|?;8A5inER9Oe1z?njE)l_u6{w+MG@0ZNwjs?!A+=_w9Q7fj_uN;l_BZu&FoMz~KO5}1 z48gMgD`b}fbgZfO)FQ3>=d1Oq`%QJyT78540DG^sTWx7wrBp@h3q_sW{<`&LS#!3W z&I=s1=1g@a>tmi$4}l_U8grhlSDhnI;B>fekdZj1zfo;gbM)`TJ=vd65V&o+g)Hl$ zRikQMcl{plfSUk$Nu26y6l_u^&}5Al-yip zTOAHp_)GxfF`y%)Dvp}14oWuMC5w7Le^TavsT~*{-GAUE2ooP|DLihg|)6Q>{yUcKlw zjDPNVrKY@~Pc)p(;?5V9Tubo#Y6hx(Qiy$4%%o2=EPIc~arGO9Bwxu}i|`oZd; z!=BJ;-MHJP8vaa?=ya7FQ0=!t{~UQ;>!Y7|83s%imqiQDrkgeBLM;wN_e_}$^Z=15?0)2<-ZJ&9j z^=&xftR4>S1_S}Le$Tp_b$FGG{8f&tfG3;!JPgBVx-3ewU)B)o~C=M+u zc&5zEK<;0n$CH&(KeOw9aGY7r58IfDL99jRAH@0>by8z$#)h-iG}S)igxUVHS}k~8 z=95;2*<8dXZrY00=Phh9iW7UzBAFi3X`1$+R2?o_Z%TKI{S{3Q9nAI^Z5S#_ovy#4 z4?D)5f?!p(x#8O~9*%bZOzXSI_OI5}sYS|}ex*0f_#K5y3@B4%ORl&58f&NOMb$=m zBl>NEL;JY>K7T~ING9*gp1zQXL-Tt9(N7Dy9Ua>LiVS0>4n`oOgd@D9l_d8hbn6t> z7=j{DNat#Ghg<{NR^KoySgr0zKP_a$K4-rwzI%hk+XQo-mDlyPe7_!!5C8!( z?e=S1`$-c$2kdx-MEA3|jjAb&mYh&}MpW~u$JtM+pECh#_qPL?zjyB3 zbI$Ys`99C7X3M#R9~~v-T9o~1HDTrTX8NSO@}snk75_JAqK_hjcCq8a-y408G(Q`9 zy(_a4X-}&*BMH7F691~v$6VyZsf3T{mz_O3k@6(@JC$=Vnfi74Qas#Ea6^Si1p%)# z)&J5s-3KL0E{9Yk-yX~av<}jYO)7jAx)Ip@1%)4>Va#MA%+1S0 z*5I}YN;ec?2sd(pUOGh0ip>js4MT!*Hj&?;rg_vuUiriAsVxYmWAgnxiGB_MjOYIY zr~>agcEkJ)ga$OR`+;Q{sKW#4|rrr@4=7`P<_6o3|0M={G2eyJX*!jE$=;8gDIuy;&{AWt!OR?E`b!g|w%O zM`JTh$|8d`dQz4TBgCy=HLkFrr2)B8@Pr%L+&n3s)!Z4e!7qJz+yDpK>gM)!wY%+& z5)0Ov^6wis?;^&R90~mbTl{)-`9*8XFK>vOKkB;Nez?{DV?W%X|6@Pgp_li=P5zJl zaDQ@nKisY{pPyP58hhKA@sB_Az?gC4CsdYCXU~qW9-F2D?Pf5`V)0fNLDr{ z_G^>ssxDKRj7)vf=<`xZe+Km@L(Ho6+3H#y=@+w)=}5ULJ00A3hFlMu5m`q4qA7kC z(ikbx#5&U}KC{$Wd`A8%*Bo(0z8yhhvx4s!Nn`9ce91NAdW)#T9M-$B`V|_K$XZWJ zvvN*sJIcEG0mPLl9j*3y>b5k0&^;dg5Xk-9F9qpR(x~mjJkW;Of2-Bu6Z2$$=+gjR z7KPIrjT1SKi!A4| zM2a5P;#8wDKk0}qY#$DlQ;DApzHa0&l5}=_Co17z@oKgJwej2E#*1Ga-)T;H?UTI{ zshS9aR?E&y(-w@WS9G_1&cLQrugj}e=PmrS*87pM-e+ZM)o0nxP=>=>?H`kJzZS;r zLwRWmujCy*bjlRX*xrB* zGt}Y}Xu-@Ip#I&6(Z~+d_zzUKBR}k9J7eliI%gXRKVl{(_D4_tQ=I+1@cRrhW5283 z8Tuya)V-!e{+{61W+D!DG}cmd=6Xy-T!NOhrgfY)jF;GV_)0^h=5tbUyM87#LDqZG zqCEy=%yDm1Uhp(!i)~$!-omUOz;33#bd9%zkk>yN?`6#T^Ik(+567U)ndrHn@P0&x z^R-^f^G1taG;f8N>7f#B+63P=QCJfmB}K*6LtRrQ2_~RH^U<@lP3d~HdR?<^4&UZv zcVpr%nNjS1db0c0R1D9hW9Ms=B?oqvR`0jiC&pUS1n}|+l;?c|Jyh{o*Q+#wZ1Z+?oO!`5A8NwZHvmM>rRH9 zc}UXwtUWE|f2*=+X8R?xY#l?{KzN|;B|T{F_v{vb&Oe*M`5srfdc|Fs)Zufo*}Fv^ zl$rx3IIGW_s`}#6tK|k%QCrJ!N!9><2p29NjsJ3=&+9D1&V%I6;BK9fFT*`kr1Plv zv{Zy6neXBZ$rrF2RiD*1|7Ik;I@{+Tm|B_ED$?oP-yqcgm zyQf~GnUy6>JCbVN1YrZzFv~r)09+AnDwosrA1ZH}3s~e8@5(vTdPZA+YUoekq35H| z7_5_Dd0q-zW|(~2%5jfS#8*4k>3rdupx)Tv! z&5JXGfCf!32uB|!TH+4u%##a_6lD}-ls#n1Vf$=~Wtx1VOv zArP>VNtTz$U;F+?n7Pu7pMKZOi4R8(%nP?^0!b3rndi0o1tG6cN9y|rA|IFUiA3{l1Emsc`NZXf6% z`|gcef<;BYRoBddh6TXil`${VTnnzD}T5wwgBxldlt>osbI(x|vFH z+U4P48Y#V93VMuR*&eouw)pq(S|GVTb7dXS^55>Fr_aD^8nLiddxn{C8>*VI8sX zds2MC;In-TsRVZ3w-fAU*=}qX0Rh#g1aWvqIxpEZX4ZoAFfUz`S#hIxpQJmVw>v1& z1E~0qo_teD(|HqcZ)+nihmRdD1)p82QzO@SSKEyU)VqBOgDK*`Jcg9=Ab+&}8;%*~ z>8(4&17g13^!LN!$wtC^cH_JkGnIAc7fNpAJ$Aw{fo&F5}{5f83}=Rk0); zD~8LwkkluyW~=G8Fx}{5kw}#mc3$vEwfVRK$l`9%q<2zB=#y#@dTU7v))2 zHiZ4{eGSu+>e(PoAju}jAwFzC6``gp%BeBbNg5rder7m%nP#nHyV7{8mq)K8f~AqB zxR!zIvdzCVa+d>RFqyMPAn&Y(+gVqVjz#4jq*-^5RF0HU{=>^FXAILQ63xjp);5H= zo4>HzG*y;}zc|quR2J(i@}!l&a%O^7+{&ee!XpZ>xAQ5>dnhk;KmOS;`!7ar9?F)8 zBsFgIf&Xho<&QWgu_ly;#E6YZ2&TB3Y?7DSNB$?3|R}Gu+FoX7+B?2k4gVaxry=*w7 z?;*Iwp>@+oGYu0EW$e7b_}OclmWf(A)Vnqm)8tiHg||r!UQX3Q0+g&=6&#oj>TFr5 zZN&Op6lojo`RU3Qh<60ncPlcRx5rEN8oUu3sUJtLoyn7R*!?5D<>6Ut%qP8qInEsD zF%9}QSGq>J#<|G& z6&q-%#j<$fB-cc}IX{~H?qn_Yo-z56?3u}0komkp3;%lv8S9s#Zr?XI%W3m7C(9qls%xK5wn8 zs7lxw6t$N7jUSchoN#qC=d#XBPbPE_WhW^K%93;E43;9u{W=LC_62hyB=&|$n-*79 zy8T0D>ou}Mi)!1q`5tc^Ys*7nOZO|>{*i&s$D~ zTx*VEhD7rqmS9nnHpYTSjkL}(C^bx)mgX7N(Wb_rDbkNlYwVYq-5LqcyH!e12nCJh zQ{atQu<&uC@6uSr7X8^!>5{$JAwp*A=l# z5WHgMTDs_eN4?_q66w&)30q6gt{1$y)W)B~o?fSYrb`#yCC=LL=RL>|-0kE@iIjL1 zOJ6fL&`Ue_kv1hYK`o@jBil@e=Pj57b`X6<*KIho{(zYY_xA!I-5tUm?uG+iH54ew zc&R!_rhTs=-RDW>n0Z%bwiB-Wn#ntBUbExmC0&x3{*a_fTYF4&cKs&_XnJjj-87!=PO=ZSgjnA-*G!_#n{c997G68ZzZx?;*HSoNKcDGp%kqM z(YnPgt7pECRK-eph0wzN_V)yS+W*<;ZnNMgzTB)4XCQPOlY=_z(>j~~KR0p)A8rDB zx(5;3JD|Nmt%)x12Z`2X7N8~Xl=ygOE+<1e8>LkcM){lKFO%~eF0)GXVTzd8mtlfz zFw5^3lCDTRgn1X84@Sz;&MC4^drZ3vKX0^X8hg@joY#Ww;GHHOR8##DD#Cjr1Rr;Y zj!EgeUSnhoZ8nKX3{{&go}$Hrk~nw);Hgv+ZG8I_Y^8&;-*ybq=8-ukAnhj>-i#nB z8kaYe)tJPz+~O5HZQ?%>-4t@sd8UM{Po?@(h_}COsCkLnQ_|6ktj)*L^;njh>=YTR z!Gn^1#z*Xn6X}@iH$f<#n;z z_e^x92L4e@o5r@+0X@oYIRQ{~3OKOl9~hd4JcB49Ts4sT;r_=?FMsfgCoS`i+8%S- zTeeaD#8$prQ2}i&MBE=MCp-!~Ps5exg39azX4oM7n%+l*4w`I;<&=#xIZ zdeRes~^KSv2$xpL41>%1XZ`QZ|n`&!F zizY~IQY&6IK|EeTu(*{zVY79l=f|fKw}{r{ph!i z)?L6nC92`C)47Z5d-VlUK({GUrmm*2l%f+S`D;lwBryvfBd@v59A(kop{dThvfw71 zz@Ldc=ppz1*%0EGcZ;-45QqXD4u@bAqhxBFu{8lb@^NqFVH%Ony-5kR7gqXq=JdVN zrv&~87L=EQX%2fNEbvvL(d%(rwQfe0jrgiysGOPifbv~&{Rc*04ei6A2Ftptaz(o{TOs`yOgMvdJM z(39YeNEPvtpD}77&}hgxZ4fxGx-PD^j(yOe$!Nll4Uu#?ppqg@>P!-n^dX>ULmT@= z6x(p5zK;aodGWI(wc^o9(!ACbr{Z0t5T}My$?P5NTAWFy!);(j5tA}AD2SwI`D2}q z4dYzBLM%vEgDyl!-6%~(esy>@3AKA9>Pak3>%01z3MHZ;WRSvXt(so^h(yN9&E7I> zC?83y<+JwdF7tC0V(ajzt~jmxyyG}S&AmiD4oN}DY@F1Q5-VO^Gp)2G7LLY}i&{>Y zbK>`C;cTs%cRO@!+bCHeWDr+GT{ppbg!Dnsty(?Jl>02+a4(jf za+{9JWoltz%$~R%BL&Ub&f9dv-E(f2Xhjj3a&pD&KVId?t2V8=LgO);HSD|CS^6VG zb6QDk(g&q>Jd61$?@7AQh^+$}+4!LTRJ5#oS=DZqI_An3OKA2%TbbLmZFB_7gIZ$G zr61_(#+8HQhcGF=MDS$qoQ8gK33KOJYt>A`X(!E_l(y@t8-(b?i;@JDPYE2pE3s;w zdV>^?*H7>T+P|{zTTn~o2jw0g#j=`fSG3YLWWgpHDtV<%y8Irg;@87-8`|}6jogbb zHI8%-W0{eJeR^n4gC}rCGN*{9?I79EzRuX<;t0m4w%XdZJ0+M=);J^IYb`rv^t@Tr z>PP&GIChDXnp?pEem$pHz%6*S3nI4>-dc!^Te{$Tp2u#Fm<%`DZG-|!b&^*a9!VCU z7zb?!Wt_#@`8NbtHp|?784esLFS9qgJSp1IO|G)`ZS39}qOd#3E>zs=ZQ%O;V1O)1 zVVQ>Mt+U=umw3zy7jfLVVwK4-4y1n58FIzZ6zkJ;#5_d#DxPEfWi!1|TlIF*whf!a z-->hjIo-eyAw>Gdc&$&{E1~Gi4j>W74?BP>hGa)iCwnuBZje`L1xXo~|7S~e$=)_y zlbP@GLQiT?ddg%rBd_0-kI=?Egb09-!(YKd+;58hO8wOyZC}JT%xX~TO;AY)Qhepb z4m@#)HWyQ5hQA+%Ec`vEV+sx#?80wjLU>akYZ_%>!W=Zs?%^d4#dGg!ktXyrGFG(GQcGd^+5 z#1V5Xu}?1r<@GO(xo*c{;UF; ze}9glCqaPFWrG%f1ve2iDep7=md3G%O_$g7G$OZ`rPnQ{yl4|?p8sP=4aS|dPt<%Z zEApVc?=7i+#k}pcyenJ05_#S3meLc(w!dh?HMKfKFA=jy1h%Zn7Bo~On$Mc@iaRFL zc-I-gOUv3?3RdwRoWncor0fFxP9XRY0IfA(WSu9`kR>WavJL~Zf|llEIcI)$)C?`2 zoO2eh8d4YyCX%Wf7GlfGhp*Cxn5%bSL@ci}_G@;Vi_FMhQL{Rh)n)kJAQFAFlFMdh zXl;UE=^!6ePQKE}e-MT1&_I6n&dD$x6rD4Zzf*II{ zPVJQUc@N+|?2Jue zj0n+Up+Hk3Z`L=>tZOBSBr1+ECE<^VpDrCMvBB9d&D7DEYR^@21Qhv@S0fH|z4b9U zMMi{5SWfCq2%g1b<5>4~X1EuwvXi`Oa@B*p@@4lp6xMLm+YQiD+X2LQUEd*~|ng8hfk#CGn

bie^P6=F5AXS0*Su zmr3%~Bz+>;`DFy}8Mawv$r7DO3lh!5WT`)TlG{18%E9Po*Wn~Eg+M_^^#xCEXw6Ex zW8DXp9T<7T^DXR@UaZX)G?}&F_-~PrJH=-(Ws+pQO5)fRQ7Qgo|C=Yd^RjFwU_k9? zZ6?`xM&6AELZIkqX_p>i{Tbr{wU&uF!fB>DgyivztzSL1*u4GQ69KOLy{LSRTi`Y^Avs?;;w; zgdw)e)E?3SLP@jP&J$CN*51d79yRHZ4hXrVX#DxC??f4!E|twL8jlof+j%IE(;6Ov zS_5d&ZD3h2!ripL5y44SC{Zh zc0wPT5Zyp((SYU>EQfGgee0iHeJ507Z;>SK8)5b@{*N3>dZ~7|9ECdD07iic5-Hbw43{a7!u&KCvx zgn7AOy7tJ_D9f1=8?X1bPjcr^D+)I@lcr6xw9iSekUY~Yt3q<1prpytA14Yv-ZU64 z#;O}ZV91ssWZwN7SA^Sj>2~C`O>$Soa~*q>R{;-eu@pRcu{22f08Yu0IqV^LAs6DW zy|jf8iltQML3*FR9EKv0=d1Ln!cuJzpD)Kx2k`E<4gOya23rRC^4n6WLPz$(F~zRG zk`a27Vm)@8k9F8&)00&1_~0)N1|5U<_wPN~owaCK*x4{xI7VEZrL6b)V(&@JoAQ6y z7GO*pbo@-BbeX1c{_bE_q-Dp#kGVinw$4P7>yL~TyZ-IzFPScc<_SgEA(;KbfWDok z!m8k95SjmnO~Jn;VN>uj3ngp{y3R+H@q6hAwMYNUrvPpKzswUp1$O~o`5!(77a#%g zC0Lj-VO3BDQxeDN|K@8~O5Qds31Tu4?z!2GOw-P*B%|M& z;vN;pEj8dqkeLm_q#d2)N3Mz8S<1G_r1eF?wE}i`wrlK_E=Vd6Tt1spyViyXWrR}Xvj)!ta z=jYG~3j(KP{9Q`j0ET+GTVCz9b}1g|R)uzoaYhcKC__CeW1}5nP`P)p)3~D4QJ6KD zoB5I0F;<+{-7(p-^%tFdrEGo8GKA68MmCN0F*%ML#KWo7WwE>2>O27V;SS7T=&!`w zJg2~UnieERL~<%f{Vs*4=5sgN9Q|QEIR8giasTWxY=d{CSHW4TA@ZyuRr0EK0p0j1 zl<=|dTxtA6=^oMBx`{BXYdVGp3n;sw=^`p>3*Et>(rbEB z&7KkaYZkvRK$j*71{L`K&T5(lgxaZ<*_G*3#TTFg?dYB(`Pxp`$^lizn-)2~uB}pb ztbM(n6q^O(X>geF>WY|q9u-BRa}m)~>NdV(`g$o?wO$&74xQqX@A! z?_*1tb(aaNoYf3*0Q8=!ZysTGF&IE%ZmIx1mu zvh^5Za%TpW8CI?nx;+boINDBZlVW9h+5y|ba|mm!lyK$Ab}2gmg*o2;b%DKH^+$Ju zx15mH{bmOdrCq(`k7P66+-0xC_>kjMaFPILh!=2tT;ZZY~Cm8Ji zVZN>s_UqbP;w*DcXM5oP^1qwJl(BN$@U64if1AYg5asX_i|_wp5@Yieh!+2cNzBIx z6W`~PlVuD)|6fdEX4(IjNzAqrCNa*(qSP5!mv6A(5>qBzVlK570k#q@F~)L^VUIuZ zkwkyD$s;FL=J>A`F%m>*&q;Ly4l!vGCWQkIF^LuWLrJXAH~hLnkE7j*1zJ?oO`((I zz7s3-xd4U}wlOp1-`K{yryZX^-M}zwiuODq&?4Bz6#n17F%8PVdW}P!F0-`?T}nqT zpJ}Gf|Npd#S>~m0WS(w>L?w5^D`td2A1ME)SIh)NWZ8%M$!MYy{x_1@v*O>H*MBqfk zLXpPB{STkwF3#Zx%#C5xMh>FLVJO=0&s6C&r6VDDY3;p-`1#cDnT=V1RK!ASokk4a zlPz}!>xJ7g0P%&l5I;-`Xj{|SHef-xBr$G!#DKxNf9>rWeWXc`sX*fm^r+a7Z?cd| zDZr&Nd^7uUmxY9?V8OE_3$6M@jX#HMi7V2#1HZs^1F87Urrjj#0r*tL)e_yfiF|7p zb7`imy{Q@*vhGuYRX$~sy}+Xke~WFA18cul#zNyeGQjt^=^zXcbQ&dw0Yz|YQkeV< zv*FZ%Wq>XA!2fjyK#N9~%HCq~PttgB?ohn`MWRt2gl>A*)8qJcLX?fmsy0rV(WC^| zHYqUXZBk0aCo}J`-lWKlETeI$W;L^sR*$BpH1=p2=D8Rp7Bnih{yN%xX4A8py94$M z9{F{hCMtZ3BEQPa^A*}EQI>7JqWt``Fp%;oyF&t-9}pRz<2z!XXwSl#LTP+Ll;a%V zcPm44UG&o6{@tgdjoS7Li|HO&{aKdYQ7Di6(Qml4MPk_qGF>^(wicmZejJR(j{T%O zPL-oYo4Um7?{s|Jv^>Q$qO1KvvZknVaP1WJ6dRxH<+eI|5y}DtaqLz0ixIW}->}Mc z^#$_Vo9-iPJ2U6!$8kfAhNp=rUs_ypy$a@CoXUlR@X9n9rR1xKZ$H`POvMAdte83H zg48enlk_nn^~UG?MApwVoT4uNv5u)bDW@TRNi*j$=?{UU?08TXK(rVzm2e|K;UcO` zFm$#VNs)Ukd2ZYVe{tz%4n~`m43MD9l+O1_s~BvlD_0^o=~BbrJ2Q#BNA#ScG*Bof zQNx`T$jt$sDHYli&?4R|?4?RwJX616fK`ZAp{+I97ei*o*aQ(kRH=vd%}h=Y)k{i= zM2|=>9e0q+2b_v${g)5ol+n0iD(vk}XmVbHgnLI$Jy^TZd}k4r$HM)q=eQvro}QeH zs$mXpt@M!02<_;hefig8v?Q|$CKjmAahj&PS@r_w2_J_B6&%CR)q&y}u~^KX8){vJ z!6C}Fw^N{z@K;17@}?*NcDM1mMAg0`@WDZjWo18m~|6qMb+z?L8)ub9kv-DX~NybqMwXnjK-nGpcC)(*v;oLT1*%d@6Xg0QXekigi*?&)a7mMK>g~$|Fc~XDqT!U!5}e2 z*bGYfW;shm=X zhUkU~Hq9e?G1*rbL59>j=vLP?cSh$W+imNd#Vt7eEqRjI-$Atf5BR?#5SGhp49X_! zVH%ylfq^p(O09D8@OKjfFl+f$Y#WNUI3Qj>+Uo z2J;hmPK4X+cq($CbXeyTm}x2dY=?L6(1IC!L7$oEPr7>Cc#^T=n`IzbJOyK zl+kiPQfCgf;H)M+tfB3fdN{4&)>@9Sy=1oxmE}enfB1q;&r4Ov@rZ8NoJl|i8o2c! z!Z{l`Fqt--=igIY#^hn0Y=!x7>t;&wRB~`cI-^b%uf;r|%~=Ext75QpXS$S4;|}*- zxrS4oYI@ajur6ENne4U6bIFPk#^Mztz$J6$Z{*YZ`xdw};*0s8 zLoMhx9VixXm!40-wdWC)fhN*5nQa4e2}?YDUT&4>E~3{gNT;N^@<(4Lrw_~riF2gNLss9 z%q_ydmsmPDiwv))7>Cd&m#m2uZf7YoK-^m@*2Bc=`;h;7tQjp37PNPcAl}yi;qnNl zp%k<0y`~r~w!nXWxaz%}rlMjQPh5ym0AyHIWIusjslBxqYXj)tQx#gk%i==P@r+yo zP1=<*dr!t$h(=aMT74MGSeD6Tng}%sc=ZFLd4U)II-8IA6l8$Y61MYKXBSOV8<|L} zc6;fUMaA-xwig$$9~Wd4HRSjSOK9M*b^5Jy<3eRj~D^Js}UnWBs9s_a!k|D)2%wr z2jluihOxryxa%$5T1?z%;JlGzaTx?mRRYf~E&}Q!d@vi!c#QcAS1G#_KCvOtv?8b) zIGFA4Qz;OxecFHx*j~s81v4&J0=(529;`!?CQT>zQDqYb)9|@jbE zIZt?07+FExXK7%>EK=keQko=rwfd6a0%BTK5BE{0Bl4k&T8w?GvXjZIk{HV1F)F5= zPx+}&a($$z&&ym@a50;PYUL2^gdRYsL?K5%qU#a01pEJ1BM|OY_+nB+1`HZPjgfDu z6m8*Vjb^d!Gld8Mv97UuRQ7|W6}Z?2nc{hrQy!gV7Gu`fqYdq9AB|-TyGOKz?M%3f zCPeLL%Y1YS#bm37r58I@;XlX{25-@xdtG(tY@d9{_=~>Uf%Wa;+FBPlc5e`FHA*(< zQ(b*k4;FlHzw$3O5|!>Qc!(OWKclQwZ9U zPz=l1YD1L9!%XQ-B&6>%DejhR0z<=`PV$qIy|iC1!y?^vtMHP5!3W zIW0Gf!VOQl49`~T6Sbo#r9PJK{I!x2g;czzU{~_lSj~jgtoz3R>;hAV?}BQTBef>_ ztio0)c9U+)n{Z#~)@n+xgwa%YR|cb-xO*moK46)-A;iyG6U#3Ih5AfP!PBR>*dwG| z#?*3Ga0Wh1XjrGa%qid7#udc;+_lJL$sF@S^crz1m4n6Eyil{!xt{AZ?b2MCT(eDm zv&(#eHe$IJ)o06jE`Q7UF8)ry(s;=rry8^3ub2*h7u_pf!Il*EsA#KCS7>++>{9&s zj%0r1L#Wu_HGVEn6esijfySSF_t*bgn*8i5i;KEsx6gaN-1Y zr#8|}RygpAw#U7Hz>Wq|BMfqHvr3vVqq;nW8ncJAIr&`Vg@cWT)%9$|FeSnqLmEZk z6yb-d|EQP!bd6b=@TD1K(xBvTneceQG+@*T;_*b&A8FF{O(ce}GuC1a+N&H%f@->d z(lX%YAIk(|*}0s)f^CjlfQ>OBxRv=UXJGyYQlG{ZF7MRv2|RFM!_(%x*9w z?)nlVq$x>LZ09NvT*9%XNhF;hiNjP9ZA?XW=W#ZOno#@D)!I*Gdql!=1em1gbYj9%k3# zKEYiTc1rvb&s42b3^zrr)QY(#|By@bP2ONo5wqKmumyri;>^A#E}A;4;%S#>7ZPR6#d+T;J0vn5Tk!eSU&L zAWQ^1U(cWl1A;-C2>ofVvo**sv-m{La!9&ODsk2{w0UgjYB}y}UNC$*Z~*7U6nPuj zYwm)_TZ(H7f(aBnDzt&lrKYu=RA1qvgiXPODBhJx9}pcfS%@$lXYbRfH8GxIyZ%fP z(1vRr(U$HtgH!M!VH>&6G_(7(`%GyhF<4zA=WVxX?ZpfEJw^lZEYChB)Wo-BR|*}D z^9N=<#uy|k(&!Y>IObvr=>qw=o>4Ia%N3WSL3MalPM3482&0s(TH+o|>JP%zzMS|i zgRF_koSrj&8AQLFU5EV$W3*>M)A7-En;o?D7bN;#>RTC(I}osSt$dnXc?ty)%dE41 zLKCf#S4nE`^yQ9q{*fsSk!Wvf2MALU;3S`?vrdvSQD%;Hs#W+90Dh!ZnG}_!1DVCR zX>C8M%LSSGN1A^n3ZR`tVKy-TfwJI*%jN_}!~f89t_4hW#MQsP z22IK|#cnIp23ql;t*?+C6lF6^gt1;mPo|d~)OsS=1@MNGcPX2N^ay7<(L67KH$Is* z&BClVhGl&^dpRbSUWjL~7(~vz1VI9{|F_Nge%#Tb-Oc+DQKU}mh}KUfx;HN6wmN4( z0R{AVG{5_oz1BIEwuzoN;RQ67>+@-9exWmzY2Z$$u6u*5G#9d~APZ<@gNo~cQIp|{ zlJXh^X^Je5_8ZunX;ASR2A0^}%+RWttn0K>6)@3YNwVIMw4mciz%;c@C=xrd zL*$oBC!w9bK_1cGw1zEk1a{CBs7kcdZ^}pA{~LCYd^pikJMX&XKe6NJL8sE6Rq0Oi zFL(3d8rTW|Xj?y21zga7u-2Vf(>MSOe4?3SmH*m}UC>}bTJ(Qn0Uzo9*^lcdpnxYe z#5~LwNB|ur)QcPt*#6do|U>!2V|A2#Nc; zv%MKJW>kEQ;dhMA?v6&mpvsWGmc+~lSVFWB`#o4UFh}3aQifwv^hcv~QK;n$y+0Ik zk6QdE&ENVVS%1>>zT^DD*s~hgWhv(HSa=0eN>oj6HAdDJc}=U;7-Cf$yi#mH`Dwg9 zLFp~nZ1eLqKF&puH)NYwdBSb|?}ea&UZIo;0`Jq@sc{~5Td*_ZKg-!2p&RWR0n-56 zsBGAv|^a#%`xr9S^P%9@@s7mLFW9E>lA0f=(G5P-M+ZRSQhpw1yJe|?=%6WJ|*dcNgd)b#xlKt2dfJB z7#TKVW4P~=F}$uSf!rJjOu+6pfghDNU}x_J!3(``&A^89y{7~K&u9z)P-^|0)^WVl z`o<{6*7buIw2N?7U2CWp^Qm;SL~h2e%wiWPtGfZr;F?IW*a%C_C+%wQX}G?k&3a`F z8%x7o3g1j6z$2oH{uTFcI7|9v$9yYL)=_BtHj?of4ocb%Zh-H41rJWghXKCpwcO19 zA^BPk#;b87-?*UwuehV2E9|rS;w*ir)AgFBp3YDlD4SsRzNXtbo1L8I)JTOJuxCR} z3+aEO@A#N^x1ZmmDgUr<5H#56MCZwe9C$exIkPv}mGe754mnjjO1R;S@)ID6QLgv^ zU^Enq;YmrZ&+c7Lbe7v6nL_ZbZJ$CQ2vP>wO|2%_TkExH*g&WEpVf#G`Y~yLjjCIjP*|u{TEUKI-%2Nq8Vs`^7kf<|ELU0(}?z+Dbf{f@u>zD#$45lK^J0?;{ zkEuQ3>7lMrj**yU8nc@cV!MD@jCHlth00z1a)$VP{b!#A# zEh$h@p=CQ83estHX~8=D4B1IZB0uS1wsNk#0A+1$WG@JEshZTT`Y^&?jXD`BTjvGN zu7#=AuIvRsHyc`xg3(nnH;G=8*jEb2){iRZAMmKF80syE<$OXDQ0Uk>l_7XW_x?y_ z0vgFp+t~kE6Le|Y?Q*Qj&h_5PL`cBh2@dddi+x1a-(5(uC^$?z0ap$LmKJ>IXBD#R zHkqdD3~NT0dq`|%Q4+i&_awq*pqhlNaHqQrYkPgR3{XUR%hU#G$4k~v*hyHg&eCXu zW{2;T^>UKpCtLg@t)RV0(owKdnun*EYE-QReB?~JGnHnU8_@vcyT!G)c>|Mm+KsO# z&&F>73lE`9LeMH;;mS0-Z4qV1x>uy2sIE7Wy3HT*@nla<*qLFK32gc)g?GE_2Vm(d zlv02>XQ5)pR{0x1`X%p>iuOM!!SVY**xjg^`<1}h$CQ6T?_41aIfQ{BwzFt&1=P0* zbtAy|N_l&t!wsS59H;o&-dH5(cIg-S8S8Uuv~f$>-& z+Wl+N`-GT5c>3&0r9Vn^B(=0PR&c&gS8cXOo)+tFYFf+Kx!BTCGj<7O3H}vM9v>B2239e`Z5?ZC~&hTY)l{5Z8 z|Jcc6iow(;HLnb1Lue19%QTvqaR>(N0wTjY6<$+EkjP-cI*%()FuV60IMpzkgxUnY zooi>{eIo;5Ih*E$LeAIH9$~iMuo5pX>a57r9W5OiLF0FanrgzgSyTMfJc|F%X zfr2H#^3zJ<6Q~SRy`CXMww=5l06ubNqW4=kN6KEy*Je>!8+4xUnHY_!?wy3G;}ez} z{LE7LOWis$dELY08j6R4d0sj`!M!U>|8qLaQmPVQ#HTW5G`S(?V(Byt0NRdv)aFd{ zWt(ou8jS;V*oFOay7Rt^UzbIDB!8^W&ETP2m{KM%)r-B<%#xxZC@9XrqyTPrJu>JZ)H-v8O$J)9>IN2s!#)M@ z3E*C0D&EP1v3|yr@hK_4({i;^X~bEj4q?|SaEFi&X{8uKq`{pH9QlDEgiX?Pzg=*r z2)%kyApcp)f zZkZLc%0ztV5p4htz=bGoEA)|F;cA@8V)g(1G!{}BYMSm|)fL2X$9<5BPe(aUVf>f# zhi@8$>-de9sOWGKm${X;W{?N8Z2AZT{ib`|v0c3mcKO8}s?r6mO#@g;Ug0e)3l(6b+T5ES>945k!( z6qgkAe5&rm;YhfRMQd|#y~1Q|D4`drZNn2@%jr69e8TiT0{T^gdQ%7fi^+{o?Gpzj zaQu;^KAMV*@{OQIc~rVZF2;)VslEFbu+53RBC)rWJ`l8eV{s(;ePGwMB^U;aa zOxzch60e}GzuXqfV4(XTD`}~X-3Q4K>Y7B%$vCBaZjVpk7oj%%a(DdMvI~Z(d$1;Vp!gG>MQ0(_cfPV;EW0P5ll!dIqUXYJ z%CWmL!N? zb3#e>;zv2%r#a3NlX~j`gtZ;M;8P&KD?=9~AK}>BG4KgFPALv~DeBc5lj$I`gAN#F zq9&*i!g5L4BrpfzE0T)XW3ivt#*8JkF>?uuPK=pVs>7TazducHNjPDJ77|;e+nvwq zu(Aot$~p}HRe6yB+no(mb_$A%9GQ0W#4onfF&&S23Lf*&@9?09e&_Vx*@l=y{tw-D zyi^G+VDc$XkS}zF8y;xI7~g{p5k%G^!5de8iS|HXly}?$WhMFZ^W|9r)Bk{>r0FVH z@)yO#7p3A06Tqb+#K{<*yPZ4`T`vKZsi=Q!)a|oh z#HiY$%6yDF^9;$jq<=}&ox|?!?~TF{aJpO!Ux6Z;hT9G^{IXiGKX$l^VZd;!k`wCM z#pyIo6{(V{Y=Q+qA{KI_dV~@)zl0hn0rh}BJ5~`nVSOs{7cpX=N9BV1y4AH6n~HE# zHjTKeC~s5~b4id?JweuDW=X{q4@@p0d-1nC7sE*rw2(~A!Z#?eU^32KLnFz5miQ#D ze$Vav1#IZtaHjemMD$`RjtfqJlbW3uawe&CN1ENx$m<#$bPvu5$?trwWZisuv$kqInEAV zhQsO{(0tBQFlejw_~4X4Ac42+;>9T3=EPYs+_{<*V2uf~jfT$k1lrwwV&3z9|N zQq~7aZFwugG@Fu(0UW*Sx8rT!yB8)XOHaA;YMj4wxrB1NR-T(qPpFj%wnm3s0_+ge z-QTei;HJZD^^n1zGF5VEO{6?xNCmDwV1Nn8v`FJq;m-dnU^>sHaoXzRfazMkGtz~N zBY~IRY5^~uGa^1`l}7Epq&a&Te;B^fPno-Z3zynmce{RtOuw}Nnfmjew5)l!ZRY|r zeUGen(iry4q`^?7&kzu3Hv^Zt1Z&c#-T~;dOhBI#Wp*)BTxyY>f+WS^&Y)Rd?^~oU zihF~z7kPu;`DBHly?ItmmAvDqvii`Tf_2sGzTbeK-@3iG1d0yrxrvX>bz1%@TetAB z>{hPa#)}U0@8XlxO0x3@53;_5whFE4Z04N~*}N}kUd%kf;tLrQ4Ii@5Xqx)&ub5t3 zfO_k+x&cftgKazk>D_7;zwn@QwP!RCy%h@0ALMkm%7f_>ctwWs)_z6w!d-VM6iZ0} zdY_mJ5`f;@Qf0!U>QAYppKk&To zW%tQ4wI&HLufcE+0v;hIPo`c6nO!W>@v7S25rRtWUO55q-7EhJ@ZEzT)Rm7W0pN?M z)_0Pu_o$Q3C|bNH$?8#ay^kPFM@5L1&0jihQHA;i1@?=X3eqxOR9x444ws8Y7;YpY zxv_fP7?6?*L<2V9wO+Qa2L;}8g;yH~=EV~PtN~`zn>JmYS`>2Lw3%y=i@&0n*Q26A z$v+|)sfy_}c^UrDg|2b|{l;y(5yAE$2f}q2dl#6i62jNmDP*=#PFqM$Nv>(uym^fE zk-z2#kFR^L+S3DJP)j&Em%kT#)zO|YtBcWEfj}B5WKV(sN|(kE>?(1MblZrd@=V^D}OaPondf>q|b! z`HD~I*--EW$1nJM((tf@yX6ZW#DOtxfRZ*@ImylEYpIb`IQa66G-tD$eUqs{b5#wC z-6u2TYBSBrrgEH}o*I8njq?p3;&eZhlm*5?yAwUoA9eo4JODSqb{t>ni_KCKAcF|H5~>GI#Q&XT&}7RF#m9KlsyB1m$q8nM8!YR`K^kA? zqjax(GSNj|TI2;XN%ICtucoq3xX<~E+wAeGC25l6VgJ*55&g}?TOjn6MkOKt+SEgSa74i9Cc{yHnJ`tpR~rOT&1a@!PLjB z?zyHJ0iw6HNt?0tTKRj{t!gqftKe8D=`|7S6zkhPUW%XV?tt2~Z z(kB-noOB0#L<&BNi3F8QK^KfFS!NKY3?u^1O0uWCG zlOMPz4!DL2-7i!~>2$<5V33bcB0*8afUphCOgDU;OPrBTtkfAea zRFtR*Yry5)^$*HFn&RN6BLOgu#7`Yu3InQ2AS1#JRxqao)olnwO5h|Fv#riT_)APi zaaSZrpKF{tHUZtiP~t=Ap~5-|^NbEeL$3wh)V_>ux`N5`;ux;(V)Kg@gM$?-nhPpI zBAGt6GL4l@Z*S<{%#LvsFzwNz8PR5h*smL9jpab8J2)F@r|(RUh%{E!l1h%Nj@&Kwn5TN8mq$h?vY93O-> z%ct_-4cX3iQ6aeBBf)WYpi zE&RynWy_Wilt*9yhtZYvU$@phHGaepD>Uw(Xb1(Nm@s#?Lm`91`B(05)g`zsgu!-t zk!O!uezkDf@A;7NQz2@W79_Ox!-+4JZ$d00)FZ;LI7Q;M^6-Uc+LC5*-6sVrebNMb zxnJ_f*YabYiuN$m>S0qVdWx z6>ODQq^lQDC1z)99WW+@?;Op<<=Ie;e2HW9d^=W|5cn53YW|G`WAyX|Qx)wRN{Ja# zaE2jeBfiPXN}-Ku zKYLGu(^t)i5z{(D)itm|=xmDvteK6g6>VC5cnrzxO1#w9i#(CW;NqG?eem0C z?L9Nx*hK6x(kAh2r>mdu$6pR4Ln3ZtqgsNO_BAPJZ7yKeZHPBHlkO{Y9QZ%Zz zm$YVjWx(}tU`iahkoY3RwZ07wBG&D^uh{T?9+ooo`!iFjQ zV=mtgRDT;p{#@VAT`PE{gKomf(X$&OXDW^pve<5zdn7oxu-a~gX;mAsY7{i+EAXYfWJGOn@P6~ z=SoqSaBi%N)nS&w()$GYOAHRrGtkvLkI8htlo>rQSa-*6|_N0V|c3atK;4ek;07<5 zg*}{@N?!LHJ$W7n*!&vpOo}VtRFaRXe(O7(5|c;h0x{3P_%@`$3!$^z7zOC z;vrBzcyQ`uIh$idoX^cbXlz`@i@ga?3qT@*y(F25T?J|C_-Zx2T9x?9waexQK`nv5 z@3#^r`uaC4SoNhejz2^61@oV|9aQ+e##Zcr^)V3lx;owVnm64bVxbu?SZZU8TMQ)g zs4R>;K9JdAS6`y1#Y8*B!*AJ0(`@0pCt@vLNAj>L|+jVY`aH^uB|8LNOxmM5L*<9Kk%IDV4y zF-T=R@cJP=XJ&Vrc7&=|!6F~#%uXAQ=^542ChII$9}9-l0-j#@Qj+wgA(%{etFqfn z>g)>0C2n~`fKJiaRL$4B5r%zkJG51oqqtPX*yM6A<--Tibgz_o7-avryMIsIol(4= z%U|FGB%jG)FQBgF!Sb~{TSl?g!_C|Sd<~Zi={>xbHXQ9X9PR!e;_jl_Q|04nuVdu8 z0Ts|sE_#`n4-s4DwL@1X_rR#U6ArR>B`f2xBDu>@Y&2ggo0Ot87_PrDeWDaxG*KES z13Vuu`A40~0Udk>TlRp$qe_2YpSwhsKahFEkk3GFVxY0c(PDkDPVbcmQ zD6uX{x1CGV*@_G+m6>IbqIEv(E3bst`i<%A-efwHq5P$9rL8y%I0>VjcDJVtHAB~6 zsz8a=c1!YBlq{f=01z2wFG$!xyKR72175#jPlr&zVR#!C_eK%7L zka`P>lNZ!XwStg;Vvf5*HXz@~VfE|8t+jgiVBdyIt*PjPhp+%UD=Fv( zjY<6aGzJ>(8s-Tz+L1~HwjI4d|Jvn@oH!ZqV6ih2;VBM;t&T`1F2&bhsDV*VoCb|@ z;Dvpse_99jAC2>$8Q(zG^B}(5Mto=%`wz2Dr;`@cw_}+G##K^pC4l?l<+?*`oq$Oxw4I7{)gg``wG!bYwBRy*f-a+K3f0+>oq zsUNVYnnP3V%+vo&fFE;qc&#DuKk~`Jc`s?1Kn1~elg+8ud(b)Qd;@b`=e0&L#p+{2 z;e59!;Xx~o0R|A82A6c0m8jIBjsBr< z`2{VtDhWmATF1E#-n<3}__S*9YN6hD4n4YCsXO$CLI-7hs>JNCq^nSC_88;PO?<;f1D$+^Nl1}6$N-#Y^MiwRRaWI3`aXy6qw^XE1naS#RE)y% zg`uWUo7xAqe=S{p)(1@1M0;nw_O=o3f zc5SBx^#byFW{~s~Hl#HEIiC>b7{YRlmKo=Kp{s-iS}c5^l~QM znkx@Ouq4S7c%U6FItjdJT^3u;K~jJ`derlbrDc^nhcD=VCzlE&{?w2XjPvhie6B<^ z%#OaAN@sEPqpLS_XI%WN|5T5UbB&e<6QI zhQ3n|hEkG>nJr57vT6aEWN^PG@#gG6&FUgkh&UO;=$go?~MF%?*>?*aXy z8PGo1UIjUfN8Ro-NOn+Hg+LE=oJE5SaUQ+$_K;Yr(Rnrw7I#Il)97p=aD3L#_Q`pN z_F?xqw6Dh|xT7}aJGN{)Ach}4|CT{ikIz63JQQEhIHlNe0Q?BM8!&dl;=h+SPL4W{ zs=nwRf(g$~G<3p90!7;_*av?%GIY`l0V= zBP{#$Yq>pqge#{lvd^Vn!q|6gN*r1D=MmyakzcS?VwY1O>0{YI8fl?o{b*zvXln8l zbHeAcF^VuND8_3#g}K)IydVXf#*%ZLwXIT7uQQ(+;yVA%p!+!6LEifrFcs-ynRh7a zDe@jv=pDi8q(l@SXOY8LXRghLqE6BxOH^f#0<8XDnS)obT_=IoEUT^d9 zl0Y_p=6aEAJ?bi9H`m0dS-o{ zQlkDPVLtrkE(On*$g!NZDQQByI$Cp+VxL~71V%ypa!b-~EJ$Ln2TBz^N3}z_D01Oj zCfK!aB+JDl#GlbvNL!E)CQOiA-5fE>^4x?j^9nwo@HAa&2dFHBkt2MCXQU_#HTJXu zOohHxrRVv4=Mh$VDFr8?O0sUi)#sC#^fIv_EYC?p9ya*2tH7r%cV&7S$?D|hkk8Vy zxw)6Ql2l$Mxe$vn67K6v`rfeiv#~>+=yKV55?S8c$X|7U@zWSgj_B`9|2@9Ws6-hE z+N^Rm7+iv+5&j!16Y{NAi``|!pK#VSuWvrQWefh(hR^(164RkmSAfdV9Mya) zM=`#g9Mc#_Pp!yn&R;pX8QhDNPK$;q21K$@Ctsls!D^FEg)aG3i&^gcuJ*0z=B*eO z<1r5HSaE0{;F%aUlsIiWeEvCyFSxAs(7tp+=pnSU@YEjjzpjx#l$nt_IQRx)T9w*v49-{7W;U2!&#oXL$Cp5N>7fqnoJW(*O+ zv1_p8McTI8{03XvO;Qnb0Ns+5Eo0K)tiy(pAdsvVi7O=qhqLU0MPzSypZJG<6vXgG z-<4seF(nnVMUC}w=@{|p+~1z>gO?tsC2q(V=n|&YuXBog1I! zJ4y*Q9V`(XCsFuix+Varx}33nd|@K7?+LyzAxDGe=?N649w@AbI}Qd9W0K@<_e-LV z8n9XgyfiaOSx+)xxkkm!kCM;%82k`^c?b}2B5)=~{7Gd|1Ec}X2TA@u&iNW91x)iB z2AC5=o$pwuXoJxE%;2NZ2U&FgdR!{&(FY-NW{8~KT>TE;oY%Z!R7rkK?N6|8HfQ2^ zxJ_T=s6=Vr)nFfELvMb{!ZzoW61!jWw*>=y8|Sl0zDGLexaEv9kFCb5jwAWN`Gncc zZ?fD&`>uw~Ftq4*5NE%G=_B8<3T56ZTt5+>_%YnR-(WnP?rS_d4W;}RZa|fP6`p>o zrvk3WTb3%4#;Gh#TE}=^x+_UyU}(G|Q?+6&SIm5Zq~|K6ET-yoF=(#Q?_5arjqT@U z2L2X_yqB`FCS0;MO@mX^O^Aa2k&S=ZoHaa)`n(pC9u+P>#-EpD6zZbjpz+gX4LoQD)VRJI$z2A zPv7D8#NUN|w)1O6`nUz995y~KF)Ne1=p#Qppp@a26AA#S(oPxEgGnXPZ?-mK}=$VdgI8H%RkiNIs1du@to}9mx@!O?oSOhjas_;)W zcaT_WTq#%?eoRsRpcs?M^$0Q<1GJOe*OPjgiJEAulvFVozyh&4!$cjvfM$uAo6pPt zNSm-nfsC=T9XH@4sVsy!PHMUX!itpCdq|@%RqH}xVvd*?ye0+M&2H&&Zk>zA5?FMs zTg{~YxZl@)B*Ttenq;r)7rDEKvQIP^RVt%A29p-Q$JfI>2qZ z#>+6IeTL$y^kfEmnt;l4j#LJ840|mUlynb55Z)eyEN%XXEd4)py$5(yW%@q+yzhJJ zv~#AVCv#GO1d@;hR0NTPP*oryG^v?nCdoiD6Ec&KfI3)Etc!|fUCV;K3l>DNfn{}7 z6jxn)U3LAfuC9I8!v8)K-11%5=XD8)DU&mAd7k^Z%az5U4gb=dpun*o3TEO~oO!Wu zX8F9yC51XTBiA~NDVoYRBD^AT1!KrQ?~G29JXnc05u3)Ou6#VG0@bmJNvk<<8$`Q4 zt;z>Kbi`fVTdKKlr6w{X|j>%}@;Q@t9hy zC;9slPd+KBw8!|qq`-rLMZd>UaiOo@qreFo2kivYaI;BX>sfgM23}Vwq?Z^T&td#? zxo4$J6BK!jEJ|^>cHZismRw`9=kS&$XjQtRe6}c#rXG>?ty*Ru1a*5KTraa#;_K{8 zS^n!*u+MoNzAXp$9XWTb2#$Ljf-&fu(f@V!9J#dY9h$i$@HwNllshV>x3t+8=?-`e#1*4cn)@np|dYE2|yeUNyWH`rCtkj?FMPC?248S~A`wc>yZ!Q8yDXJ-EVt;;uvC0qV_OW@ND%NgD(4|kXS<^>D6L5=ZFO2!4&3m%tT8a2 zwdF}7{c7kKDk-~js~<%H_`edh0foV-3KrI zcb)UJV)pD%7{ao=uwO)#_j)}oIjX6%~9t#%;IqBCkKnF z4On3q3woz6QKdeON7VnVaTYsy#OZ~gm>z;&8LX9egg94G7AfnGls7kIo0V-N<;^XS ze?-7rTNfNDZ=@=ohJKkIS9ljrORhtxe5AH{OwLYj5Av0&FMN(ZI-L9`lfZ6zU-hqZ zQ_DK+v~^Fabh1{9{dx!Bm;X=6bGh&Tr{saW{$1|3x@h!T%cam1{IK0huZ>Ql>X|LV zX!%g|oT#JdVLR1u6lUc8;cZ#cB~1RF_%#X z1kJcb&qA3qhoAmynRAYYC4s!4>~JOa3P_y)5WB%tuw$|8TIU=ns*lt<-kvH={EgYQ z&M=2e0-No@EJ7CIJ{4@h{}emZaKwG5J4y~-x1FTlu}krQGIfr%!T}q{kvgY5;El}o zl8Y|z(wT;o%lWSbPE)49`Otsyztu~(c#Gqe z=|kL1Ei(+S>+o%XMzGP(;s>r0}ol=Q_FnXDMiLgw)_}t)4&CoRtS1YXBTp> zb(I&)Iq^9&u3{`L{mj^Y7dyXLOe?6$H8y<$s{Af4$VbM*->`VD8(DXS_SlCL2;Tdl>{+wKDRjn0wd zF6yR$)j;)=r*0ak_kBs%Y&j)8+gd#^bpRLd*3GkFJA*DV4=8|?M^&Wklhy;Pwz2nR z2p=Qu%L3lR8nKYVzvMUB@ zA%;>Y-dyem5HpgWSbSrFgdM)d!P58p^#@#1Gtp);=iinuO04nG!G#nwyIv$r5u|{X z&7f$6xlesD-H=V?(zo=#<6G-KncwLcpNMOWsq~2FUSvKiY!du_4`$I@+4VL=_IeRG;#^1q zPv=W`jWc6D$&j}uFE5~rNWx5K1GxqXiqW%!@Wug^3Ou5Nq2YPIM|$kd&TBycuB$%A z&H(zHcmqwhZF{RN1CCs;%^Zxv)dlm9y6W26ts&!Vu4-FFXw6&NQO0!6=u^#iE&g3N zIh*}PCQm?1t85Z;4C}N)5idAE5!~&=pw-yrlZ?yV8iCa_nVk2?08OMY&8Xh1u&k5a zjt_>v`@QR^G-vDqg7K>|4V6HQ&Er?N>;lyA8gB*MbiP7gIK*<7F*T6Wj{9U$SM;AA zGr68}HjN3=MgGPfAfI^>`&Px1{Bt13JNGSvit>C>ujYWEZmUM^oQ3rH)sPqW?$YEt!1LarQD+$^W6?(CeZI^y~aGsQNAr0etQQr?tf9| z+BnvxaqM3zEUL_tuTo$5)t-J3pwzoAIu`EpV*vR$3}VYko;l7QV16P(Q$Ge|LUqlgV@dr{SF4!zJu}+J*0LnL9uVcmd|Ou_ ztCy_i6;HZ@tG;2Ie|2yM9J)oNZ$uaa62Q>u5&}{k;AZ&qvKj#8Plt{G_UVE0T_fs6 z=xM^qD}t=k^iJ96uYnG_x0-4~n=_Wqrt{>bUx+Rc}-(D9dn zUSa>;3^Fccj$`g)$SmnyVIRM%AQhM1a{v2v(^C%SxNH`G{BbMyGn_GW>&jHyNNS+ecaj z6QdhBU$Kq)-bE{~6ga{2`4Dy+e-IxsTxeM3^dX~%5e8>`Dcc!XcE^gtBl;^EP$RV0 z4R)gJ#my!rDGd`aeUeBi;OraD(gRv^%i{706~`!ahTtE0SQs)yze4YbdPJk9PUPPH z6BOx?VF19Ty-Ek3S3d+!&QNuTRW(e^d@Uoyq|n3=%T>PRu2!!7lN(diTGtxh4E_yB z`*i4kyvMH>xvNV3BcqmdpGz7Uch2#eC!a6DgZx-HNyBF7E#a&FlhB(fC%#4HznDfd z85koUjjriDiJihBIN2&SAoAUN25B)ujMhVn9iw%L2+de8TN+@{?bsNH_;!KzLRtVz zBq5z9gK}YTX3**&yMRrz($x;Mdin9is&O)#fa*hcnRCB@!b9EFWvf^*-NWGMTk#%X z!Z2<#P~U9h*G7kd*pwD~PGTLF>0!0+2-o5wS629AV0hdg!_9vIDMiBbCDSYsTAHgI zr9H$bq~z4k;~gt(!R)HGT^a+1`WNAN z6Px%gAUd2<9`2?(3{Wo9>1f}J02epKZ7Dl`sguc^ursF>-mUR9bwP;!cIS9c4U*RG z(F>XOKDa^ev*Qql=3V?gA$W4J?Yq9}J4q_maaP=k?K$0{{UC{nWc*#@X=AcRoO5v$ z1)B#<^W+@Zw2|^H3)O$i#)O)`V~&b1FstBSk#>dTwQw2dI%@HSI(?(V){p2HcVSMr zo7hj}v;L;zQus{g6$D~{HE6vo_%i@m_swVYL$+L)UB6|q8@`^dNwCoV3r zs#8>CcxXFl!G>sf-MQp4?j#4lkyuYK7sMt0`0dfSBkf^@D1Y3Xr9 zu^`CZ$zzqX>^Yj9N3=rn4Nl0a!*w{Cvbs}TpGDFGFf<&LQM_xmT4?SsKDpL*XV18> zqi4v=^L5)U?8`hmJD?oRxUdiPcx+01s_Q=F&hd^B_RX_Q;0juvEe*mNz0c#|lJ>e} zO!3#U_ek^#v-u4vck63s$;k z)}gyM;o30xlf>;`>g-<}6@Pa9B*}i}7zi3KlS}N^##UPw>kP%*T*_mGjNVJbqd?al zwF{NQhjXQey>wh2ZIu>gEY6-4!YRogaT-wRUFk9KPOT&6=?m`iHluxC5PwTz`_)e~ zE;QgSoP<$p`_ScFnl8!3x-Xn2&q6xtz@Az8GJI}k_;^Qt6E2)s_jpeO9-zf&_|Q#Y zDAwsMz2Jl;fArHzjiCuB&!^8QQ=Y#cEN<~X-mW0|A zN!vPu)i@$8{&7C6&!7YVay$fcnm8uLb_vngmFUZHW&8P|09u?p2E)|*WjTZdK^GVg zwYb_g7xME}DUoONs?w-I3lQqpidYG11kiES7kjpVfA4IxDOb-H&@%?#W?$;Oc~d zcl;2ytw`U|rJwQ;%jsya>+tFvfBX}<_TawB8#sDnWQBhc7_Pd-m18y8bFSX}Ja(_z zYlBA}-OJp5%Jtw=|(isGbUbZ1+5AV7K^^*Lf#6pG~WNchMR*n2;8();`=RCP6=(dh}~(v7UR z+B%V%H}%-LAY(_Ly2_!qBBOL{eC$`{d`}sQc-cyu(oEd7&Nn5T%gO~jbj%?spQe&= z4tLaC#q=_wUyyAp(aRMuE;8-n`%#ihEP(zy@r5x<28ZF)GqU(f_82N8YMqV;Jq&}btY{-W$=^_&b|KNz3E4E{yu>tCg(fa zEbQA}3!p`Ra=f43FWi-J;X=y`UVqF<&*xlTTZ1824URIfm};4Jn1xO}%qE)6#7_^G z*)!~LYJqDPj)xIeQg@P}4qdF*;P|*-X9Y$*2%OQVzJA0GsIrXG;S3!x^^siM(hL5F zb*m<(&=bh}Fg-`UV2J#|z03hhE52RBVV3W}Zu=K=jE&iZgwI&tk?(Z_6MG0YV*%@K z*wt8bza~j8CFi%K>}Sqj2(`-iMdR^{18X=UZHtx7LxG-#XAALT7WAiik9uS1%5My9BJiy3E( z6t!9`W(q2%;_jgZqOlvi=ME|E-_)Z5NUFXj!fD6z+VeMr)L*X2+CB+^gBQgFNKs5V)drTtad z&v@dSq5uH1qy9Ormwm{lq58On3hEB*S-j4HQHE7!HG1nI*h;?aq8*H#$@ISyrqelM z2eb>dm35V6tE^AtIxw&mCV$}Gonfw8Rtr#_NFb~6Eg85F=2XWan!6)yRe;bp6Sbnu z7qBM$+^NJj4sQ}8CwxX5KMISgj*Q>KQT2FY=Mb&qB8t%4M7)`^9%7$*#>bMo(Fokl zln5_pWlMNy_6<@k&Ea42`DHD?<||`R!n-q><^GH0*eV+#V2Cc00$bt z{TIuL=?P>o`TGVbY9kQUZ@FXqBE1eU_AT7_oC>6s$|QXJn=S+cF>N<9 zd|Iu6;V3=M(oOi@crTx11zGsw?k8C&xR6AkV2Xs10aKn~p*ahr0wX;isK>L+VJ>+V zkP#*YWe(#(&RySvMhojsBpqlku+WOlqSp8)@p|+hb#siFHkxvFmU+}a6zY^}oBPA% z*_)Rp`qs6f#NV3rr@Fcd)ZGE-apKl`i>^JAEevbL`wf1LPbwm{U7HBnPZqU+tFp`H zzVBrPC-#N=e<#hbNl$k>=s^kHVYCOD&T0>v>|E3yMJYd>UW_Mzd6?FWp*UKzE5Ow2 zOW1PuN2qQ_w7uK;N_%wp)?Kcu+;d!B*-6uu-S0Yu!6NZgTw;deUA!Y__{&}JTV%}| zpY0+y^M()WC2{K})&zsuME6^+1HTed?Pj!!_;zoDZF4>fExHR3Oig=tVs=nW2OH6r zVsgpXw!=GkWR(B5m+n^hd5UWcm%dTZ@ug64`;u28A08%z(fB|N*8KN5_~XM{ce~t0 zzsu!o>B;}9T^z46S`V`h?u`mQe8+CcCZ6mGgScc5x3D-r;mSRH5k&S4ShrrQiu{p> zO+E^y5q-#0TFEdw3~zwJebo9pLUsl|QYbD&yQ2p5`De)Nz0lx)BzHZrSQh`;Y_Mf} z=LOyP$uO^N_W~KOM4a=}G~MP&U6Uowr_yNJs-^u9UR7IjP=NzGKbXa%n49)rmbDqh zTMyJ`-EeD)F3O_=q~II%S2<5L9P>SO21Y$C^SMfyZ|7u>6p zDVH7CQ$m+o7H-h(mNlbC6eS-AZI2e>7K+WA=ohs_D}rg;yu~`v&%PyT7oUhSxSwjE z1&r&pGuQWzG9OApc?i6;tveh!6D{mSiEidnDH2Aa$KaRp?Xs_@nV?ZJD;835boz<{ zv_fb&OA;Md5#5^u3lX3h>|c-%Ia^USwMV-T$-gEy9`BxLix4mHcq?M84$9UES&wB# z`<*r?s~QA){tTrWM~t@6WEnIbH!czL%Iuc{I!n}o|2x(@%XW~3BzS{H%nFpAQ0SXORv8iy5+HU|l0S$XU_C6t_~ zI?3y(zZ;UtuSH4Ny2mvt)_x<0ixC?8<@_rS92V8{1{?~OZK#)u=I1n{23wkV)n8|w z6n@E1hg~;xMZ0^UFYb>Fod^gt-fSS|OPnZzm4$Ta5lftOWaw%^SLKb0N8tV&_p@sS zJ?Jx2Yvk4e$j_42KSEfHx5#h9aekg5Vn2U5AF26*LHoEXE%pe8;o%Ca^rc~u4 z@+UDDMx)plT`03t{i6q>=aJY#IFO3!fbD?&`>1M*8TZ1v3>htN+y5s}K-wGBVuqS0 zO#Un|+9$wnp507AzN>Q zu^^22Qlh>yk%&C3d;6{pF6~Xk((%-La`xP#g|Foln7zyFdXukEtOae?h3Gcoo1Ao; zB7O@Ht?dcLTRzo9X*-F`$Xli{36b?5sJ$?=vWr-^PUp$s#X4w-j(8gN3l3&CYjrJY zjPHaw$Q|a$&aAMeH}(ix4*67rt7Sj#X?dR_5`OWP>KVoOpwsL-keg*)PzdST z!rKVa0{`Osoq;|8eI-mO*6LwrK7F|?PveWGCz43pWr2l%mH1BzFCY;7d$ErJee_i4 ziar9iXkSvbbl03HZktSqMLS8&86TMp%f)Kg#HWCoBu_HhA1Vm+r+Yns>zRY!T6`a!F6`Uvtc`$TzJCV;!4Go=9pvO`JK{+er2JHQ|9{ zszV-EfTQ~X-J8rEHVuc{%%C)p2VcDOGd?RTK<5x&L;vV7L$Ea@NFLCeA5EH&LtTihR8i*PX~ zt%?JCW`sLCmt{bnKQ?GL~>NLL*bfHwZ5EAQ)M2zD#Suyc$< znxUxQE3}2^M$?|YpltDDGzn{iEK(;?nVEl^WW1`9Q`@}}_EJ7RV(8j-5xt?t}OIuhLd6dN6Ge_R2_AtG%?U7U#*tEQ$*4S$U^BRyj%9NA9# zi_{vypJMIfoZiT}ZhAnX!%V^SPR`zo|mC}Nb+bvRE9#>E33?rDtxHYtwRO{CT!< z`Vp5U_(dT^YyAC7DvD zTF@z)748#`NSPRoXHFG?Rsa0=n7js5TiAYElhQRa=w&N9SzPxb-FGVUugetqmHD=0$gR?QP?SiL{m9D^%0z|O<-~) z;wO7Xhr3s(^c7dex@a~x`(BWIEnvNRxPRdfekg0c)E`ITlhIV#?Rs3oD^c4d(BkQG z7cjw>j7iYY?{f9QzTI{*Im1C`FmKZ)@-DgFlz)*hWhb{{bVAen2suAMz7mPI$+0%X zpmfX)XKv?~HHwH(R^#Jt6x^L55>HCXBc|950|rw6%I<3D?!*pHb@e3srNf8&V1N-z z-r$E;rdVU0&KvEkHq$Ql%#`&5k{_9?jgazNyHrqKzh=Y7KkCX#kJQD#_lW62b4gT0 z0(M99)v~Y!mfO{N=_5t(C8W`(Li}KsB>Ec2f6~#^U;|1ko!dwJ0P$thGNcU2$vKim zaEe3`Fta7mJ@Al>x^xCWEUSp*7NRF|_)88kRi8B_FfkD$)acdc8AeqXOKZssgEr@aVu6?kvIKuJcZnO5CI4 z*6{BhgYwNta8?6k{5@Sjb#O7vllNhGrqLZ{8v71EUk@m>4wP%RWXpe3^i8l+0SZD( z=7QeRcL&K=cp!-B1s4)|knIaKZ)^A^+}84{qx~r2<)cWtgxEe8jHLfzz|x8u z9CCnW&O@lzy`p^t)*t0|bP`~beuIzB+Jd()6Y7U&H~?q?Keb~Mg3x3|AlhIn<4^0J z1~w{e-Nub+!@Ksovem4)bzX914?n*jPviwfl#t_fBiMVKH+Lu&2vygZnzk65&{U*( z+3I`Tc*iUfL0xJj_L<7RF}+nMyTyLdfN|KsqXF$kQ|Tcqp8PROLMp)mFK4A>#s&iX z3duD@Mk{^<+k);iS5wA-ZmDT3P^GNy3S9B=v6QYU55s243?KHf6@GELPduWjhrH@} z!9adO)gBW3w;p|Gfl*MFmz>>i_aEa|kh+`%da0vwY6hAo-0wFB#^R#AsRV7wlA@AC z_j3O+=t@rWdy_8*VZ{BV+>~iWUd?XG3_nwtiX_IDHbI;i>q#3#mdW1?Ui%+M&~9HN z94c}zM)@F_MeJ+O!8gZ{%|_rELAGXmLSR-`&^*7ZRnvKwvbw3lLrn%TxTn}&F8Xn z`(T;-VxfE!$*rmwzWZ@kUHSwjZU|Tlvml$FuoZJwvaQqt2gNJfXYdzz?OP z8X~9W9gWJpOV!Pa>~J;72ea&o-D~~q0z%U()q&bRTJmmW68lqd_>CuA`Dryyhh{s4oZuAb?fD78x2e(0NlwQ*YeX8HBqZ_epRM zxq&<>g6;Q@W7ubMeSdsi{I{dLy$}&x3g9KA94_LQDQJhm{iv!dr)M2Cn3!y&(^2o) z4h!jyRoP}Z+kgcFjb^-sTyVyj7@`uA+d{tBQK5R&DE)iJDdTde+`&&L=>;-A1-^%V zgUV~+NVB+XGLY+gNcM9AJNpTbc%rbO9dPwhSX(aR{ZN?|?~D||W9BB6Uk&7h z?MH)d!(8bM&J`R(3mi3oCYSO0a9?*Ui|BQd?m${LYYJo37`+3TpeV{v7^Z-?!6(Tc zutKsHjn+dz6Mjgboo`4-W6}(9oc-n=q~2<4UKpDe zL7DC26>sGlmI4MGOGK&;IOs(8;>;uW(R#b4#UtOX@pBxtVQa%CmU%iiD54ap%~P#) z@!x6u0fs=6SOjV;XhPaDo&pdI&ZRYWc1}(K$#Q=sK|@->}9!#n=~ zoKla#5+6!16;AGgE%-=(z9)_$~ z)|piu5!_T-ZQ!$e=&+|2i@H|fxg3M(QysNf(x+&}{mC1hw%+&1ihhqv6AXMi4}pck zPUa>3aS!Kni0)Fn;ag+`0P&|l2>r~l`N;C^=p{#5!Z^b!l;|6zdrP87s=<=Q-9Amn zf!E_?V16w}G3=_rV*QGrU=Qxz=JNUM5>&_bs5~0^MqzJq`m>B?!R{{B3M-jB$Bhl2 z??%;`adO@+n(SEPp+A}75oq=UCry`do6IK^r$^Q-BnA($dV9TYV79yM$Z}1w-~W5H z9uEV*5Qpo+pfJXuIJFFi;geQ`tnY=ao#8OJ`6}eYXzNRG)=C2B;tH)ER&CLko4>4W z!yVn$--$j97))Ho(~3;9Y1oewZE`oEO^UVusMWOhC;#ZCzbS#Dmq|-ArAY#;nOjWT z|6OVPU;~}O0`QBp;nV&I{%K?mhx#0wb=tCvOG<=H?*!=s$tV?vSI`>p~;crWbvWk+hmW1!0?|DY7ZD$NOt6UsK4X3t-2%^nnAs(2ht z{cX6w;26*jM+dm6O{lJU4}gqrj3JO+CON-m9r%IZ{s|`*TiIiEH`38y=xnAP=mxD3 z$JeD2ER(v`ZFPuC)w!Y`z3aD&Nf@7 zY2&Td<@ozV&zq8!?5ZR>6DhG6eWp9#){CRoOnYHYAL{lm#4(&qb<4)zVU<&(u&K%m zIN3Y@c5!Jgf|pa5F>iP*i49i70ys}MM5^*o3|`|qxuv6M|mfZ#3p7%9L# z<}v${o1&QggKpf+OQX9fg5EP~wS3B&(>VU)k?R$+GFN9OIE+7`vsy-MJ*&Y!KAK6j z+?+Bmi~S_;1O{f0ZmxN+hZsw%Y1oUJmk8z|GpI(8Emr8EP$j^Z~{$H-@i!4yvE0 zvb6DB>4%0ts{s$u%2pw*#z0dX$K|bt6}4Vez0pS*StS1+*hBepUW=Z6Kc_NJ4We$c zcq=>#lU)@zGstA%<=uxYt;ev-@P4$nP;(>-;BpkJ!TRmD3A5xc@W!@tOy|j;qdvyd z(yew1Ax(GH^v0s+XBQ_rW>Paw#^{DJaNvaKW^^;jpA)Te!4CjW&Knt*!}jIll<34d zS(KQBJ2cvUKh>bbJ=5z=p2rB&>}MFtgXq9g6IrToOt%s}^Ze$}4#*Bz3$E5=6ffll zDh}5si*%Mx{ixfK<{15|fUhA|udN47$0n0qi5vvjIbh^~cl#6F?7hz%{^5Do)bxW= z1HSvLt}OPZKUA3}2LeUfyZ&I(CdM`csRLaK%O({|ZX+5JXy-d7%Sa0d+tO95*MK$B zDn_RR=+eEtqjK0&qQRyqW&9y}icOKt#X??#(OO)vIplnkH{eAN#YAbP1-8QJcz?cU zl;pIQ)Qfm?wbc-hAoURJmvOmt8ks#Z8W7HwWs@P*;uG&O2?0K_VtB|oX8g_RN8khW zzyR{tSLEHh1{g?rtSyQw zr*9o@o^aB@UELXtR9cTR{(t$fMtzFdQXfCbqWLln71X3seV6*F#k&KrKpYoavU})Q zCUC^xC=-`v#?tt!UTUg#v?O|3vaNyG1>j1{T2ih>p;hAb_I(v9jwY`wsK*(RdP7Oz z=SRfV6GURKS2`$)t=IzrWZUclsR-#|NHOi~f?GabU%Y>;&rSepk(&^)oJ=f{cwLd% zk+0I*F7}*>v-wjuHd^|DVtGQKE*$Ft12*w947NE-sDUvX1qo)HjkiBa{%9*4-<|}b zH|SvRmZ3$(Z?Ottr``}@=JaC&ElVSU+Q9+z!xt<$W-6>ce>Ej=)3^>tQXsDW87iwYaQb(OA8L zgC~r9Fetp5`1+B7vGtHhx8jQo#FC#P)3}Hb6grux#%Sv3NBgobWcHO3J69F^h)wjt z6@fqNDemoi7#u{dJ_V!*`bG!TF~l**3mBzC*7+LEVW6$!+oYl!e5|8j3)UKb=C+}$ zfYA0raQdv@Y^ly>CuAJ5&P;2Ia7iRK6r;D{wA5_rL(yT?OEkn;y~K2$)v?$fgAXAx zuF8%U`i| I7^yOO@99MRcgZ?8<=$m{c4|%wZ@5pc|?OyCzo8d{G`)k2@89h@H#* zW_XceraFu0&Qh~GU!p(g>^Ux{|4Fz@AIHz9l*Uqb1gzLVgzv^P>FtXl>Z)(3A_$9K z`bxzVU-?R!iS68frsV4_W^_msp!D~D;b$ulk)6n)yP1?^_4dSQ2WIas@fH{R3h8#u zY=5wrvT}HypnK$FaNO>ZX)LD-V)w~u>90Xd0?%X8ZG~)5G5+F$iIHqZe^mXc;o@RA zqBv*UF47-4H{+HAU>b{D>Jy-@Ay9Fv#{1p;%VJtnl-1jx#YP4E4c|*rk3jr}1pK{2 zWj~HWpc4ClMR3zXpK;JlN8@Cl%n3dUdhvRz{p1Ya{Ei}T|H(md6a`R(qGO>`C0>-qy#@3EoOOWB} z8x^$}GnVpvf`94B+&#_ez{lHjJYyBdusm7M+7@QqlipVX_>?9@szG_6GSy4qL0pu_ z`(OeRf{_en6Yo354EFw*M=+MjSaN)?TxO-=K?O{_dBXdG5;=T87RL+YSi}K_AL28C z!OnZj%Z`_5w3u#TldrdEhFpVe%nOm1nXqy+96dPBd;U_!9wkxbm}4`AmWSA_3WJg& z(SN6|TDFI4a%fEmU!cW$+39U7%V(qf#gXVc1$udaJ&z0N+>$>|oCOSPCIf2%cRl1but2(gYvHq-WVTR>A$Y$S+o zmncH=6G$oh0Ep9H-5<}0_NQzk*Ao&Oli`Z*NL=dRpSmZ)MZ%KntvTVy6wkJZW!djY z62&-$X+0h~!jvNs{w1JZt7?Sc2fvkAa*0Qr=3q;CGYt2_>&`-*ZcMiozu%fPn=S#B z%4WJ8*t4Ifo2bm*@HOA_j74?0R>@iQG5n37*9if=%= z@YfF3p?&E98?N2ymT-k6)=G$x)A@KOr0TK? zt(GLVr`dXJt5{#ef`+Jqy>HLnM$&w7yjG5t>hZqx9*``gm@8<{&7L%;H>d_v-+ba7 zg5BgsmjE;0w(cE@w3l$XIZ~`1y+C_AVFGfGa~Q`iuGE2OWS_(ikW`>x1Viie{lk2^orVFXV0&W7WT!FyXW&lo;#uv7TUxy>XReXG;a7;w z3WzB(*6K==B?a|~(y(=%qjes@u%X_m=&@8PX1ov~8+?CTtkZVVi^7R7awpyNXAEC|n=NKoFKrYlFSM%5j)*?uiq4Z5fKhcA_LAA^N?`T-MN__S-Yo4X> zY7nlm`(IFpAAb`)D4h>~H!c^8i6|D{=1rK6#bXW*)sf`=ijIt)fAv{9Lz`(I>3(N( z5@licJ@Bhb*vQ*Vm8Pn!m{US_^gtv|>dBI&8caQnU&EyW;XUwVUOm3Ml?+^LS@Rzs zo(}@b!=BC7{K=E2)~$|P^MeRS^ADaaL7OlUwBzq&X(y`#vNhA&3zi=4@!lenEeX(S zk~+Eb7vUH-hPS-s3UzD`NGW0;N_0*DDPaFlt%Fxio@#3xZGPXc_JwPH%qN|~^DE$3 zShG&0`y>gfuUCl1bLnc#*>|bvD6OTnzH*o?I>e)rC?j?eXx9KE;Ka}@54+!X6}Gbi z-S(v)ubSaE0yH~Fzqo!C-@M@fqzy3SeO{jgWiCyD=*^gv+Vul)$JFFJ`Xz{Q?gd&& z^MttO_>R*}uw556T{@h6Ure8e43aP9@3i4rr)k#kuD4yqW=GBHjd)qZO{R5+etPO7x6fa{9kitL? z-E1=*(DNi%PO$5T?9JA}y?7gv(R^wJ@_~Pjakpaj9ZmE!YuC18{i0&V7JUZX$=^`T zEo+9(q9+dSt-w2WaPPsrRkb^4*K*icEwqL}0NrsHi96xI%bWM=Nigel+n9yHbxyBp zPb3j9TG7DF`A=uj7cN$0H_sFC=A6T_@b6>$R@doO2lwIK*>>=Jg4IXGRGrSir{TNd z{_q8?RrKQIskVjMNFW|c6$pO)Q(s}t_*|>veO)@!h53W?7)}!El?&53m-ac0D)bhDdhEC$O*R5H10U@1neFgq|-MR`411q?EoC2=^q^0hl(lzT|7MnM%o4jr+ zs>AC;{gqgtRkf$yDClXQum4N)i93awmsM>YOy3L< z!#Lgw@(Qdx5R!+(vFj<#*Kgzop<{-e3qzIdia9$!;InRYQ6*(rhk>qLDZG)6Kv^_0 z&Iw~kTsP~ips0*m`>6H6o~Hg(3NXWoQZkhQrqdODoD2kJjzll*4=k}0M%(IK(sW%- zpKihtOFG-!28Qs6DQuR{SxuCXY-}bum@6g<=c!bd=)j(PS!RbMdL5=Ua;X(LEx-`n zXuTqf+c~Tfm0RW7FRs2p;+x?G8b@fJrMpnItY+SIUdS^a&8_cCRdszQ%=oc@2TJ@{ zm^e-Ht~AAKjLpfZ?}BCR5-vGa+{Fzo8~`$khMt~lb97TSKw3fW(>#M6=Mkg4UovY2 z*jR8KOILSRR{|1^Ul*!JC$MUww9wvRw-p>qfM z0oUP48c4yiKW({%zKgY@jRl_aUbZ>V;-MdNwGxHx7Fhqm3Q01?E1IwU(n2xC$1N|F za`rGT3odQ}WtM8OsctQ%IeBLIfh^2w>XOPXoF*B55Ast#wJk)8o5EM+lrFbUlIWts z`nf2veij%-VMLWozh200%&U)LIpZ1euXNQJzt2wn6uOKSQa9 zGt}}kuOOlPCkq8sX32X8*%OpT2+w!#t#J9 zK?&jPxO8pGZ3%7~R+_dpP7vaQfPWw-uMrZ$zL$0SN@n9oS}j0-i^Xvu_XWiLupCEo z8SO4ZNK5PNmXnrRjh_e2c&pPqaHpRIa7>lYj&%<`eoMR(mmpSjV#CGk{iU&J8&-K; zP3^H2l?V&;{7p9IID-@5l)g@<6P>yzO(A`rb1uJ~839T24aVS&>w~`6CsER&To0=m z2SQ$J^@ICvcNEV}JyMQhyN|J-R6g1xeJf~@YNQ;l(<>nk)GaI!GLf>)&y^acF0=;g zo$jba=g}y{k4g@M0-)9KUddj8y(@w>@y^QDwA+k6#Y9eyk;{V2$*Bt=%Wm%*c~o6vcXWR~rDri$+UeLv@~2X$=QQUy z8LkwkIQOwTB{J)1Qx*_GJr6z1%g-SW9ic~cmtI-N)?bMwEbFzHKd zm=f?Mi;9fDsR~WhXn?a<^5M|6C}F+i#MnJhdEHo4cc@*Bg(^G`MD5_@s->z(UnY6Z zGWlL%oM%>pFlbz8mY9R*=-z`Dnjl9pnb@Uf>tJ~mZn$nqS_G9m>6e*en`A7OdDFqY zxHZ=&U>ADc!MzQdIsXII9?G`3{^<{+qq5(ULF`%k!o+Vn-gn#9zZQ4s>N*GfKlQYI zhaS9TJo%P8=xaW5l`gm6Jo~CHuj`~UMyN;8$X$XaGEpmyT8>mrZ{zo6dsu z?6inK5{5LQaro}5rsWow2vE*cm4_%JM*`%WT+e} z_5`O(U5*)?RVm}G<>j1pjGWK`)A0_mk4bJPUke(TpT*185T4b>kpm}sBfrk>aYoLY zYZWqBskLzfr{i_A>mkm6D>qtc964WeX)=?qNwf! z$wRG_PugfXG;6e+yK~XM`#LDGn}{A$t@HFD2VN?w)Rv1_>rvHp)pgc(_6;>44-s9~ zpf$Z3e>dSgW-IB|`!+94ACb}>^48({-@?CSwj>EK>lm2vq zhxW=N2`wAk7iWgmwsdSGS>^qcoxuu3FzLpN=m6|i7cXW*ECPx0y7+pxJxCpjrq*Jx ztA^8*2=-3pibFcjD;SfI)@rM~0pQd8pqx zF(Oo)Hs~M;mpxZnZR{LLr$zKl#BiX3pKL;jrg@{sx-jjMHY4cW5P!x@nlrcTwbn^` zx`w`@Bf3zl0dr&w$fhbrk})c0O`rjE#L`M5mht*~8NZ7fZ2jN|o~8^JDo^t!&QV(6 z>yM*Up!$)vGjf?t_yMBH%fzD@Fmr@1v6&7Vcc-Img4Z}l z4MZsE7!=;gu)%SP7D_KQ2zKVkvz)PKGc%s>0TY`__&-{uX;LfwQ5ahEq zdk);0TP1Ju0lpBAzAp;Pnuod6il8P&R4hDqWWvI(l!~K~CbrEUJIABx?y97uHzDsm z-0gG0l?im&bs=^<&ap>W6Bcef`7RG*(t-kMl*ANXZ%e4Q2g~ubCP^ee*}J_d2|4 zo7DvT?ovIN{BC&PN9eW@tr=XyIGTKIjj*`_<5(XyP!x=b*Hrv>UJjX^=eqSm@|jyG zd+y^>OFmeNsTs04{yI_%(eOJ%vp;fX!?8)`A3M?U|5wBRsnc%wr!9MF{%$!GvhJ28 zeu-|J$r&_l_sZ9nTIrU%CH}TlrLTX%uUe#B8f^=P*AAZ8fQ2JJ0?#}l4!>N}sKQb#oXGM$Yx zC!o~q4Wguv4{Xn_MKk^tJRoyE1>@(pir<4V-H&&|CL%1k4@f*nmj3=M&U`iH+NEyp&p;$eo5dD=ckT`+rAdnbkfTtw03_@|g zm+sZP-Al8;JcK|zi41jf70os$A64dD13FFw7+no|VmcqQ~;txkZ>8@!kRw8a{EX*@C` zsC;45l&0uAdH`OGV9p85|0vYHfMmLm-2%es5s0}XuL&;=ktEJE-N$_MF6Z)7oP9v` zpf4xx@_|HS2eFt2^_qdop&}$LWek-rLpjFOR>lgL)S-wQp(`jAFo0!WJEd(Jy%99^ z*NUgxR(kWLUi=2Axh>mZ#}@EQ9p1{d68)=aCoK8a#3sk!{@qbBp|WTAga32+(r-Gb z)lJWX3R*DT_CN+a@SItLh&KRYj|6#>v%zYxR==F*4M%)!VQ4ABy+bb74aDj>D|ZS> zqWjFVhAca*wa2<16TF6bhN&;5e@Fvs)}o2OZcS{%npndcnAD!TcCGOxA~XKmCOVDd zWv@|(Z-HU^7*cAf7N0jkHs@~4-Ihr#!K5wnQHWJA)0)O=(8Mob`~uf(dxn1j_TE8v zajfG*7dypdQRq2+)K-X+q~hSso2UyPj4yUKH9_Iq-c>2oH=W$YrMtXzQK`)XhX8-B z&BFXPmv19?5j)eK3dg|0`d$hpat*X_elg5w32LK!E)7!i!JAP?EcR1gkyUPdGtQ%O< zU2!AxHZJ66uA8zJkEVOW7#>bWM%adFyFx~&6V=<%&P!P9~RI}Mb4n$nGm*Y4OyLN)kyh@N6g@Z(da z?$7k|ARc7M7n}Gj`@mcV2Ss^^y z&MCZV1!iRsY4>*LyZzKA&FBFiUrz4DtkSBtmYAb_);-+UasyoQ3?*uT8bWIYIAL8~ zk-L4Ez(kU#u%YWecUPpFt>K}wENhio5BRNZE~`Wm>7&6W;HfA#HkmcRrn=V!#p@&J z9+i$(1IcGK0)h-D$p@sGrK(RcvwpF{FHqUXrhbZ_HvxG@Tzo7TY^`^MyRHAQCPd?b z4l>B7hv;6WJS!K~TfhSf3e^2-TKP2xcPSNW-h0pSAWdWHwArHBI)8B_y_YM#m+-g) z3|-Y1i#$cfBPyrO84nA4D*yM9W^#q3+M*`#)`02O3Ln4lI$R}`54Iiv?t==ss&nwD5)$nGkw|Ei=ppC_t7y1(` zMzRl89Bie2!jvMCbZV8GthW4F$M%#RK!r>W%AQLNT-=T{^F z@mC<-j+y`iVb#8%pj3B%4Q9P8^|ktfa*#EhvhRlBt8V<-L1~m;B@8tBy>#G)sU_Hp zuyM?>R+jo$CEn*QeRM~3edxd+w8f0x>r#cj@@T+Snq4(f&>+VYnUQn2X)P|L8zfyF z%t|~f*zL6S_oM(|3JrL>(|2#t^@jfAt;z4tvz#Sc+13xmjh|T%{UIF3`(Qb4_thLBBcMLo6USr} z!vy(&@(6a1mAF*cDy=fNXRtNnW@uSHYO-*T?s2&2V4!6G2Hc=2QqIWrGnnYvo^(+>QG;s= zHhJVz6}hSGT2*x0mIJ2sJQ_C_hkL-Qs?GF76i%#Vze;diLXis1=|*Ie+w$>Ps#LQx zs4gb@*z*bQy>P&WS2$Xw4N zhpgSvV&BZghs^Oe(mrG$Pth9tSei$RaiuYsfn}sZb#zeuznUh1&^@GA!5+Y;E2Al} zFr?RFG9BOO15Cp&XEo@3)_h3RsaJvpc3+yqn^cPsJVDDE8?kH~YgF0(QgJU}>Cll=)Gtk(81c}b9u)}miS`cT(nAUjCfr}$fYLHm-93 zvVgnnG-dq_^7S@&VADv3heNo%nbTpQ&&0nFg`MxB3oE-oR?b{C<7{c3c(Sa-x>%d} z6$6`XzM(92hU;{%rzl62fEb1=`~i#oYdiLJ4WNSRs?LG zAai>7yUrR|)F%=OT?Xd;OnCH{0*yI97zQZU3HFAU50Tk6Lu}}PLE$=NoSja}cmnM; z`iW0GtV%y)hf@Q>%VY5pgN0Pv=p%iiG-s`HbT2v7;@rWD5^=8=ba=WAPC@o*RbHzD5j_y|)iZW==}Oa$5sQ*7kF`*s$$pnxpTFNyCFX4!3QCmqc5K2d{Wa zISg)4XUi(wk6td{CnlJDK_E(@vb;Hx14cQN-_zJv3`@h-de4f&izA7`FeMLCeMc{- zVj23!k=VbE3c^VBv_A%Ox2FTP#r_hq-DCQUo(SH)BNhj3XPD$|#2$xLjjTx}S`u#s z&DN7WfRlkz#ZnK*qIeuz3aG#Hx%X~X8%wtIhJ9?KL9fb&I;@sBYNzeoSEexdG}Da+ z+iubn5#E2s9a`?x2eobcc4v-@bg8w&Q)6of<~rBgeLH5g=imv!;qftMyk4{8djzv# zf`4d~^-l&teNS==N_gT2gQ9>&^>)9-xS`Ni^fQ>*Q_N2`fWJ@F;2EwRtrj$ zU80ugRH}?xb$=6Lj0z=sB{&^7^9um&9dg%n8DdF5{gkMQ@d5>3Si#9Yz^kl$6|6zsJ`NF}w8O-SGY$fppk{ZakhN(5UYrQ)J zuTZHAiXBkA5Y7u=^8~kj-mlW-W6XeR!q_Z`E_Cp%;4v@Ya0(dJ9G&Oq6GP(6klFHC zKAWs7hiMHnA+t#Rf|(*FcYGWhO!TC2nxbKT+>WdIKB({F^f8HzoF6MGtW3js{<+(z zE5ZNgI;_%?dtj0%=xMiEdZu0oZk0+`>(#&-qh4y~-gn*9EU77*55iZJNsp|t(W=!< zeZoz*Fy?Z(_PJYeQaBxZPj@#>#N%m|q?3ZZPX*S6ZeAzHSjlIZe25t{6>XM1Ra6y; zqv?DSix_`VP<1}^7`2-5AI`*Qq(=mAP~-;8kR;#7MnvCW^daX{z2LNhVw>H4j%I{} zBKk@HQ5=oH#!J26Op8Wx?oySnh5ES&S{J3|LO@spU9z6gi>_eC(@d8~F=IeLktg_4 zCJq<;41;DOyGcxFNen_M67fKUAL*I0$ie%h_;*edw#oLWbxxkIrOb(%v>2q}NU~#` zWHv@bH zU>NzfdyNrnHvJ;S^`-!&9U1lI(BZx45exm!Czuur_{^tS)|^$Q?hh2s_6Krz{uk$M zBn{k{Jt1q4dR$S>l4w`=o$d{=WjpcY#ffz~T;ESRabBdWxizw)%qm0UcIt{#%eEDK zr>{UG3h<)3?4%QCbauwNldioECRY=%;-Rm8a*r$@87@qK&sWnJYwz+g zSDyI<*&FN1b@Jn zsG%QX;#oUOud&E=DZ2uEn~WsTI-dBYO!9%|W^T;MNzV2mN!wUYN(OhEP|OE|@&wCgJ?YN? zZcqBHgyr$j%nZx(08QCyY#i2*`l~z48;zmTU)`nYc|LX%fY}@9l;883t|nuL zgu(Pu?q7V3^wqsN8k2k8DNSp(9oAu-Bb@;ZW;a=AkL?+%N!`C^29C>T7kiCT$*PdK zGhT+Rj@z=pWnsXEHk$B847FUws>}CXD1x*Q=^=UaVc6pgC&+7XlIqibOLX+-b=8tVF9`--??8Z z5m|{GLycLeYFK2{QO>FvvlYe>1MnqJ7dC4YB`|#JU<4*LXv(~)f)dO@iUMTvH2 z$YFLo@+r9}Taa*}E9XehH{-Md87Rx;)F~XW6#0?~bP-lb`wPtDBsKxgT0sSNy-eP-XR?-RAh ze>Sk}7VEE5-}gORI5gtZ5o0eY`XKzh^+Nc}@L8i?EcmKde^NA}sy#Ga!xRdmAnUM- zi9;2anBg=$h|n$J;QFwf;dBggq)eXW@zj zoGOWu!j>_8>%fwTCH$AXIg0C|) z9B|u(>Jtu~Bd5?VxW>Zu(F%*htJf6Vseb4 z-$s>a4Unm#KB$~OR9o*Gn{FiUI~5(NuFjf2CPOh6&4^Gllc8Os-oOa+O|C4o(4M`` zU)%G2r zIecC42n35H2C1?ynr_LK21qtb5fI-QTTVq4;C(r>Na?2R*d9{X+NKe9XE?;iMy=<_ zvqOGEXqOUrj_mRTgmKGIB50a0qI*&*2hokowMqQI%-;AkWm|@J3JkavM^T@I96}br zl~RbGXlFwYw6p0LR0`IB4A#z7fO!qbMjJcAMAWu@?vkC#PwXJ_>Pqo~RT&Y~9|K49 zMi~O`eCfA7fL!3SjpYFDg?_@DXi^mwKaWq^*fMF8_~w&_CNuMNG6_E zepA>h%3TeI>_sB;899Bb)f<7$Oa~;0|&%ITG_bnaA!JBT#(5YHj4eGvu zY3!i$IBVsAJ*u(#r&d}S`eT2IJ!$EWGv=hP)B(I4o?gouusM<_z;F@D#!&;pE37&3 zXH+E7x1_)<$Lm-rggPe=KsW;bK&+uhi1(1^6*0-GvVPMdZLuD#ut}_`0y^eYstkC} z$C@uu$00gw=EWV+%VZN8Kun&`7HorBg_rCg97o9AsI>w7EkH;?4z_7+wzN5&N#q;@ zn-akXWq~z|{7Yxq_`-n*hTuRh&|c%K2UUU={0}JxT7@YJTS9!05ojnS(m+TbYJ3IJ zGNuq>ggnsF(`zFoa1y}7`Y&7GeLAc+u<^B8&oW=xr!)hiSwz03*}04+(nMU}dn9mJ z=SN&QlUSa<7;xehcTDHJSy#96;Ndmo4my3M8W-2II-9X~9<9Z!6l2WDRjjCapb)dz zyVeDXzSWZCA;PTl~ zBzy09pHBu-*(>EUP^_pW@%9>xFJav{Wbnt6%9JYD%YP%8!Jq>GJJG6O7eNYWYcj2g zVGW1B@fOn&{lfNYzOHX2oNRVsj*Cai)(p41XqE7HcRB$`H`#OCXu9=6%1(vpaE!%^ ziTrF2lSAlgn~ON-f<*Z|%bxaL0hHf(pziB9yVXP_2pv>rsjeKZc6p6Gq@px54W z8lmP(f#s3v!1e^h2W;>|&QIrZ_7=2D)Vv^p&)Q*{KjVqkytn@~=X7zT*ul7F+xh}AjdMXa2&SyhhZ;OZkS4ck55 zJvjpskNIL7j;l-rz4e$1Cx|wVGGLF_jIE=hS<#z>0Fr#9OF_uC+sU5M53^9++{H*^ zXf5P9q+iI3+Io+6hOAaccxJ@y5{tB~$RLvsLj9e5hM**ZEYm9Sd#Me`E@-s(ab-4* zutqDR5Dnl&fB9n`$3$wdO~;nP ziF*m2&j=(vU|%{~>|Hn3dcZD1`4gP}$(4Wvcs>!N#ZwR(LB@}a^Bs)80syQ(G8M41 zu-!ZMOWIHDXi~li_2*KIO!~`sR z;4A*x>4}!!M}S3(T@z;DgoV?>ge5ip!ep&qu7C*jEmq{Otge`RnV^4@{8g7D9U|;! zUpbXLg^f|o=%7}Ksl*vNZ6$UbuYnA>E5*$OLd3CEjxg91XEUZgAh4ZpumN>rYpgGw z(SVQAkqQMdWcwJwPf@$etdng>9x@hcBA+ z@?qeYB|VY*B^}ghwZrulXP|t4p)8q((r@t&2mPwkW>r0h!?K<4CH&@*;Fmj$Qj&x4 zyUm!NuJOoc0~plDRbEH=>0~Ey7t@xq4cImyAR0)X;V?!LO~QHdh{N%7zZBOR1r zu&kqbs_|Dhl~~plZgGj*rqlJV({ozMBmRusq%-`QROmFt*U{mjVwLUm2U?32vn=7N z!m)Fw-n}k{1I4BgvD<^lVV9=-7`X9A)t4R z<&AERzL2fglCp`hk+OR}KGBq^{r9au+10B*gR zX!?u*UnRu?9zN9?G-y+HO-n~C+8^*E8q}DEo$hg9Z@VzZ=|pMT6ESi`3;jNV@GxIn zyN|k@GVC7u#qe0^ofza`lx-)p)EnBHMAP6!3NzXHL|cS=mO}3e*GR^OIh*UD19Bor z*^hZAqf2_9Z)$~C5Qe_J^ZD1TVO8Z+z$PuLDgm274K+W2VzXgY75wn=&xF1Agh0e^ zeL*(iJAraK)(4*|6z6GVhu9L$bx)Xecygh8(|#oS7o#zu8hApNxios2fPA|#-LdxG zZk?kLZ1CQZ>dz{B(*e0eWlJPE2gj`!z?0Gl0gK_Y?l)*lfW9{1t?WxSyZKsbu?d;& z(YfS{?g%m9CcB8Wn4?nB^o4od)+zhX0OjIt%(;llVVl6Z_n$F!JbEJF*jGF#dL)_`5Z*1?5*>xChE`a@sD2w7K zr3%W4*p8{Hxvtei#|1nG8LPoe`D1N-vaH6#Pa+O2=37F{4g{jGeYu33`-GT4V$BF7 zd6gFhv!Y#vbc~N)$qn|D`RHN+Cx))Sr2P=T%LI4M;4+Pp(9?}s8RmS+DI?i0A%^Fr z=Sj(r=ImucfCyPZeW%n%2I(o1VMS~U2+&0~NPefn?+Jw$HeZS)RgSM4ZjI#y_zN^{ zZLj7RZ}_Ug&-;Zl1PB)~cGL*0B%_A0>WaPTd%A^I;I4(+>YR_VFu$$>SLVIoZE&0d zoMX#pd#7;TPHG?HGf2}w*cr)mKd~N+Zfzo7i&l+(Jz>!0cx-~orhGn+xQF=@CkELa zxJa4lGLVxpaJW)%_nT^{Py4jhNS;HZxO}+L&U~yKKI>K|X!3d0=+FP5lqZieba+ia z7#h)eNsjRkW|xS#o85_TvqWnSB|~g~9$SVUeXZ1>p}xzYMy%XbW+gt!H>_!>A>heM zTU6QB+jG6kEE8FDl-UTNswcHpaURr=#^R+Dvgx~gv$Iz9jB=yA>(1B$HAn9zdMYs6 z4v!ragBU(%+{Q&draSB&ci39q%*My!$GTe%g{L>mMRuhTUF}x=$ zs&_~7{aFa_8u}vO$vu1)Hzf0lQ6nL+Q~%?rtg=eByJ(vjwJvd{#Q zZfKuJ5UfPH`#olAEJO5Ok!76+g2O2kwyMr&)TYvseC;dZ&)NG6`7L?A5XTFej&E?S z59H~ORWZULPhvSOpV-b;u&-vn8f@64k-0-=$Wxp4C61Ktd!f$%hN_+! zuR58n`~aZ(dR9?u^h(E0RPxwRQHspZ#u~H%?TNQ4Vc;6mxcb^4Vab!_2b{-hxrgpl}^u*4_pNI-|e)#K?+qrM4djS>s4ER_WofoQ1$KLqEXj58*-c zVi%RX-X3jE_e9M6>Cvvl6l*;B<`uD=QIQZ%NH&&~*^G@wI!dT;;RzwjKx4vjnOrB9 ziu!D}yfmmU%AU4thx26?FkXRd>s977USn0{QxD)P;*m~TwoI~T7le#seAfH4S+Z}_1;!rYU@M^m0Y^7}GpE^p*fsjBlS6i-&}3Y;Y~bnODkld_5mOOE z3HP_lN1|t)I70hJkf!ksnQ#WkN6$9~QB7v#l$R0vm*B{Ixzyqp25MU|v#~@o5G~+B za)d9^$LY6xI-sW6kvK8raR7H; z$HlG&Y^0ISCj|RDZG=@!0%Di;e|zXDP&n*F;I72;oIeR0geluKEcPWWR$DakmDXfs zqBA~|^ml@eG}B?Ge-?`X$3)|w!c!vgIMFy4Y$C2iYTqH^0>~fH{x&5z`zSUDaG(tk zR&u+69;2zsviIt-b|Y8}3wq{W$O86l{RY4o)ht1;y^SWd_C`NMBtkS9YmcAHv^$Aj zb4UwWn_o#WlU1gAss>;q{uL~uHfii#H~&<1rkQ`vL815BZgT7*L18Cm7q`PQ%A>hA zvxBpS{*>>@FZg}U{QsBwJbS4RU77DGtgJUPz2++%aMu6oHBUg`%!HN1P9o(*J7+ty zZ|oB;HuQGBCnt2h*#reLuHY&fjlcrI-q8*QhKvHw*fg|w%~Gi$pv1t^;;oPJ+I|#E z(;U#+xW!ys@I~M=Oy@EI_h&LLB=t1lqqb*W+qqh>?F+8n;bHH|)8L#2|APvv$Wynt zBwltuDL2vHjLW~BdxJ6{s3^Gci=}*k3M2QDG;5y$D)lq3hF|}2g3jgitQwBBY$A4; zTDxdsnYG)q7DXpIpWaV38VB2|QpIYGtObv_^C~6Kb(O-C2D^+;jC3V7J6vBl(%6Zn zwE_GG`7KdsOla?YmGR1?Ic5T1nt^iGlezeFgRMtew(u<))=I4MqKEv1aFuFOs;GKq zqGtlB1%bj73Idj~io8Ziz_f-2N1z0UN@1JVZ@tea?BD(lpQk7$y~oGw-+m(*@9=#0 z-82nw|2uq*9f1NvbHUAs_F<2~DEcQj z=VUje5-@H)Qz}k3=yBa(WhH=>M2&6OuK=t7R_e&6ERTAISGh)jQr2<38~Ey?jB4gT zZeEE-9f#(CuLhY>)|a{B3_7i(y0WqgQfh-nk4=vD)%(g;xE8_LvLn6$nFBtyUZ)*2 zn1LJ7l9RjrkaFxHNl&|~p&Xmz;LC}BMK5F42pAf7xnk&O3twcBZkhhqw7`@{Q3=&A zV+Hxkb-o!v&ZN%P3un#Ni?#X057SN8%6w7oVk`24`cbZF%RV>0V{0c^)_3fPDg+L# zG?lQ%XF_6W@WomUGCsRsk>}6GSL#e9;<1+8sQ~}S(ZcRX4Cx};PM}=SVN8z=y=8f{ z^n80_s{khSgMK-IJR^YHkrS9(etyGov1D)LwGk9|HP}aEtj`^ev@~Yx_mMU!pI7K?M0U!G{3nHoj&;s_OzX{zi;I**U&;{q7fp*iF zFA9p&_$fHRIP!B^Is?9vZ>X*m9{8o0-`~po6&17?&FH=d-|?61yJ!l@zapbtHpFmI zqniWaXqPH4=*CbM>Y7OBkt82x8hB32{dBD#>GzjA`iC3 z6tMpIh|1~Fwnt=|tuU+S0dfq;MGg}rVL3}D^3kmYILXHc9drHc8V~}Wf!V2UcmgaO zkKcwq&?g|qIEv(F0Xo2{nmZ%qKAW8h8T7w>X6xCWVD$RDgE*Xe@K&960uW?}oiA|7 z{btX51#pLNS#uOA3j^%v2fYp5wWjROHD`Pxg)~ExS0I^%F3LF`dz+bW~mItTM(LSt$9Gas-Z8 zpc4(D$?XHy+2owU8tO2aUpLkvvN7DVbE(SNsP$22J{1RR7Q+|?*RYvsH!!v|ATQ6M z0`mMrEVc`+{`XX}Xe|5<8H_c~avJYLKa!4;c*v?o@>+e+nl$GejrsEF8n4;1Kw9xw zf0$k7Wak<7Y+S=|&vBfS-sjlXnhv?Oj1f3j$}wztPtb9}deA4zKjF&Hf+qM5pb zYM1a3Z!gQ@ustpeu^}g|163TI-HQg@Xe~P2N=@B&(O`aK2Eh2IpjQLxGfusVil$iA z7(+9dUZVF1v8_2~J3Ix>C)gLA=l2g46njRczYNOnM(}G)1%Trk5brqEGhR}#v>Z>d zHC5pSSy{c43;2-%F-OU2{Y7_NL2@l4>1qIz2HD+~_$|z92~;<;>_B!^979AO4M;1} zeuaa27(XJ%*ZEM0-FcT17I3YQ7Q!-hWA2=Ac^@`i!RAu@S}I!is|q zSV-<2C0yC!4!`X)R|f~RJo?5Fvd$$XuGJ;trnT1*oPQ?;XWU7n>JxX8mR)+l!Osm2 z%^U3*lZHzN2JJs^if3~tiEDCLK&=F9?#}@^Z9*RBqiK<(lSYEaV#e~_o*~ED7;LN1 zV~0544u9g_EPE4P;{hL_pzkT{*!|{t-|FgET$TBc7H@NM|=`dIMumtJ-}k8}i_XdT$e2lEx$} zPL@W4@akJ-;nJ;XIo8-D6#Cq2y{W?Sd*VphP-xpoE|s#f5dSV3OU#NnVN81$NdBw( zmB4cR-DA%hV`W_SZZ0gUE_M0TR0-^`Qy)43L016|h=v1^UkVjOE}dEog*QN`L@ zn(@aA_&0gJSe01R8A~JX;A%f@LWV()*A0i`GMJC2J|97&DHQ)}5x<7Smy%7R;)r!V zQ!gcUU%^sTZ_)l}a4m}THdtuiKO!87KT)EbrW`VSTkTTn;o<~rqPOP-XjbwAWm~BV z67`EvL}3{iEh(SOO4OcJ-)FJm90t1D-3|aHiLTfrK8T~K8MR`pjB&Tco-PzV;y_ZT z3F@|Z3z(csDA=6E!zGn4f}Ltj?}&7^?cvIm5K$9z9>#oC82KH|*wES%&qxr}6f?Dh z*l**+g}fTKt+D{&R;&}&CZZ9$OfvO+A-jOiv_tPuSb8sE;7$g7qz$uCW_FG6mmedP zqe`9Ulwl1tblA5#6xr!C_It+P^ZOHE|6U{Ecg*rTt^J-#JU1ga-9*aGQl_7k8h#7x zi*H;3o4Sopu!*Yh&}@MYOR=g;FXmL`62Qv9VmC()U+jBUYd=6o2s}Xb-nS2JHaNdBzJV`Fb)WZt9wW3C{}B{d!JoyG zl!UyMU&^E8{^8_4jkQ2$yA%;0+Sd2}yJxj_Ix*jFx@54cGZYwDik=XTlM%&#D zpT&z9gDvwO5&`Zn_i?3@6;`yUJdIgQohqiPsCWIdIX$h z4fXQ_Lc>#8W+-<3+^$9r&0>JIF7k?$%8yl92Xnuq^F^+~KZ@rEnDReEm`~(?hcG`% zrP@nh%i6|NI+7YGG3sJ(kjQdA^}j3UA=~b47*^!)oCSAyWgIL+7b1@!E)aS(Bw@%7 zm$09p3NJZz_PV6K&OzIJ*@iksU;#ZU{Z%s^n6+b;GRJ`kyKW!8WhKMfd6n}c5O1K0 zbY}6;w|>*wq5aS5d0ZS?Juy^{SUumNgyYIQVK1OlGV2F1Jp4B&Rg%AS2W9LgPtsY5 z?oZ8-%5-VAc(_`nv2bgjv4=2kO zOGGpzZ_v%?znCx5soJr|aZv-_QT1bQCjvEgpiRHR zuhe*%ItiHgiB8j6;a2|R02`4akTBT*NRdnI&;b{Zi^NZ%KHip?JnaRQA#2$xovk;-_YA;JU~R3=pJ$>331wWF&L-mu4Xd&hs%R7A zC}R;*_+`xT3DHcAT`3z7=o0Ho@o;<0(2R3QtAu$~j(8h1l8k`TYR`0FZ@MW3Sph6G z;mSx=XwHrSBg9EXP8#J9e^aHB;|77GBz{7+Z~a`p%>v?r+t^y#=exQR5(Ip95aNyl z`B2zg-Yq_Aan&ur(CR|nHH#Uexo_z6@t*8-pmv+jmsseeJDoyhuCrKEvZJ@Ht@8nA zHzt-X09ApSVw8LWQ=S7j`@Zv9Y-G0N4MT|wgagxxKf6J75fJsAEJ5NxW$~laOkS>H zjDknYuE5{pg{}W4pYjssBg|)QVZi}!AZOqrrW}TZnDMs%?bWQtu_R$#BH^XR9RWIw zLm{Q?P{&$r@B3+vo85(d29Pd1c{?09;%Tc_yu~@-&5}9*LFzB3U!~MkoTj9hXA&a=I-AdX3U*H%$A?MfQkx;5ttoD5Z&? zywvM%vZ<8Kk!YTonr+ZHW_I1-p%H9bBs0*)NpLbQnFGvIsLIQJB{Q~A$LG>&h=y@E zfIah;phBHjDx-R$!$RERX3N=5%c>mSire$wsSP|Xc_oIA&q=LUBmg>N2ssQp!ps!X z%d90GmoPKAoQq==)0#sVd|11rFLEcDsV6mgJG;=b+5oX0-x1xVD6e^ZZGZ6vn%i}T zAcmf(H4*&s3%sM^1NZvbRI>>)zzeG2Ddn#M6zR7~*j?!%$I`&~S)31(Txh`Mw;#>`s^JBfXk9k0;!Y1%;&g2S|PTj(Bq+}_9 z_6dyW=5-zoILkZq=>7j?w`9-PmFLW_voZviA;-^(nZ6g!XWIV)8h4Hym7K7g*c7j_ zjBG}^{+PVeoHV&&^0A8SbGq&@$>+dya;6z-`IpKU@rhVMtDUGbQZHuj#m6{Axd8%= z)b`%4ojRzNE2KZEfuD~CXTUria|*P(Ey>qH>@X$$4TnhtNLoGZi410jK!-m&V9OsW zt2LNWfC}<0g?*FXfVpfmepsjyQ1ssl%+`8;HQW;ZV>V&4>5GAkHp)s}VL!eB_%?SA ztbnuu&dywx34u8B+h92rD2lWlFsU@8Bz30fb)fe|eL3k-v7SwNzU0;%?hAEymf;bM zbv6a&A(_Nl!1zr;3`oiYd|ozv9kil7Z)Rus&>c|~MvT$^F))O40uSzpUhA&0N2NY5 zZN%f{ro-H7wT)w*qhB4*0Qa$qXvNtQPL5wvUQYqMBUDS|Et%+B>m=vKzc44*1T9eyJ+5a&ya4V|wk~GC5zZgM?%|Wn zlIe{g3667YwiN`QT0B$HO9O&fom2PYh6=Y;y}CQ%w%171z45iC6E&9G%O z6I}Iz=Cn_?Fen(5_sIqI#QU1B_D_r+3($Rx5ED617zy#42a}HfyzpM6@b+AK!8Buc1nCn4#^E-E{Gn27 zgN+A6>>-q|ZExk$&TN#Hzez910E;Bs;}HMMs=`CH8bsc5NyjRDoRqtW`f}-T3@z`= zB@a2j0R)k_!9%-MTh==X+K|C3URB;k297;e`aOZ{HKjTk8FQM6|tu}}5lGHbuYEC<}9kpNww762M^r|mU008q9zitvr7HHY_Ahd6|DyFwt<~I*5PL|W6HV3! zX7LcQ;e7fFv{I)i6e2n&w+cG*lbBo>h+u-;5=-V;>TLMBQi~pf9@OeCFDPh2YCG<5y6MhJ|n4-8@H<2G@gUc*B!0H zkUlF-&v?+k!@Ff{h+m}Azo-Va4(zx1yDo7Bic(hD7U}!M)J@IT8Rq_Yi;I?IRXgUy zTNHZ19g1J4@<+JyW=@|KoCf43iI%jd%DWgbQ)_$o7vtu>UtHc1{gzAkq-R3XVEgIF zMJ@Xiqus>PT><)&t`_9dN2TIf;o3+wIF!~6GjrhWYzEFsE0@PQ*3LdO$9jlrvAHLs zoS%_}TYU^O+a`(t#@c2ofH80hyEY_bA+O0oX5@hpr(uVv19RVc%wcvJC87vd*NH1L zvd(5}zCm)f(FA)Fz;E%7M$=VL-h^tCKpTJ2Oe^d*JNM|J*k&enJ5I|8Vn7GYaS{-E zZw@^y*p-3}@*;#e8nlGO1*6!bImSAssqYHUB~Ij^xSE+UNzr|KJ)@){jpgKWOwVKc z0}DXHsQ50|4$FJgkm<2ptq{gmavGf$8IHV{0Yn}@ibhEpm381_)D36Tkyf1z7G30G z=eapo{N>tsHk+eTR8}+AW%0dPlklLd4)IonCKdAzCtYIwo)>N@qr$1OgHArq1YXK6 zRmGSb1ZD0lpdX8E`}OoIp>A7zf;Q;DlcWv%{XHQL3yfW4ZAUG@9n51iG5i z4z~8XzVda$XIxhbgI4Tic5~GCsan|?Yd(b!W?VxMK+~qAu`n@G{e^FXD5ob50 zxm?GZG(2YFEm53`j-+jN)ir?G*31#okq_n-X7UPq0>dJfh6bK~rS2~;+1&T#C8z&J zt1h$p_TDp|Gi8DFAUWKrTk*0krJ)M~>eR=c+7zg%KRHWNiFeqBj8g-)q~jFhDF#h! ztb@Q+x2%g0olw3GFNbpP_f-uN^LK9gMEx3qcN7Px04ylD)-|UgXL6{tM#ooTbb?xA z$Lf5=2klXx&7wY2$zOLQVk;S2s2tR+byNFn!&n%gTKl(KczN6Fphko{2L=c;AknVS zBW$M4#Xeq!ld0_{+wSp4J{HQ~N!iOQF&W#fZOQ=T(K5$+#y%L@eS{}3Z7%uAgB9|j zs)0$(}9eo}`tg9_D3fGIdVfUn@0iM14pDx4fY130mBm0F|I(%S7^340T3 z=>ZlD(rUh2!&5t6EY1Yizsu<VCa1{3L^DoqdYi{1P>GM5~tfI%ldVLSmx3nrHfDpx=g4)5RaA-DE# z^gA9w*?!&r4OkHP&(9_Q4-j#t?GWr&P98s;Th}=h1 zh6bcmljaocY|e|gwuw78ie0D|<0zZpr*aYt^bIYYf+;TTln0>gK_7&@-=;WTt{^%f zb%C1!nXUp~NjJ-3fL#7V5VL9lcr?Y0@j4omo{zLfI~qON7sBcKrvRqI#Aa*s53kvJ zqF&U}YkGaL1Nx|r=-nBYgEG*4Ra$Bw!3^8O1<@)PDv7VT z#9{)AY0#6^>JiR0PWq85QJEF8gM=xIBa?D_DDHQrYjmt74>c-;jm`-X3+%3mKzQx| zWnNUTn%%fu-L|C1s$0cC^4;CN^d*g3q^A@>W)3XKz=$^nRV%xJ;_7 znF8xR<<#e9cWPoiI(5(?N*LcGHDf(YtWMX5Zavx)POHz^YeMTI_62wLWYyRX?n`xc zfrCv51l#}Ns>B&}lWwN6Bzst1e2RVHPZ{2NEzrs5G)k&Auxe?(vOf&G3t#}&p)!rF_cSZq9Byo&$A>bbgXzkFN(bBeaRF0VaU2pRbC` zR&p9r+5L1RjU!O!e1#Ry9-+@cblIpk5ZNDQqy#*;g~W_83`{dRyIlQSyTxmBvm1iir6 z5>i)DQ=~bW=eF=OxdDEe~P3A4l zFxFpkn>{z@(S8HOL)ju6zfdUo3mpME*%*>{W4*0f{c_N^_s%RM4aNv`#Lceh7`R2- z4CNT6FQ(GjjUNf|0Wa(9{28hmwGy(rD4K&tvDmhicebF`w-*eW`+g?JAe0H`tu+^cpZ%B8L8!L!7M{3jpYXruhu#y}6jo z$XlI!lY^dNgDCHzaq5f~I{b;-gXpH8@W`MHrf$qYihVf<%)cgZ3yRBcrJaqkNQdAA2{T7X=y^Np1>cM>ne?${XP8Qc`=5cI2uh zJ*&~HTb;Zx4p&AaUzPdREsRCA4HztdDiG_c56E+ge@Mnn2!Aq<-|nX8K(qV@n&qCy zrCjG!gvpN1;#&hyKbgr<@R=(ZjG}^yp^E*O)36$DkC%GQ__u}pbR*k(*~w4v^MH%q z$i+MC$YpmsYk)_^azeg=tw>yoShE=o2h7A>xxThNS|IvzfX?KYZpjeB8_tS*n7%Q?q1WDOUJ(RjVbllt?V3UVCS))Nwk~4*CY8HE()K^U9F-S1L zPyS0T&60X8426j<2yv6Wn;EzM4ii`-X!81QFBA?SDxgq0lD1m*|R3W$9S^|-A{x>~8k6mFA;ZVFL)Ue?%H z+!d4;RL4h{0bGsHP1K zylz;!7J#+%Tb8fvT-fZeFf83dtk20GgU>~7MYR86a+dQ#>pt@J*pWk>u{GCm>6Zdt z7tAMdcTHs%y*ZR%!rUwhQ_X@nbyBiB!I%XCfkbwMjTYr|GUmrkTuA zQl}58Is8$hM#0+bGB6*30;AZkv6{|#fzrCcvo<}D( zIOK&snm0mhR*W4!+y&|D*(z}g=~-OWYTKZrD`mda&rB)sYm+s_l}|a|aJ2tc@C6xA zKJ=mke)i+YwT@b=6x@XPvxaz%f&+gi=L<|cpujz9MZh&ih@eBZKrD-C%DZkF+BUL@x@_=LkoNo}A0~7Z?{10gsIIUgE%Gz@N;a z5=Whd)?>q$<4XZ&cT=E*7%n?Pg6jx}5t0C3`O8Exx6ZjvnU6FK8C-IZF z-^SDv?E{m|?saLkQw7-XTge~M8Zt!L z8=PW3n%(BIu((-i0*@8pgl{?M^gR8}Fk4LiY+Ncw2l;Y^K13+0 zZj^8p79(cYUS{m)B28_Q^*H&W95eZ*(~4Tl)o^#`|HsysfHzg8?|AfxE$pe*j=fI2Rt zjtY*B~Ux%>~3nu78zQiDAy zhAnG9^R~ZPfwa9802)Y=W%kdY>vk9~C%%ps> z72RW&_SVQ?NSWUtK5CqgEf- zQ^4RwXbR&1(DBoyu~iuCJp=p?RZ;;e)zWVu4PdlmDv750bo2z(>-lNK!sIpOL8)5vh<*2r{mc^6S%+ zuuFe0!;l8;HA=hiSR@wrCW8UmC$nP`ZmUG(kVig;i)G3LY&@%h*w-#eKXC`YiRnbW9v+HQNlI@COnQ?zKUkJNXE3tOuZ`s)Zk9gXVSm;_-45Q z=S*mVRzKWo4t?ffQ>5CCa6Imy``u=8x>9e4$KI#e1j0+0?K%q-KJ>kJ6d?EsjEaa9 z=Gsa8eh$kUu)NV2nW5iidpmEVmjTIi|7RYNfR)jzHBhdA#*!F{YL3{2X(qO~O2UZ) zin(H8Rs$SehWC5?i+3{$xM>?n8^|bDM4)VoGN{}FQFbo39j@{v1;|7_Nbc4kk~&Eo zQWMZHbl^mOJ(#)S|D{TM^+7ncH1W2glyJF^Y}{*~?Yy@5ZiD~bw{{ZDlPmhqnhyB2 zq#<>&&sq|dIBz5VxQCsIxx#xoi@Da?rd552&iEdoBoYk+(E`&=I}o8gEz|E^Xi>rL zleaqM(}@pqRKZR47RK*_l|^zGO$MqNK4!`bSa#$slal0mQw3m}Tx6?{=m7C{OmHM9 z2UsJ{Wy zTv7^kw=ZahzzDlSubNag=V|s(Mo(NZ2N0Cyq|)-bZNNc@zIC#VkRLoCq;mswwZ<=1 zsMeikhuxUhU12&-wO4V&LeF!UJ!Bf^N?2F5yT8Juq6;B1=-1<*_&!8Vl)Ba+R)g;9 zPO|Fe802l(O)xD-?SHjS*BBWKEP#0zONyJD)?b~~$RwZVse-lC7FH6r-e**=(?3;5 z536314yUF{&G0ZvR6Nc?D^^q-URQpbYs-qm>j1*yw9BLAD_54+tzNPERGjTP`-QRj zq9KaHVG6P~z?<3ZssaMRb6V{1(a?US5zbjXFG3jV;kS}&m0XX7m)a=c(RqZ7wM)fbG_DsO9^}UZjmIWE( zfm{e{iWA+MEc-#^G3hbo7+L+B&w^eXQ~&Y>f{*so)maaP4m{dk*U^(KJM>sM%XB;m z{>hgf=>@Uw1OYKxs?3FpSELdu(@(O^u+MEJt&bS3H|QA!O3=*2H07IML%|OyY=KwY zF5}Kr!|DCvU(h5?kY=OH5Y9kJtvJb@<#*xI#RGNfTxPt$Aw`z2OX4IKyYI z{J~WcjeeyI!>b(>R(sFQBG8#uyx?7UtK0bm@E&%q6^;0B_1D>SQ9gGtTw2u1aKoO0 zY|2WisjIeT<6l3l?gL zFhYyVGIk=30NzFqq>3EA)#SGms!`hp9Gs`mA(#){$jBQo6K5zRaXVk-Q>v9$uny;R zMIqRV0Rw!)O=}AlAwbCLrH~!>4iS7 zxN6`CJT<@G_Bp>fujZm%)-9e*DAl^H4=&n;xVLKj{cfqhstF$>-))p0ULT+;n9-*t z<4G9qjOGw?(7o^?;ZmV0-$QhE7Cp?1+rxKfu|IpMCZF~C#qShpG@v{9rG7`{Nh_DJ zNn8r>#Ry`B-98G;^Elyp>WMpC!X;H>;Q64JKfukz-G!`aKm)u;lBW&GN?X;WokwWg zQ@6QDQ>1*;sD>BTnM}GK%u`qB(A^b>?p$*l8B<;P8pKBD>he@Zf7Fc2;f!6c+Y1cz zgWl+B8C|3u`ZG$SVIBye?1ms(NUTJKHz-A!QYE(iXGl@;tzY|C_}YI;3$y!fI1PP_ zFy8P@q&LEgol!_?un7gLoouRr%*CE51_u5IC~FQHFX3@hUEotY9iwAQV4(we+1C)s zgCg(wfDIAv3`(V9M9<=G!B{{R6SKL>z1DCfz(DE1S%@2VNsR9BreQ~Fr)}-^VfYvv zU>qdkNLZbt*+S?2&NggnXhF`+qGwcRE#qNcmb5;VVE8o^Hbr|hcDLe>4RN*gv;#2d z9WMHpWGV}vE6jnjEi+oRkH;60V1D%D+Qkh*Z)8kJ46%0C9Rmh56#7l6x z4{)U`0x}p%RjToImY+Ftq)R1!G4n_#_Q{uJQ;uyVn%nVNp0N~)H=$<7 zKg-5THCT?@z}Y7+mXzsGBnZ~6fkP;ji9Vc-lUh5X`9XG@%WU|!9bMiGLX~qQ1T!J4 zWz_KMQC6NdPhK%lx_+QML>Sj+yZA3IeyfXCT1Da1=v+w0o9&yiBQKEba!L(_-j($LVg;?@0(|tG1QRGgws_z+DWoUp3@G#)_~olJjtH2GK(k-Tc$h^-;ZQOh4@23W{v$Mlz)&i zkw%$ACKQslrHSZzE?IJLd^wd_1D^26qX@ihMKcN~Ylh{VK?XO>%2zvi+OU-fj}xXd z^82#%tNhH#Rg7BFavAI)MgE2ObOyPQF&!X#2didX4!wt{lkJ3k94v^2hDUPBY~pAhIu`u83r1$&d2$&QkZohsgXYrQHi zP>+){ObH?E>fcnc39$n)H-rUkoTd9^QWQR&d%;&zZEfxx#nu))p#G0Gx8DHChHp|? zP;m{=dB5xbws@*i{;Mw7&E!=E36?cAPcVGE6M0cf#Njb#1vSf>yh6S(BQod+r{n0T zOVpyUbswiMwY4WV-)hW;&Z!3Z8EJfs6@jk)J#63Z0fM=Dje_RgZu#Y z-YV40_7=39+AREfo+XRpyYM4@+sR#c_#zlG+$88}nI1_C)Su|w58%$GO#tGKZ^EZl zh(v&QgBFzX{;J?1>&ooijYr16=h<=MGtX3Ni>yYM)0m-5Aj|k(nPSt|(Kuw->$dSv zzs&ifE}YFzx)qcJ)D7iE|b=sWXva= zG*kyDjiTG^xIduwD%ne#9UaGU&7UaU2uHBWhdm7zVrr)_@us}bT6Hq9cDS`y^(~&E zlWD}OM`Y}r3fKhnY{{4OV_FPE;66Lk8vrDHhx(8ekD@%h37$2ab;)tO4ttz>xdej+ zx}V&|Y>-vqOGQ2H_xafl58Xrko<;8b zw6UGUX1t06d+fN{`8g07z-X8KGY=!9wJw^?Y)7(-Q3p7XPqSnR6yEC3 z^ej6|n6TpnY{&mdh)K83%{Rj@qAgMoflMx$hDvKOpTTG|kxB$uE%8!;bPl@5M=_HJ z^M*I$Eb5KD<(X*rKPUwBZ0E%$VXnK?tie#`w=OkI<6+Dd{#K>i9sTbwf@#PWi)z=6PJOdu6lzTGhrZbAr5^!EYgZOgHn462Z#LFtbaQFF1pN*R9SIg$vI{ z>g!!9+OXvLQ+(b|Ih!7#25U-d^AIN$@sK^AYLD)9us|6I!eYw@x+KlV% zW98L~stRlfaOMtgEVni~>0&M~R%k!B4&BrLYMa}i{#v2W9qMX=1DyVEWCuz#P!S*M zDL~fk5vymjTGA6UJdQQU8s zPgw8Vw<@XfMN<7nDD(cLl1~veL43XQI~eA@%J{FjV{nngD6MXh+2tBq6kbeaJ+aSK z(MMtoW2HKXjq%!n01nyT3uwEO!v{&z={gB#l(G+bB)!q-ahr8-AQ*dD!Zb8;w!%Ng zNmo^$Ll@f#(damqgn|MgCe=3;P);7dUmuj}Rs3R%OgG^S><*+Y^uhxX9YS+Cd)p|o zEKEJN7O)4=i({hw=WMESms*FXGro_Ma(8ty6v_2c6f#5WOa;Mxeh+g?)Is%~Fz{~H zlz*^Ihc^Nyg=0qOO0&3U@t4`44J09HZl_h5DNJv77E@ZBX5Ud~BXmFTcgdw@cWJEC zg?As7^gN$vf?OHlUSOn@1{-X;&$G5TBQQW+2v$;&yE=pvB%S`@EDA*~$W{01A^6+i z1eoGv0cTNi_#IAFc3GkL-aN5Ai{F6>LxFfuFP)mg^>$1sfAsKSy7qQ<6^u`OX%~(2 z9l?63{b1vLjTlQdw$}8zM$GP-?IvTta7#yA`u!f)bAsi{)SKn)ssM+zRO#o+dPZ-! z#24HETCeWRA(`v2)R>@yvtYL0t4eSJ+M#iJl?@EXC1n;knv7mIxYqoJ%>q`6~r@k3dv-GW}rI@UB}SSQ2%J`J2PvLnYVcfgCvm8&e1)Cmsymr7He?ji>b@u(NlI9zo>j|}2S zS%F>MVE8mF80Z`B1`&M7V47$JW7)cGL;OaGk;jStG=MZq+V3_)SIO*EB)AmQ6{5sS z9?GR!^+Nc?hdME^F81Svu1qH)sc_ps8NgP}VB;v^^7VLLqj9+B2O6$|$~7KoB>5}P zGGP%yXE4R2hQ5WCCG2I(R(s49Z{&+-EcQ3#1?gOIsyi5M&VuippXvvyX{Q#{jUtCC zBTuMaW^JA-So$n1T?-MN9j2a`pFIgKHd_VTph)uoKZZUlt-)OHTTOYQ02Zv^OEHEt zw!56hDlljPW1lP3FMzZb%mR=RN5dZ_6;uThGIiX?RL5A6 zx;q1{LI9KM=~+XB2%Q%Z_}Pa~W`?XGb$sR84 zpgS@^RHmZ-yDDbWVw5P0BdacT8xIraZ5SgxAy>g9Y!o}r1-l0X2$X6YFU1{XRU8pJ zj{AXjf``A3*hD7HVN{L5>0*=vgq(4D?tdT;YpU~Kxl`<}>i=)x>?#mN*vTpo%X3%> zt*J`4EIJR*l|w7={}-T4JcEX=8g?cXE}V{@x6T2XXgo7MSrzG!ZS!EX0y0&)n{X3> z`6lAXo`SPZ_^*;Ol=vyCyN;T`8i{neP%Gnr)hL035+L?{gE<}54TUMjAK+>-^#O?? zPUGRUsK(JTMQ)sot^AmSfu}QBP!nGlvY;>ouwxS6AOLYtKc~MLQb@>)O%x1MvoT4- zt}5U*11cF=j(iVWq_tJXB>6gbJ&2qu3iKp892+N@AlNXNbQA3tv=6uKT)6=co&1%L zLS9D0VZOYl9X|UVQLeHLl5;vYE5_3`Cr1|8kxeN3;?WEFZ~sS$@}^=|d_lmml1>Hw z$5p_`DjiJ_Vt3maNd+FURH2AMf04GKrCW?}3LMiPk~~UbLsj9m`$@ps&!q_$;(nRn zxbvt)x=Q(Ko822lQkzxfUmzKg3{3D0J{YeRJ|V~T2?xDwtlAc}&_9O4aK*h!HX{cO zXviXoem=OznoF!1HrtgR(Xn)!G{(p z)wmBY@PlR4cH9(ai>7`@o@I=df~iThAaRTp{TD2CkIF7;uoEhgtI*9@M4~}5KUHy_ zqV^wNiUJKf%ogzCBB`suFnN*tV=wTv_=GYUvz3Ziqr43Id}fSkV+64jTDm@KbyYQ_ zOAcPOy1L3qa3F;&XW4YnLfc_}l`LiTcFTw$yb1<36_XFa?n71jUD$iO07YfdM+|+^ zOo8yzdBd$4XJh(#(!bKq-0Y28ADR4C2Q6@9%*(|0 z$aITfe^%Hj+WJ+MHojn$y#Oz$XirDivn;=3r$b=K_9-*VSLtTR@@}>cuSH`3!_<#7 z2GdRqE?*XOlw};UdmMxtt2ee)qA!>XjOBw?&?atYBp~A_&wFOgR@s;c)D{o(c=tnN|J>qt$Gm z4a4;Bh~h=Q0a>A=sy7zdk^?QR3wK;d=1aM7dg!17qXAeU(FK^2y^R?O8EZMyI%UHx z{D~9FBE&Xk45PnA_wljKK3JtoJBWUgkR(Lskm7a1xw023Haq|DG3J_r)=Sc>{46Qk zQ^53C#hYBKWIX6EQwN8lpgW+8zE!w;Ne(i<^;Z)F#M=QjSYUtLVx^KftiWmYc3-Gg z;iHC|@fQlsa~l!a33#|I1OusPs6j7+iJFV`=`wlvhYs>G=NvBT&C}6yYm7(u?2M_R zhw*f;3P9XS4&NAnvrzIO1r;O}dys5qDDNqx!4Mpg_iR79HGl=25shmk| zpkTPouImJUOft$9&RfVkdo4^_J#@OJKEWDr4}~47_KPaNAk^*LmxP(a+2_cLcj^xK zA`<8Mm13NA_BnnPSBq8lqhT$J-Qx9y9;Y-I#~?cw?l(iUB7B94yGG{}#fTAs+gUWyWJ|fqGoM*7Z7Nk?}cW>UuUC2Vcz6RWO6-6A%4a zr=*u+0h$I~MOND?-1(8@(!6zeiMH`WMHR_&xp5CkawUf?-Um#rwX7~&<`*&38goSB zuWN%W>z~=s&BLAWErZ`2qkJ zVa^NvX52j_*R(FoDXyr#JeMZ1?Y6TAi2RU91f~A7;?UHL7%{R(b(r%5dDgJ0w~|@u zBL95Qgy)54xM3YE#`{Xbs~*jPNYJ)bZqo|G7jcJto0Fa{kUehvX#8?hxmMPrIAs=S zMX9cLH2!N&6UrMad8&^N7SgaRx>k^jEk7}}`C0;F$}5I}PG3=)c9`)oerrYe8lB<} z>6aj#Mrw{I(aV0LZvuV+)(9XoOa zAUH%>N?`bayar&((OqNGG9gQhc2Otzd5oTyc|*3hT^Z2- z;Bvf)-im{)X#D)ER9Zmd&nmy6P`O^;e*y!yhY^i`VBTqpeQ!Ij(&fwHUV}gw!jV_k z_&07|^olp<@Kl{H3-}x(2AaJy-FYipWqt-T3RRY6-QwJTd~^iTAPhk-llH^KvCF_Nnb@Iz{zVL|%AX^iIZ9s}>cEDOPq9lRP)GH|q&6*1Gs zQElg@Ak8GiH4SWU~=ViAN}9J4rm}ni?@nVoUBbmnRXG1ej`; z4|)x;-3Re6&F#IBXy>wQZ!~H%Ji0INZ??w=P~#vi%xw#%Tp-N&*c-%d$>udQ z2pUG$a$7gHsw?tk8sLK0&rs>TqLicIB0funVJbLP>=D&md^)Se^?xU^S#aGC#Y){~ zd!-Y%@1?PYm(Q|X>130PxdCYXvW8f03tv+1yh8B8FnW?8uJQF#^=$sOS{3fMS{ zMg0Eg`doYvAT}ngk9}<@5HU(P$G0D2&GSIO$QUrcN$OfUEwZ>TN^GsN4M$D;Qpl~6 z)*%%;jcGacF+1@P+Vx_>$ctvM#*W@ZqNo_R_18{{+gtN4ngt$MN7qb}4=atmka^<{ z{Kmm7qaG29p)Xy0k5JFD$scCqNd-KGS99Whuyev>VTKoY^@>n13tt)P%#z{Z!?Fg8 zRsNT!fI17>(z1vZPFbINHrckRX*>3O-b7Q}=rTi%pg-iBshtB@#9f7bxdDuxNOGb@ zUJ2GtPR2z5akdSExwr8(VnuEVc@P&8%@#!+ksHBca3oI*aQ2(k2+(zxRgDkD-wG7X zT?iN|NJHl>yh&wyU~JbL-^keIM$`GTeNd&{!f8%f{rN4u?ekn#Jk@`9uY2H#i>)>r zOp5iqF@*Ny@p^}I8yR~j$J=vNj&zQz35wA~>ib+e)xi{zYxV!o>#k3KtkZeQIxI`% z8&t;MfR*!L5R#o{>Zd&CL8&U#k@(chZgL{ZUyURAgCo zXwBsD@DN!(G++BhI`uJ@i-u-2n%lhm2o556y60o$8V)^EINpv0x`<{WiZa!AVDLKp zF&OPhFA3!jf!x80g}-#ILI;GgweBV>r}GEli(cT>S_u#8HE1Ksr(_Dxlm+?XUDDKe zpPBPCKuXCsF^|fu;w?k9!BpE2>qNxxCqoO*`edkuh+$!TI@BEZ;7xF!`4zniwpRyg z1p@&mNCBedfYvfQtc3AqE?3b}dw>0RdoA;rRtP!@Wc}bBA}n2NS@;ykCRlx7gALcG zf~S6sXvz4oZh}(d_$IrLj;WbV28uX3p8xK$-njEW+l;5=&Gs%!XSUhDoMv~2dlLdo z?R^$bu3=Q6dOHvD%r+bDY|41o%w_dJkgN&}@-q7jyJc}twP?mqli6(h*~6J4*xqiD z*cP19jIHHGvD6>sV*;em6T1!PPsV0+q^msv_W_LLrU_PL_!3iH#{|^!CwH8^n}MR2fEDn3Ow&W1?HSnY3}daQHuEjxjlErdQ?TWAccgm8v=h&@@oB1F$dXy^gcz zIn9^&4h1auIYPC^ncxidS&=mHo)lfzQ8at38p|;sRX*=V8 z=OsI^ zs3C9|K1k5Sa>w_$sSm_~_x)PEMCGX_V}r_pQrzTiEQT z*)nJx4j+dtC-(%~(sm~m>3+};h&^Own%eQgOl{T1p&a;x+-k(>kLVhJ59>JEWZSD$ zE{hHGaCjG!~!&Q>Yi z39P%*`jZayZKrN5CFoxgks2pd%4XUOz3*g6wJfsuOG$%)#&CEgIBB{ekI)CjlC`WB zD|w0r-x3+zORw!avN1E*Y&t;>j=$h!FEW0OmY5e#V8CpZOEgpQA5O@}`2T{nBf++r z`eI;SB_Nx4fPR(A&c^;cyMOCyx9P`2U#UR*>1}Lfe2SO516u#ntKCDvy=y?xoUC;~ zSMa=;mFZYLI_ty@z__NdOHnJMvGVrKg}P|W_(=?%Z* zlAmG52q7smcpI7(kd-fRdpn2g^t51aGRx{-7vPWQ$PLKIW7BN_WT$Q~(P@xfA2HeG z4xZ$ND>iajzLLDdL8F}#M2!(vyx}VxVzX1c?4kXhQ3#{DoXQ$tAVpsZGt})>XK2kC z-^zEBAKFhwCpmq?V`|$Ocmpb|oj$D*vlfjXBXh-h zd4-)Dm=~L+EtA6$iTc-_fV3*sGBMGiwbLj}DHEL4E9?%=cWGvqZy-ayc6ut8C!urU zMhP#ZN8odxBW{$I17cZ%(&I;;aRx777s;&3Kv8FPsHR2!?Lhge&Pc~? zafDC|E=iQ71w#js3(i=*Bn|M=rQCRi>6_-*DqnkKhP3WDf&*O!Y`PholT!Iia?#Je z(q!)k`2;Jt&d3`o7M^ya2B7_{>v=D_LA21x?XD^`Hopv<2V>yalCeY;9?Dm!Q{P^= zqz9Z(s6#r#4{{Aa=AW4as=_e}M&|nHU2p$=X?L-?9FS25Br=6gF)r}o%C7!*(|`ds z3yi^fp0x8QLcbKzJGdgDG16%&V?P9{Aw7J_L;p4l!)_&88jcLKGnw)cjl3U`+Zukmq z2;Fdi#A!?o$bfJ;jzQ%JdI60d9^gs`_{wbx45X&!d&)DmvJXi(HT_%Q5s2p%4V(X zNi0iFl2KPfN7Wr3lV^r%vm0!Szi|pYf5Z0=gvXTRgb$cQMjU|C;|*H{v`t)KCsriF z*4ixFGIezpJId%P(`=W5^wJPt`QQbVWVWJB=k zgnK+i(dfh=XowH`8=>*)nC@t6>}iL$W{0CKWZ79C^@?;A1ePx=SZJ#vXXGo-NBEee*s;POJ~_e%2Shb+)WuVDR9C%sTxmJI)q^Wam+{0 zIcg&b>k7RfdWgUt9ucy>AjKMI4OH4fG1N1Or|8;Pj~$iL5lTn@n8&&YQKPEfM)Fg3 zGK#MZisW*sY5L6Z}^~Q9h|+cu$qf1P(olD8 zX6j(cH}$R{>ved(7~r2bGkX)zCK$lM46Tc^+Xs2$Q%h(UjKRwWxAfeVrSA~Znami* zpfW2l-r|f+W5QX?^5nwkZl2540FB52v9ve&SBu{Qu7;6~&Zh}A)Uta8+v)e6y3_C4 z$;FMH+O$3XH zx~n0Yj&y{fy~B*n!>h0{-Q+L7872>~1wexxhC}xbX2;vtP(6$VL!A<+`TOiazCBmA zxw>09{g^TN9#6Fp=%`BDd6}Wzr{r&`#T;Wy)Ukajq=m5-YpHeK*&0+5$LOSh+v-VY zT!_D8beHb!P9ciKu`Y%q8C`(|`}six{c86VfnhGbB~^Jl(eq5i!AeR#1*>tlXaY)Q zS<9KYP-y@X(~e3t)yGZx+;!avv0Nx|F;N?lCG)7ltM!_u)^0HG6pk~iJH9C0{TwZa zdy37?y;0_t>YFr0X@VZuY6`$%ojnB3Q&%Vv2U|S!sMw4TF^10~ZfyYUYU2(gTx^J% zK~1*6WByYO)0&kS)b5aOKR!IP1!46vE>1OLq1hxEGXQy#m#6=zlm8c%Ws~)&jenst8tggDMs!waP;&rtn zMx7&1um?;lx!B3sd>NmPri?^<(u)ky(Q8i{M;>*|vX7N;pM9gRimXwf5q>=_z9z(i zqhz;_;^c6MFaPCXtE6>SGbjyZG5taY-YQrPuM*lF`6avKrT7IxG zKN3<5NfP12PHC_edfkKfu@SbDk@ws-X>&MBoJe^q#eKaHfwW7V6hPlVR#(Jprm=|M zgIN7X$0UF$sjFek^faRxRBuBhZv$q6Sh!psiNo_$UV~!&8XpYga*`by=wGx!!nr8e zFS7Gn6k5s=%u~VULb6NL_Onf@(9=N+-=tClSd3gf`X5&S+lAALPze-QwX7KCa{70| zz7@+FfkV#@cXonFKD%7DuNs@0JYQ*p)CZ6JmI`J<2QyX*h5yD`G=DgnhVO*>GmH;q zFjb9j;d+aUcZ>tr=MeY!Fs`X-jP;7**%gKGs)=2q@3i^q0PfJ@x)?^i=`FC$WW~MR zS4w=7x1=|Dw+H8&9Wz#oJ>xK=%XM$$0|z*+O#A@TDQnV)9<$^lZA}1HAUj|o*j%EDzDnbdGS=_B z9Hw@r9o2jzcVLIFbTCQM*6WC0m8a<=K}mU7w-Vv0sxMRxEh%jM@e(J3Kek)r@1U}K zMWz-ijK2im1Z;xOCAd7kBeAcQBC9M%TWe2*Y*w5m6(gB%f>$`~O;3tg5+yV6V8x559a4@3kJ;yBTF>;4T*?uRepacN zNe?>MKIaKjmHSo9y^ypSDt3?~>mnQb1*o;9L01i(%9V^W&vg>D+DiJ{nX?JEfW}|d z>bsy1T9OVbmqSA^TBiXh1{^IQXf3KaN5W>pVO_geqX)&T8mxfY=3q5i(JwsNE1!3X z0_94}n%|0hY)mVZp0OL)*ANj{Wj)ZD*)&Lusy_{iMn~z8n-M;#5*Uu-ylf4u za(yJd%*91YGd_lxl`i$n0<4wlMbOJ>ka*Vwq%A5=FgQp;TmqWmo2rUT%gd$0jzI>Q z)~hZ@J@MCFmX-K+fPA&g?js1``MXH%(J`4bUUI2Rl2|UG&U_Q35{Nx$GO@VR9P(|J zzcaw4SqSH@oo9&qrO#>*N8GA+Jmr+*Y(Hypj(ViUsJFla_!QPY9L0&P2Q=^WA z7~@Mw$s@@}c~xDl^$!*Mag#zx!tUdNl4bO{QnKaVsasWC!2pW-k~t-g`VD_Rnff?Qm;@o1XE4yU)&W z%2($gI%8A+)JP|c zI^+L_sFdx698M7l4+2am3)dnUVU)|YZf|m*?2T;%w4SJw2PeWcJ|G>+N(EG$;;yjY zpRnh$7$<{uZZKx$2k_>3hb%MMM+gsH?4;8Jpj#TVxFo+GENbuTH#fVB(^bO`-To_U zv#LjjtYvMCWpTDo4uqNCd6?wW6sc4~B^c_97HCJa5nf~`@xGGVjy4QCXKX$V3Mjt> z1E!qBYzfp{rj!mD(QIY9FYD4g^4U76@`=Sx^Y0tb~O`d?Pl_n+~6({B0AG5 zW^C2LA#8wde1`$Y7>D zwnF&rKJKmosC@-8z8wz!4Hw{ImkLpz&DOzdL?4Io+Wjs#lMO-&(;I=T&doAkr}7Ds zc)*jUZ21)2#pNo$E(_YyNf`F0W|_Q>j4u?a8pzUi2d#vzUWjADTgTQKihSD)`i#GzT!P6+!U^5;g#^a z3R};LVrw>>euiU?y`hMWWKbCJyIeF@mMUou-l3MB3WeXs2CeLwPVyuNJ*J9%Uioyi zO%3l0Z)1})?d$k?fa9fs6d~~_LzERJo~NR$P^rB@8n4lXCc*7%zv?)O*W8S;U}72M zX)QJg+V90t)p1D?z_*{XrB}JP^FgoiFPTB&;7dLvi&-aL zC9FOV;%e$`pZzVeFA~W!l4x$%I~uy{YAn)=dZW*I#M?Q>c|tTE*puqo;^s6ME#LVT zJ*C)4=uwW5Q-ekY0j;=Hq#xpD>;Yo;U^31*aclU2eg2ZEv3z3|LN=`CuZWTwkOVm& zMv&-A?)9b6eS%*-7s!q|%ojToKD`!u8gwF=ZxfDdbIta$f!^>h zIifRow7a#s97TF}YfU+tKv2`7hjN!&-S(92(o2F!M5nh|bDxFQ>xUe6b+E>YTBkE4 z$FD^rpRsevDx^I@yJoESnB7U!_-+zM-Y=tOmOwFOkDDd*RI4ya+Thjd$Du4S2lDq} z$0^Hq=a?0b>hwoyE620dESg5mQ_8wW#C{iKBeed%Y=Ily&pF=8GjnZ)phl>kBLl!1 z8|R?q+2RL<0Mg80(h~B;Q{-FbcETpxjJUGccYfh5V5Nn0z+*0%RX}gaVpth#chG33 zcr=@Sht3P9aNWJMsjdZ{Ppu8*mhLjA{=lWD3v)WpFI3h_FyBBxj+F+BrZEq?GsKWH zKRKHq>lf-@IX%I*Wf-F=+a>OK7XqT!tn6p(&n{i zCa%^I53W7w2X-`+!b~!W)^k}ada1Q}@;3y0T47&vpEZl|)2Mhvth+cp3Jh-(R8E`F zd_@6%s$3_9dA&WszYfe7#1~%ZXZy0~dve`NbPtpFW&_2__%EZwNpR&I%$9E}40Yk- z3db&Umb8c6#nL+qVbk-YE zHOQH7*rS+d9mT1h)dL4d76$@UL$nI+J_87y!{stBkp_pX66W|fTMG;=Gszng>11h% zb`dpd$2@>IGVh?x5L}8Y)o%STFI@_IV;i_=vTX2sE}FB~RrW^(*dIjLZ3_F9a14Q4 zod`cb)SwFxt!;!ON%c0B@Mo#{d_2IK`yIRNw#)W!OocnAa>&QW(ON9uH0GO;6?2&t zwhm)N;h;YQPlzPZ0NXT&k2$P0=pN@<8wj_-%5@;f|<1RG0|xbmdD~P zHqHpVp4Qn61D}@A~@QG8og{J}! zaoqttumEd*xdcpTpkjr?2~a?=o?j%hVG5%g@@LHPF@s<~nbu&%{W~UF42;3%I-H*aExbmo z!`92NT@oO)!Q@wfGn1jrTtm|PARD8)SQT+8fxcqKyrL)-epi<2Y?44UjA=g@6%~rV zVu0<>fWtc!eS&C)4=1j3uS1KAmx9pbH zQl^)_6T)@gs1t3{En zlbuh>(jL}RH?ehm-9%mCNB=Y3vxlV>-%F}rh!i!##&p7D_bmJ}-ZFK>YF(op(}1qo zjyVN2Vsa3Y_b(=iLI)5fbaYdaX)#t zLY18VmLY)yp-wcq_?x0&>4YFatnLnqv|^ zuXzt;53)jMJNa~p4c3hz&?o%D8*QD^KnH!`GQI{TGW-fgusvDCL7zwp!8(ZbdZZp; zFsGaT)FlSH1G8N40c}3-c2B^%jPxhb%UntUf5je+KVq7xpPi%dV#m^Kbi0Z0PDX$T zIz+wAwc5sLp_hK|X1{7Q+@w{)Tf3bJKY43liZ>EJ;+f%ayuuD#!vPWN^m4uo9bD*| zEOX`8iW$O8<5g1ksbZ@~s^bz|=-afWu233j9X(9`)JqejDtyArsJN%M%k7ME{yw`6 z=o6TNsDw{}0l>yxn`2jWxT3dbLbH za4~}MW#p^<3xO~X4NfX~dKNkDTu*up8EuuMoC_;_7+K;127x4|IM`L(W()&LE~G{< zzfx07yDR!(gYtMZ!)x_>X5$yXvl3v7w+McEz^p3W&P4Ma8~WaMg8PSO3oq?sxb9 z`|L+Pz=o82PkG>zdD_^}Pk}U{6oie-V{ZC58|HXy7e*I@UQt@G1th<=-tHa7Xpnm~j*t{* z69^|Cz|Oxr;t7DTWMli~Tp7=r289hTdoez?Jv>`nEnRlHO5zPekC^2h5zv!6A1+Yt zRnU{;`mShMU+mCoQz={1|h?U$-@w$z~f{V$}`6Ht`72=oyN*$#6c*nrx}YTBLW}Ecm!={wmN@ zJTlGlMM^D7pok=v?Pu4f{iUfyTRs~mwD}r5%0Dz|gYdPxv-ko~*RNEj!IB_;9p%d> zX;a1GXjj{Y$m$F>W@#icixr(Zh75n(IYm|k$lth3D`mUNL#p#3vDG}I>K`00^FBZS zGypy=?F^{bqG-7@Gi^V$ByCkh zB+iu{M%9+s7worDP@5=sRhBl2Oqk1%A&#>-D+jpE!h~x_VUXQu*O@y4Yzt#gILM>g zzYzrus8M6@dd&ngwgXRHYRj#{>FCGQ(+t{5Duv(OJAV8`Ie*pDd)BOt?k!}8RjBCd zYHI7gCKX9V3Oy-gsH0!GH}xA~2_ZUHKx+V#Ip#h#Qt}y;x+y?8U#j$`;!Cz?Ql2qpFDn{D<#6_K>N?+!Kc(WJ8O1yP zs=&OECc`1^5oV0GM$Wii@rTyAvKGuGWkfnRbIOFQ3R&<%sXmE(^LKJByR2wdcA50d zB{NuN6@TQF@HxmfN9n&la9ic zL@<-(M2TSHXUgc}BDGfa%XXE%Xrws`h9Gvmp*l~pcx2DDyfnUl1-HC zCmk|Q)XL=*Vx|=5nDms>eR~NnFSokqyN zdO)dAulmq&a_u=}`folI4zGXY_72};uT_=g1h?j%^Wl)c%(~FOt?aw9SBHF5{?E$Y z>57j^FB|f=vg<02RvU-;sUsROW&`_8hGDVTjXMZkA>K8X0|eQ<9i8}pVa1C&7^Wx4 zc}G_XmN^cZv2-LNXNJNdz+Pc6TH&v8v<3~!pv53gNeBUKUvu2@b{l;Bf&~vQJ}idI z1ll)j7~EbE;G}G$LU8l(x#Nq;HJ-Mhf#|{vHZid9R?iUsw*~NSS`MkvpfnOp$I!q9 z&%nIrZ*;Fc=7vRzEqQo{wu4J2Yh-&O-hG%-*m}v{L}W61r~}A+OxlKh9-x4GS$32b z^kDiQDPc!xP()GKfuA%Mu1=;#F-Y@l_o`ybwBVGzpo_hhZRf4_VonHzePlaPF8x|s zp*I<*AwnIInyCW~Q+z`OQbz|Go(2D`cFE1225vU;(z%$FbWY(7t|ipifd>(w`|&e? z>;{LhaP@kw6_D`^dkM(*nqIIA!4{sEi-x`HQ`UkwUAPrgAY_^={g{S}e$+j4LaQUv zkFpt?IaLa>Iy%p57=^^Vt~hiC0feFi|P;XbXSJcDgK6VTJKeYX# zwz;I*GO8YXDeo8Gim+@;$0K$l5XC}D;(MNkfRbnSlC^vryY)Bg1oSTVi{e!HVm|=S<$J(j+=~d;ozacO8gYX40p*;x%tD3;APdbL2DKEbEHj|F)RDXypDGqv4bDLl z4iB9va8d{31N;8Klr5@>`46BlFuvl+$fZJbvwCy`vxbXJ*qt`%v1%$AAF$$7d@ll) zHPdY8!O~gX?HsQEO-wnD-p5a87uUZH@E*`ze=6(D zPXU;orXRKbTlVc>(?%{tAY^jn99wsB+|V^g4@}K;u>SuwbM4b}k{k46!mj`RZOo6L zQSX9nW{pj7AGSQa(a^= za~!wv1R{Zh3Joqw0F3Uju)iX_FgvUZe~E+5=COXkeSKA!Lihen-7VADLxbIGB62YS z?EKKN1*0z8G$PveFf9DqQZpTku@b|PD`85wz$WzJ6tn65c>QQ}*8<2Q5z$Fk>~y*g z?U)Dt9wKbV9(8j={g2AAo2WKDP z(a2p6n(wfp@9|MMysI5OgGX{A`nm%iBEQlgg4+}C!QeT8?;oRkybh$VCn=G#F`FBNjUGZ9FG1 z43(j!ZsS!5JS!HU0PF@*_M7?r`vAzVs$ z+95xGPN*o?Sb z5*zt^be5qM7ijGq=W#YyYnmEG3p#_r9t$Qm6($C-G*En(Clf&@eR4k=IPoq|$t2@N z{v;HCa{ymeFO77@@;pX9g{?wN?&UK|=G6V-cXBTJ1xTBRp6o7-uNzJ}Oj9Z;qv9s_ zz#s7`mXvwEEuI<&+h=~6mNjcG45c9;JQZF=a=PMc!$$ryqEWQ2ky1XY71aPr`2}9^ zntw7VJ5Oqh@fW{yYxsc4O}1-pO5dmP@fcf7&<3=-;mu*izr_$%&Fj5ISFh3CuTcZ4 zhTdw0@9@zBT((vo=InX5m1@-4EvDG3Qj0Kqxxu;>`VtQ*`388p{#ta&C34?MqX9p@ez?`6uMtoM2cx6aiy(8lUE2=^V`BnDQA18!VI@r}+{7 z!4C)k(ba9CgMPlzQ&Zg&avSq(rh2zWZ3Po55?XygIKCEZP$gp@#6DAKtw!h27C5#< z5?Exh8coktn%Zr<=KbgjSwia9pfbVQrM zHAbPAVEIAn9wGW2P@Ya#iaVo6R5sCpnJ0e=-niJgZT4eMW4+cm*)R|oD_$4;esd6v z{T^uiR%!@GBH@w zztLddD)o)=&cwAux9~O7qwTl|o6b?fD9ffm5Tf#fbkvaP`RMmTeR38)0XP>a$eqLJ z0dI5S9KJ-&m^N8uUuZ3z5MsxY>s70w0~V30HM+yK1zWOqeBB8nWF{cRj?mf*br@$A zCps3x#nHym&NJwr+-iFl$iIp&inBAhP!y(?V@Pzi12555o)p4+tXT!mQhvx}vil@* zY&Ga{i-jzT=~L{8va59)rR#~~t6Ay_Pw5D`(vH1XuK+2lURwlmOh?xkH_X~zgOo6{ zAMd`myET${2Gep~!?ZW1wG6i7y`QRqu-||`P+MZN4kw1w`39RnoyHBsa471NQs;E#7L4p|Ffcg_pEZ(!oNhL0jpjQ!yl%U38 z)%uH3aldyjZ1n-W#j}BZhq?hSbVY+ITEJPU(;UTseKe~>4YDRDTcJ3rkW4t}JBrh@ zEI_+C`ANTx*dLKnoIvH&o)YX*jV%pYk>Sk!H1TZBN<3jSB)Tg{Jm3&sCPVF*4X+^Q zxj4Bei$JgG@<;N4OT%$^kWUAuYc$Js5Z`Fc@Y>4bMzdKNw8$BP#}6!id`xbvb<%$l zav&Z9&G9ic5Lv`Vp?tm0=7#+%&}egWZdTcKfN2=dSH)CvKC017#0O(K5RUd%W>}%M z%3!z|yXg7=#{yI0)Tn))iD6}$44r~izF5se1h*BiliQPeLW3Fg)^Sx?GYu~@= z=Ksc4>x`cQ$7B>=@aRp-ai0D}WYC-@wh5tm-=ez5A7kPBomx2uyLMeY11-8VDeC|R zf~=fOchBJ!VfiEDF@k&pL(I`=U=qv6X;4#k0?w1Qc!FJS-p*RF;}7&#{@WRl_mK7&FKth}nMnpO zO~tbTo^;J#uo?5WC>tzDO8_!5(um|&Z_vWdtak39qzF2spll;P_Z++E0OF^roE zK9<93+pE#i9Db$X0ir8CVvb`B1c|FOzyJ)rt?R@B+4GArsT4s3&M^W9lGtY_Y0uJdRvzFznon8Gb$MWM5a zomM*u+qi|SDX@p_bF&r1>s0<%RN~Bt6YMDEY^Ti`c|7Z&t&T<66pOZ_fEcIfUpd4b z#%MU3lv#AH7bN@Q1KU2bXfgAp8=gRk9EyFa(?xzh*(aJ9dxpbmNXP!ZMi~ts*qQ(b z^CM65;^+-(&PzF!6=ucMY(-a;Qm6Pw7H##Yi!{*)(ZA`Om4kYRTao9T+N&;BXw$=L z$n;8M6(9W)^pgJG&*h6Md1pNo52ok3ms94Bm{cmJT9iPSFuL0 zoN;)eLXI~Fd4X1gbvE6w5-;caD|Z<%3H9;IjZxq$Fbo$^6|aj||F6ZgLlZYc&NI%> zGL7PpJcLj{ReK}X*RfO5UtkH9j^+6tcq`u*Kg8>C)kJp-rt`I6AwICOR;JjPQF26k zK-|HylP@!oubTtR&p%{*qM}@s!}jFTWeQ~pZCI{S&Rr+!>@{DJ>?Y1@3|J!5B#Y){ zYFESikhh?v2U7lbr7WCu8J-2K-nKf{l@ z8mSIH{imdykVn_$1!aiSeQIzUAe=vAyg_TLVEByVqFjSau?d~!^!U3@eNI4MTtpY! zj8abDYjh-!Uht@!@{}LRY-A4pu>%_OX<7gtS!rq`af!mpI2CYZu_m$!CyPWoIrx3vgiD57dC3HSsT#Z-Wn?lT|9}8ka8}1AGh!xq)Xy&Tu#3^Gu2Rf)%OA zN&eD!2Uqq%^W%z z3%n$LcJ_E=gB}35_!2zcnfQZ-Ilo%}gsDGBi+yo^se^$71FSMKDSv z&qa#T%h(360#c`%O_-kdgfU=3!iqu11do%bP0}Xp| zAvLw3sg7p2=qoQjDmG&{KN#3hCOkKgI=2LXF-&>U&^^h$-x2L5sQ$E_+;e)irhD{# zjKgQ^4d#Ihu*P^cn~d%96%(Ym8qs?6LB9=t%PC%~ZKJGlEQr6K$-eR8DZ$u9bXjm6 zjHg#;`>b^{vaQbZ{Yrke@s~{Az%X|`m5T>8QRPFuGuJB=ogMc2k~u+9ghCjV-`QUA zKJw~)^bL8Zu>K_8Kd2rDJo;n+5BGW$rJmRh)mOdD0mDnFx!4-hYCXq|g6$0WOS>HV zRH3^0^PW-ZN?92P^|S;oHKoIAGf4YUb&bVfE1Ruiurq8zhnHISj0H}I`6+osiLI2; z+XXx9qAztiQWl8+perRlYV`1WL;W(xzQ8^ZI)>VZjSzASAC+KEoac*Q0-#vezlBCJSlpZ9K^SLg zEa>=I)4o>u^@g%nj- z^JsJy(u2ehE!e1kpd7T1eFYuutTHaXSV+fweFXA7e%9z_^5`K#R)vIG5=TaRrAA%1lSNU?Czv+RjbaK3;agWzsU6XH2L{t10X?1}o+_XYjSl;%nIQgie$B;P zE->@ltkSXUqmF^2k9e}v(*g~)@z*ayD4dUb%zVeg`5wO&x|%hh&hNb>A6=7iwn|xA zk4@VF&U7^Bn8+9+lxp#S7-f<`6{Y9Q1lE#zkRW8HXUvSYS%sqB;efsp=UTRVG5eV7 zl`4CW%se$yyEnkDak2psn2}ypAxaefAQx9K2ZEtCyR5DYGT25AsQJf$xJ5K$Ae&6p zs%)CHA`ch()=o7_5|ImX#LgUWPPLx}Z4v&|*A+^KkFIx*!tkv*k8Kq0y9E{Ga0v&% zEc$vFz3tFnEtzVw$ImLm$i|$8eBYCuR#o~k7)Nre_4(f-wg2v-fP+C>y|2*R>-5y1 zu?Wgw+uQlMk$h7*oFztYV%l6J0#xlJWpV73@?x}BdHEOFe*)x`$C!R_`U%&IiY zSSnzHc@-7|wh#h`cX^#oCx2)#r83e~z|SH|Z{gZY804CFnxdt& z1;{Vj>5MW4JLor=dIBj+N-$aNRNDZzp%-`_suNF}%@@OXy`iu?B8R$BAi$w$5_jF4 zg=!rp3-pSceUt}1+V9zvb@AS=hha`;^52)R2UvMXZUK$_V%V9U?4`4YmUMN&UVMOw zcU^h%1k;zCk(ZcklPqG%P@ee0$ewe>5Ph6tp2y7`IhjkKyC%Q3G)6BXpRHB|9VGul&$BjH#7Xvz(qW0rgWCgGTNcXRj(?8H?*w@dnc~u~_11 zs)zCIh(s=d5#cMK<_yQhPUR^Q!vlOFsQVg$qY)y9&tEJT{<)e4H1~yB`dw)ky-IC0 zP;MW1;1{Cn?W-~}=w+ki@e368wHM%$=l zOlCo-EL>NucDMH?CpwVj`t|y%Q=QL$} zlbNf3f#{B>on{p|*d~oXSWM$B_T^}*aAb8~RQQfa1hx<;FGWk(cT zkK!6!sZNDoPwKO{T}gYBJTExsRn!h|j{M!JmqTDSCYP?Naa`+E!4h7b+i!=apeQ-; zcX~k9rtQaGS%I3brW!NdNB`U2R5CX{OLcQ(1Py+cUtD!yX|CmAO%P8hs3`CUu`w>P5K!fhR%Kw`VJ32hem-0 z_)k@P$OC#=692TVRdr^;5XjpUK~dLrHxf4hlFbq|C>ED+Hj7yjIOMu9!WViTflH4C z;79TrIU=yxQEU`55x;@6$94Gr-3xREm;uHYvG6270x>x*t%0|e?0b*kTNjXD3)abx zssBNgY@`KPO#+m%*vVGCJ@SHEkG;%gQ*Y`#%ZmPLSn*p~BZd`y15|@&0}l5k44;2( z6lm*CPPdAt)u<$sn_(>~sDza7I78lWJ<+d>Uev5~azJt4p}_K|AC$<%$I7a~N;>hV zx)MIG@pUiy9NGsSI)HaY=GBI#qan;yszVSTACc<-v*8D_xhXwe_bIGf7eDBm|I-l{ znV>Uc0uC)tuV(J>QvaldEBlZkS~*=q(2(4}_rwGJY56@z@WktcpY%eFy$<<{=GjW@ z7CaaDUEeF%B1XNcJ%WEu!w23-0@t_hzZc`XP#4ZXTi>MfP0S{ILRz;`Yy|`6_(coS zh9rNuLhwDj-o6vxQk2&<_JKkxnE0a@u)D;x-6kg2X)r94_R+dY6i3!GF>c?UsdsUz zr+&P@NUS5(>E&b*>tuFMau*C5kYOI`tJFXnRe$07O{N)fx{dqIq6PPxWoCoZXtD_| z>gSH5+QOBxwhF)0Rh_N7hec@W7oEOrYCJU!!<(+vT$-ar&~^ z0Ao6gmPVWT6!9tTjiCfas%1FK2}alRds}BKzMd&$P9(=Ms$G62{d-bbkB%;l9A1nO`S+@E3RRNW0k z3{Egti~AQ$m;?vF-tOfqSL3zFm8%!xKiTGBu#kFHQ$niP<)>2+VsDKZv6rO`fSIw5 zhaGIL^EH`D+t-DS;v!eAk(vknXyQ&y(m|_eHu6<4w3q_>-(ed4;D+%Q5~9xz(9c?S z1yqLBq*oDyki&qBKjJ~G!Xus{FxnmFqaLg26Ki2CdJKaaT!7-wIYD`ausSkan=p$V zWp`?48{#URd})s@|6k(-9?Yh?sWn&^l3m#>w=J9Td2sKGJfWGlxsUp195key^=CJ| z&Ec5HeGup_Tsc&2sjGq{LB6iQPE>m%Llmh;V26R>o2{*?!Y?Cn8rP7is%52e(bTLN zi$1t;3s>K_75hj}-oMMhuPbYBRA}JPbDp7T-sdX92vtAEBpxdy(koZn+N^~uS6}M# zr#5-bcZ4^%@0Bd`nH*R?pR7=Z6W5fvlRNlJ`Li$^m6sEL)d*Jom{q%I#ey5jT#Rcl zL@k&oC8Fzpmy6~r*=W!U2EC^9ce3;+ve{pWZNkXsR*TI_J1`L$PBn6oe9~4A(=T2W z{v&t~F2UANGTJNx(?(dneP3qr)3Sx`Zoy#*qT=tI?2|kzxl>~cs5B;jZ_)(lORWiL zp#LdQ%|iJDQ-(=3m+`Z!>Q;1DV+OR>bhnaCBV8QxVOl!Ei&Ab;TN-1A(76!$=4Ewn zpx_io4jraxI8Nj*jGbY36RxXi8vfO+XB>6-Vbg3hhT4x2U+V#xE*7MIOvDg95NW$5 zSN(;_Ncd@DkNDUIFUO&>xi~n}=Tsi>(9D7s*b71!`k;?*%k?EU`T|{*L48J=ctH+9 zopyj|vC3XBLW6yOa-~T_HP&sGCn6u`P!$ai#VRpLGWjlN4ahWOiZp`O^=^EBCO^fE5}a>k!tf)bgED!>g2mjqk^HmE zg06SntlA?oy_AGEVlOja7HFioI!7_*a|I+tHz**gu2<)^3{F$JKz{zhw0i!X$?l~Z z?8dh11E|yx75BEkQDO<5B{EX0^0Y}PyqPaPf$H(t7tboNI^WGhy(U*7K=%23W+egaqQogldr=4^_r<-GN|GjJo52wH9)!W?R@jf<(rUG5*Y0KvYq88&HhzzHb z6TePEV9irZJi<7VjvnIB5l{itXW1rykzpU_X5*KIDqSwbO&;S<2msDE$2&Y(+ZywW z7GCBqHG>XkE6(7*vpH9*6j0f{2vITMw|$oi6Og4m391TKf3hs2-sZEx$OZmJ;6Ef_ zPU#Q&W_=lebv6^Q@%TevUb~$Wa(V&ZAJpbJz*?5`MsdHg!hr?fuKVD1#K6R{( z(P>Um@7sJ_n>KG$Hu1+YwKmYILN7yT|6|5Y$v$B7>v8sZrMM#0)e&h;gshAZp)4Ir z%BF$}ne~v9ml7*UleWWIG-ZcV>a&OsI4#%wY_TbuHD?En%~ZGK)&OYs%aKcxDSO+1 zUVRaSxE$ZoWlWi)o7>r`Y*;Yf9I@SnD!75XS)HECrm~=&M$?)bX#c0e7#z{Y52dH| zVDoE4JIgoO2~~i)xH&NeS6hZxGw9z^t#J#ix-&d8!& zoUPCT)itJegj29s{nDjh#+CCq>&#}a8GHlxMgEY35rugLFQB^|4QS}92C~`h%J5Ln z$E21QE2{-F9JLT%e2?3n%=s|5?TrlrqnDij)gyx zO2SclTD*O)I+?)DL(FZJpC|)#@DkteN(@LZ=3myEAwp z4j`uIpg13j7$s1Wk7T2fwv{!>EBqp2TiBlzgh7h<^HAe%28U+*|dlg0QitZ_+|Jnc;_bLr{gG<*Z6#{C%( zT`9$WLi8|3cjt(vWjJ$|U&QERvXV87P7JCgtgK4TWo(De%UKx0+urWj6ydyDp~o5B zNJcMd7jP?7UBDj9qeGM)jxk({|g_`C}U7To&Dq^(y}sbsXD?W{q8ax6!?*C<`k>G1H=nE5H@;`cH0 z65$k+IPB%z(xu*RK<@CV-h!DZdiY1VsxO|GM?FGZZ}{YX ze)fqQ@u)VQw0uXdF^7C@d$=$J^$I=6#kxYajW3+n3mbWaj#QF4<6;-9ncoww%^!_p z0YE`WlDnX|JN}ksRd!_2(h|Tz;$6kS#Iu3wW$nnit%`D>iv3gPN3^DJUnpEXLDz2^ zSaATZH~N*RC%N)>G0XOl`760RD&3ox)z-w}ov;X=+VS{vf^jX-dSfAF@vBjt_EopW z!+pyD4Rvs3>yS}^LOR@Rhgm-zJLO@VXI@`w9=C&5BGaMJ=wkW}Bxth4GTBXzEL@QtohC3vYBjX_I)~a5l8zGzd@C#1UiOppI@8 zmtFEDH~R+$H5imAgHv!AW@$w*j#09RBXa8K2vMhE$X|mg%YDF}9WWSl@d^q1dV2!; z*CNP)H=!0AWK%CGrYI6`%R|R);y>_N9oKtmVv+Ds_>E8t^l=Ehd&nND$_P_wX)%&d zF=M})jt4-$T8wy?-;?Y&KZ7Xj@e)< z^RD%6KrtMScgvOD@)v8l6yoMa7k9&8FChJ@>;D=6xoK@>)^fv;N*S|4)f(G zj4b+UL<5*i@!57Vb7+4lfueD3sn(C8;xjf1mEo*1U$~KrXZdywxTp z@m>**74}!a9&cE506LPc-r^v@(mFUrtaFHiuox|dQ%Msh;60rV*D(V5v!Xc!5dr$z zc%pp<>u*F%bw{MD>V}eWwG#nzDt{fy9xkZ`#W=mpA>QCPdX)h(zF@xSr<$>VTh-rE zX83cf7R610hdv!)CHe}j>Z)AWc99)NcL$t8cr#`R(O5039}3dn2~;yw#_rVWVR4o^ zv0SV#v)W7~*UOR+9tBQYpsB~o@xqYh-B5_}Sfs5p_JHW%8(r)RLv0V5Pf|dcn`s|C zDj#10kOzh`fyOY7@OPcij>^RALvaky&I3@WLf65$dmCyN%7gsm#Qrs7+uU$`+l0}6wNuHO z-oJxqF}Q8&Sc4rO&?RUetQZIF^Uy7{fffNOTAij%g()ld_l_2ptOIZm!`74@Y^CRr zhZFqU-wHm#fj zEdTiS8sX^yM+ju)=y*4LA9^Gp4{WSfH_9$L&!a5(zm0V%DW{R+L;AjW@Dk~oEE`e) z4p3sq4v=};fT19A0KGau&;M>Z8^elPf#^ZKtT$HgAKY>2QsqBe?uc$+?g)3G4@q%9 zp(-QEc!<{6+#NI%U%91h{X(o6+;=jyFmT*Y?{Y%-78=0yxmWd?S6=qfcKpElmpU9}T^PkSp=OUb|uL!_6Y&2d~(5x(B$M@bC)&lkz zcHek92=W+i7!bzn4fwhyeA+Q)Pf0B5#!-T>o57ApZLnL`y__vZ zg3$N6`IerG&Go4e4bGAA_P^=w%xUldYedk+lWIuXflRB9z#Py=%X~HX<^YS0hPNK` zKFaxXDpj~gtxi@wr%*`a*ZVa5Bt0QQ z#~bpY+2~OzS7&t|1{TJ-4mzR`j!7`@iy35zAK3Js<2jx-#Edd9(IUq>%hO*KE(S%4qt4fs|jMPaJ0*gReC;)U`z|dbQ<1rxZIx4V6p)?el@us z3LI0<7#x0HFz7y5u~e=&a6#pn&jjj$DlT3L3IuVWeD4q~Vd7in4@2QHPvyTuszU^n z^4Q~w)w;_bx+IqcjM)YoL2GQ`E%3}1&hK#=Cn@#zEPjiELT3{RKLSxHyJjufRXP?+ z>_HbZGH8jS{VO1LG5tyMO+4L(#uIWW80a$kFzIdNtNq4H%?@o+2HQ*E>)Dd{N~hSH zwlOjFZ%($~O%vFTir$!woW?385U&AS7T*9uV3%L72*ti;{B6vQyv1_qP6A+o#r%rf z7pjG63tsgkp`d39 zCt(;r`es#m+H4EINZ9A5Zw(M21_Q}nA#j7kE-?j>sx%+Us@|TDob`k1MHf5dEsMx6 zESjoLu@REnTmTs494|bb)yz4E9Zfi`z&Z4{M(jCl>Um+T0*i_qKau&a!uV+_>1l&i zSg26>ABDJ*8&`=#XgIKL2ZO9+SFTULSW{Q$XuVF?NsJD=_%cRLlRhDqa*9=S36AnX zqXEziF{9eWaF8q(b>LM`R(U7ej=K>c;RY!~bBfq@=Ym1c$R|wWC5>GMM4I#TgQEX8 zP$D|Z3s9#tvPSoAfn5j4!$`8b$0J&($!^Yj&oSAhUK$Akxfl(SL0rK{t1r;P!8ywl zc=AlV0=Dz^Tv^@eQz()16mkQ)L4kujrK@jzF8@{=gMD<7DmG};t!=AVC|9gZZ@^xK ztA>w6Q*JFV$pyLWd=0><$8H#hac{j!YcQK0uc-;!3ZBN10Vt=y7P!M{FPiP8a~KJY z{*u!omqLxb@OM-sF-{vbD<)@>8<^RdfJX>6s}Uhigts(2%zn)^A?V==6#7T(6j)DkmVhlR!!7aHxOduz?7F zp-xAVZ=`{-{oqad`BI+(RHH;=YnV^YW;M}BcnqA&QuB3as(>^*`KXYrSWVfLs|{Y5 zR^k?6Mrl7YJgoc!C9Ln3yW$nQtHxaIfj>|oQN)cdOKwYGF2vM%9BT4%}rPIOO@y;9c z{(M|X^RI-jYDJ)?yE}A;lQ}ZiNV$GeO;zn91;^On7$p+MinQCU-q=Q2(jIT1WrMZ_ z?>O0$+_$bYr>-j+3GylN)>LSi##5N)JGnAdsf7heKUwSFbFP_*_p)@w`j5rv%6)q_ zka`46ItR_uE%|V|u(~t)rV3}R*9z#hY}gHdr_v@)dsVBg+h@rm86~lfSsrb-UJpOt z&?Sby^*|AQVen79EI&u@1%kj@V%W5i@ZaFVk>N{X=;dOxodE%$Z$UB(C6c#l^H84m z^)#DS3f!D361bW+Xy!CWAZ^E;;F57VJIK71GkPLOtIaYQJ;9+q85E}(bYYQtj>pt> zMZ5&68WV8;yv|X-Z_oVbTqdjMeVbVvr%|Tdol}cjg6FW?B%4|y9>A3HR57w$&SALJAo=b(M`v)CRk^;H zVXsb+#h4qr%NZX9r+_Rm7FmA|urtx!&8{W!r5pa2U_x)$r~3LX3f4s0dLPKi>Uv9~ zIElpu2tByM-EJ$4Q#!|>Tf~zXEUaHyhyO;cUwMgl3x1Egd;Q9RuMT_U#FpAh>}k1- zSqrabY`elMymYvX)l;*aIcbR;Yh<<;n*__Od#KI!NlbMfF~#S&6g@QqGvD=;PiNSp z)0co;o;Wj?{3V1ah8_~vQ;R(sl}p~EO&|1MxMWiGQn}Mh*BZVHvoJZYegI{JDiev? zY_T<03pfYvde>7?eSVJCZ2TS|Hb8n<@SbkC-C1fqV-IK6+aZb_UfSaqtC_Kcu^aOT ztoIm$zwTTmOqRd;XpC}aT6&m%Y+om>I=MlI4A3&d@Hvs6{Aim$vz zm#0l)EPj1u`h#rca?&ase5f0)dHJwNa6c;8`GT#|jVSyt&(QYSytrr}Sc;!Ga^ zmz?X)T^bCVt?u;21^Ln4v<3?fV$sk9AHsn-j7v5YD9gFA%}?u$dZcx>7h5o0(D<_| zy$>0N5>V%pvXiE!I-`kC{N_Az!^f00!w$$2i%V@@=d(r1CZFSW%`w2(Jtn=RcxQUe zFI5Km@FO%2^?WjUZ&rVM8k@Nllf)ZU%!}e(l_LObEY|2b4pG@)K;&VC6>xU3E7&ap z{^a8VUrVop(xsWPkxZcbJXXZgR1=P;el`|>ClRS^WJB8HA(e{6G%N%8mS40CwW4nq z6VhfKmGqX&gmL~9+YG73q;xz;i}i-uN&D}6+A#{IyW2UfR)xhK|6sf;=##s-3g+4q z3cHU%rURq+(z;1!DNAbi@0KG%MdrbvkHVBucUPt;XWj?}M@6WvZvU=la4+4cc~~HT zdvznUCThn1Yc(g+iudpOhg!UU_g8B3{`)Eq4BUIfW2MXY?HOx1Hu6Q&db=Wt4~-#m z;TS?kiZtd(IM<;sQrHumou(@DbJ@C)Ew+(CGWv9$8iJk@H^we4bJUf{JRPR|8sKwP zZ3K9TYR_+Bi!WCymJZ{~w^eln*B*BBOBG*uKeRV1z5Is!8USku$}5S454pv#l3-Oq zrm=~YMU#zQc1Awkz#*OK_#6C)0<@1>q_ho5M(N-*w|@#|&{b+P7`otk5UUwch+7X|p`@HxB&xC&*5SC#TC%NKpj4|3$!k{XMF z<;)vZXobM+oLE3B^Uyh}PjgaLM3Es-l%CKTQ22pT{#AZP6>LuK50H4SfbY!>B;N_T zpC$kL_XBDpTqMiMfRU?SVkLfI15bPiU9ms(30&?AS+tB^8CepE#EBg=%pTB$amhAy z6j>7caj1hT_|Q=73U_vNxue#;e)HK_qWluHLe~}{JC*+B>A_h8ZB0*8wiT`(!hyTM zi0LHIwUeEfj4Fx7z9?6|P#f?8@5I!JNC9tGBYbLD+h}MctEC8oRMQJ z_n>EM>?#6j5wQVnD@M?yS|rcO(eefd-DF|90}GI@=!RE`rKhQMXPNnA4xMp4ZZtA4 zo2$$*jc6%Rk6zQ!8=5|nGP7YvhO!habI=nmAYNOBi$}~?jeoIuD7j?s>~ie{m^!%V zmK@n93(D9}j9=vROi-GEmh{Fh%q#7Sj1at@#CBcW!&tsfcN3kIhGvY>O$MKsLo+J^ z(#RAi68}>kznySUCn6Ean>c&ZDZ6`qCqU1%**4o~ify=pE;W-t71;vbkj;gQgirRu zZxGPTF82bvN9$Xnl_cVy^I{pQ^|N8DX|UFw&&Sve2_0t?rVnw56#j4MdY||YHRxo% z39s31`NO9WwJY|}@^2)jxu}u)ZElPGs?QKs_-uvWM)Vl`G!*ucs1M_Hf8fLGZczO4 zJVN8WOa5m}77LfFG>&{d_Y!*;Mc!Iu&t#xwvIQbbklREI{G4~hlMUf8GQW=>x=vuP zJ}Ws@2O_gmgK#4u`t9l+rAv1w%3J!ud;F+LKt1{YUl_J(pz8RM|;$Zjs~@~pvHw1L=SG^tpPJsz5C z&9k`v55{77u5> z-6kDhkLM9@5Jr-*2RN` zm&R5?35mhuD=GlP!Q!U^V_NxdjA>vuYAfgl+t=`NJs?XBdv(?r{4mG0nutu)=zLZb z|3Zvu9=sJ!;>r)grn-J4UKBT4zICVQ;!QTs*04o~1%k1kl_O~WR@(*UQoF!heM8z| z<|}jHvOJ|lloX9?5u5bg+-wz~Wj(9b$Qhx$Y_ZeC&TY?_2R>ML^hB52uTsQCU!d>S z*dETNkkxV21vc!XdPO`oQq|_UZPma_nt-FrO)l1IDBY@K8R3XOjTpHcp*359w%-jjNS!~xfNs6T8TTINhQHxi5>pMcjKCkzHlpDLmYCc^#T7IEfPhGX<)#f)F>lSO z@pX6TbeS7mlB15}#Onpx_V{neRwU8Lc$rpXTfQ6OHU>yAnh0ZwF3qIfK@AP>3`XC( z(?cR5*fq}}x|TxdkNQ^PmKL?_9}K_4SE@j#bm7t!_`|(aGzk+&YY7-;(`{K6d!3r5 z+o;zQPDj|Oyb)v~Q~cx($oY(2qnFCA+e!T+mDg3>M83Y)n7D~ty|k+WL>GLzI#lTW zL|3QX{ByS$FhYZ}t@r`+C;`c_nU(l}N%*))pJx|0_Py-o51U$5&d_9JioqVz#i=+6 z@wiQf@dk(}pU@ynQ7)BlP=hTj-ED_((my zRPr0)Ss)iXIW~Nz$(LI2<*SM&UvVp+l2+!SabCVtVKrV@QVbyE#E#9S8wClky3nQg zoi(X+DDinV&xWyX5-k}6RCcY&UUW0q*~W1*l7YGN35aqAi8}s}oiDKmN!8bxe1PlM zIc>4d!sL_S^A19Iw*nxwAw0|nGpJThS(?xM@?4cYCVWYeN5d?D);0!M$lPuqM;;01 znY87LuOm!j)-7TFZjk9wc4b(=&VNsAClUuoS(F4t+gEQ#RcwT_E;jo^lHKVT73z*V zGN@VbDa;3}IvJC_!MxJYeaA#lBorP4l)`x&@6?`&b%6?AB|1mJi(G~jQ+$P%RlqLEE-!V< zrUGu#n6j8{ZNya(vIEQJXjb=Xix%bcA?!F}e8|skMRrCH4ASR#fDPD_&}YoDc!K+p zqn)X+EFY7>HTK8=EyotK|9Bmmh>xMMI8vtNj~OFJd>u3a&(PzfbsK!C;d#bD%mDY{ z(&cmu;aU}|iqRFB;{{xHF7rcICV_Ex2qKm$2%9IGKY}rMGz5HXnOT$GEfmPbN(zUSZ?RMi(&efIsmN)@f40_-Vh_ z7D=vqF6du3D=?%jg;RM7B+AjT!dmw`Uc5GPB5+!t)%K`C$$`+9&^I|$%+xRup%wrW zk+q@E@J}11c8coj26EQPwHF1u%Mhy^yhSBXRt+%F9VYudIq&oV-P?{uH^Uye%K7I9 zr@<#CvP<}@E4b>>ZN#(p9>0}%uz()SZh>kULaMX;_%gQb=<3XQ4akV;Ny8@hET=dR zV{nIG4)vQCIdySqCOaxY$2%H zv8p-T&t*|V;O5bP{|AemB^lE0MmcL z0L;+SCkq{BKXL{pMr~0?AatdMhzbdMg%z8Z#m`3vO?)F`*lO~uB0o$C7_7Mx#D@^W zM^!oPd{#mH_MTGJfbnq3PXQ?5dPvAI+NF4Y;O z#fiwN+~1nVirTL%R{0ybq8V9>F20x14r5GfME)~V^=A2ce=;2Tf)B~jHxWO|$*HoO z0-I9XmTiTa(-qX8gDFT?r9Qf9l~Ci>8`XY@mH`0E)9el`}Ux&~eqwu#^g zx)mQyBI-dREHKQMw1!mQ1oW*g!345>M**m8YBpVc3?3;B=nmyb zVoeI2lBq3FhPKMt3a+jzC^SOKDJw%eM4KH~9Fw|+xg;N%BR+NEHPiX|45451?d?-f zw8_B_5pT5ZDLgY&Sh0%v`W85Nfo_1~ZJ6zc7uiuzKgiDZDQ}cB3t{E(VNT28h0sL$ z{e4izJfm3g&Bgpa$zD{R#Fxf0o`nDQ?U|kJ{1@g@#2y9fXy`u`;PG`xXj+T7l15=S zJkK6AHhf;dUnH^4(0@@dl+d11I7WRRb2kj-t$Z=XWsSHRgMj2Ao$850VhL-wcOV+Q zKbsA~*mK{W>xU{6@a=@%Rmr$p*KrX3P83g+TRnm37(1P$b>@g6J@P`2xI|?SlIv8k zlbAaVKd^FMN#8TGlhmv^PD$|ByU)!oRszXSs6vLm7W|U}3V6UBthWs?&fycG)0*I* ztXv#PrxawRRzeL`SO?;5pZqQI0B7jbxW>mqwsom9t7ln(@{-2lwx<*w#zC<&K-GKWr^NN3@-We9a*P>Vs^nbl{K{^M%|3WG@)EZ zt{+M%i*d}kfA9XyU}ZbL*eZD6rX(KkWCFdrINn}XO4aT_s7MAvGi*8;U07nw%d$e7 z)X~6H)-X0ktp}+kbZxPf6YlWPGz82u&&A*Sc%r$!b+P?P5L~H_dpblU6 zHy$#9hep|zy+-A5;Y%|3)-(SR^uMXypp=o7R{(ApBZdZ-mXsz4VQ>FIhaqiGOn zp6jQjwcswiO}^fl)ip??Z!f1$hBQl?fW|*799ZzZr(7GFigM%Rf&TA3!L%|p1NA## zM_)3fG@xKf-dqC5!CGjETvFU6wB1!Y zWOO-PIBZ+0&S|BTs4+fg{7OZ%F@c_{EoLTAn$gRg^F8fXsqeQ>G-sA`i&Vjb07e4ovV3DsT$ zPOj!Z{|JQ^*Ca2|X#oxqWAk-EAl@DMr0N1T-p3_ts6!xI$a#R{sR5~{{ zjPQDjDjb!=%+ts)9hKIkH#Re8r5->iY|s@{n{1=GS!-g)tJq)pZ;SE>T_IPc!H5ST zZ1tO*9bljUQTYF3>$}6FD$}>0x12WZoGF=9k~2vN2_`T}s49|B1wlf!OD4$#Mv|G3 znIyzE0V`He5xXcZwzXivt_b#qZP(sV*Y1L4-Lw!x;(X)JLxVesZtnfu*wnwh})1&4#%B|3M7~6&|7Bj@&TJp#1yu6lz z={kaSO#7f4F(>SFd6YxEs=e29XE*HgaGOz2LxF~{xBo5D1BA0k|1H<%)+kEfZ>b4e zdU_-LMej1e|aXGn!@~jXM3Hcx=o=fZODmG!C)?(FCupA1`+6+B0+=C z2};s-5ex6Sz(bn@^rCRr5dQKEuxJzQRmfbw*HfPAyjqB9RGjW2zC>zoQV;feXI>Ui zgRx#|lv3L;-+iNSSfR*P&;FgaqBw@X40@0Woc&$Fd*^dFyN@^6ZHZS9I)pXGq%~xLT!?9cL=IIlr%X22}F} z_4}r53m$_OqZw~({)d8rVgUb1XS3*Az#?|zEdf4RG2fOhD>+8p$A@*8PKAc?*WRH^ zVh>x0ZNfH|{D39klMd|qc1gi-RT7M$W;h|)1;*+>+%b;PmAm}@^yPYPlW9>gwYc9; z+4Y79xQ3I(AJZ@q#ZLVzUyJWV_r5Z2>Ebv+XGvDbgK?6rC+|5M8x7(RSMFD-G^F1| z!~0AyvlMbl0gCc9n!JOc5zrbfEczZKj!r~;DfWu)Xm3)+~2LHrdyb3;Cg!vzbmw{sbia$t3#O#EIKnpq{P;_?$ESKOZS|B)>EG zLHLLDpumFyG6B}a9d7j+K{rrd-%ZSQ8cyEL=11`)n7SBq+p&I7DYk*0xIT<+PyFm< zb7T}a=$lM$k$au`4U9Rkg&nG9M)>1pa8EJWl_V|}L3{I-U%h47lYDfNJJfTFPGG+r zPAxGIPkMiXEYzcZt>)D~QwWRwrbMzczJXl6f^|9W5j0Q9_dU- z1Dq9w`SYZ(zSE$kT>L^-d;wxqh<&cI?ZmI-xNwzr`5NTwlyCLrr*`^SBuhOxY&jF3 z!64n7Z_&t@zLlrz)-$00|TAN zbkkXp7Zevn-NV`mN2t$Ad~DNbp}*{&zM!Kcy}+%5tMIAePlKJdSkKw`hw@`FpA#3h z=FAeBZt1m(Yx76Hduy_2d%0$lc%H@Hgo`>gnVWffh6xSFdJ z?QhK7&80I+11f(CKtyoCz#VbZZpOE2bQKl<8i&lPHNoadFw1QV zvH40%yc_4uCPnUaQ)fXGPy2lq5FuwkbGyc}ezC|}2neY!c^=66x9RM>TsnLw3b}!+ zUG*rKrjcmX>S3QSPDEkY@Ikn_tuLEw??7UgIvtbEo{8YAGWIDmzJ&6g3X^B!^fQ@S zD8c8j8ql4lHD$A}9&`|Q&>!0yh@8;(7o8~uOHf{P82SD%t3Um1@LevtX zgB5n3u^3g&ir5_8Q&rSiiyWm?*W&V)K5+T7y|1WMnZfaTtJCMElG_D8OAA)dXEinU zKPh4ltS5GYVa4jpU=SXA$yi+n5A9@~T@j&RFt7Ut!+V&!-O)wWwRe;HUXif^MM6Z; zW}D+y#Rt0}V`QkNm2ZRmc0+a-fTWxJmxp~E*nlG)U}Sr|ulMCpII%9znB%g>yoVAJ z^$Z3buzpw^rXQGjJDD3`VeZ&i#kzJt>_-b7+DmLTY5n=iUxD)P+M$+P@pWE0$3sAP zzE^1yJoLdtkn9Ib=qeiuZtmi~!tCcfXs>odrx130CS`cr-lBzVyM=p4dPDpX7bBn zI%QsE_$Xe^Z#5U^Mi$^r@+U5E+BN4 zl_BLB7a>Zv4MKB|w$^VJxNye|)-nZuz4-`6<4Y=+r4GsFZAfCa15cbp>NSJrR>0LL z*7c-9KWI_7hv1fx}C9%(v(I_$LOLM9Co3E>#3u4I-jp8r|Jms z?x6H`O}A76rqsvmNr(*>GoBUCk~qDFkR4S(jgx%N1^pG4Z1mJ^7_aPY*-K89CC9 z7Zc=_Lz?;tp|P^pm}TXel?M?Q3Tz-ICYUIwSB$FZLpy}jz(?&G`XLCzzAX^~T=OQ39=Mg+Tq4^vY9AAb zdGk=Bi6X)G2caMFcU+0yiG-in0?yqd96a-LUz20fa#yLnGTw_-j7LR~yI3AIf@Z>d z776u3SIzTB`nu=vrWUXO`vQ%)jNg@nYHlTSHBR=OrF1}6#+-+|#lF(%p6D7+OM47t zq>}_)7vdkf_`xu4s|4yhl5fsq8EYT2k2$io?52~7^>z959kIJ0P#6{d5Wwf5|Cj8uOzxA1 zF2`dvWv<u@wPqpNrpZ1&OiNIF!Q{%f*&6)2S6DR4>I|>4lwTt!MGZ* zZ)Nm?X~k~~i}_`0Z$%UjRjQD6nG@|jr;lXd_$ZrrAeG$|aw0PQ=?^$Yb1U{2$W2AC zDG=o@SOBmRH$QMRQXLPRGWP_OC*?GXtd5gyS_L^+JbjHP3Xhz5j1C&R7Q*!mK;1qo zBHav*lRNg9MwVaY2SOFG zbU|$lSOAc#_sU7PsI8WY$|tnH9|EWL@;ed_Qwb+4E6o%nUOO3tO;*-k|qGH8gDzlSm=vKmI*5Ffl z8!*8}WFX{-h7P%9PyB-7npASHqPtlu$upZS{~D?u9uH4u*={F`%2=QcirUp{ z9;U{P%VV`b=LoUHQS2ZO67zuHNuGDIrEO3J^=8sz^IBuzVss|#Wa34Ca{>`3_h8Hb zz~xzd)@J)QvHB0Bs|R%aoIEio2yreP-{k;(sJfhlEEGB~sjVo|0F1N~jUfas z``303Q-!+fWg`~hCI+tF!kmoF!M(s4P{uqqn%viemU!Y-Jz zyz)8rP}yOBC=AMfpi6R!F}pgEc~r#E!zS8#b&G$(E^&x^4hpji1Ax6|({xm&`3g{5 z_ZFb%>sVgR&!i`rm;t{@CNZNqpRcZNLwZh){W&;qcIPkH-YJb-9z>hhbaOdUp9Th8 zdI2Xriw)^v*cMA+ni@<2o(^&-)c=xD*ScL`{;2OjiD(q=a>ve&_4DY-|F&Y8$%V&6-CEFm6zft#`l8-T*}4aMpo&;2WQYdt9X9588_F5V=)6{tfK z&KQNgpzo2h%05(I1}cNHqCRJDe)vK? zl3BS!#X-_;13yB3N6wWVT6qXh_XR~@%=sQR4WU(G@cif_ha`TZB}1$=7cgp%1=0T( zHys~h*^KJ%WX_ld#uso(1z|3>FArLNce=TBlflG{+;eR zG!7Y863|6j zCkxMXc*v-3=daW3^sWm6x%tBjOoMb_S;$JvD*)j6F}38N>Yp{+Zu}M!QwvE!FP$xRfpja3rVO6`Ru4PE<-L+xa`^&px!E#ZmQfo}DtybmDm`BSjOb0D zzvD)oPVqE35i5vb%rpF%bfLP2njO}~292JFRnN?P$C>|Z*En3KkKNR0E}q$#}TvI z^sog#4Kg(7b9XGx0uMUY%L<_P%Yy)_ZD&3^1-83HNhK7&!Jq+!XEnKzku6}Uw`cA5 zJb*%1hhc=>@&?gNmv|I=&?BVX0qa?6ZNX1o(#u&RI>%e6$*HH-d01Sdub>X~R;X=&I6T;o&8AMg?!=T2h_bAaZHhW;~j zP>h$F>g!s5y3>uILFSsv#VcMPoNX5nI|S%|r<{RS=!9c5If<}uJ>d=}Cm3vi;EUFJ za?Ii5Y;#p4SM25tJja(ceiS05-z;2|vlM&_BSsH!;;ooKOR-BcJ|l4=*=hS_#%{~s z;2`liDdmIuN7%rCpMppTm;ga)Pw*z}XYEy1D7_gdE3v0Mk$C!NP@=4QBmxe(9E#s> zUMqfm0ejj+@o@+2)VgL`p^lLrbi+-Kp7nT)2HoDuSl8D&6m#U}dIk=5l15+_>JjbHs3HhFyA^I-gU9w708Mdln~P#CgUCp z?a+s=CP&R3VFv=$xVeB%wEQ(&xz#;dpW%?_&-Yuk|Mc@6in#^MqGQ-N%njBl(8vMu zPj5B&BTymv>8Qdc#}wige~TlRn3Y=QW3cfSBT($Dc>;rDWeC&soHyuhk8-n*T?NxE zfAK3&t3km9y&4wrHa9f^fvP@?Z@w^yPBIWXSZCiVvwC9#$sdX!RL%^Fri_#0OjIWt z!APtq5}%+&P1@5alD02ZaY2umUu?C%>1qI0Iu7jT73h?d3QnKP4f7qkHC}6#Bs?ao zc@I42>T4Tn-=;{?ZZRif8t@d8O|)~@4%@)vnT;MeWlmkG+O!Ja`JqZ>{<6WPs=on$ zIEl*bRm;?ctESA^wWF8hr`)o4+sd;hRah+p4s92a_lH?P)fmdi%b0)F>w=C71(RW^ zE-G2;!j$Ttm)vCkL(>-t<#x#rfx?4ZgC3O*Lw&*OTb8e?VA;U@DhzH&c|rqb*0`O- z^FZbvK=uY_%fj><(_c`josEjwkCJ&VF;Mi2^CRh0M9u+Pm$}lytls+%jZPr>0;%s< z+H%so21{eY4;caSu-YaI`I2Cd&@_xI;|(rAihK>3$B^Uau}{nXAxX+LCkr|q2p_1z zU^((=49kuvsK_9hf`&Fdnj8nz+WR?raVVLb>1sN$+FI*?D)_$@`x$0Lg8U-1@)#Xw z^9O?F1TZrE3;`1o4UU8v{8f@pRhk?N*Pp>vcZyj!0TV1%9KTd07|1jtwv<}xz&eiu zNBdr~ULlc?yjrpyWUYGB%O>a1@r70Wan&#G6?`?Wi7uM37Mt(SgHPy>F502Qoccf2 zo|h-CcN@rE`Ihrjxzz)H?^L(4jfd=OIsK}%wZSD2F+c0Qv`q>Mk<#X)Xmf#g&2;j}!%Nh$n2$SS}ibeWGDd2ElN zq+O9cYv&tUMLFH-gU4Sv!<9EI2ESZ{-#o^9dckX~MI1?^A|AK#si~fn?Vu}(#WR<8 zA2?-#s}*}H7G4j`+7{>Y4K6W>v$$6|kYL_~qzWrDMU=-7R#y+7lYavl=m|A|lXH{R zijo{-Ak*;2?g>zZ%xk;P*#Q2fG$Yx&`&u9W%un$Mm1)!&YRaM#0dFLfRwL@!U}G>O zSH?Q_a(Ff@&Z!{|BiCC6{0^?S3EGTY8M7Xgf$b!3LYEj0%^!4&RT|VfH6a|Ntes>X zLcMKh|Liw`QpOp-GfW86+YRSbfQh3RW~4XTR^n8_Tb!7!rYx3G;%==C?MHW_ZWl-_ z@mU3!Xp4tD^f;r#)bj3`S9mxwH-bjYJ_#S-lvjhZ9oEBCQfuHXh%=Pr+ay;Oh<~w4 z+ul%E53*Yp%%+wF%jO?aPKQ;rBs&uQiLb+2E2+;>q&;?_#Ua`Lrm#G1Yqv_z*$RJV zb8~?&e4O%2fdK1jzYs@AaTmhyIG-iA#QqRpCHmVuqOC~YE3|$?2FY~_VN2_}y_kLr zT8U>%*vqUHnU!7f?nZL$_R>7Q$dPa)k2AqbI)yghRp4vPMh4>F2(G!2T>Nq=K>>Fo zHDW|m0QV2Rr5_H;b}javft}t)FicA;X&^x5mGqXj2t%HgvFpN-&cw#xI1~`wMtL%R zqiT)$80jJ|WjWMDME~aMm$a_dw)-RaQB#rZAzW{(S}mg~z{I-i-C1!KGN}ej+>0P+ zigo01jk}^))}`Eq2=H5F238^1bJLj5%mn*r0ExAWbSt^ojVW5<^vYHod7X*)=Yd57 za2j5L`#EM8^1$H!o>z^WjYU{ZU44gIMp0$6BbXU&!@|o-FK10Nm)9S76w{B`{I^11 zT{eba*3Dc#rjYkxXbR@VIq*47^$xrtPs4VCQD*xpR95GV5O~l&BKJ9NOf&gsdcECm z&v&sSIr861`4ddti}9V(VAtE%Fl|7D>@$oD?QQ@`ATiuxaL~8uWd(oke5Z@u}=vm$EmbOU5*trr2z=IUyYGM!bczH0lKsQ+6X2f) zz`#L^cvL>MQaw7`Je_@#FBX;ZxkR#53>CDZIKX?vylZQr)w`{PN0@$$8cDSwu(*e0 z9&7Ekr`V0z+H0YoufjNeuAo;+^5S2(hwyWq;H&gu>TI}Ot$4r%;GSj+fA9JNhi9MjHE|0fvqdB!27ad%Zg>GdJnR4VVbt;M4Q1?ktT7A!$R z$OP?v}6>1OZtjk2QnPC(PNKU^qo9sNj%<+W^Z65nTL`k z*D#e3bv!q?T>HK*Vc;iJ5or88Q<*TkzhZ3ku+bxJ=v zA8C#KW%h@{D6>BjlFrhpKFlU^^J7f*ZTm5pUFy8Q!hBcE`HpAp_Py(`YhMogp@zNZ z-qF51Ss94h8T-G*fQ8IOVhvrU548jF%IrOJn@$DQ4^R&PuuaHzt*^ss4Nd79tQ}9) zM;<>BmP$3toiM)@=Z%~IAKUZlfEeldSWKOpWj(|s>m^&_$A3Sw%6kVVNisAV4>!F1 zT#e&hN;{r;QfWE49{eA#i>Tv`t<+RAvWza`J=g-y(*ql4Y;VOB+i z`}{O%O%4y`Z=q zcwZ*no?RKBvg!Y}U`h!=$vGr1c2gH!^ap<=*7g&PUD$ZHXk)JlWrZ;B2jBHZ#LhDR z?B;+d!MHxN$;Y;E+R0@lfNIorir;=rfziL|;-F&iaX2_Gl+8S2J3Q&S_By*3LSv1e6cjo!@Mee8XyPW zMmg@lzfK**)u#>UySd-Jud^fzU*U-~&$97HC}%T>#VaoiPw%A|ce?3EFC z0>kxKFSe?`a?~CjcG8g|RwLo5Qxi2Bg#D3T5Kd^jLTE-lWq)j@i^J?kb-#j!%W<&C znU7%Sz<-nWTxy5luf7&D)26}Y$-0-B<5u0a-oPoTUx?%XNetG&&~h0LM=-WPe>n?^ zj5AqwVC!U}0s2AvJi| zy*kmEqgi|do;=aPknK5aw>q7Ja6irAZ(8XVKj6RI?s6tz<-cnFT9Y-c$wFtjkNgY% zqT6=L_O@cFBs*%aB7ehPzXaBG5;dT^Lrm@(n(34=|JBWul$L!u(Gux8n`Syhy)&pD z?j4viE*UhCC7TNzUBy~5kln=3H39?u!R0 zu%+U+ckS4y?fj!nMSomtf5NnfaQ=|HOVfYEQRAYHf|i^L;xt|BE|6ClRb7Lll`^zv zmD{Uf?Uf@?57c-ho$rIuzGopPymTxaZivV0zG3=$4cEKh>u89}JRs?1tvGyjK9>A? z;qa6HDneaT2`CkaN2z(F-Q=dT)vEN==LD@MC7|%yAU%akW#7fh(~0{e-J(JRe1^_P zAhNT9K#YeRNWX*fY8NQ9E!2#Iy~OEOVI&R+%kJ=kGH>VnxD@)# zw-EO*p7=X&sdlvI?b-0$uAPXi&sN%o!iehU{e+gJiF;kG$5@ z&VbEBU#3@6P(Gt=dSCK~+_IaAc4~nvFH?t|&;Cc4E-hs5YJs@w)vqKzHJ|o|aV-2f zN&V5y|AzTYy($h?c%z4{@Pb(h%hFmK{OtK29mny`lGa{qBfT*rpQ=d)7|(8i@tGEd zq2p2r#R~XEct8Pvqxl1ff6%X9eu%347B1)*374RP(W&0aW(3d;L+f(CNh8327;nHI z!HyIY%i^{LGpKdFe{DxP>agIC-IDk6ZE$GNur;;4>1MKmIsEQ&&Mc zQ=q+$X^kGtcnjcHssSO$x0+HoD%QLF9ka;YO3~)z;Atjy(B#z^)k-P~;dy_IO$4?3 zIL4YtJC+5;)Jb`)mw)cIra$6u!3NVC|H2E}2Z(|C0MSbd=}cm7-KQ`i)p^V~pN#Cm zH0&I)wMe^FPVEDdJy*o-VQKP^K>+{u4)ZJUmRz4tFuTAEQ~tHIbBm zutvNEFmFCnsmN>e(DfLkrw3v^>Agd*nc_i9tVhG82$#<8!0C0W;yxkV&(O>4!t@3)tvTs2r1Tc-Rwuerq28%>`h=4?3fAGL6Xm1w0|- z>pW7D)ozj$(5C?c=~RJK`=V&-{$nXyNk)9;@uZWQ&+ZNMV7Fh~o$7kZYK6VRjKs3( zzOBg(NU*_b7JQKI1y<*Xy`b96d=sPq zH33CWmxjfyTnCmm(kRHhN$vwe8d{pYEH+HIKT55Pr*8_$Ysh;fSu4xK{8$hBw};KA z(XcC~QEB@%7Ik9WFEom}Ka&(ybg!h%I`;x&*RQ6yvrriYMB*}NEcG^w+{c<|cl z3tW6vKxxLeqvN?LuN;FDk9HBsG?OQ2hE(6Q6AVaou(*BMu& z?b-SCbXXn$&ADP`FLw*?Rm_v&>XVw4X!SNZ*+^sDqOVfChj9dEi1oVF(H*9DVPoNE z(;PP0&w1)?J{q)?@BOXAQ=|8gkRY)I1&vB*N}C{xd}rh|XTWl&qP*f}zdMuSpuNYZ zwD|O=n0~f-9DvuPJv)@;M@zampWe}E7xP@e%!N|YlcwL^SVZH=ZjYCSTWmNCv_Iof z%XyFEae|pme*unR3Nqy*;a)}Dr%1>MzZc5KZs3T<8x5%dk@NZ9)M#-4@Msed#Kb1Q`4nSxGtm|)zk}WF zajqty5gk{!4uOA5Cjm%wteN5yO0pHH&PyW5g%{3}s&$XpN7(W~$G0IvezY3qpL6qR zp%3EN!T*3yg;oI$s>9)m9XbTbCF+Q zo+9KFFwQQaF?LOywW4%{C*>tYV3hQHQOwk0s@Iq`N_><@Z@{jv7>r8$7j8G$U&8^~ z7-z>ijyCx>Uh$x$^Ssn75PXMf%W+v*metr<07V5n&ygi7eiF(Xl>`lcOfT>kZ2Yaf zR763Tu67yc=a;4L#>8l*AP)Dkwf<&Dr1NAkWE7MIeeg`KOe~U?$KR!f)TxpK;P}O7 z9vhT2b3|GCLr&%!kbhLB&JYtWi$MEz}!Lt*LW>mkaodGt};@9O{ ziBy;YOj=U=BSFPKob@;CG!{e_9KnnK53g~Hp!i;Z73U}#fLN<^Kp8()^?WOKK`1-y z)`3U$Z*T$fHNl0oW13A5==3&;4J2YPP2)7y(y}EGiwk}R8FLt|)&SkWHsvkoMmxPD zUa<#OLx4?*+2d7J93x5_Hz85Q&0okhFf98I?gRY$d36+VF!PH*6!$zz;$BxM zy%OyITO}AIuBgjlu)SJC{m@#IXEq%U&VO&(!S{-FnjrpRZuz9wOzM&As4lG)%;=9?9;?BgiC?9-4Yt52ikgXg_=Tce31`|EL#R zP>+)rg46h<5mf+_Mn}T)XO%^!rwkW+xs1jH^y5dD%{v~!3`dbT66Sbl-!@QsGXU(+MU0Wa1h)vwO*Do2%C>8FU@2>YqEUOGGHoAO=6-~AsMN-kZgienYA znHUI!hXrIBsLEv_xwwS3d1)j0q79Yy(vi9wD(PpnJaAhpl64XCFRgJ?fV0shpbVoW zYwAV=JK1COk1KCKW%al(HlGyrjT-+-_0r>W$dcUvsOui@p8vz_mUnj&luh|#nGFBV z+wsSLB7mD;j{0h{X1b8f3{wL3O~Ux4klk8BTf>3DUzz+~k-spxj}ZcozVY%xO=Jt% zU1Qlxrj>lKLYAv+lLbw6>`YyUc5e|WGZcPwkeiFw-zUN>qwM5OtTlV`C2E?01M;nG~T_H9LcW*}k}2W7A> zBpUz=%p6Naa#Gr^996?=NK}&mcvwZ1)!HdFWi6-F*sb$XODCrDUMsRR`L)ZMy@Q!I zNUQGM$v4O-?lNl%GW$QC9C>H)|A@-6w~JmqffnHPO}=c<5Ai zCyuaTFeYt7aD6>h_H=a#uye9Uyo~Os+g?iJP$irp*oVSQgHf^&ozajd3ZV3KM)wO} zAV9}>#ACn}?-f~0>aRDD6i*cz7TE!Df~FyP3&0hsJ+(>9`1{dr$b3@eFd+v68-7d*; z*)){JJusFoudhe!Z$p4Ad^u;wgSrwUxJ#Lrkzn)kU~8+mg@HzIU>oL-HX@~G!}VBP z?-ako?a1Lm0QvdK!`{e4-GI1GxX|2c+P&Rwc`wkXKLhJ;mEsWc4KZw<3mpPjw)QsI z`H&iD&jT)MMH0!~{(7Ks1~d@Ee)@({Y1@eUJJg6`Ztc_AnPl6u|Lt!8D7#H>0yAq zK%G!`lD?m@x1cH^RS0U-N2Tna4LU%Sr4ibTGHyOp=TAC=>LzFw+ZJhXC_dE1Mu;p% zC;h@a4NTPZ;{sj-3!tev+(q3kx>l1{IeO_8INvfWySL$hBIQaK+U6i0ateviqAMg@ zU0{sY*pDP9OFhVJ%#Lvj7*)8m|1iCZINVUTaK~;rnO@Ifw>BAz`ZVnJV8{snE>G6= zCu)3w%Kty8F+k(kaBkv99-N82@ym3&#W0sM!`$TlemhKx1~IhgfaLhBqJ2E4N*hk( z7;b?I#S?#OuEBO{zoQ7~2!OgOkA-pqB&k`T)OtOnd*~&vjA~A3*||l^za-5Od@`p) z6_)ZeIbhLemaHZHzM|CttQ;f5uW^eUPSmVa?^#}>qOh{D?hDP>%AK;@5vz^$un|&D z7xDv5eOQS!fI>p03ibLU_OiNgJ;>}=l3Yqk_G%q;nf8^J%WVLB#!Xp@WpMNaNmnkN4zLR;*6=F6Bb`Lv-`X71d z{6eM+)zc z(qH!@sAXkm{n_!1%X2!Oy)J9chb0ShEVNl@P5QhNt96N_Swb!_6pW(Rd0XK#01)h9 zgqghp0tp(EOz%5o$~4)GjnXDA_%34KBZxr>#QHUMxv$<%cfTv|atK)%1gyVdQr3PV%&JwRkzMC(y+AN9ry3s# zWyblH$pMffhB=mRdhr~fIbE^K)#`vWDbSeN3vd+UF^sX3nLd+xFl}+X96w@Bn89Q= z2EpORBbpngOfl(I#fFGpv<+*st3v#FD33N^H1@DTGtsgIwWPBvyy1rpuwdnyctlWn^58bt%_H4kWMW`p3My0C!P z^R-~#zIdB>c%|*>D1(syJO#Usv7;|HAu6(0O|GobDEP6g%wx5p>B2 zD*;!8s01(owl_>{m1Bf?FvJsHEtEM=^^ynn@DyT!zU+IR@>rL}fl#0pxrT>U{{@sn zQu?(&Kp(t1lWYnbo3^J&jh+kfiwu4>hcT(~5_no2@g1@aT@8rK&+w@u~2$chaqx$J?y%c0%KnFnnRdeUI*pStAJ)lm`aK%t)Nj;esXO<_6MxK zE|Yf&^>bP`EILb^*e=A|W}tCeDU{D++v3pls+VdD?WI$e9p7xz)*`yX-`bmlkkUtDoAu4O!Gq1NxX)*KCE&G5Jzu zIwb4%ZbKYFMw7uV68?dOE?(kpa^?l68bi4OP>mf&ddDM-mvgKTXP))DBHuIMru;n3 zaA2o{RStsHJg#5r8jqP+x5^GL;B^e`u=M$rF9fY+j{nWcN>di+e)TCds-fmx7Fc$r zOZ`X1>fX3BVC=Yn$~)puYPwI8r-x{~Hhsy;MEW6N+r3JJloDEDKz~#V4)z3t%)%EF zU3lYvz)AO-4h!_le17w&7GRIP@oB~U4psRJH+Li8Y&EI}Cn@4vRedg7VM3MJI!p%H zu8Z$X%Njrwicm#yJud>3dvU#$tG$fzoDgD1t3Owb(@V zxZ3APY4K(q=%v0V_vFt?^l;j`Dga(^N$}+ zs&9rAZ5qC&KjhkI;0H{zr%#!4Y2{G!umaNVEa6{jtq%7v-s>JA-zhf7${Jj8sUu>#Q+E`I`ea#u1?=5Ea5=Lv>0;--UjO^JI6Y|Jvx}U(BAT~~@dD5Sl z2t@I`jCYqq1|93o_$Y-=9Z{cIIe1$hZ3LFY(a^yXg1V|VECp)_8kqFTU$Tn7 z^9}g?>g;--+0JP@HfHeo@MNJi^U+Sj3HVFEyyEnT*{17seI7UwAaJ$68}tqd<)28k zQTbjn{|Lzj1z(h*89ex}0SE2Gy0ydk3) z7aY!mb9OU!KslJJWwAO37H8}}eH{*%J)6Kt!-4#7Vs|SrjhE*rks4bcK^XJDY0%5X zY#UehWsB7dMn#I}U*i`2B|*Dt1SY{HqtctM8ns{{m`qoVvQbwH1h5=S>=+RAMnxXy zr3Ab5!Ie_nq(jXGm$Y1#ZQqNo@_r{Av8QVY@h)~Nx^~QUzVYMSc~F~~sY@hJ$XjN^ z#b^4#B-=p<+6o*#3p4%G1pl@Oj9O=?>&Tp*E3;>H*#cUOn?!KV6P7jRdaVIw8WV}V z6y{U>bh3Y@Lnrwl4%vilZs5Dzg_hP97=$ zNxTOVK#F4a_P$M5MIJ&(aCSH)I6qm-HvJhBoWGjvrD+^#(VB^N;lgJtaO1!Q%Bv1l zmdy-R+QwnfRhL1WcoBVRM4REE&(15MmT^ax`!PzbsFHUq$3HVz9? z@G@I+&q1&AR@(_m2WbvJf74PTb^AR-BbSXkUB&XsV?&3c6W=`i7&eQuHToiU^8|Vol_p{Vg4tEOmGetbO&riG%4N8G)3F3{G#TcJ5d zsO||eKP5!+lp=VGHELycQx!;B7Fq=_gB090eCwE(! z$eu@_?nJto`xijMdQY`dDJpv7ALaYgPq=zug^Liu41I1iI4HqOMzw_NjCCvuw&+Y z%j4-=h}ZFrfF`D;kkD*H!*4q&y1z>JZS=+`36@W2U6P5Fi7r2>KXY)NQ7dQby)C&+ z+qVhL-ut|~yKg{1$QH*1M@Lz^Z59593n2uzFW5BT$DeMRvc{0 zbT%0;ytWwK~AuEilR2tI#dVQ+z9_Yt^n(f zN(OH^jOuZ>Z;@H>BR1hsJzGqeGF{U>!e>uap z)vw4mJ$j+HY*wMSLLN;3z%etgyGtF^!V?BHbB!k1Xby@sMx1q5C@r|b9Y~<@+b!{x z;?BiTX65G1<7ZXlmdo zja)pEw)bk~Skfj~^DQ|WrIEY=6T_I*+#5^xps+k&JdWBM$9*oWwqpdzTO`{;-XDoj zIZc;zyNf`jELAL+xGR(7AL29*JZA^M-T%T|3quXZH^)ALBH489$2!}uLa4-m^+Ug# z?0^$o++t!mMIou*rJJqjnsfGWmoYHk4s&nmh-G4ql&Yr(9{sj1;XSoXv-*frBJA%& z;=x&tn+W^W#gEjdIYg=&L3c3+HUmj;suoE7V6>tE2UGrstRnua?W0=zA9yv#bUkhuG_75$>i_ZwdccwY4TFRL#l!4OaO^->JDqrxae&bS@%<7rb5ZR= z$TD)^BAJxN&}kuT8#sIE55$fo?^DdSYL8Q`!);+L1lqXMmG#g3l82{%$*t*=MM2@A zpnnsC6uB5@-o@^+nHRgAGtWH3ZB0GvbmoOLTxM{XyRSFo zr$Ij6t$kcL4tUWn6z^Q#5|klA8aPh%0mbTj#3)Q}&tpar-)~_5HCl28gS)+SuW+)I zpYX8PG!vGK(;WnCfgVWj)A=nD-qV5fL(=qkzu!0wAAA-rtNmc^*!!>2J$3Jym+Vti z+wNJHPj825g@Sq6$oANGN|F6N=vzN1C9_e3FG&L6$U*qO>+B3p?-gX9_+LCISmqaL zw1m4(CO*H&S~=R)kh0?+X#PaN3UnXomiv88PG5bWhdpCDp0;BFZg*oN+UB9-X}-f= zJC_#O%cn%67a{|5BV_9VcB08<5RSwZms>5EZLLUXmT`s_#UR#Q*c7#wXAhhW{-j;I z+y~*RMML!t*&UL=3(RRwn$|=u3P|s`;?6!)tnrSOg?yuTGDa24sltx#_kfQ7gkiZ8GQr-8hT8Iyq&s zUb=^uLyG1#eqr=5HY`_J`bO?5Nq=Sd<3|a9>hD2uqQ4ED4ov)RFrr|F<@*C|PZsk! zqA&g8H=ptdlb?Bq(DfV%EN_k^{*VYHFX616HDEw{l)&3`xV^iA7dhc(%a_+rsegxu zqVI5arkUkq=wsCDe`x7ob!mUWoZ04eCBZIOaL>jS16Rcw`qOXiJ1;%#$KHR3Sr5I5 zQ5wv=gmJ(GHVGr)^Hf?UV7LHdM$*@)U>v1W?caF=;6>05uAL6ugJ^1jJmY!VS&s`F zt*<`>U%Pg^&yIqOCy{wI;5^j!oi4dA051WDW7+YRXHhO-V=bf0;NlmwTr*Hfeb3oX zv}pNebDpoL+>BU)tpp;k(NGD+{PYgVo5A57?QY3wVW0ABZkgw6$lh%QnrC_3zrf?2 zdz(EFnD%ZYil`vU$X1T#k{zzJcK2m4vwg5YoyL{72+idAO2O(+OTH5j*(F+*pD^X6 zdzL5c6YzibHU(^{)wp@s7HvG}gHpFSuqjU|mKmeBLO@tsmPc#xk@3}##lITiInWU^ z*%M*PFwC>)YeJp=2|SyL_hIg)R>s<2Ai6^U3P9=(GPjYr*i{o$^b4KsI9&k~-#1wl z5N8y*yD9qyl|+~yL9*E=4-`e2&4zg}v|n`(65r`>#7JbKk{b)nc^g9RACWLIO@;F( z+m^>7Fa{&h!}*QOU;B$1#k#l{FtH3aTu96&jI8NzrWLyrlz|pJu*vxPz~Y=E_goU~ zKANHWQ+xZuXrlYa?Q2fvNNo|GNvEjfeH-ef){-a$g_--FUT9%z+S+zdh z-|o%lpXHZ!gKc9=uoJrb5_#AgE+_&+_R0W#2{DijfBP39K(YadT^_d5#ahIkKTnT> z9CikU?UeKnw1vskXm){kOO=gm#vqQv4uX9Of36xD(0WuH)o7-%Q~SxTvES9G5~#nA zOjVM;Rnum1^KKNX;~nMs3t>CfJ~xlO#$f#tx1YB_cyJgETd=BBCB?;=T#OJD$W| zsch#6OM4K4%rKseM7;L~z5x&;@`Ruvf^16T03l}-)piXo^sIG8LYKf>?B)V~A?edp z)~q;Qg9kGzVFHR_u&5SGh%$}cletfMp#dwI9fD2ZedgN zBB^Ze&lY=5Xs?rc0cN);``ZwfRR6z6A}|7>nvRn1a$<|rjo7YHuYq{{Ds-qUlZj2udXi-kE%S|f1dYjv(Gs*lT21}vJpb| z1p&p9fZ)m^ps2NyZITQONyua|s2wmURzN7IqfiiQg}MSNjmRQet%?XLMYQ&_A|iDw z#j0G0;CG)1-}Ni)^*eveB$Kn{oH_4uKlkzifIr5N)N(2)306YaGr_h3n&42UrMsJ$ zM$=;i5t{r<1B@EyP$xmZA0lyE60OhY36ee=IeCxzD$z4sph_+9Y)wK}EcVz?OqFiZ zxK7cFGxKOOjVprI<2OEO6j7@s$Izp13Cl2|RFd*gUXqoMC9%$jNLn$A!7u@}R(n(x z*O2}Dm?mB$g4N&|N!&2R`!XTKR+d1MTtZrsZ7PiPy1O0^)LJ2TM;PG&^rT=zc>7Un z+m%5}hsYNVw{q;@Ejf^y)U*`Z52PMWf?x7BNn|^m4{%0wl0*Iz>uvrl=_4CJRXX@M)H39yiuZPs{cZhpZ-U5=8D8Ns65!U%9|AA= zxj(Y=a>DcX^bmAndiS9e+M3aTiVNzsD*(q>U?ya0i_`gT+k!+fCEDEm7aLNc5a|1Q zzCD|5nXDpEV<}|Cnm%P&2D(!|%wBMr`Y{wu2=#81Ku*x25Udh1XKvmw6sat~@oF6gk8NNMa)T zElr)*4a?Jh-^z{%p0i6}=X1aT4TJPMuR#39EJ4Ro=&TUJ!3a`x z3%Xjne<=K3GUIjAJ-M;33dI`es=U7T&zws8aEhu82vA#W}N`?zT_7+?y&|n1@62%b?29Dpy0Irq;Eey-%##EG@Aa0ZN&Wmz@(V&HCQc7sAP~oc6 zWR*C*(*$P607PnR{(5LUo~Lp!YOf*wU7EHo-+d|Zx>VkgBi{D=>Oao`^`kxlcOMf% z0-8BgTx_SM$b&Z1OZNt}>>`dunBuwin+ybWXwmetaM#6#O@0aHn;shA5g5M=@s&38 zfw=#I*9=8IlIVb-Bk2~cD_9Ivz^c4%Qsv1kP4P+9RNex8Eurne7oJ}v%WG?4sj^uE z7a!PY*Ktk`|H_mnQ7}A03yj|o6tN?D(<}*1_;Z1>(9i7BKaCqTQ-pdu*pT#uUZ znsx_j@zywC+C^6g=R#Evy-_B8=^lYG;I|H`hq#i)H8ys4#D8KyAFhxuOF@ti;5&#zdzwA9Ho9pko$aFQz8!s`g5?_2`Dd_!;M_H)9>> z?k>NR&BppCb>vPXN&cA?vQ^NVyu!Qzn@-2X;6fgt$QQ} z+0_K^`4c`oIykmfJRNi$84Pf@Y)9%l6Rf6L%AJEASD{$6TZTWFb``Euv^U&^X$}QK zv!SmvU*2NH6urEqqA=k-RCy4@*fj{5Sz@DwgwW%8^-x;l(RfCh1`r?|9Uuto5j=j| zXxeSwQdC@Wn~8XhXxBSBq2{xSr0*mf{>3{yVAB7S{KXL@#B&TLse|9#234+s!${}F ztT**YdJo)>o?;kqE%N{^ep{}=!P*xIi1W?$#G}+{7PTPq3t^PZ5F%5n!>AZjxQ$A~ zumqylEXqL&w&O76REc5GRhozk^udi!s%Br|UZ!NR#nPr_G&8{LME)zy2EWhFhfB0q|`qs-Nz_ZkzPl@ zT+=4QS1+^l9AmJ<@AA|H;(HRNS_&}J54bYi810v1NIp{U^^i-zF|QgJ@DK-tYOtEC z14#rR(+hTA^M$OuqI4vHIE?6E=ixxkN*Vlp+E<~~Cu%^#NOSk+TA*{EHV@}(;Yb@~ zYPIEcwb!xo3)WjMO|HfyaI4G#xTs1wwUOhf{rzOmgOutLAxb3V2saF3s8tgGLd%X8 zw~;siOOnGvoWSVfxT5zytd}!-x6>>e19g2y0--Mtychk~U7azIi7d9+p8z@d>^XBg zcH8(SMFs3MO@j_80mEj)oE38+hWRkxYLi}fUsege&VxqMgtfZT%L>4qFKl#&km{v{ zgFr~Aq{rrVC`Qz4px%Yir^b&Hk0#|GiaSmfIA8%OWipqeUJcbCAj4}NzEFnjSw|}p z#5~LD<}#!lN8U@;TiR@!F%Q4YiqEPti)%T%zHy?Y=tA7a1k9=BTc6%`30R66jThiS zPTgzM4#_;(PRAXK06#W|kU!LCm+o=`{pbv-NqWOcJB^UVGOn8&z`g43{6eKTOKU_8 zCSK8DBHrR5l&Ym(J&X!(iqO+OIUf5a~t~VFk>G{Z9l5vxu;PX7+iI~?U4@45QKrmhNi?*W6dXTbvz6s$aB-f z%M_|3d85Kez&m2wJhvXseQ@w>GCOm;dgmB-IlO{&l{WbhGO!ROeW)Em#Vct6x=Vy# zw8f%uYWzgvqaL_fkLS9CE1{Lz>P4G>C+@@p8bfRL7Gq+;Q%TvYCOmRa1!8*$R4~h-ny8WYjHSpo6 z%tn7stpuO(KIh5={{xcoj_cRjW?8=OT)LNz=U)rtBp z&4`616A@G6aC67DCxlreh%ffnZ3lzU?3y7hhWU6A;7jfj~p*Z zJPtx`z8cZRp}9w3AU9SABw!YqpSbQchb3^}iX9$|XTT!}mSj>D9+QPbFivP09!uA| zez18jWhae=-igG^F0sqr(17U3IVefMeO*~DoYfMV9!SZ!g4|bH_?n7=++z}v$ZZOh z1*PFKb$Imp-5zZY5OpwN6}u8|QwD{(IQLQoa|$ROj6R$Ng9ypIW1 zA-dH)r3%C2R(FB&D^b$kxyK2g3mTpjhAMndo{ zk~r!_|HE8L%5R5Y9OK;S(uWBr$z)z$c%zVIr^^FHlF)|%(k!K{8%ohm#w@sF15-b+ z*ZSjrX{-+*q4RyBvLLrPvO`UN)mQ(#X0=!+@@&f`%^mc>`R|w;@PgjCE?K^UIYrjZ zhb5)er51CHU6L$Gu3Y3k6S^$M>rW8Kx_~z_pb`(+av9|{#k6KL3aGdlWhWiXY>(9|LIqVNx`V#5^J0B%sBX zHpE>1j@#XqFZoLNcENQADqbO0NJ-HPl0nI(UEn#Y{>axUspdZeU`s_Z(`sO&)^;G7 zZzsA&p{JbG3$Z_A#D7gtoEDr5xylE@8Y?U9f20dg_4!)JZ>5O$T+$z*^0raXrWdE# z$&fEd?Q4%!*jSzKgD)@L zE?g(w{QESH6$y*v_LCsQSU)DzwGIZU9R#6rtz(c{9DORe8X7u?#V&!ON>H~CbcWkg z<+G&T;8Ip+VXnU|)#$y0rzUb4)J(HIyf_Ux*3ya$9!SQR*FMrszYs-{&`u{m3Z>#E zorFYiP(gzbOGZm|y_c&3cJ#5|=Wa<9X;4HfZ=Cfzdkq9m=D~C{AvKms@M@BfjsD0G z_Gtdlbe|smFxBknC>+AqLkaD=)avP>hivv+^{osTp-Ey500yDlpP@%)u=Zm>o#GKN z>DVgO!U%oK^fc{epyB}#D^zK*Q>>Ti6`FcwCyW?jHFnyKcGjFYYu}D3{_IfOO&(DO zJa{MPc6V$NKu^Saa#j@7U_ZmkVb4Sh1_{yoc3e%Q!={QBPBi!J0Fb?22PA8VmsCze z@grhoNgNE)rYx9~!WOOLXpkG&7yo6mCvy~BPl`oh$UH(K8(4G!t@2Ah8^V3CTltA= zF-tU0%W^+A-i*p#Q>XzxB0goZ--yQdH+u?V2Y|^Q_tZhTG;7~>AD%!(ydY9p%5} zOkP0ha+1DCmmX2%mcsatEyxMT4w-g^x4GDnp?4w4r5KOvP<-voKDQW=Zg)Z&q%i_^ zJ!(0aqsS*O^7}&fX96IV-_0f<6=6@H{r+V4%>bb@6-+z7QC!PdTqC@jeFop0kF-SY z$w#d*6feR|CA*~+ebs%;TNT&b0fR<%u&_B}=j8RUWa>PIYyYv^GZ^8{TliFW0)aAj4 z6FM+>4Rp6T{Af?53K#W~cZ}bLhqS{@_ZExel8mS5UmogU^%7q-$RMqTJPhqLyIR@# zjVoZ@X9UgrjdG-oI2f@-b}c~jb44SA6yUvxWTiAV6z{fzXlNTNAN!P?68cWb?&x%9 zjmLbbQ_=X1RO%z`OMpC5Er#OLGE?Yn=(yVdp(&qh%4RRS0^?EM?7B9^k~uA44HfDS zRbOYGl2kHJ78C7aOn%Me_TJ(iSc%xQw@U=nub=1I1~Npt&_0P}=7+mZ5WPhTYI#p{ z2aYiTO5r?}G7oA#6FYwZ3l<#fzCy~+e4;#!A)JQ z=KOO^`{Dw%zJgws#Rt0hNKLu{1d2^sPFvrF1VOTN*eOmss!%ohxzdEvvippKhnCZW zLo_2GN@WRN6;s@`mh3fsD4wUr)&fNl&Kab>TB;X+=+-BDBrwGuNRpo$#_g#&CF4WM z^o4SnrQ-RtG;89grMV!yGnkOpC#7u-AH=z z2bSSCmP+<*kH50cQz2G62Trc@eAv%l4IIev9{2;F9N74Q_rhI#cHon^-t`#YIWV)< z*nO9L-D3yuiKp)|a`c%O9(m@aRkOxc@OL}uoiF|#pR~sq%1h%JZyJ^H4SS64!Jjw! zm&$-Rt!3ii8(*%(OW!oiRLm-@g_jS$qfbsOJP`NpHHH}|EdBd}k1yM66kx9%dkypp z@nw4rQ=a=^&wcSNdyOIgbv^@s+iO&EaZZj2x_(tv)%Z*BQZ>G+8n4E9f34xK9$zuu zZ~Z-w>WB0=9cYy3F_gW?&e97ZRhz=!iu|LgyLc%M-g`_E4u zSHUKtEi|fnR`~)>N?Rv<$4n)3Tx;3l4j(}lRxo-n^Plqj(g?25=7(Bw+dD^E2bCsH zpMj%j?9V(H4SvvO90|L(v}ngeih0Zj%1q|Ha>jw(Y->ECw8UNE@ASwU$!$l|V;x(} z-V^!zb{4KO&e|{LatXc4rRVK1vvB9W{1d(AmX7qJZOLy$^zXv1c#CqR(Z;(EWYE>q z=vaZi{VSI|VzE5xusV0Z(RtFn;9YUIV(snDdmrTUc4xRxb~*;;s)t9(i$};Y*H_!& z(Pv+07fTiY$xl4WxHq*4YrI!Hl04~X*0i_smMREh&QrpcQOAJeygdc--kO$mbW-vo zS9sS<(B2%Ucs@Dlr(186UU8>>`MzJP{7@S4s5a+SN81rk=P7^hJHdUY()ZlW%dg%d z694Fv&pBh~?J+I=)V|<5z5Y|3o+E9JSLbMtj*vdA)co&*g)$&LFQunR?>-PH%#^rF zO+?G~edRfC2Xf$ncO`r?gIh&v|F(eEctUPI>1cgckKB>mwkmVp#=P#eMPIt#cJ2{e zDdx}rI(Gi{X+>+h^ES@QT-BC*M?`}KGCQJw)Lly%bmKB^<(!Z$p9x>H+kA# z49xp7^=t7ND-y6Up8v!7`!Z6$oELbp&9kXhT^y2=?mvd10VgfRu=VqxbycT>YaNPD zc*od$;py|Yl!KpdKpj}zB{Dv@>5KQJ$)lG^vlrSr|LE#HYOEM{ch2A!Wl6sgFMHR> zi0xaf({AyS(4JQO&mPNA8n$WS7u}KN{`SM^y=QU;2JhkgP-pwRSN!K)ut3h4-t@!m z{^b$(i(zeBgOYLVSwHpjBKEWN(e_O1L}l=|Ly4Ey1LtilXKqKu34J-3$m@0_)>SU; z2DWOO(Ty4!;P*HFbAui0tPPUase1okv*hM&%Iux)$bc-^kZy1r}`Jal%vF&UsY!B_eT1Y+FncRdCfdr_C)S; z^0{68E9ty*4w$d?q`lUb)F1KgpRK&wtmM43*iYMe2dAu-QxAQWt2LZaTaLKHKLsM+ zrM7*L)A7jgoZ% zp;VeYML(UbuX(*p9`TSodaKsC)!BE@^M_aD)BE@-Y4Gtpd;b0m&%r+D)=q8fX!)TL za@p%^blPd#W%K@8)BB&Ol*11za~^ig+ve$A9N6#K>sg|JOA|`m*&XJ2CuRf|_j=0G{hATi3Z8^>og88_SiSp0#ci1O(EqGu76& zU}${q8`{wLM}Ibk$2R@P+SO-v;rq&WvHJ(7{@UZC`hwF8Tb7Dq+i{5 t zBco+|b|Ck>!x%~Z^WA59v`w?6HP!Oy$6wRwA!$7hY%Ttl#GACHdH1kYe^303m(^vT z?u;)!XbdU-&z3u}#!u&#|63iu0%uqnf9IePh@I=0M1%-k7+3J%T1qb7-Ge`?RwIr@ zo}XApj5@cDV;?^B{(ts}*9k->Md zZg8b5&h02zi_cRA|CX|3@EwI@>!b-f`^1tu9&f4VeqJ5l^_~&D=4t$zcJ8BR2j3CZ zlGqGn;>40xfH&y0tR)RY`^18CwstN3-#WNHATK1AwD$PqLq@VE?O*scbMUkDa_h5T r(sS13`1gA={m0O!WQ-&!XmqL5`qK;1PYBJ zVo+4v5may)CagNHxHF?O1C09Wj5C9dIy#Q}zw!P4&+~oHm#VJq)^e9~&-tC-JvaZn z(0Jl}!(Oj?ZRUyt{-1aJ=G_(VWauhSweHId{r|6ZE#3EeBgmQ+>b2?63H-_DAOldV zs(p&`G$*bDt2P^NZEBL-wL*2{J}Byg(fz<#vNulYgYB?1s%sF+N;7TCSWAtg#A=ew zvYqS%yqNP<+zz8Moz|HG$red%MSc1xrA5+8h@YFEo69S*wv>dly<`%*k?VnG?VqGf z%^!eU;Q&-xUw}fcXoF9yXCtH4`H+t*C*@4awNnlV;?bF+Fy_?sL>s=W+#3$fe z02KrgS}`F#$SLr zuTCJZ*hQ7JozwiyE z?TQDyqq|i7B#}5x`e~kTGE-O0@#D1K!YftDV~C>eJdGqZd5d3&w!a=srNc9YmX9D%A!} zWAF)3wQHt)2x(SxJoyP2ROHVpr#)+Y=qq>$jlKZ~;csMO)oZ|8c0%ZJ09bhzeh1;I z6X+09jCuT1sDSTwi&;AW{zuIdxU>mDlD5XlNq_V)iY z+tMDmFA>f=RN^^fbFCD&avtYJtM97<$4c*#(Q_6={K4Hzyo*gr>nP_-FquC@7O=j@eu31t!7^s)Q5>s}@Uy&LZMC&MeJ3D9S2X$mv)cpH zrj4Y~t90E9GiH1a+BIv2VXP<_3s#toMzfrKJJk(t+fp!SJ8bLs+vmV3ZLU2FIaX-< z?D^Wu_I4=K+>W@`U?(Qp81u`Oh)H2>*}j&nCeGR3dEra7zUU+otwD@7z=W%JHf0njP`qX zxn}o7wJJ}VIq_R~3^Fnv119eykY+n2(WGthY{J{1P5ZZ}fz@}~Ym2pdug^V|_tY_# z7~`3cm1TFngQg-u5Kbf12lKQ(?=*My36Kwix|sgh@^u$L;1+y_${Bm=;w=`U zSIEz`riM*nleWnhV4c~E4R-B_FHd{l7u3G@WoeO=5^@9br)aZMa;ykF29rKU#}UHD zHHo;;#wx`r+CwQ1n-@gFMV6%l9BzJuy{MIHKTOZ*;Vm+O?Iz7VV{=mhub)q@3KGf}4s~ zE4u;cT47qX>M2N@jyKzH5vI#OAl z@6(!7w{WX3LFd>~?G37#tlFK?#^jpq0Kw%=z0fpZKsD9lX7%K8$XO|3iv=nRAJGdo zR-Rg1M|hJvJ3A3OOiqmHZMkq3_z>&E)g zsx^x?`y8`{E?hgh%y)>d-LDiGgItZ$TDMqG)c0AO-)YG$^E@2GpX~0n@F54dksro` zwkmClb|Wq5Y9^ztt`PEg@=&fWXpw9&i(ftpqY%~#V_{dP(fJ-==`3XK#;MIkUjCnO z5tsTq=T>Sr#lALu3~Tz>myxIN4g3K_Os1+-ZF717iI^fL?b-Aa?H}p0QP*=?TSmxb zYG@d5vZl1~7opuYUFe0Qco$6Yox#%k7bSC}*&O(>=PF9+J z5MF@s_NU-KnAiC1DJDFBvlMt3FUWX|xMS=n?gh|RXBTul578-3ZiCw$=

*oAplhnhFDzM-c?Rll$Nxf6AH$pmrOlp7s<%O1*6dm) z6`LYmLq`1&x&TzWs};|p1=Fbh9Z|t^@}@zGb|x>R{UxswF;Oj)KNWSgYg_ZH;evKH zzuovQ*mgsyz-P&B)QKu>8?;D4xi+_8yt4&?~1*fvI_GZCU zEv+zu%lkoVEv!xw=T|u3N0L`?=rNU{njLTUw7Q0TdCt6jvo~F8wq@pX<7aedbAp%a zs5F`n6fTR9{JE2CyY?e}PfmbaVGEBk*O^;7Z|J9P37N{2EbQf6`?*x7Kjn@+sq0#c z#-upYl`LPydaunpZEulkafdHe&#?R1`}ud0_4{l-h(Q)=LIGP=uAooz3N8EL1XyI3 z-6uIXEau}yG?`>Yj#u0XP^p*V8r)R0b_lRpCB&p6 zLo_7+9TY(?Dyf-g7RnJMOCLaI6^zYWST;ATs7@D1Pfa8 zYTCBrL1@ut6{nbT&mmjnaS+yqTd@Hf=w91j9EJ|(T{Oqd`F}<>?cXHR_IIlDk!8U8m^ zmQ6UQm6R61WNk%hyLPs;#K61@tICT?wzB-IQ2PUDVwoSIu$EDlY70*281o+LhqsaO zeS8caf%#1Btafc-S!SAl-hRMGVZ&`8WOo|fR^cT$M3+7|4l`TUZmtwECJ@`K7*+UX zUbv?Hp=^v69JPXjf<3@0+Tf@i$+EajH>8s+Zky|=a-&JQTdovPI^BG}{)PRIUb%m9ku(ZYjz(+a#@6@D;athl1Q1>po5* z&IOH*VzI31Jc!ozF5#zfK}l;uru>1Hb)TXB3;)NQ#r z>wIRZe)UE8;I>TDT~GFE8iI_$QB*;{m6tlq!K5U1 zIV4+(uGHu?HR{T?&1#(-h_=Q_%FN~Z?a_59@6WhLY^gS%^j(~|Xo9^mP~Ubz9iz+H zpw4*BAI+0;0%J|l1*v9>x#)BtuSU{`S6<_@Y#z=Oa|;C(W?OjLJY9xS&yB|uXqnf+ zR!EF(P2514w?d0)>lpoU1JAm5Ykz5~El zry9ob=1g-YXv*mJq{FeuXR+Vwbn;y~2NqgUq$r?6`V4+H78KmOu|hTbbokZ&wuf*! z!EvXH=i*q$+uQHY*r?zR$^5b})q>&s=wkcgl!q&oZenIE1qirVmaG)c_ z;q2Gp!cGUC{JU&bDp-|UxLm+at6R{Cb|{Bh;3Y|4qC>oiH)-FDF4p3SW=~nwlIbDO zb{K$dlrcXW_xw& zQHQ0}iu5VwIc7Qi?Tl)n$Yj(xb6T>oXn%)G89&)u+-zj6+czvK{iR{D})PVL>wJo`}e30tOH>u7VKY@w; zkIto77U-nZ&AyG395+pL=hmQ!FT2z9X0zQtKG>z)YR?RY;!6$j(Oh48ahz-yH&N@? z97`2Uds_UR1)c>jTzc}fhbziFAbaxE(>ik5EH!bG(&eZ;1lb>dCJpt9zx3o7<1U>UO+(GWd_d#4q2;P`Z zdK^u5Vobc5nX1-Oo0bhaoz55NN0-p30QJPi{2q2f%~|v;DCKJoqsP&1xDP!7Q+lDb zHC9C3rlYl~+V5)1HGQ22SS?!D#T~=r3hK?;zPdEA5yKEv z)t8)vS^-f7YFigvZqkm7p&XO;#+VTDnzgUTG@^Gw8`V6@DdyWgCYXbfMF=(sLH8f= z5aK+XrZp$vxs&fT6F{$kcBQ56WXf0!iZ8MQN}hnmT=E3?WG%b348~|nTdP2)J<-}= zM8Ab|@H3?ovht0_FOXrn#*Z82`v7EVQvFto#QcEvz8+G zzZ1@bi0Nex8L|`E$ir&24GB3Z(t0grN=<~v7-wOAZ^Cfpw=_BKznv-5TAx#?aI`dw!`Rc zAbc2y(?0}E4?hNsKLo9%v*=`R=j))2nSKR$EjVLJ2_p)OATadz>mN`zT@Wb+Le+r6 zfWjCI9A_{X7%%_`NJyc~Ddi8S<9=qwonD%gOqyr_Ly91PIPwNwp?*G3pH#H9Gi$Zy zXBKN;&n(xnXXR;gXF0W-XFabKb_E=ifuh{2;2e1bY?K+`b@U@VuXT5MwB213I0J|v z2-+82F^dRU48zkzMqtc>l>veGp3In?0Bz-**G`U_>&i}>FnuJM=LLXqf`I9hNCLgysy=KbGk>$L_M_-RV2*@0+AsOfz}^AtG6k&n=-5CqXEFuai$ z9Q2aSV5FrriuAJ4Z*wq=W26H9pGr8Hcc2N(PNO{osiJB?s!=fDD7O2xJ$JY;&4BjU z9ZokwVn|?YjMZxO&~ihCV0{3(KoCJa`R6+h18s?$2W!Xs1%*-Q=c9t3QJ83&ViU4e z0dhn^lntV25CzU56w@;%td=?)iExg=P%LwfF#-ShDu=(35v}<~W#j|tc@Y~D9h&*B z2OR++#tXF3c*DqshhMibA*NlvD^Q#Ee-r)fj5;-Yc5d#X=+sy&t!t5erH%J7E4_km z9TN!~GMNaioOp(j6#X1w>Cr&S`z}wEaiqj@~agH1%LN0?_&nW}*~9d-|Z8EOw-HpS*lLG3)mjeUJE2;nt|0GriZ+1{*y+#U zYvKM^1gVq>O*A<&Qml}_OQIcyiMV+_&hUl;UKv&6FWLo(L{3*fl$6{CJ`MPW1`V{f z`*P9+!C(*+Ug2p@6~zu#MpQsxEcDL@f-1DfiYprwMM{ZjkKUJ=Y;O|^{C+?21^-%> z>P=+}z2iOp6#uw_k~WXW<0lDU(CZuTWA}I(^#Q#{zsn!?d;I?J9!?kWMZAGy7d#

-Ne_tLnFXS!DHIwd1Ve!`Xh)0S79a8?0)8PlHsssm^#wyDwXNIZ+2UzC z9cb(Ddv+Cg7!>gMIG-;RnKqXAy&gZ);W@UwO@dSCU{lgE!rz}alxywpPN+=Hct^oeRH;t1Ppy4;Cg3X60P z1+tz5xwVy1v%7`XC#e*2GVk+QIbNZnSN&@*FxaMybcQD>mTG-coBB}tSehhIB{ZU5 zs0yNKRNVe|&(o6ed|;$f82)~kCD73s-j>D~cpp`Jj9`dl+ZbD1c?1>|8+-;;h!mW> z^3Zokd+U)M+MGw%kFj~_Z6lwx8Adv)-4>@Og39v|LALW{2HwWgTc{Az^#4t@(-a>= zU(Ya9_&F29nd!$3%E^MqrXx^J?t9_|m||5FY6TR!@Qhcn(i2*IdP=L=EQ};c^u$3^ zd8$ec^fsDr1J%d|+5!sAi$ZHzV!Q^g;*I#cv}|Sv&&i7R*i$cqqOCbzNw+7CzdD8X z9B<@AX=zDWb%okkUztb<^(7@1rY3*XsPe@nB^4EQwWZw+Fx*p;Ba~E>l$9jPN*C26 zddl;JN?hDht}m~xttekrP{*7;ov@dbmNbkmYXt4%r&nmrC!VLclbkHmDo%a}7Omi! zRBgsHY1*yN#O=RIi-nh&UsVRjI~mSq4ZF0<&rCX*`7C8t|NLBL9u*i9RVxO|uN6!W zs4bIu3(wmWuTAjUXw@=apPly^A~wNiuoxt5%&FDMqx{Y5udMIg;kdH9cVOV=!NGy< zeH(WSTp8H7df$%0^#kj7^~pD1*|2d#cb{X&z>eJ??%E&SuyJ6+zqhVVTh%+b;|jHQ zFcFqex0Nla9<#9uiPeXg?_0-hs2>n(TWUwuly9zTWH*$)v3Oi*Q)9zjixN9uf<)Dd z#bvII^$G8a$(7X`N}6kH%a@icl^dY6r>?fP52_N$lF=q@_UYHPoaddghsvFmYTc2Z z!)Tq)muq)C|A;pFg};TVjB*SoFqF~byc|6ovHeud@?ah@zEm!GP8;{)fs>!UI0@WT z>oHE52{J)?L=S8dPwUBRPz^S%^EXdx${9E9vV4esiS~I9Pvv_=Rq~9RivIup85HZu zwlmKIQaDWn5_200z6hLK)e{bQVJt%(8Vih>}UC3#3{ze2p?T(}kAS z+U zr}^qVA7rbo2CG4P{(Ko>9E@K3_xWyZ@rC(Cx^$~uF`Kie%7RHYR!uO)T?KNsxzMiH zi-@8{y*}F+2I{#G08}`&W|BO5JjZM3;tZ0DCt+>j#XV|P+Gs%bsu~)(p=2*_n zvi#&|B30{prBEAuC8C{q#U=LYc&ZCMWU2PmE2ERA=9#IN6_2vUEU;MEYMeISY{lhn z5pKy+uy1u(uZ|z(BF2|NB(Q^BiaZ3I`V@OA%two#V0!4%YY5d3F~fK^9LEDpH|`F( z_-*ika3>PA+Zi=rR~qCVs7A1~+q9P{aJIoSYCqFB_K?H1GTF;K(vu<5*Ldz21;*#) zA%-PGhRe)eru(Lnv;nn`seF7tn2UND(cQz=mNRhPa*^%h_A)(PDv8kg{K83U_D}0& zJZ^BNLJZG`NBZFz<~&34kHB^2k7@$;K6{m!j7o%-=DV0S(>b(_KhN~8>Sg-Hk>N*&Mk+=~8-v$CyRJfVmNLQyoIzw!1JE zcB#yCq+Wn+f#G$4&Q@Ob?KP@2?BDk1 z*sBVIl4lPK*ntGZh~(Hh_ba&ELM}2aLKh5-WmxR5t06fhd(}2nyz_L*MXZuVBnYQP zHwuGU0DL>X-FgHsQmu$J+)&5E+2CH>uj|w238~e{Y2h(SYfji0znsCl`m*og$@%HL+xSrTvgtGfmkfEPp2Ktk_ z3yZNqJ7mwgBe(hhkRdzY`bdMkXvA}SZ3 zySU-pVY}bSyp&6JGLGt7*RHiCg8P{SFr|pL|L(lADSgZ^hz)y3-C%}5)gQIGK%Yt+S6vZ?R5`l5Jwdv%>&R&-by0)GJ^`>kbE@O!}wz= z_c!LRu$Mo!W*9CreM}#Do#{*OVQ%FI~%>~sK=?tkUo6Cv` z6J@>4zH2k-Im+!C3vdS7ge5J^eB(@8BAVg2*fG&U*!hTzt~GbBO~9Ycvc zE@wLwT&=QO2o&dvDQ5QWyZvU&8Q43gZ$vC=bO`LKAP=={EGPt!lV@qXmg_W9SUGA& zLomL$3L~2uq7EaeCnYEglUyi4?bLmLg|ep9CAT=Sek!K!FKcx!l9SZv62fNjYPJ)x z+?X6U`3#wyA;}y?dL?=+H;AKv!}kg2cwjs1`5UN>CaK<2LJDU?C*Q5wIg)Xrhxb$Y zLYdlGtV93FFtWNzo_jh)HNXdA1&hoUta?i~iDN1H8xQT2Fy0IUeiP^nE0SylMmGWw zX2;m|lkNq?3uf*C1Rh?*xVwq^%C5>gummcqci{3JC@+_fVQD;Ma$JFH8R0qbzJpC! zlYQo6CwdWBQ@(Le^A>_$)U_Djq;zWgF@&=*`Xa~3ZKY$w@edJ%A=QCv5}>dYWL~OpxAzv0DLTy%4%2V^_9uM}a4f1Gw}CYk(-hq%{4o z2@{`mJ(m+rPMm^l8$>6V(1!N=^_Wm1Zs!joF}djhju8or+buR0g;{hr#z?LK4qx%I zDyD`Y8Nh-ILe%CLqfu~d6if1J^i7x}LW*J_rWLFt3Jq!oJC=?03G8U(<$}C@9&zJg zH!q0p8v@aDQBNUu+{4ANNJ2P`(3Z>QRMw=UQF0yw&1~Ad3{M4X;6$8a!#XkYbjZvR z%GdF!m`Pd?PxWuU%dR)R#am4(H8(++LLG!-pjTu)kBv5Se*KmOCD;dtrfuR!u%u}W z@w%(xKxPw`YXsC*`gtt0WiH5>s1RC_A_!jrs>C>;cPypo(#{?DccVd91=!T z@@JvfhIo6V3zAjf^k8aKUE_7MBjq4G7h?s2qSJ_F@S$u}H6kH|BRU#Z$sso;k`M1f z+&;wRu$#U#(a^vw$us-S2MJL)6^%qiPTD&$w=Tf)N(!G+KL>Gd8eL<3>k#5xW6(RT zgdn*U&kay^eS8;6hD+FHv{Y%KWR#hAWv{hwAtr2~O4JPjh*D>18vIWu$7T6HLtNJa zuR3$qgT$|{;wx@aOe(EKtVeh8T!}Z~r&OM4yeqcCUd%mEVrTUd_IOPEiUSJClB(-1 zmXwf7G_|FTHMOl>T@%xlS%@Hzq``uo6CV*&1OJWr6D)8c`>hVq2yX0$ILU-;*aWd2 z?h6X8`_rrV*T_8X9F5LO2zN;XF=XYipU@V8eYVNa!`vHhHnGw$NyFx^Cf6f^KSgMCuULeqQ&PA1?#mba7e+9V^Ik54PzY2`4WC%~d!iwm9g_s$q* z`iXg0&bi~01JcnZ2MBP2?a%yZvHRw1a|KqE)9m_n=&Xm)S=>L$=%jtT_C8gZLqS0s;%tZ^~CTJ*7vyi~) za_(0>HXWZPxbhK=#`Sj-;r3)6%AA05?T*ZuQIm~T(w#a)Hq{!^>Swq+4YsTT(=CVs z9n<}(vXjzU%k{d}88q}EUF8uwjqIRZkMK$wQ2m=qs&GVv3G4Wxg(qA#)x^o*LA{S$Bh?hc)zmL$Sr{z|q?CGbL6&>s zeFEpJOJtuuZ5EIDh{z%NQb>@E^kx<>y;&F%4nE*o%Eq!-Vht{(5Aeu@%^q3Km;~mK z1=4XTOu`-L6|67%yzanb80nHa#K9=pmYvlQMKe&++*5Dcz_aN=jz`&qWnY$KI`q%u z^b5{I6iNyyIgN1>w$t-p{ALF>r)Kb^>{y#iCxq(K)mF+fJAtzEM5HofCu482iz4!K zoW|8S+;Nn>L9CA<5~r%h3NchfEovJy^)PI8PndoCh;S~sIzd)m`<_wh*kVWSnPLIL zSb3(0`N({T4is1My0x{oVaE^}o|Ln`>&KmpH$2tR;mnpzhz$>ZRAK8mXvEth&okxd z3LC{kTuF2z-V209XE@sA8bkCBqO%T%&z2z;kWuOquG+2vu@Un!>@XuSc^mc-Z1O-e zEW!wMc`CIff(xr0jYV{WXB&{w9BZIhI&C#B`3tdZ3Zyj<8V=>59EnVApqH3R6}yG# zXdzjQvol@f`^g!!dR1$QyN%1 zi$$~3?7TWvM>r!1VD>12)#rn9IvOGKi3+YvpcZ%%nJ4O8Den>1ie!YGlahj$N+;3Z zi|-Rc>0AmBPABA2m!TNOl2$YUFGd5WSqrGxDLrhuTc_fJIHr0_2x7^Z`5OZT0fbD& z_zVVF;C=~8)T8A*qpUP~A#WPKjp8e7HD?ncA5B1SVIM1ki+!CUPYU}`gk6D?)WYN8 zrgV|!j_`OI#fKbfHh_axKRTjcJA&WHELcUm@g^9c<)R=#sHX9G#5!XF1(*~Q5Mcxq zVwBT%Q3TRIIhYpVpj*LJki+3Lfuc+n;pd_>fHFSPG`a2Z5QlhPcW0LwLvq!B)YP)8 z80GSr`nU@d*}f=S_bs)4;#RENKy!t7!=2+P_Mjtt{8ZY3sQWez9WzsNZ4nLFj2vvr zBi@!5(Ph@UoVvSMDDmCC@T)Qfv!qgdg-Gtw{kyNJk79w9bZEL{1*gRYbZa=E-xc~}sjPYSkmr80c1O#iH9JUd`72i**Ojp;@gWW{E(n}x( zf+PeTsL4+KQ>^qb)m#FG4TXVE?s1??%%UlWzuXh3XOV3?hMHM4II)NCf!3RI0`>7*9JBv*E=wR{_EJGNwk74ja_7iDHy_UI1RUr+ojC3fm0QF1sqhu_t z@dU2+CFT#OwLut$B(+IGFN3h}8=oY7W}%}+vJn-7w&v_`h0nCVU!Rlw-5Mj$_CRoS&(0Dw z)WaYb-f-s?>@uVw$#vDy$7mSzeQ29C2M_b_kaKB0a5gkZu8IRnZO#oQtjx##(QH4U z58yVI$w=YYU{_HTSD_yAIdb5u>`wUHbb?WrzOOtq%7^>%S17N_Rk)`xr@GDe36mVI zG@>i(i|{vpV8dGO3+PKSibju&p)h4znV!;G=8)GCHm0?J9O!|0=v|a3 z%$c^{e+Fp0FF6)D0SSaWuTDEe$%$obE!qIXRSfisr{I+HDszi`mR4sJHc36Ojm58# zWwpY`baKILW=szZOA?)nFvJ{}a_&ESQx#JaRysEeebCcr_=tgjF+%(A_d75hUSUr& zh>{UEIxe$4v$sL-xplk8_+?7qfLm@wfloY(7ce8sD2DZ+lF%ka&bHS1GOtNJ3Q zE&bxQWc_2Vx9VfF1B~zKtT~o*&VKI$_c$W8w!}P`l9T+an60ZQ`+#k)sp<7!Gm_V$ zJ6{x|q1_@nDf>%-{e)-OlF z$rt}#1<51UHy$;4YnYXnCe7?%_Tq;sp4RhTKjh{y+*D>ae+Blkf;SD`Jz(@zF)><^ z32TBCP^Uhwt7cP?$ChV3hRb#TlWu5v8ei3aXZ=&|(>P3lslWUUrq4N({DIW4)ex~= z&1+*BcDO{&ZL;lQUXsN9+hK8j%G`KwdR)24cB%16JN-S%Bl?{vMQmaxyMlNU^MN$` zljTPrrWElfi!kZ3?q%v|K-WL}wEP?6(fvr$n4DB7d z*O_t53k}1Li_9eE_?$ZF6Q-W&i8nevWQ_TLtZH-I82fCzi#b~m)&Do8ndxTEX9=Cm zdsVL#eaVhtdQoZzMf6K=a7R!#z^!K^txPjj+6`zdOoo{-8&+$}zIq3xRcbX~e+Rc{ z<^P%jhqMF#(vl6rM}>%LyKm+^|6nbD#du7&w5$c~2o8m|_Sd1~#DaVLlc5Z6)Bo9L z<{66E3fO1SvjlstcibcVfj@6;Kf6{8;ANNp)qaf`;@&FU`$uQ`_LT4b)j`9HyP7X$ z?LKrfIG7hzv*`r!HymF4Kx|2&k$G#bWFEivY)tQHo^I&5y9K{z80VgtGOP|oV1Cra zz=!eyUH?Rpf|NGO0!)LG?|yS9;KNXTa@lu!K)pmu{(Fud(P;&xJb#eJrf6UP`v>js z-w)DxO9MYlL;Xbi+Yc@Ne55CeC?6}3{u^aUI!1O>A$T)olwm>@dScR&|0zjQi%VG( zOQtJ^1>1;qmDOR)Vks7bOt~Bp?kvKlAa=Ln@n{NuwFi?Oh)dvFr+?uM)TR!9E&Z~C zc@+&Q3_h;AYU!K!AbXH`pRJNjzz3+^HXTA?{asKcv{0j3i?8p$%3M`|dky`A5?Sqd zdJP$7w&Q9nzzp&p5ze>slfT|eiTs4Sfn2?(OUi-esN|g=C|J8t+JlE37BtKbv<|@$ zh7l7&kFkf@{^&bW7kU`BOTVD~q?$4~GhsPwL|Z{y@#9*@G-+g6x^(HIa$aLjn+Hk zzl>|E5;{w(ZS#k&vr+SRcNg@rZWebSJehyyOuKhewEB>VfVM$y6OZ&;!ewk0BjZWp# zNFZdg?*#`PaLW!dUh}Md(BV)Ar(w6@Ha?%@da(^ayc0$+hs$jmg><;);z%vfQi4k0_GWSe6b z;YlA_y;|Za#jVmI$B}1*0|zKIK?!Ucb+8r*4!ov9pze#n8v2YB8fUV17>Pp=EcLWx z6KRJ%hJAVg;lW>6s7&f9c@N}mN;OehVvKAGQf!MjBGEA-@czA6L`HfZ_D4r9gY8Qj zg@*`zf+0*Wpjxq_R&9T8! z0v+@y;qE!qz{Hr>--wqU6OsZXHYd0Q^D#6qs#wol4NRp&vk9h}IfU*f^^BjXV-mJ5 zW;Pv0s)hiQ!_e6cx$QK)h3VlM>AsEGl5%>*QurNS%_Ptjswlr<40Ia`tU%jL{WJ^R z%pB$pW;XKxw2<1WWNL#mWLgot>S7gOAa-xdtH^48BB1 zlj(SJ_Q>)9R7;d^aI8D^9S>!Y6qc7xV33H8ERynT_#tP%*l-(k7wHMHucuO#Bb+a$}Ho3u``L`@NQtl`nfmydSH&N zcS*&<(~iA{|IU1Gfls)_ni+H{Q4<7z=eI_8bFagJjNsUB{5O)d$E??emx=F9wgg$- z&&m_lIy4zp{u)jG$WM#ItaSSmjThW~%KW@f4<0jYOnLslOjWjP_(0;|)r#jtE%kPU4Q_nkZ%DeYbuAID$Z`h`<) zUB6x$YHG=dZb=sHlD`TSZre9%XWkD>dp!*sYER-htv{LhcfLK(CSrHw$Ml_PYC(*( zg?(!Q959x8E1QtcvhSY-ZnnxaogAvJ)s6SJ$~K*w-L`MvD_`-$m-IBf zro5g9G4AmzC!WyVBue~&&Sz@%ako=dhHUrYy;B2soehTG3w}giEeGXg&xhuc{J%!N z)CXg)=u#t-+1pdT9-V7D%Lh!oe7mdPbw}(fOV)0m@#gt=Yo}&UWM3J#MEBO-NvT&{ zZ3hb0gR)S+$2c?dzuxd|gQ6Zzo;sr+nZE_ZKKP3aX9j<(KvOb-8T~?)PTl5jFhAAo zHD%%p<{hRgp79OSQDw}Y8~tu#b<~0!nbqnxk>O{=UdcQfZDYUpwA;R&pup~o+1xpp zjc-fz6=W`%3CydEr$@LAZJF?rbYmoX3pcqeg>lk`-oD=Tr!~xumCyS(Pkxh*IleqQ zq5ds`EOS2>kLx!WNdL?FMuT4LqQMbgb2qrG*{$A3^_yr&;Tkygqyfgj;D1!88murv zMe-Pt({$GLjbUDLOrlJhKrCLpa}qBqCa+WSa1PIcu$^sGz21-*Xi^-Wut%VQsa{1S z9&w@1Bb)V#7`mTMNS8Q^!6&QwP5PpW`?*kEuuhhIDpZPM!U#Zbj`Sf6LsvbA_=^sDZRd<(x;cnLp_t9Olu zVUo>{b)=&)_&@x)(mD21>{upCUyDvMyVwvn$9z8%U_2Qg>z_f@^ga6`tHf>?t&e%n zr##4X>)ZSTi-#sKPeOwKwDkezE$Fs9V>^YebJq{u6R1)9qzm9To7~snD*6liD0xY~ z3C;Ds6q`q9|9*uMY^LLJ=T-IsqBH-p-$y5`?;zEsoELA0{K0Jw*o{6%gBB;8ak3`< zMP$&}tN3qd8%e(x`lSU|WiM+Q{D+ecV842*-32$HUJSDe?0Ok+V};O=Mkjx<$RgoFT5mgmY9|D-|;% zy7Fada#pTu{~T;Cf00|L8d-NOrp>Ez+$@eW^1R;jjDd^QvL{UUBxNNES$r-jfLph7 zJ>zP7QTzhaRuq2Fb;OOT@x%E2g^Z4oFHd_{c#-`Ry8h!kp_fSwS6z^pvX)OX96;U5 zkD@Fb+<(sSHZzRAl5Z&(NNqrEx}_Vgh`nOJxUJ&9-1oweVT1i%@gg~F0hGh;6^FRJ zrY{~l%op6y|7A0l5Y&n_k{>xZi})&EZ|b2e)Fq%H0n8EMu<{nZq}xeD^hGe!z=8-F z{I3_b4sP*5x-rBN6VQ0RQkZfU9)O?msTX{}0emocHU(A>7W&~iF2<##e@VNFpYr2- z2GaxJIyF8(8J^_BIDOc(!l?6SIpVfGj&iHpm45jJam!I@s>7-Hi+MA4-?mW_vn*Lt zz1Zk@tl5o685}~_JSmGq{&^1@%`OQEs$a3lwXT~Li`r}ww-%`nKA34OSHznsQQB<1 z%~6z{?Xc)p3WARk2DucA|Fs$qLytH4i^W4e&)Sful3LTP&cxw^s8_x!EaZ+u1$T+d z6z|zLz(V1%16-6f%7ejYLeS`)F=Ga`r^}Zwe@&V8jCA~0__*)?!pA{h7zPF( z4nwn~0a@h3sjhThF1|AYYm++FEYrw@K9IzJ!@cH1>=oV8;p}a;^W=zrn)UBOJv=3t zpO_$BXRk83x`pU%JWt$fdBs*m&B=ED>7V|~zJoe*izfaKPiNlZnuY0fbmD_lmH(Mt zAy%`?(VKLz?e+5d@;@+tW(Hgj-`Yg{=(EAzWlNYj;>=oTcBD_r!8P#(`WMJi@elcl z{W0MxUWNbUSx17n?QJ4Y*E6t3T%ev)6J(5ID3Xo~_$vMrc1e7;v;r|%KjMWj8fvNC zJyn+qcf#Nwqx4?|{ESZRO@o~y6y2aZ1AKr^m1V%USd82UkD}ke@>fokX2YY9{3|#Y zQ}`=Jk8U}LEOh&x3tvXqcEZ*^n|K{yO=AenR#brW*CNH-&avUQD*=F z6%`cs4VT<yg8&M)xx-;-spvR7^~dcP4abT+?54W<;CFHEIiNu zix3*`aaWUj!71iXq^X-x46JRTg(!DX8=RQIGxQoxu6g_*Y>33m2k|PBr^n)Gf(dhdj^rxVsDS;d4cYvMm z%e`#8VM^FQEdl2{k8rAhvd|G>azcFe(AW^l-1H7VftFh4hSg3RiBE@bqm#UM(XFig zzL|0%pZ-+0VU$(R2fxh5@3UvHXHdt>eJ~^?82f@DL&V$h{}uinVYyhv_;xTh51#Dp zU@#A!`8OTc^6;y;V`Kk^nI2&S@jD%#48%9EpyT;ikY)y78;s+$rBO*yk?tZvaOW4! z0o`Blr@{CUd^b4Oi_hUFg5f^Ajocu?mwmX+e}tq*p(?OwT?Tyf>84M*{|TdAJ&J?4hU8CPX=}P>aS0V6Le=0Lr))Tu2KW`qb*Y)I$)f zasR=6j#lwA$=zHe)p5w-wX~7lyeeGm{3ri`C4?A&3jtQ$zgK!5?N#d&zrc^;RXDh# z2p@M1jDxNx%%r>mlFu+xW@aw`GVwSZ?_&52&M3yegSUN1aOw~|ANxBl48eOb_5>G} z;%tA}gUN|?%|sEOR+HC(h37rXb2)ljKPkyyN4h88q1Ew2c?&TA*K`-+aePR*qTIF3 z4lgjAQQogOW8}r&46|AleTLWlQ9kBbo|000WASOVlt2F17E3@#6*njJE4w57L}$5A z&#mQ;=O%Zq&`Y*sxmR0v;xp>o8MzY+9*`;>qR(V~DUH=lcdat}vi_}o;OsL0SFM_U z&1nLumK%FO!nGV&>tID0em3}H8QvS*F%+)=*T1I_EviW@M@{GoJIp2ETGwN%eSEdh zjgsg8Es8T1(sK&*WGI9#zSIN-&n|XhKm~`{1vL8i|AJU8Wcsk=lu&{;#SE7xmjtBD z^WjxtfygV&i~lqCxBh2wq24yMh*k3^j7zctDHSZ&JQ`2M)p!P;M;7AsI5>JZ?(WDb zhtAD^?xi8koDh=M4<1x}(E5c`qM=zY+BvCxEgCSBdMqD~9G2C^waCw$zb;)Oo%;LM z*XKU~sph(f!`gA#H{85re__6`FKX?an%XJho)NcotGu-vI;DehRbo^67m}cVN+0bk z!41OC>d_Is(gLnKkr_Xc;%#SEjf(G#lX^F> zx?B?^mJ!*<5Sbm%<>g(~R(rk@)5h>wSxHQM#IEyrWLXl0SXKSX9y_$!&Iznr92J(` zFK43=k3g>A0id)Bu$fDsx^W@`Gc7x$g^*9y{OBI;B%pG>CH$sBGjoyQ0NQHjfg zDWkE+ud|$B$Lhg~7k+tC(G#+CzXOc$ZqgbxzLXNw}D^87cu|QJ(NE(Lm;LM;e zt%9qen?)vHrW54Tn*(a6X&foT6bzo4eKa@m;kmA3e)$ZCAqje_#P@ z6DYo5Rux{Ytvuj#@GKnMM-*7W)g*YL3V(w??ASdPCYaPJchZ00uZR>B$HS6wa6HZr zc8|xS{A$zV(i1Fz%XDwCVzJF}tKaDSIS@j!JpQpmHMqw3hyGdn9No^8t6^Iwg_1Y2 z*y0|~JW`IkQ$vXtgo){2+XrwVuGKk2{Ib$y7-_AT_3>!XbaC&^T+X+9_9%t#<338qcXO(3aW5D!e!p*Jq^qCb@3#%2`k64erzx;=j~iQ){5#?e&<> zUr@uKP+f?FHzwe3gYQhlvpb?E;pcHj=Vbg7_FK8Fgf^4saXU!>>tsR2@)&6ge!w1o z3I9lShw&aR+|hy!$MIEqNsp~z0bECClnu)(#I@YvvI;Zk2C;bQn63#o*fwdKz#YdT zF+oPm2RvThV`vjXFgAOQ8ue`5%{iJNw1rXpvfT*2lNp{F{$xbGASnF0e=G2NP1pN- zjFcZ#53}NZt(JL*?=V&o%AYWMqN8v%nZSFRUk3AB$h||&AZetEn+$KvOfm~V)&*WZ zKv6=u(w2S&wdjtyp9MAf4uh9mi#ac}vZ(l9@E_;c;f8eo||j-Q7K3qqQ-$xz^0jiHZ!u!oyzntsC=2D@ zujpy`@c0$BJb#UCn5lYnRmzQqw<_N2!*9A0^OtzXl&}yAceA0N) zg$IEUawHuOL=5QhUcAT_I|qej@;RJ*LiCof1Nr@!DGVgST;?F#V5go)nWB%yES9D~ zNQlUX^P@D|*f2hZus^)4Fq8k4v)e>g!Ver2H7HEvGa;vi6)g@gVS{%{Og_QyG!dJW z%fhA6!wQ!;2gi(IRb(<=jF*z5UgY(oK$4fQM#a@^*V*t#0I{}~Ok=kIW(EVMb3ZOY z$A^!3h+`vf=1npb6{EZbWvC2(9{D>;s79^0eORld2xgZL-R^vNy--XDU9puThR^=r z?Xa!LQv>%0&BwkwybpDHI>&iYKn~@|{mPMl0^DVy63BXZ)1CL*Jzb~`O(sQfcXjBW z*a)ICHwXh)WBrLWW{K$uOJ0iM;$@T9NAv>JqLqj}$^@+D7n~@y8OH$lGd{ zgwWZIR&C0Z>!|i@b<9nC8C^naT*6jpdC_sh?a?2h4-jf7&K?~?EogOm6TXXPa3Lg; zs}W0CFRO${5mh!sDR%4@(VJeP!|}o}YZq!Id(f+;7ZP}=8!J%ngI4^B>;|xXJ|q&@gWt}FA|*ViEx^gaK@0F4e_^NX1NN7`Q~F4EnuTz| zCj6BCI9u`kW8saP3iC?1z>^D&nL-m9s{3dWjq9;>pZpl_)!Ie<*WGGO#FF@0C5iXB zh8gxO7#q!`af6E~D4DH4Db8?37vmL_0A6`xDURy+V=3NF z{Gw>$zZJzpIfYdPBHLEStMW<)%(Kg;odZQ!1+O>o+#JS5D22LpdJcSFsv`0I=JZu< zsbEr2!GEZ-)loKAg)D+m%fLJ0WmDigIYLl*>7X=762OtwkJI;c6+ht=S-->E!W@IG zLL^AE3GX%rD^}oS|9wcLaK|YiRe;nK5~rBu4+zO8aSrAn30yvifX2zm;aq;$6UQf! zu5b>r{$TT)8!ly;DVW3OdYE`e;v-2ptpdT(3bvlzseMQc+0mCEE5V((8{da6tp~7{ zU8qq44{Jp&*%U)`wT4<0iTwfGIiZ?;%U5t7aTi(+n{W$}c#2za5bg#kf5QRdjj6`f z`jB||jn*Yi*v{{R3TYSS%`&%1*otdQ>JV&+&JY9>wE_K}3EGSn+zQt7)thQTGDI;4 zdWhk8934-V0@=18fUYAS4V}1x77~9B{yV;kpy|Zn>{BRtHQcUzjSBI{gUbk}weJUz zH}ML(hz_GGYjkP|;kIJf@45$d&x2Wo>R%d#hT${N>yjy*_#}UYo{E534k{m=+Y7Zu z4UN}TlQZZHrV^lX@Eb4v1ogtCZUQ3$5<=k!u{v@O{%{-l5PtD@*m(PqWbjK=;o!BE z_;B#?RronS&x5&xPj=o-v`6#uJQd8Re7+d(jCUsqf+nek)rPMGlXi0#OL`=ldPOh~ z8hK9ID@v&%&-iWQXQj zmOn)1rr^zW*fFrgr!nskTNlEDs%^(?SM*3b!%oi$cB?Kd};lBb7z?wcQGcceUUgajfZK?-1h(TB-d0NZ%9XIj~ptb=P z4K}7s+y%PbUU(nxOJ|YCk7>74s1q}Q#28LSK_6| zQBe7X!#4tv6cXn8LpVo*Yu4g(LGR-@n!Z8eI_5o&Z{lF-dcdT*JL=Yh!7C{G@hblk zQ^fmtCj z8wl%%>ef{xm=eH$1e0ok2|N;9RSW#uJ`(Jx#jkYCslze^z;-OH2LdGcNdr#vgP0ij z^DlQn8>mKq3(RA@ZqmQ5uN^L`Se zGpPa|X2ezp#x~Gjk`-p2nlnsQbw(nO7Fvi61|bEq5OVLJ1>i_38Hz>OLueDTq(aiL ztoT4g*hZ}*45V9SGU@BXmAM(~U;9BtR7n6{1f)pbn z1n_^D*XBiSK(u#ppOR+W0INS-)8qw6%}e*-Ou+66QSGNb8OgoF+R;|l<+Z z#JXMEu*P?LD&Ubr(@xG371!#AQbM+)5Zrt1Sg&v*K)F_0EgTm1#O-3ck!2nOoqZz; zD4_36JU1M!i1cIAy^cwnC-KBz@QoHC^Fl3ttLG?U}iY2O9WtY7&YT zM_T!Nn~rBkgS^>?OUN`loh-wCr8*|S2b|p``0Bp76QFH5$5)VQ*nYloHF1~Z+a#1( z^F|G7mo}Y-ybJqR=m@ij@5DE_OtiC4H1UFmIP)V98O=66fzV#751WE((H>OF9z5Sh z_Ij!X-QdzChf$sD`j?sBR=mS?-`i-51xRo8H1e|pXDGQg=V(2 zF%MqsT0D0(y~(`%W*Qe(O%6`pOU852ICyyrP7nUM1urHU#^9nB97P|HMIBGH;5NXL zMtAhx1{(rcv4SbBcs}_D3GQyi9|a%X0Sef=9l!5@93|Wwd}$Xx=RdD$sV%E5mef4n zUU8Z)^QLipx{gb7YbtDq9GEWJrY3S~yEi>0&XJuG88O>ZuDU()7=@FhB-Lg;0Q25% z(&86#*?Gp6-I`9v#pyQYs^<`f1;mZe#A##BRmq+z?1 zH{J7kY(WJZn$S?`)}?;7c$A@UXjIa4=zM|6D0&oIZZ#XPRG(R$A(bsLGiJ2xa`7zZD(d8pnx3 zR#f&JrR1~G|0#%zi1|>;N|I!?;qb>rP08P9jSBaGApob-3_Lt?$Mx{p)M)j z6s=e@QnqFBvYe6uS@sIAj}>iBUK2eJ+)1qiU)x^5qQygG;{6&5Im}&t#V0%+E;QWu1Sg+CMk}v7B!qq zcIRVRq($kxCXs0jqO{U^u!#V_yPm)FTsZe=0P|l}%XI)W&nfldd3-B2&)ALk34Gs@ ze#Fm}3-5D>U1|(3)pGBZSx?aT}Pn^{o2tp z%Jg;;Dst}LlN>8;kayBu@Cd=cOCFZTp&=fi);+korJRYYGu>(#hs7KXhjWm#3hPBF zE+-ZEJGbcd$7t~?l9+N4RY2O4 z%${dVI;%XZGgBio04s;ESH3K_)4J&%vg_Af%yw#jp5uxE5LRg?7C0UDK=#3S9JE1r z5S}0G`wUKJ6%`f9!DY|jwGKTvx|On-$#3Ds*9|Q=26`>)sAlzok8iY{nRLGHu8D0XpnI<%R`1+^u!_Tc)w`LHBD3fsl|{9gv&@(&C_x?8*}wn;tmCUOY>Nqg|iw)PTxj+|uQ;eQFcLBZc7?%{Wd zr|3;(;pbfPb7A%54`#bdZ^HJc*EQ4A z@F`cJn-DeVUw>Lo;!XO#&omlzv@3McR4-AJt=5_l5ccuT!egdpRTHwR3Z?yJb=o{f z^c7&_+4}`EluJ^llypW8}eaJ%2S zwL%p#!}9P3V@FC-f~|Np5NpXlOydkg;hQm-O){QAiMblzMS3isloXmZM^mNnV%C{QS{Wv$EJOVe(X zuqU!V`^52Iv8S?vo5HFM7nRrhtyTX*tJ8{gD{3AnC4N4AS@bP@FHG;6VLQvcFUFYf z3=QBnwT~i=BfcevEoUZGzaB;ZjJW6MAD2jH@OboND|_+tV+*Ip6=zcSoAaZlTXGVq zF8`?sJ}_Wi+Hg@nVN4F4fA#=(%N#HrwJ%5>&Hbpmm^Fy)|Cbk44*rDeYs_XFK>BkK zK#SX?qxld_b-&X!PHQ!-wTw@Q@5`Woc&sC7U94h*N$~TjdI!d0CFOV*sCf9)A?f1xI7L~PGo`FqI$80ume97R^CW|s+GN{mOJsG{l zrfIwF@8-c{Y)h^)C3au7Hz{JNW03c1bUnS9-HC)Z#CZt)cE<^Jmq_pA(SQIdgt zUPl((BxiZb`J_GgB3Z}%i~k%Il8xLEgO~M!pWznXC8XfPS zLJ_{CoXO(meyaE2vBV?yktZvQYxhdnM3wnEj;*t(@Jx4EtzacTRJzetNoV*cwdK8* zEz=47@bm^_?L&_lUl^VvGF=WoZ|aRP>xGbe;|MJs;}h-*Ihw|qw}E~cVFJ3YJ4G}0 z#XEq>tL46V{or6kZbFjFtsGAjV1}z}vVR<wBxoAJ1V$vQe3xV+niRB z4+cJO$kJ9e3Kf}c=4x`wa=rS&{nh3prv2J0*|TdiNIcZ^MgNzRu$Etk%Yx3MxH@*Q z)y-C^c4um)&gYat3l)~*bgPHh3^SKzi0ET@2n+`sj^ahJYO)=q`g2DcQwSI7hHlc4 zK7;DuESjh^u0MEHd6F5^5%ve;h~e`Z_J&vCy^W1ziV4C<}u<}-k9wj z`7hoid!LzSxWxT==;b|-I!^9=Tft6pNH;n4>wYuH6I`s?GqlFo41W3_mAHudn8ru? zr>qQLZnFC7vt~8d(NR(xcrjz}zEna_8(W1FQaEjTqz=9992!;`mjioE?AzSsp*{G% zF|hD@)IEI0H7_CB{SAJ~`0K>67B{`R_(H%5ZwDRUdc@5<>kT1 zS3s&C>X`ou5Z?Z3NLqY~g1;2qBHeT^apE%JID5>{4>y{N-D=u-I7&rObc#>%CKILD z(5e>U-#Jv28ns+JhAqmo5{LJxF$QxyeI2`N$r)S76tK4$+q8>M*a6ntbKXUt(quZ& zq+1%m^`zuAgE>SIy`&x&+5oO{PZ_XKw+_1$T{B?`6Sl`kfHyps4uv;zDu|%&1R!*$ z5nok@NFi>xxoxA}*v+@&-Fz$HKKn2$d-~LNvfN$QAE{nwx6z;(Z+u)*jXl{Rxf^6W zdtBt60b;3NfT*(Oeebd)J+gX54=%^2J}(0p3?TWp<~LO)+j8qe%~2b;rr znG_S*D{Fi|ICdsd51s?i^>V<-48(*Bqor&Vm|3d~V?kNd@#1lS{emx@!2jtu^cvuZ z_~T&bN&IW@)aw8=UEJu1lqG#m-+hsBGK~~GwlEBZojI#NRi^9A{-uA?*wlf3&HPdl zlzJMQC1VHJWQ>iD0g+TRDe;veBw8|O!JoER!W&DZv*|{vDN9KQbI6)gBDbO=Gl3Q& z|5L-vG5|7PyJHhMn;w)FMo>WbC4K=}Le|pt+y(+lrO(6yEhL5{5BWprl3SN_X|>!8 zG9(=1`KcaOjbllyy@~DMv0}ELL4hyqN)^3Hb{mRfK0t&!Kf>!A$B^h%{$YAU7{_0t zuY#wpmJg9rd`O3YjXn#oRV}N>$J1{!uhdR+ayi9Pq}z(mOyo>H9$`{nMcZ!uyIqpm3bs0iA7c2LOy0gK?+uHUBz&bF1{Z1+Tt^Cj@i~&7$S#>njz;63*VCRTa3q; zmHne@=$09Kl(Ieih3HzsxF+l5+FRuN1!e5h-ezX2D`OcS zn~-`2;f(62Q+>MG?vx8Uma@fi9u-}sBp`Z;FVZ1nK_eD) zht66;ffZY;WtuW6vZRZH6KlyX)hpMlA!{+3La*>*Yy}KObzvzw3*NA&X!oFML|7ku zTX_Pym$e*+F0cv4%WT4llR^~tJF2D4s>h7_X)yuE2^NmGkF0e*eCGn2|-Tu?bU?ER-|#^GGFBbEuKw5gAyB@l#M4Oe1UY{K9{7WFwRSxT;O} zO&CebWEc5=vu;QkY}71@MR?O)%Wan+JSJkMz0g~1x0P!@{D%8psT=87-qmp`P1qy(UlNKI1-Ub=lq^2Q@+i;j47W5Y-^InUYI> z&j^v8)Y~bij2_9{=_5~jG9sP0f=mUnWAFuB6J8K&%TuKqn@)6%bx7H27%WZ$ffim4 z`jyLY1%H~Iat)71m>9ob9RAfnNbOCBWbi_IL5rFx2IRbo5`B+po<*_ARrj{qEk!u82j@|U{|`)87+#c zJ)~(F}QpgpRkM`dJ)4trQmuAtMErhjadqG5gy16aBePo#%~T^HfO32K7G6^dN_ zM#?7%n%b8x`ac1lA0Mg5`+bzEsnz@p%|m-)+HvLF8nOFv(<99wvdg3V&do8D=*xWU zkW|ag5>3AuYnGp-Vv-}hBX>JmCzN}mA;kA;FM#%vh!t>Z}V>kAOzd=(i z{(VwBX|y!rog3<$bqw&)m_V!-L^8wV_V5CIixvHKSl5h+VgVyrIxH#00G7|jm$*p9 zP^&S^7Sfj1iBW7?c=z#Ma=5fnY!2UIZssk-Xh_C_>=SFN1ju5jux5_d1Wli5xM zeqZpf8|7X3&Tv7uHqk+xdPSZ)=euprfm)>MKc&4{o+!Gvd1=MM}ET$w% z`a%7`%Q}Ki!E<3~Y`{l-9!!U@z?}Qu?i6ua4Oc*#>*o^)QZ_{6j6Uy(cbV{)tFUJA1QVZ7MC(D)ZSBC+(zxQZPo_g67X z*_;dXI<6xAK9*>qx1K5n(Macn&4C=%Ry9!3sT=?dtVKAcKTDQa>mGkAPRnhRdTHC^ zEqIb}s^H;42S7NIbg%-v=v3cpx@XT!D^cw>H8H9rCnM2Tp5V;-5`4^}TW{Bz^WBg% zT5L|$DNzQSS&1l_8rNXA^U+%DAThg2le52gC4X)o^G+pp`LLdJ_ZxFm%@& z(^GY6OuW(B&nz7mjHQ!IBJWNC6n7#NWh=N~&sCflG=6~V{C6m)d1@isa}HOB1Gsxw z3xD(f%BCEWqwWESTFDF+bMHHK=?PX1|XCl7_UAJa|hF*pKGj2}I_nHF82OMvY(1v?yIiCF-54_|?k$7q`W;Y>o{u~XUt`S<&bUqiD(K}5Ga`Y;0 z&@~J<>UdH?MnmCJgO`!ju<1|`C8(tOzKLq?Hzg+|6rREH?WAMkhoG}C!7h7UhD`qb zjNgnQS6WO99_+$fd1XWNhUkdkfRDiBdszv-@)3SO+JGRqh7bG0`A+$)CFE{Z%kgrq zs)~9bDogbWZKRF=^@W;OJ~kc9|utk_wvi|brdT?jv~H`joBa*(G`zgDqI))W!EXcQm>4n3kP(j z!1%}^hjlKsd1AAtlT@%7*ELd|+NK6}PGZ{_;&FVBq^Of%5}X5Dv*p#7u~ApXExPnJA^O^=MtKSu znqEL#%qMYMI7t`_MvqRhyZj*iC$Gun!`IPK!lZrywr9#H1GeV)n0PmHm#I#z<$m5$ zVX1z!Q2Ukc!!Nmp;f}oh1icxsW9p41TA(Jo^}}8G%xf>&hqRWEW!h3PbCE~)FB?uN zFCS~o#*;cm{~ezp%p7iV23? zAB_IR#jz)Wf%)SzTpgV9IW7o3^Er0;j}kK}Zb1Q4m-&j?YX}Hu_y&0>I?HuSSzI@1 zMF+9o(SSxE5X=jK!~igjIqGtJ5shKYa5^VM?-7q>G_F9=G$JB3@B%U_7sT_d7DQhK zahg~|#`4O`#rd76ope1O0>17VcTOrvcmh4eiUx*erWT@ih|Ayow><}n~5ja z!#p^eZ&i;HAdP4P>5gF7#(1%g-wtym0BhPOIN1|afPlr-j;+DPWh4fM${LU(7>Qs2uj3_#RRl$!5a$*n7`xW)WD zi5&yDzWR^JO|%ZWpy^~WUP3Q7f;uCBP-nT&#CD=9$P%;9cv9&^KK`M141uDh5TA#H zXAJ6qYv99NZZ?n!hOW8WAW-K9f?d}h;xZ?BXo@-%Tc*_&G_erx1t~xms^BXQyxc+p z3w^{luO9s@bs`Vb%p=XENTS1jL%IMm38BkV?1#~m_|>jCI;6WsF0A!x75xy&B=4W9 zLpQX4A|7^tB;1!Q1g@>)KVM>q9;xj(-VM*d?=9ZaCqM$kJ2VX;?i7&tqsJd1^{#+= z&(dnlG$8ctfSrS`3juwoDln*%ozBIj0aK!Uwdk$rB`iRE#dW*(lTcVXvQ4_Xx6%a( z;Tl4xnfe?;wfzd@z@hKNic|%8%RhSaPre<_nYj0;8@)>4<(h3#LMeKJ?hbRIM9}3P zZ0Rx$a(hrsl*!!2;t)b(Bd>$)dH{@$5*Q!BcfQ8{;K18B6r|ta3I1(AB@Gxd6%m{I zLS6)YS?C7Zy+YrM4r)Vef8$D`6UmyXclzhCTFp#5#eKqkwRx81yThnj3eZkhx3CsY z%zR^MFR4x4XF8BLgI;lMb;fenjJH(i!WMW~OX|llzkp$Vb-85lk(u0w%bcuy#t)>a zuW7>1uFV6uuQC+K4N5>0Jk@W%bGgl0|IC=MP3krLN|ILC5cUiT#l9+tyqDj(>SgMn zqapocBC#b0v@EW}^)23y$!Qim^BoS53#_BG2hbRxiXXXyGq^+&{{#u{yMvQ-X?af) zWC`Doxm`G~XIvX? zfhC0sgDRxka*t1SwCW4zpC1+}`p7S)8LrWht)@l04qY0+O|y)NQd+RXr{3#7!H_8i z^aW?X)3mwmR>XT7hLZ=$2v2 zF-fK$oHHZTt|OwwE2NKmfUzL+?5{~K%*0exh2D}nt#%y;X_S}nRv8M ztdA?>$Ee$%|9jGk*)!M=3neMmlbK;*Ssy+b_1GMmp-YpYvo)K!1z18h;*gL~Wq|(~Xp-LgAg% z5X*~7%zGu66SY}v#Xk~9T$JC6^g`z0o?>?&H?8GlU0p*sM3fL)05ah+S-s=_sCF)v zb*bK#13p)!a3Qn!Z^r;G+dgvRTf2$Jeaq~P?%dO(p4WS!G_vR#!>i)twCCcQNrSAE zoYDD|I{uoH4Y6r^V}DBvNnU-Pp)O&5qQ$-iC#;Oe9r^e0yEJ(JKX@H}Gq~bD9A0&y zL;M}yW73T~n*YE*VE<8u>qcxu9N0J3p;Snn#7^1%0`PaeS>1%-0K4cIYkCdsVAn01 zjR*&{D@oUrip48vzW!`?y@{vGIOHzMKrV5_0rd97UQm8fcA9Qvhr@bUymps#J5C=` zsQm27KI9`-vrC9(%&5txfbS*g7Y9IG_y+~y1C)gw%5SpVmQIY)97$0_tzd(Fb zko1hcg0l|`CE8~^5Z3GMMvLx=C?V?!Q*B0_Qg83p7qcD@{V?@c_AImOe{mP6rbvY> z*7i7>O>kVh&C3@(KP1*C*O;&El;xU=Y&yw(PTQ4ekv>;j)yPZ@Ni15$dsYl!Fc<8Okad9oev4}QhNNqFA}TLkhB`Hck2Me<0; zYa%&CcyMslV-{SdkmrIXm1N<}V5v%Kf^VwC>v!C7@J-@VG~_rPdR7bDSerVs(UfE(iR8ZV$t4S)YL-I$*7Uk(8_HTFlWm;X_j0va+6loLDi>hu+J zIX*O?f;?kL;TMXZLF|zm>@`yW7+wdY*kufg9T)I2B{$aMd_n3V-l zf|d5$)C8H0%z+CO6J&nEG#|mrj8Yx_eHu}e;eyp5g3}JFgdPUDSpPS>hJ%{M2sx`N zkF5$N{T>RwsiVcDQw5mL)-W*r7(w6)fss~D5^1xaGZx|H z^l^5%6ANjDa9D-MGLJmKUUaDxvG;Llw$`W3*e!c=OGeb$egmm%XWvdKgt0X*x5{up znjrc3OXxKA>8rD9L8ctQYu(qPzerQ?3023PM?U<(zE0>x_bmZKA>e1C{p+qXz`yuL z?RKRT_J-eP4~Y(p)UqLacxxY#f#LPtG3=$>I@AvKNVA00p8zDdP0P0EAav3IVE7c+ zQHKq6_-JQD2u)xeZ-4Z=1q$Fl$k(1rs9otE?coAZMFXV%+sU~TBcb>3Q6ID6uIw7N z8(%}Ew-E?mQ& zs5&9B$*Y{^PQ%P@5bR*_yck)6TI^@JGyKCw<_D=we;Qq_%#_xoLJ|SFNc2I`gek8= z#-tn}k$J>4d@3I!g8Fj!Kj3l>VptXr{*yuK5ryO3AWxHo+pKDI7$wo^EZI!}^%V`z zjN)}fp2%ndO(u*uA>Nx3g?GnpfmK%FAyW;;12>tB0bq?Rv9pIqfsjcMgC?jp76uJ} zI0aq`R`UP<;fB2^$_P6TTldn6J~((HeelL5JxG{WcYe` zq)aY+sqlRv{68ALjPR8W8Yc*&U?dXKwuV+pMo%!yMB1bsSkjryEaSQ07bfClO;{Q6 zl$l%zUNl3;{%&x!g}5!ZKy2|eca^2Qul_}2zbEgBw@C063mFU~hMpO=;mcYkzl#s# z^qLIZ>Ec7UmCu5VGq2I)h*!Ub)Y7{G<^wOH>IPZI$BM^jvEjV?T;I(c6YAVG@+{hF zdxv=Rh5QaA+mWok)S3O18^q2YJNf$zRjfF(vHl z=nb#kNUx(q9hbRUDPU=ZZRR95f^JF5Ko0Az|6W#4%AHZO_xA1ISG>A{g5)v_0BaxY zeh|Ab%0@sl`dAogu%!6z;E&+E_a{idgt;$}swb4KEU4K@lmD7y2ww|>R_DD9CX@hf z$ehGCiV?WhdK|26?RfF9H^rNH8(+2%0$jyS>KmawIES^e4HG1xQEC!zjGY17vWGRq z6v4vXD!%X8q7U$d%^sYF_n;NB)Eey%H=EDDZg^L-q6(a~+pC<}{}WUjB0Q%D30zLRP2`vDZ4hte72+NwsYq=6rh2HyVfcpk#D!qIIw?-K0Rt2~m4yRiA_co4~e~tdD{3-6V=}a}| zPbZKGy4EGhED_YCXE$WP{^pIWPN|r94p6Lfw=as566eJ$9oZkxQyjAU}^#Jkc zA20B`8e)_6_2T)@in#cgTXREIZ7AP2%|21J)NrR4kujaI_GS%?;F$e;cm6{l7$zX=Wl*z;((h`bw#f8mE`NB_0p!?3k_p) zBWv3N-AcLs9xtTZhCHC4AVu)P`KSHiM6=z9JsL+Ob|@{xHoJuG%t?bE2;?qR%GI8$ zM;q%WY!Yvd(ygt@yN0Dd_>KSj8Ylm-*c7`g!79gIaK$C(1|E$4?AJ@uZw}sB)uPQY zw>eifrG9tM5Pvu{RgQcvrIoVJ#8k#!n+;6PF(g%m}L+v9?IsjefO3#G!*Pd|IE&x zMR(rlepA7Ur6tT>YjJ6u)gnC_td?3-(|(3cl0JSqB<1BrwG00Fg?@kdspPikn;=81 zvz8PtF5eb8UK>{SlKvL|xzv*_8o|~s1Z@)fCwf?!u=SzAhteYw%jBrf(aL~SIE7@lhp18oMmAJ2b{OXUWYU1+RPs!&VsbxM+!nIXDbq9}Xo#d~R$H}DXPIWgd0$wc zfT52{dzOPVx%YEz7NXrqD|Oc5X}MOd7M2O3^SaCPS_GX6@KDud#mVKCB3DRe@1u|H zFp@%%k~C6C%Q(9#Qxq&($(Cf*0KC(von|t-k*9}6BaC&J%Ow2?Ci*G2KsYP>AhAMY zkf^m0*{9&8ogwphI?b3f!Wj@}cJI%EUNmZDjM1Zh@e4am&HmyjgC_ORZF6g#R~3(GS- zf`{vCJ=+qxR0A}C!dXnU!0TtLq#swXDjfoa2Bya2vq4rbPth$@JuTyixv&a*FFpsC z#$=%qkDx-_3WU^72hSRzOdsk6z&z z2EzrwQ)~$;LgmQm+3XW}HMYT8FCqLw8vzLTRI)y#oxXc~3+bi!W4>xBPCC8beOB&g zFd=&(6^VScUC22^s_9Fh%I@{;9iN7%-0a&{+z{Bv?(wbNU+g1?E@pTBQpK4GAHAQ< z*}G7No+V?n8+SIrv+8M)L;`u-?mTc7QEnhkb4ATHhIgiPpNh zHNNZ5-GtOuUurJ-N(*ZLT3f;~GCVG2}?7N2_LOGazu1OA18NEXsk6ZxT(pgEcKk+p1> z%}|4R4ZDp!F|e!gfZm1fAi0p;^b&iX)ZhU?yL^qx-s9yP*obx?OeUE|nWxZNvv>F- z=6?DH!~d3VC5>4WLTCrr27`qX>jnlm($B12QjWc3zk5@WOr*`Ob#NM?bqK;OgHe12 zyO4V1R zn~VHf-%eccMMSiTP1kp22eVEDW6q{k?zN3FeB8~F^zuSBZt$apVKYOi{1@&SNt zYD8pA+M}X*0{Wdjt|QMl_zRRXB38`yvaa&;s8>ElFO|JQX4O^ff8_PF7Koax-f8q| zXVIqMt#n3W@8}X4+l_7A&WU&Uo@MJ68eumPZv(fT5N@EC+=Iyt{bp6)dX_asrAK3xMc>DtmJ>XmMl z7WVUnstfUt&j3eUP5*YfX&s}TcgulIs2GnrZSj+gHFQjw;os@|GaFO&w;St&zXN?! zir9PC?16A4K6I_LQ2Iz(_}kKO!wwCP#*Hqfw{2qEd>bp*OPBv}T~1RDh^II9Rv%yo zPo3ss7c@r!gCgn4432Q}iSFx2H?KM$&E)32>`uDwPt>sEUT{lfOB z_(aXzVpmTbR79)U$e{Vr$=1w3`9k-p^oplzmaN=37voeio( z{-k58BPT>QtuZ2YU}kh zs-b+lAt{EQv66<8Gb|JsR%I~gRc#^G_a`P|J|c?zy^<}_sS1s~9n4uk)CrBZt^Br$ zLmCZ;&|zZ#qM9bm4*z1%%-uEbMS+G~6hh^^G-@1FQ=N#i`j(g#X~L3Pj|OWA(Jdb| z5lw1hk+L!L1*-%6Tan812&+;D*#=2<08Jty9jwNrw_=T!06DU=*kx%$!^iJOy6=OuB|Kaj?hDbu`UAd? z%9@jfFu4gy%cYHg|T|VD~kJE!F3HxlKizXR6eP0t=hG%Ab%9s0gM0K3yj>ScEcW52eRe#O63?smr18n( z1anbzHM>A6jh6LnfrYBmAvJ`PV8~P~09%l{uxof|g_QBn2%vQpn3Y;ok`f|in=RKU zmPm>zW>%zB`vwd7aY2!sk3OU7A`z4p&HAPE>bR2noE2?}EqV-ar9Tz+$E1F04ENzi zTF%jC+(zJlae1DMa;OHd zzARq(dviM1mF;A`+5}~3=qh#4+!c}Y>IV{BKCtvgGZZ>t`@ZXDYgp-ye&vJnvOLkW zc-~YqsA>5Ls1T129o3Yn7uL;fk}_FrW~)z;M)a`3Vsh-HT`Z663i&*)n4+lrtyl}v z9w!Uwy+$E6^Arzef%@yS1_xP1K3^7ZT=C!^O;I@}UEMFN*M}$Og4vuv5xRzqaolFK z?~)@nGMrDNbJ4V7+>LjwAzywy8)F9LPCimIMtwSF?4O^aCS|wp6*`uG-ghS3HsZJZ zYV#nByDsxu--jDMftnajVy`c1wIwJ|!`wGXv% zH1Ta(cQc0}wl~%LWG@}ewA>!~Fe~c^mE*E&f3a5VY*ghHD2#KJ`jni}e9|3uTji8+ zliE*yB>h2Yic|m**S&ufdonoYwOH9^X*2Bc&GcOCeiXjgG@1=0wy<{J!7;EoOLyc4 zsTD(=&-W%&Y0!tzP=R5cat$01g)klpW3~U1rHW>GR3MfeVpT~@59#e!1B+w+v|1=< z+!!m#6Nh45@?^DKrL(FAe_IkU3&IYIlyep|a!aJ4607A_GLQ9}j!OgOpvk{4+$_x~ zH>Yu5UrD3|(#gzya2y+I*t^HCpZ;F`#>L(fZ@>NaPxo)U(f0=L{oeBz zU;IYjy?b~jn^Agx#q-afg4^>e4z2L+@$09*PdT*0d*b=$pa1Fp(4oFJc<=X~U$Np) z-@Ocf)ig~XYBqTP#Q)Fli{rrmpI_)6oCP&tDwYw*xnpLt>F%!CEUb%&Y{>b>OkKJA z_-xkN5(o&>NR?&Gx%2glECuC|L@bO<|8&NJW##4k%h1>XJi?Ef4jPSa)f_e^Xg9_K z!aD0rAr174WIz*c?;O@6lxSnveQpla!Pj$O_f)%6=dy&U=yE9OjIisbGvTh9%U*Ox z&SO==)@AOVJ`dA%Y#umuh7V^~jWuq{KFue5s6App#FI&qfoKPGJda8`aY={w3p*36 zaJ%#;XS4+)VuP0AM$a7Z)c?s)GAaY;6?=a77)hDtc?kOj-3ipZ=+55TyN_LIuH$r~*f|J-~F81wpB)K=7%o>Q? zr%z_P-BTB{Ow!bS0gopaFnzYJS`iWOA^Dvvvgz(w%JhzGM17+ za7@MAY0I$PuUN*eDK$4L0R+Z_^`YQXP02yNVEni(5n5AHdVsJ+Cy(7RDHztFn7mt*5p3FoXtz7YQhOUF=4gren= zJNi@%a@4)|RJPC!tYDW3pQiiV8&|LjDsvC6V67!h@o~SZt7x}rM(w7d!EnTYqg|yX z<%+mDXO8OhYL%6AT%|m%Wk6Z3~KREb&8{k+j|-t>7cwWmKN82 zDXdv8`&7m7xxYV+)rN{8(=sJvfUKzbn1yQEnwwmSa$ik8+ugd7MM-ymwUXUIe)ss( z*|K~X#v^ziQiW`!EyJG(CdNmdP*d6mUooaOq~q=2ey<=}7cfrD%hl_3F zM#i=`)gPzzq#LelDr}CQ>|DC?-W|2|qXvc_K4DGwz!BNT%NO@+*GmJ>Trw+jcCvNy z+sPNFJ(U|f{GzMs6a7x^8RbV`(7Djy?(t`^RqoL<*w9#oH6R_)0)DO9)O0HlGQ)~L zZ28^VGg*hFK-5UcJQBWw;dfV^$!3u4K6@q`H^1rLaK5&w@|2am7U) zm&SQ_yKVX)O_Sg}7l5?5XPpHhdGlH9c$dy*d$2Bkel}~$6N>sn;-bG23pjnjU4TUJ zdf-wzD0-!m`_0*`id47k9QNySE9lhBsF~Z|vidwyf>yZ7L}^M(LDsS_DEacT5B1c) zJ%jJp@DV&{fWPjV6sgI~Nw>|i4HMsrR%twKs zHUOB*VmgJExVz4U#;se;%1V}P7j?tbsvS`rJj||3RMCcQ=c)H-p^%*|MkAp|Lrx|b z3;BB@!Fz&{P|?20E;>`EhLW|R@|bg6S;sl$ekXoaH0o4Nb+n+J2-burICB@<4$8@N z*65+LOb-R9Lvf-%ObXkFllGj*e#eQFWmlY$h?d^^%T2+2Fm2nL)Ct>0hHj08(JL(! zG(t1%xP9>K^gDLiS^u*mgY57_cWwaN(OLu2th z_T=ENuAdSPuAdUr%cccvrz;qHI#d-5&kNV1OTaWxN#@f@Z~-Ap-~j-7<+j3E#Nxue z@;p{3^9euX3G*QVHWF1iS~5oyat@hEAkj6F;~qVaU5JUDbUvV@2hPU|R$Tc4HqD)P z0V|`xz6&m3dr?E|Vs@sx<6=~Gh`R?bW@D+vH7;S#yT7}Ht#n71z_CJ8C)|+aYJot8 z%@2Z`hR)D}ySJ9u9}=rmiG{PAKF4 zeho{6b*-4kP;*5I>HdNdsw_0PXtCMhj$g|P?pbTuVD}em*^_FGKPmwpWA5s8Y@ztm zuJ--z@7J+h+j}Rhyf*i*jgK8&`AVHWbl)UjZ?6PXk8OmK*6{-ZcHgb(-}k=m`~kOd zJ$jz3UNSnqV2e9(J&Q#yZL~=~P<_oO|9RI-tKAQ`_DhvUo_-RZqW|Yn^a-m@TD)>` zd)tDh37@LcXFxAJqxT}dMyvW(t@s>ua5$d-PCe<5*lmAO*|3RMYXR%{AJvL^%=%HS z`$AApl%|L`ybWI>1|C4rhZf#q^X~%2ogM_HGEo9`+uvJ{;Z{buJHov$G%p1 zIFP78&tD#t_z!C9AJq}xsSXPOl%K$CX}dPO0moSKgWAL? zYPi(*w*S4{|9$j{`_Kk#Wn5*x`D;zVmwu-XtY=Mphc-Iojl~}^CZDNnHQw>1YVFX* zF$I6(LOxMd*lwSyyzjfeS6M5LwhGRH;D6W9r^F9~hV{MH_X}Tz;+$oQqP2z4ka>p| zXtTp#BN~CPvfSC1vRo3cqnDmXs_~dK1p(#@<|iEdT6MQx%4$k3j5o&X5V7D}HA|{z z;TLd~8cvG;Lxqo>m)bzo!M7x2HgShG3RuMp8XD=$;kO{^5FK&YV(&!@7v^dvzX{uc zpM+=fbyaxZmD*HAc|oh#h0fWPh_-yIUgUk3a*HcUoVFsuTf zRlKoOGz@O0o@b&7a#wArX4BDy<*`ZY#IF+fkyg{oO z!*C9kU{zrzMZQ%p-m0Zu(AwEnZEA3r*6^KBPsgY{zZullf8TR&=GDtseQ5&{iWOj6 zSganZozOX|Xqmik{Vf-Gn|FhIW1wL-9!Qxmh*}CBDUx@GGyPFb8G-NAlK~c4->Ii( zaKf2-mXXSD()cJ5l5v(;#iPT)Z`HEz)N*Nrs|^g}gDBK5cu5+^H)?!w>Q;@7{#xUh z(=_NIMP}ISN^RK-TIK~UyiuFV^Y?30Eexsm>L8iz)<)y4E7^70a*Pl=eYZ9pi|+?@ ziu{9m3VGOAT~>w{S;7tn{U*y-<5Tm z!cl@k3I-zJFf%Ev;p`-{J3i(T+xL=a0JxBuoO1LM47QDayBo;9WE$hD>aHvT2lJqqV z-%7Hygaq7E1a&C@7!Ww0_e&l+H>r>o9Tm;{=mt701|JZ9DJ9KTc5`}_q#SG(wcSpJ(or)sPxmKuHJ}Bx zkT$_F5trCzo5=>v(E6#WR;|{k@!C*2tE;EzP1RbRrVdw~qT{Ge+%z)&pq?;lUHeLQ zUg@uFDx$&rSwTLX_TVaa(!8<<>9jbAG!mEoNweF~5%y{d zC`E*oP)JV3=kX?tfT|Akk497-g-92y2hS2p6RKe&`vd!cPCsoM)n(<&h^8E2@pN_z z+*clalSbKN=ba0S`wp7%g%IBe3+FNCue@55KNGR1M3wr8K-11|z{1^1zr?sMSEZm1 zMEntv(8B0ri76gB_bzscO8#hoe?b4kOe?F({~dk>DCrxb;9c6+f?gA;JE{6ln6Nki4hcG#J^VKKgiGK?9F%d>@2-SPyRiPJ;kQ19twT+2TIhvj24Lz-^x3fJ6=t&m8 z6ISbANlmfy^}8u~CoAi&P`_tK(W~iUmc=t$xg(p;i1HBnZD6p!66W`8UO8Hdv*&2J zH~e_dmu_wgcIXEv+cs>bC1En@a>C3Bv>YAgAN_wllR`CS)KybE*NNuMVo5ePi?Gj$ zE7y>^mSt5el#OUpw-r#gcvSSyUXJ){?W%&B=L1AJn`p6su1jbDtLF6Je%RDPRrAENoBY~v zU9&O?H?Wn(yFU^bU*`_0c!!=R4CK$*K6;MdfcShiDO0(`Dr64plX#NrsU$KplTuNx zq!38Bx}nuZBf>pxE6bK1L6O^(rN4$!u4VpRZ}uC z8)%tE`TaCYPEgIfir^?DhVmpl4#<@|+2na^NEA`knnFc1^vwlE|9iNl@Dit-nkJr% z!PFHjet9QpcL!4E9W;4BIlJgB`VF>e19;d`rEKyQj#$M+Y7{SSJppOR8%j_D+cQ_#&xlN1Lv6^8sv)A&zU*OH- zc>nu%+uNjcp5rJd*_Gb2TiJsMgh3>{MSt}Gt1{^-`hl#<*F;jTGekkmId1CctB^M1 z)s2P%z_%f2DnuONPG|(DEh0LLsBA3frGV8f%$zFPR7X^si$z4Om!xvPggWEiTUFDn zMyiAe&lHZdQY6!c9u%tWtg#o`Lf8>I84nqXCai{W$QeQ<1+4L(6a((?pzlxmJrqNU zlAFbl_Qos3R}kd+{81WaT5`>h{w0XHYpBwXu4b=e;0_4I9|({t?WTAiN8F0^pHMcn zS(pU##rw+p+10Ecxaxu}K{kAJ8&f1(bEM}){24LmL8QN&=~y~bzocVmWf!tJX!^N+ zmDA!Q(Clb|QqIaM0c-VXAy7~ehQ}F0B|%=xtbMDf&<~4x--OP6C=)^PHwck0)Zb>l z@`P<_B=yq`G}2HyVk{eT7hVh7ta}S~B~dmRS6~pl$Zn;Fg@4e5=qA*!3?h1ga~?fV z%ub@(_xz3{R~NU-z7!&E(DC*$#`e93FP<~k}~#{+>fD$jG|d_arIyw)EL2HoY? zvDDx}P|>IiI<{QSm(@u@YhfPILzKWYpwm4y$0gbcfvE>GPtwdMSm7Oh>cgVx16tJX z?s}X#(e_OkvIg2qPD2mG<;bCa1aKC+pW(YpxiBA!M!Lj{3QF;oW9-$N=@!aJYCd=7 z@J(~#x_#sFq(1K=TLnOvGBq=;rfbHiZCbLXqq=!qkCto7skyMG4hRjnsu)TGKKUSV z!{(6cm;;=qrEQgo+WJ9-Jc2Hsx$>Wz=zI8uI0dpzZ6PWPv5e*~Lr>grq*E@SJUBH% z4cDP>xej?G!Tg3+^d8BL0VHz`$t;`-=QOK-&AYQP9gaN|A#WJ6iv}aKj{yXf?}TKF z51No$(AnUAem!FI<*wT6@maL{3+O+XcQFWb!k2?x#E*uf)cZ#sqm`AB_?(h?(l958~7!I?Fn}Mjz4~bzD zUZ#^DB;5ctJ?D`baM7eM0?DVpkAO0Wo-Hl;0^T_Op%` zkXoshd23^izrDdfq)ZK(@hV2)5USx;RUzo1aKB<`>iK)Y7#la361XPOMrw|GF=Kz4 zOSw#Sj*prO>b_s;muf+MZh9XaUmUxbiDL(=k$gF7#e@tVE_nHYdWA7OR&al{ja5%M zEDGQO!Q&mFs%=vPUy=v%L``rrvOVZzil-4$Qjb77@>4$M;%5FLDOEZl;WMhnriJ^Qc^i8~ z;aC`q%2XE7MT^jfx0o6%Lli4!{4rr5EmCBE$*5I(23G@F2?2_ArZ8a2cm!#IL7Wtz zxk*FSX+*S=s!m0Txj1X(_?iSWRgO+oRcJyHFQUy`c_p}wVtj*Z-@qD58(DenjKzak z3WhbpDT@9Tdz~^i?EH;XK6&V=Q-Zb(969zhq`1LOk>JUirwhOR- ztT#`6zz`)Yn*e%kVRs&*w3+-C5}SuYGO2+`HA-UEfUKwobW*EETEp|$1a*oOP@&?O zwrt>t9#Sr2epy4c2BFXKAHUaq_Xc>@H4$t2%+A9Q9x2B265Hho;+?!%2_mUZKB?@4 z?3p>E4p9i$d*hU+`N$X1>HZMtEfBIwQ4&uH2z#!{4~tl)qUS9xiNHCV>BP~xvW;RH zGo^!F&+Ke1vnasfP+)aw3MhG+WDCQP-3x96fjAd5lV}?;+V;{ZQW|^(Ty>c|J(9O- zv@mxJZnYZ42nOBs=o?6JL#ay1!A4Iaz69YG%x2_Pff0f($GpKF?HfH@3&UOtD<*vm z+tD~AT9%^dSm<2ic?zHgFKYN2C@_M)fz9MRBVH24>331p^`M&xgf;}7@hsm6!hp}o zq7{TLXn4q!f*NO;ppkX3yiiGJU_c%igSHm(mnfJ_lXg%C+FWK3(PWb5T`Ngbpvo4k zT!oUwo%fRbEFyrlOn(?ETNS5_dYY;SH=kdBlUV+yh|IZ#6|h<=oJ5&gB|};iP&o8; zNPor77-P*eKALSofW>x?-o*0LyjNh2{Ph2IQHclpU>0FrEXmK8WAVc@tl9v~kIWiw zdB*uAPxAfjN(L%F*6B-v!bY}XAl5nro4q)5oIKebzk}tXxi;9z#o430@nLJIxgsGO0k?27=u=M$cgoEy z5^(H%*|08bZ*Xg?DB!NXndM5&6MN!TbE5y7keon{fXN`-iV1|Mdy=lF*vAx60oy-M zZP&AAG5skzh7t*tn`k#(LnS{#wCGy+7KOV>Y-Gu}F2w!(*Ob^o*K*#b%8B0#e>Zl{ zd49f-kCU9jNzkf^DAW!bMnI#0cGRtB==?$cjc)E1SjX@f_Oo^DIU!=;B%$=#Z#=_p zIMC@lBEs<9k&OpZ3=({Bk}+PMB0m|jBBaU`k4XjqLP*3k#E9od!k*!ZA3yVRD9Yvw%cg$unD#s&zYq5u%=c7g!K!VaJZcJMgZUmWiYXxVfDy zQ+k;`V`$-AZ{+DCDx6MiCm9tuJw?gCBJy+_l1a-0112wuMe3W3OeJbf$t;}pvcV-o z<%#m`0z*{inF;HJT+cj`5gxF1C_1>%h8J8)H7N*<^X9s+6bq6g*LMN4pl+s{Qld6y z>8M?qj)9dn)0uskdZJl9U9_4drZ_?ghWvvwpu-axru(^fzL`Z$qxLYT@+x*CP>EXl zl8MXNAu-_eX8uc>H5EI}f}`8duNu`9fc9vfBMpS*hW5HWRb(qtQFv&^b0TkXx$I7Q z8p}XtK}C8|^po#LVVB=wS%TH&IRQE})}K)tW7+R$!R@r2?P7<;1R1l>(h|KWY{O71 zNDn9ut8B`I{Vl;*wwD${E+^>@9$WSi)+Ek5;Pb_j4g_@aL$j^nK9n*_<&>}W~%`Q0ova>3XNnHmGjLak*F$NDTpjh-or+fj)+Ki72?B? z*UtOw2tmt3*dTS5q>n@jUo+qH=|XFO6_5m{uIhQ>NP2sehIKyV`eG5$Jei`$?@v){{NUUgpKW zL8+!BzY(BJgn)SlA>*=D9C`<>7#Jx^0jcA-4vCvq1exPlNNQa=>fUf0OP1c_C$==t zeuUA)pYGalz{Aj7#h<|>SEe$hktwZ6C^?E+_Lkq0yej^@Z4;WCDy=4Pmvt0|^1m02 zAv8`vJQ0Y2u)=Zx@I;4M;sKg6^?O+3WWrX0q)C3m5)Swb?WZ(k*kl@v&a!%K;BIQ) zOZamh9{YGyPr%nSOjc**q?}SGQ$mI2gZV&Jl^L7R02bMr?wLPlHCfN`L&^McM5`iE zXcr79jC1NA8;-hO?e2cOr}U-Jy6&L;kOCe`j?QJs()83bkiGV`0#Xz>GQJ$N6=g8( z#w;tDL4)_OjzlD8r@W^w&Q%WU6;BHV&|X)_ zZ@-Fey@_F~u&c0$s)6#5Dpcs_eJDQVVljLlXE*{%yYs&9{XEjtB+#!3baT8anga+T}v6IFnjpe zT5Ggt97#M1n-ZRM7{b;zP-cX|PIu*9EZQ^igrrJKf^<=;PVN_qSqL4Ce~n#FiqVh!z{bY^oU}{%5mEI2Rroiu zKLbN!6;T6`7h`0zsw6T&;jeL@y^9SpFMN|`951%!!L;?cS*om6Z z9)p=)0g&W~@Fy`3isKgzFjCe)HWZ~-VWob?vxWF5Pim_)-aj_`6d*Ithefs#?l7E~ zSoRg42~$|WYEX1|9kGBwCLBZUAY<6ly*!5$IY7eib7!6?_4``*`$WQDF@}#~1sZ9j z?w`$gMipZ-qM{avk`&T^4|O5x9A|j;X8I$>#>0v}M@S3N@4@V3Xq5IDPUvwFiW zHl3Wk2{o94Sn@lNWfKHovuqDvuq>th9hGq_q^2>|@j>k{K<+9OCXB1qlR>RftM&4l z;+?7*pRyuYkw-fo&5Q$BSF7VezuE$4V*He|^eC#rcO~XH)f2`#nq7~girrQWQUiu0 zNQ9&85kfcmfgLyJg|%A_A=?*Y@up2WdLvw zEU>d|NM#$RDGLM-BzDxZr*!W(%eG$yudOq1A01#)yk--7fEC~4OFMm>+Mz!rd5~qH z2M|KCqtpI&x8`0}T|&=co{CJ|&Hg|^{bqWN7H^=g?O10;@A}n>o@{*S<3LsfcA5v= zD$C^|(^=OV3g>^Cmq|G-w29O@G+!wGf^v<91w2~?Y6x!OC)~Czu_T{s%N-=+DysB> z?HSN5^+L56<7|&Ers_@(x8$DyasR zHBO2o0IEU!6EFtMICd>0DNcG9o~@$4Q(8(6OT;w^ZUpn31^3PSSP^D092d)PW?f}3 zm?L0!R_%pWJ}QDSI1^Y(;0P$!5*2sw$~%x&coQL)i$q#;0pKG=HaMyO>h|#2BkRT) z|DxBR4p01;t1!ZV(`YK6Tc=$E)dW2Ps}um*7Fzjds;==M<3NB1`8b%f6&Kz?L$t}L zX+=Vd0k+=Go++`iSJ||?U^FMW96@6RwC6wzRN~tR1qqe0lN)DFy@tIbzTx~F(p{qDjnk#zLus$HL zOw5?rUvzg@R%GPD%*1q}3GHmq(gN(HO|0-PHALbt{Lns;qp*9z9*{NSI_gG1n=+oZ zS(>y|T@Ho|#?hVg01LIgKvX~bEEMZ1gU~~X)Brn3SMZb*NsQFzAmw;cX66*B7%B^Y z1WIvMVzAQOT_{QrO8|&RZ;phev?5OB0WD09in#my13(sTVg*Df@^{dcJXt*BFeTR$ zIv9-Cfh>>(+s}jT-xT%lGw7k(@Tf2{7^YlKbqGv&6U^##*$}c{`WCBgBim1h1U&!= zF)uhn8M}l9deA`!*$gto8UkjJ8saGX1fT1>;p)j<`Ab%r2A)vEP*{Zui98PvNy|xw zdT(lVzFUsC_x+N!M>nzeSpg+*WMq8u>+wObNfPDm55Huo`6o)oJe&zg8g_fx#ncbw z#;}V7L@gvP_8zbXs6>Q6qf3q<1R?XWw=>v5#QhR3P*+2L;bKf+{C)HkQ*x;1$jVz9 zH7=~6G-io=?ymrNdk8di^ut)Te-;LW$Pe^@Hwie1=fh)rdqx%O-VBT6RrUkbT*fcy zkl=GT-tl3zNy0;);C_{l*PWHE~{3xPNfrrJ2qe58!wb0&V5!h6Ouo7&ey)3g#^8=XJOEG1+ z5o}<*$qFjG8o-5zl-Bk%_p*GaXE0)QRiMN>44NY%H<$Ktxb9#=2tXpR{k#c^{g&>5 z;Hy+)R)0+?dy2Zhy$U(&n)QliX#|3TKe{8Gm5VeJtN z?DHNV%S~h|;xbZa*o=w)#=BNyDyf6Y?G)7A*E z2+Y&IoI_A-}N{|^H2XAMl+<;W=WaGYD{ZzMJ_ zgw&{_8mtxP8U6sZw!P0T))WOX2_eTqfhmvCA}LwhTFQEnP$bas zf1OUZW+kYI-m_Q*K^?Ti4@CAl{sCFH;zf^^5vcjk+F^lQz*PKDk(MM|NRp_4j*eoOY-9mssX**(&#PeW`2FBI>~@#$XZ=gx(-W8|1Yf)@;?0?Nt?(|e zJMk2pN58GhoK~!u)HjoQ+j# z3g->Hm9?eOR`7^W;(q5dz5uteJFGbY4-v59}lr?I$+k|Qepg3)G&uazJN4?p@xDq6}S0em;$?K!g@Ap zu(k=%J;bstf4?^kl)H>& z5I@@qn=$36IP-U?8Hf)i5G6+m#qE~-k4KGQ*=*ea=qBb&?=-vAQ4york8iK?%vP)* zEHF$u`f2fr-}7yP2E-gFwr;$5-hzn99hV+K7^&~?6DShMySYaYeI7}48=n~{LyOaw zgq(-CsxCSxzu|z2nVM@_C{k>$qlu^_)px2?28<0yL$Ws-P%}P%0f7rI**xD+59}zU z$dUibjORqyX+ub>KSZ44MIQk!Pyyj9+0XM)ipHP}+=m`vX=P9~8(7(|u+=$=n&;Vxr_S{rrmA&jEv)k(tY0hu92R+YxhvkSF2s!pb!H+;h&1yhH|erUBLZFr5KInnnCf2FIxY z8)eBw?=YnWYdQ5bpHn7?O?0msoh3T5CP% zfl=PNI`>-78-ojihRQfKxFL8}`AqN$>uKyh7S$C)+N)MK1=SW?Z@qa&%ZSePIW>;f zsbgzQwar1CRBf);v!er{dT$FvRIL>EKVX_!M^CGE@J>(~A{nzS@n zdI!WwVcj7hiMw|_aMb>P8Ss@MKJS2+{sL?XmOsD{KzmtZ15B#VneAbq8t6L>FQXg+ zQi-)CgIlg)j?}*%Sz-d@W1Z7uSP7CG0U}A0e@34m!jMp(h3f{V1*7}Hf9M0HliN67 za2FVXz}Yz=0QUhAjr=K<^xbubKpGeew7^e>q4a$Q7* zNJ9j+qkhy8w6zDmSPTq^TqFVyV^_jyK_G`W`*pZ~-N`!WiF8$&``{A@QHo-_T3tlV z+O)u=4w9sbadKWssbWtXthzZM<9KB@4KOqH!BW9MAp={DF9hGmOjnEApdw4n6Kl%B z-SH?rZ5|IO-;}mZgjIx|t*rHyo9AEP`o0#680iRA0;}7~I?4lS*_>9YpZ*TbYCt^O z(o&Gq=iW`_uh6&f09IEFdtIcAmbd6(tWgv_{)p|SAz2-jl}US3#A{ZM%jA1nm(C6c z{zZSGQ@WENcKuI`*m-|vJOzmZdE2+)J;{lddjJbyz?zw%88l&cKyk4v4ZBWq=N<&h{VSLs z!MwpdjOlh}2ejkn{~hxtbI;#b$-@|=iLZdb0jre7kv|?Yq@ECos=8D^)WZz6NpR#* zz%L3S5gQww5h2+KnE@Lttr*zc39wESWCkFo)vKY2J#{P}x2qST2m3HRIXF~`hnniz z+ovY<^7>-2s6MZr5m@BcYK8~W`5KR7xqXqXUl=O*<88^1nQx6|s_mu;LDh-e6wng2 z85EhsD0*Y$NmkZJ>{FM_pVb}V>UPS?jINLsyqk0h5AJk6j54pn;Z-kCS~C8x?ID@wZd%r{!^`qnR0O zJisfS4eCh_?7m(Auytt&a7CJ!RL71|oOx_gThUWpxe}Om9yE=ej*Ihn%^+FY^LEau zwsq4P`r^-CzZ5LtoEpFTB$qgSmt)12XS_4Id;W}x?ImR`MZ zY0!?(=~&c~t_LUEAF9@nj9f_Oz?L_QAWdzb8ftYjPop;Ydmaj`-@oJ`8+UEU z?J`GNU8=f&IPwdUo9hZ@d`f&vSYMd)7hWA|7yK7%@pxdIF$a9?wm9;Mi=eGXw86o= zdk;dAr4K!O%Dk4cXkA0Q_{$>T_*pP*$c@!~>zA^jGP$mq=eJ^+HbY~ht$@e1kQ5I; ztGt08Ah3cegXvTGS5$RB%i4W~)&NR+{y#F8Nk*6}li>-86h}sNKP0HZK2Sh$iDk(h z_Y9jn>k0TORoC$Q;0}R}0uLJ)&IW31?oi7jLEfql6(E}-+J$cn!zRI*0ARp5UxWAI zIqyWl|HN;sRIYYK#u){^mfWwNVcFrgknu8ylWqL;z?1b~B5V%1AMgm&2=8s@K*@um z-1GV+*=#^?5v(@&|9VSKAlY-yvuyD2eXxcld_~7%?`Ym_Mt$-G(%Yn{sGsQ3iFVPO zur;K0th9&F)AxJ;Lie(^exP#1PgRsD?$KviWzSK5w$VIq@)rmXX9MM|I|Ky`!S*u! zz~XRV0C7rQiXO-pl&J{d@=*Dji!jULMGs;@y(REqhdsv{XXZUjl*;{@8sHg?hJmn{ zD@c z)y7G%O;x0!Fs&?<+4R)buMk4m^O`UNe^o) zOK6MW335#CpS|Vj6)UPnb)ona0B*T<(O!+RSi`Rig%HS6?MOP_27{`x8udpt6nF6F zBPd-g#;7Y)tTQJqn#?xj#1AP)3K5={nxH3Pc-CV_%!i*^lR{0dz6o6;ErO>CTdedL zznf?er)G%dZ)hDrPcIP#lyV>Mw8q3_YF)AbqxQoa}RC7+Uf zn8HP!{WpM)>XYb~fQ0@3>-HoeL8C*9WfjWi=7Mtk3oK-|j_0!HmXgHRb1hc+D^G{@ z{n|(D2bQb+k<{|vQ4f@N5MmzV^R%c~N1e_`)JQBBob7%8gP=51mt_PK;v|pE@E9BL z8>)?KZ=+w-=M>iv&6~CYZz{!)il`)aCaYA(falPOF9K2O^cV^<|8$FeL1&qAGy4sx zPm;jEJO=<=l)Vpe>un>>?(~+&Iw8RVznw&RhRhI*UpM}8Qp>u(9UB(_^i*fZlvI8`AC-@fK#1D%+Z2)zEU-Vlth6umoc{Mx* zeTc{^*!WK%8<4^BKy-ude$7A+TjIxFjTP|us|=S^0J&VHd$^lGaxGGgd(*=!+jxl*wrA9 z;_L7k&sdQCS-DmzYia7y&YvL-fzZPKVQ72*H3;sfmj<8BizYP2bJ%sz8nX0%7<=yk zIm@!`o2%SqdT%>@XSVm2Z0csylT9zCfusN-ASLujSwaYeA_#~B(m|?75do=+NUxD5 zN|BBTq9Tu7-ru!>$M5~Vf4p9ub23AqW{4Gw%5p{&(VKPzCx>fel%$|n4v&gcn zc+!d|*lp==z}s-4Xbkc&Y7(7RqG7o9-1G2WBNsTe51yB;qklFTUA?C$f4G&`Zg~FLmH~Ca?um|i(UFuUYo$AZKq-_E+ zb?nb+q4HBl<$XzJee|z{*Bc$%8^4gJ%ENm8DdWdIE>=7t?8znC+1)c7WN|FnUZ@TJ zQntmGn|7!_8nc{06lK7Y&L2}d?w7K)|4SZ^F|l8nTew^|s348*F=O2F5J7y`Gcx+P zZh1o|8wf;dul!OLn^R7ZH*4Apgu#V0${~K2ni)|wn@3S9=S&l_>00Rp*^=xRDJq)v zu|c?QmJRDQjtjktP%PR_C*8<`c_|~ zcdgi3+w!99piF$72!;#OUlDU^(z#o-$Lmwy!g3Leu+_{eV@Df?0zu5d%R_ljcW<~j zcm)md+U^%+Z1g>Gx{{ucHCnt^NGoFt0;E9d1zj>kFrAMdRN9yM5rl}d2RuXbnKp=; z3nC7?#DP|I>8!IvrD+S{j5TROix4wBp0*jwWd`R;+lUy7h}k$g;!Nvpe%&R0raQt@ zdz!N?MSb*CPfKaJt*oiSt z_;~8=mbXFpTDiy_hwRB7+*ZrMKtx)Zp<$_^)@y<6`P^X@Ypcp!*zV&`Fo7l^;cR%R z-~)5j!4QKGK(ajrim=;zz4z&O)AWbMldz$}9_8K1>dJg1<&xs!-ZtON+V+=e z4bher%^z!^DQC&`YQwSZq_Uwzf9x~6#UBeqO>^DBoWg={>+cM50LGRQ zMdb3_n8$AR1|s7mO~*Kk7W7!M7JEh3A3RU^9uThzIe&t(Vf6VQ(A^EPfJ_X+bpK`${y@o0IY!$r|5+(&*}1l zQ{xypFQ%e~8%3(nBUT-RC{&>}7k- zr9~nd<6`fInf^-Zz@Nwi+hKlS$tXk8puShMG|191iycNXga{JZe!o*olLeb*G43%# zrIcpwA%BwlV#4>7Xi2^oe2=l7daI)|{ zDK)+8^QG6rP)xGGIk!jx$d6Iw)gAOR3h~x8H`KQO3Z@ip`YKp{cZoD;DpwtNwm5|z zuWw_3>W0TDTYB|`XXH-No>j*NqDaJ5Q-*%ShzM|)2A=?r&6IuKGM^8#c10-R4>X6r zr|k*K>+r7Y5VWm`W}Ge{*~`RH4({K?Z$9W1LX0lRCd9tUrnOzy3ML@|!n0q|m61+b z+L4YXyR)T%gGtX50X7@uaJ$c=?$LAt3jtz-B;g=1;rdM_XrDcPs7 zR-V+6#D5?%Ude+>ZmV=7b#*bvin{1z#wNI`0Wq!d-rDzGm7Sg=>f_#?1s)LoyI+;b z`~$j$B~)-iKH1XB`X7rFl(QP}dnR17el5GF8&jG!;dRf~ucMp(JrUS^;!kAfOTyc# zAJ>iEz-K!8OX@_cWH^~R=?v<^Z;DMZ5eWCsn3k~_Mm|{E_G?+~F;$lSGc=#($;|)d zIDtkiQx*y-iv_W%E)~VD(Zrmr2eY;3e=YmwfGw)-6nx&G_`+{|8vOKLSBiE6>Yd`9 z;d1SIUKg#|1viSOSkF(n$QP3Pye&HGpt!QsLxfcGeLM>ly+izsY zfqxMDx7=?6Dywd3tS7&G9?js=TVfFx4fG<=CESO}YwV5Tx!uq|7&Vf5S^3}(+7m0p z*!Sy6?@}!`q~&{c1b?Ee-|C>3c%fqj%LG|DjDeLoqZWEi7MD>TTXn1CU0g^G73jZS z+#n{jt`9_9860dKY~5}6&!+v!iF#T$e08q+`zIZ}OEkxwrcl)v3fWZXL@H`@KmaUk ze@(`bweT}>HCVg!HCY+G9Q52*{}IbIKXQmaRJohQmhk+5uT_Nx$tHzAlbYS-F$fgG zQ;MgoZ`J^W4t0&VLpAm&ielVXB@|imbHmMV@lRnyirK8D`b2`ucf!G+i8*!N%u!s$ zy-js)KE{~RobiwPJ9PYGeR9>`=*=<`6U+j(8ee!97!IerOV2h}^I_RNQ=Wp^OQLN- zpm4G%93?#D%ipb?`8qh~-|3KJZTlQtg6rhm&cd0xQOoJKqIx4X1o}H7B2)0CQcJ}^ z8l(lg7O)|G70PfP`dRcM$1>ZoFSjfGlrZP_N_CYutfzwo(Uxs!Y?GDMetW)fuNBez zuD7d9iwoaDzE%FOtK2MSA z6`cUiOf!xnKonkh4oFx`5px{54RC5{cE#i*ApS|nSV8!9$`Gf?pGzktoHYUBlt*=Q zfB7b}7Wkk+E60stCk6~qe-|JM+5ZAHNppMp4spn-BniX^Fh~rkl{U#hWV}=^1G5eJcUqBDtQHO}}VMR6ECBc8%sNwwb&QK^j2wraRo&bc&eT8mIu{%B%-J1y1!WwZ~SQ z&1wEuFwY##a_E1!2|w3*ey4|!;H=ssZxPyoqBM{CJ|zg>Rl>Sd{P(A^U$5eA?PkL% zkS~wxDmVi^$L_gP{@>q>!COU9&kq}X+CNz_aRP-Osq=+ORm-}mu;m&dCN`B9c2I}( zx1J@Y&Hb%>zgq;Fj5(#IZrjH>M*wsX={gE!U~HNn(-l=ITu=QfuiQ+lr#mukdF{Jz z%Ype1tK))=F!!#P-<3iAT_tW}S0w#Eko`*^5UH!g^(tu)2-2Q@gE)rTx)j^Rx|oQ2 ztMy8@QSun{#!wX%nM5t|j%*9|O8;QX42b@;@H;wci{FvSH9wa77dw`TM4p=Sh4R-h z$My97mj%%?VGG-*Pl?ILi1R46RPGnrJorgqq#;Zo7Z5duA?I zp5YnJc`}{}F7wC-(IXaBdOlP+?G;4+==4WDx0-PE!7Y;i5LOdam*xemxFS3_ep*S7a$#-q_l#OQ^Iqp zl-J`mq9Om~Vm?_!ZesQ*Q%ZoYS-a*vSvdGIx^-w0 zh-p5xzswaM;?fW&7&p*-=AJ=UUiY5EcJP!#`k3}fE3cYG73XkjN*TmjG z2B*M;rUZn5Ytnus1zEu`Q%-!ESN z>S~G!00@v#PIdH78V?och4*Fi24G_GMD;R}xKEPm7sFS`yGS6vhZDPRXm zQk82beITb3lY1;mOqSi(<#1|t{58`H_pl@xHsQ~{DFL00uA)m z1=GJ3Pf4o)VCZvp#C4S588*GL-t-xZjWNuim7tiV^)&ynXW@u?>O|ulFqSM6dW$|= zM#H0_ti8}jJ5ULbNI-7b@GNlE5@_!&9AW`2+Jws*OH2|LI(jB{yM^kLSj7=)(PiQ$ z<@d_!`1O0vt!?LZ5D=YHp50EeO#e@Lm=(L+Fb1w z)WVXr$3MhH&Lo5sjUZ}@%n+t&#D%|6)+i+a%PLl{MxWSSnrRJ()7}@C1me+UV2@jT z^{yx1?Vjh!#p6HiiL82|rzP7QcIWzbHFTqqw+y9D|0!WiLu7GynLp>Byuj}ddE(Ix ztwHz)d=SnFMuxDJN5fC*al6HhYM0m!Xzdk(q*sg(&*O4>$vR#9!#vO)JXcimBQo1~ zdnGne#j{6+NQf^?D1iPHj z#2gQX#QG;UZt~1R1j@_(5raS>7_krQ#b{<0r=;7sFg!6sG*uS`_#guJ!ELi26bPX} zL{Xcv%9##hX8+qp<;I~X3A7cs6_K9xo}vYP>ZHpIR!LOIVoya*4(KU13g*$l zje~R(F^Nu$LmGR8cvUyw$WWO6zUxI@+fgDDq+5=+=ZJKSw*pXxUr-b|m2~Db>h?wp z$?M(-Dg@-sy~Z!}9f}LRlZ0-UIPMk5F1Ny12RHT+(h)5o#}kO#D#ufaOuw)ZM-XE% zoSm(8|DI~)AQY%>mmn>GJbv)|@;vE}%zalFCfF9!2Wws$@;@zeWFU{}f%t30+S@5D zp&ir6pt%VllK%RPd%zO0BrJOlimUqOx_K%-wb@>R{iJ_{jg7SGl`9g4@hzf-glHad zbXo$#h8`_av>Unh+bJqvFWsX^x380;{VAp(RQ@S9N!jgEUP&{%i1xR37a&FgY$zS+ zUb?_#B!NYddJ3{R)MYc1T`NA{$RMuG$Jke+{ZdO33ho108Cvg0V)iWODCe63l>?D5ovoC4 zC@YzEwe2&{%WFe<#?eru@c1|z-d(dNP&2wnc-^M?45y(g>L4LK9!B37flM3Gq88HdO%)}uGgUMRQUlHAU(*9}#PRwly zw0V)d^Oz@0husLlEP#!@*Q45Y8&o|{iC{LJ1FIMCWD=wCsK;9(XXi;>o^4`X=ZZLg z=!>j1RP?GF9tit09*-{=X`$_6KF0RD2{`!piBU21-Zl31aUIG;TNt=WwdcTXRKA*3 zJV1)V8uh^gQKCPWX=Wf_B9@|X6o6MxEuvlp=9>^+mIi(zk$>cxC8m4P6NGgGVkOm-{|1(4(s zZkIV(krL3i6!w;Mff8D^kKL^4HCA*E4s4b`9D7->AeQ=6EcK(bP&D2=7L16Ky6r|^ zYr1yvXR^8XQhCJDb_cb8&MBA|dYMFY=Bfax3v{ZSDAgBx%wZdOjF`wrb?vjyWJBE0 z0_DVHquDJ*x0ETgd8}IdUu1UnPvyg6wh4B45(Yqw;j}nPOW*`wrqES)g{onMg9Ya+ zq?ggk!A*IlnqGL;k}WfH%WLQUMdla&Oouvt#@ry`W_0L6oH#>?RHM33-Hw$GC$FPN zfUq8p!sCJQ1s_1m3p{#EO6Ug2ZK*$~xna?*9?|WS?hu*EgJNG? z30Z-1aO*^rxNUIb0kd@INra9i5$u70mZL*y{IyzuB10sB$k-^lM6*^_x0u%vOP>%BK~1)Yw}SkACvM&MhR4%SZWZL$=-$kR8ASOtBxYq z!pIl}{iaU?q&DsSn?}WANX(mFFT@A6L;ot%>$eO&E?#HqnaRC^K~k_KPf|i|GG%!4 zUqr5@rWZ#}c9me98`~qjYQWR1$L@^2CidScpVgI1<=voxxYBzmcpf5U=YrHki|*bj zS^My>vLW&xz+D>1jRAS>KY4R~Q?2kfdL+w6)`sWYA_i^b3qVs7j2LH3`g@MJSw-+z z0Pmb-Yd3bI`*3!2K;27p*|4NT~d~QCFbe83_eOy^O<~Cl)_D?A$niZ6^h$nEM3qBXNeMQgu4g-Ci7 z0fFaqIz|tz#h5Dicu#8vW?Vw~fzXd#2q)?id96{TvlL!j5Y+!cTb_5syKMH0=yLr~ zq$E((&3DVU#qYE?+C!cG9fHWhBJd|Ng+j66mMr|=qX|wYFKGep@*{Dxk#E8Tq3L0L zCST+AO6&h6{)zVC^z+r4pTg!cMHAKy9RLT+VwA?AP!qfUg3$$s3tjAKtqQgc1FUp2 zFS$7G4}8tfsU#BONKM-hb8pHz#@;K1{D2({Y-7(--&7NP&cX&n4@R)W3 z6$?fg(S`)wB2~MC2w_gqW-i#$55t8Z&JIG&#rf^}r|ccw?_VV6lXhyWyD6#Si#|~u zNP>viRgBxHQ0vfnLg0;)ABKQ)j+hlm-=p)5KgIadeezmh*>;I78)&mG+$l2JqF7IT zARd|>h_>!s_ME{w_jumst^86Tb}_xDv551YK)lI;6E(s(l(h-}lEMCW!)g&6uf5s!TUM=v$l>eFH6*8q{wEpTkSE*F(m@tL%KVd$^8&IsGss+ImNtx;t0X`rE? z%H+sFD~H~8-nKH{pkJR*G6tC-H$o`qKqsF&MNeUJU3e}!+*s;dcYJ0mP&dnJ@p<~V z!EwXrvbj32dQFLkbB_C3$Pf51D?*6Bk97eGIDL*vk^=gUK%uWB6Q%5l;cW(W!30Nb|JyXuAjs8bYnf`*Q(D>CncJAu-wq~|pOnh^W$b=Je$+gm& z$D_S#JtF6=#ygXZId^#py>2%!*&muFL4L|akHZDnidxXk#3cf;7r0i*vq z3Cq+kH@7h!Cj4Y`pKb~+e6gZ)0^h|RhSZZ3;ytootZkkl=kwS3K^XX(7^^s10Tp;7 zxctU@gR-gY|Pwwq?(Q-?m{_}*AV{zX12h8G^TYLXYL=Dz}%luY@ZEgym5 zfehl+yQMfyrd=<+cA&6ex_zq%!Y{Eo@M8&P+8)iOLJEyJ=NX$Qk>L#p)ex-eB!5N`|B7Da2adHF*FITiXlEq;k)J_mt3|RBP2W8fn2? zFjNNVs60-A=Erg24kpjAt4vg43_0}>Qvl$2Jv%^LUQSPZ%w?JPl=>-L!h}!fIrpAV zLBxa_U)IS=1MFl%TuPHgw&0LIldPS9Wcfh9__>^YGWHf>8V1AJ4gVuowF|_A;?)0v zw5Y*viGyeuME@pqF&~&y7_3H?)}Dg|)o>*N+qg*_MK(P6UnBw1SBi|b@f#p_=jeWE(J(;!TET+ExI)S z(E75At4*KA#Xd#MI_NJlafW)7Lkm1fVJoc(Ozfu__}RS@Hqa zo~Tu5zrT|P{G9-e*ZK-2Xbm^J&Ed##dofY6{_D-Xb>1?=2gu{GYW`iM=#8F0!w~d~ zgGlZpCok!#)_dFQ=ldBPRi*;RR9iGB;XBZv%R_6ZCcF;ylG4tdms>vxb}A~ zm1ih6?#Ho}uB$Odryv??^DI@FHq8esqL>DV6R*p)Q&BM5nXpE}-lQfazf+fCq*mSp znvBp_9utLLR-J#KE{{HwOw|q4erTzN(Z_TOiA`F3$c=ui-B(BhcEZ2CpZpq>~dtF9I20+A0iBcit?pA9E~=_%YBi^Qs@KQ z%{Z<|Pi)xyK@VSIx;_%&Gcp{F&5o3p_SExy<;e7Mq};@F)bl{|dnI9>ayVh0Hxiq^ z^^{0YeXM+ByxJdWsNLYGcGBLL9WLC9VwgteXXdLmDbX3a*YH@`2?87=(c-=0VwE%Z z98o-kNDI*0-qZYI-7+~lR6KN=5VO(u@(F`adRsd?)!xAsr2Hu^Gxjtnz)Ccue~hX7 zBjOZdLt}PxNS^2u;|le%%wLXh@v!a|eO^PO0uibYO2t$*hKl|S7q zmR&0tV~tt_I&5OD-!Es0@qPQ$o^Vxp1K_`=m(-Qz5XUB`4ns3ePI$Jzxg{f73I z^NL2J>-IjKg3Hveh4~*HJ`YJmC05Nc>T?F@opFL~;Rg1My-SN8n7WRv$2n&jYYRLo zPmC?3k3FEm0t zfK;CoZL7qZ%xZgF=RRa9Q=bP66QrzQdvdIMmk5^rNR$b&(zR+-p$cPoM>7q@LB3$N zS1lMlU7jLFrlR5Q{ zcRJ_yMCNf|*kPYY)8FQ8k8BsJ?QtQ`5a~^0|uywTdm79WxCVeV2`&jvp3*|*F?6i*`D_M z!@tV8gMO&3J*^{GMN8qqU8U*iQo$RHuISFeiD~xMbsf&&w)lQ-_X+!XGizGbT{mG{ z?V(R)oHmd6*hHi-ott#$MLJ-6i`R;)iHKO{*NH=e?aIv?2p9$|{l0);Njaeud>Vm% zY|g#nRw4=|_q%|Ihw2K;0@v4UMjMF457btBzw^ZR#j0folI}6c1!r#%zQ2%b5zlg} z2QKbed6t-ZHVVEhO&_g(ofwQd;~R7~Qyz!lPGp&up@@%g$X{5Z4nAr5FxZ5MKfGHV zJ@5f&4;o2h4dQrnnP!6SqBKX|MTDFUsDaVfB>JIKCP6}-tXdxy;>hoj9hrz1$LrA- zs=#-+yjI|92whVS>mo~)qM<{s&3E{g0hFWbLwGWRAdX+c+ZikWuypp6WRgIQcgaO! zgVp87g=;gm$MRQZ7mt}W@CZf8Fach@S+8Rs$aIvvSBn#xt$i4%<*f*{)WcXH7!#i% zHGW`QX=+`IQw@mqvz#MLdxMj~e>+GnOEX0Qqv=u;eyPIjwLR7hdT%pL<-VLhy(cYAPTpp&sGK(^zR+QlJNZHoB<_Bcbl^@V)?s8fLE z=LfMs*N1#RIK`7=;*KAAr}sjtar8!Yg@}jVR#vZfo6qy2+&H|G!$tU)06-h8=S!-b zU*mL2(KVC@W7#D2@o^OQOyMFVPm#-3tdVKSoTTi2>zB# z!>~6pVY!tQUg1dHZ7l{aaLv%xmV4x=0QjQJt0bK?~BZMaj+b7lQybR<#g6!W~I9Q+qGDd=T@@;ZnvJ0&AsfS!d~GC|u;_=juo z6dOiA64nm2*M;=>tbANFQvewqh|qc*7J(v52x0XnVDThB0-s(ST(P#TgW|hgq>jaa ziY&<-1R?c()rdN*mw7dQHZPb6Gg}CrF!3xVOH;3)7vb}xTg;>Y1d7L&BG%S#`8~>4 zFr5WhAdf^;b+ntZ(tNQ7Z2vhxw;%WUjwxZqpGs(W_6mNQa7U4_nb}5 zlsk!znWId~NwOxWzlbAqXPasjO=EAmE?iv^%Qo5I{b+%k$+2+UveYp0a5b#nFGrABc9xfgjy4%+b=; z(BO{7{6jCXvK@OhELw?!l?ut+0_DVk-7`X-U|B<9$tQmmeL3jHb4w28H?an)jU)M3P_$rGE@I#2V~+Kt>e z(=L}6(e|(U`+4=8RKd@3Ghj zB*#{bdRAMRNY7bfVtkH4Ol_HFCy7YN!vqmYjfL~9__G=Tg$)SN8THsGd4;0?5IZC! zmRyHM`VZWkz2I`Os80Z5Zu5BH_9XbqYy4QplVPSQqXdku(4raeOzQh)1nQW=<>}Wx z4!B^U+m^dYo<&0^js7NKCRLmDL;0Pu{1;NW6_c!7dqeyVC61q9|4okujIwd}gD5&e z>BLJgbb}pmD~eT7ALDI+jQIYj^>y?gn5WzTb;pXHBFiyT;PS8GS>GBRl+jMZZ`o|PUk_63vsLX72mmzGH`>by1e`-`bh=TUT)KJlD>6h0+ zmbF#sd?Tx^7D@WIRgl&X3ZR^K$gYK_QoVgZ9M(p21OJONGGJMjIZah?R2PVu4;pF9 zsK3ZAh!GWiMzOi50E31J|D*-r-8qS1SGtIe}?Qm%Sm5jsU6=X}SvY ziWA39<+}7oL!oyW3hHACp*T+sGfAaKWs;8Z>3dVp7sW?PRQC}ihgd;=PaTY zVj^AJZEUIaWK@3i4`SjD168?0MBkp4;bC2GePMn@Lh3>r(ZLq^VS$Kyzpy=%yT?OC| zVYDL0bu?SY==>9LTBBzIV5t8acm#Z?xK(IMfV%XBE|EOIig zCs*^-sqE;qn|1Oh;5B>94-h7iH#QaAi?NOAQ!I)8KKK1jT_z@S$qDKJYU|G$8R3)-N@MD!F$&YN!n-53J8?U*5k@9Wf<zvyU}KTDb^=nZuE_ld`I@EbS7#^Pt!;Y#(J6_P)~rY*`6u;q&gl`#H=~q zb}?($zMWGkRSdV)Zpx|l;*;t&alpG$Jguyc#G4cgrw^v1mS@n5k?PK#U;ArLP279C z@LVD8CP49?Bc^t)O3X@4(-TMvK%AQ{7KW1dc^UoHB~zzT>FSV2j7=K=9K~^(BvlN4 z7i&-Fquk%qsuPhz168jK1q%_X3+LojaTJqvnz}@FE9W=5;fTjo=hr-xChtQ~cFC>q z_b)Vo1qc#0rMQAQU~PlR=Ci~SneYA{!5hvT8va;Qi=N5bvctVX_&a2mn7d_s3J^~` ziSAOVF37;SSSU6~NNZtnDgt-qEppLd$ybFY%#RQaTu{f;+pkG%}kGZ(c&y)`&Cl zS-w~FfukzZE%bi$V=D|W3mZA`RLIYWr#hlz&)nL$l4?brw%Kkfr0cR;SkBEQVe?#gb9|n)?LQhPybMCd5-f~nqOdAm+mCbQP@AGFsk(H`Y|n% z*!UME(gf7Nu9F}w-RAKZiFHv3iczc%G;9+MlE(j1z6+WWQkIz=pcsH)_Lnt*$)zPv zy3U&_dHsWNe>roI8+bT&c&R^;?-`8rw6E>+XO?@T5%aj{1W$MUlKtvhbHwy+p&Fad z0K;m!IWny}*fJqDKkY4hYM`zrtv{mR?-4n)=5lsZQ*))=N6WPv6;ViGjIsiHs^v$* zZl4)@QIITpB>~(AV#NY6Ya(bv<|Coz)RG`?^@ZC(a>LPVni|Ok%AO#RA}ATVc6GgK zTs?Ko(|T~X?xDQ&-~Zd$KsNF^X_9~1^D!D)bP}J^T`m=&cK2^uBHVj5A{vxv0-eul z`$DzR)NA??6Hl}kT4J%IYYi3E3PC{C`H-7x69CnSbAkx#olqprz!yp9bJ=#O7?2C7 zv8;6F$5);yPDM%1wX$5CU220^Wm6X!SzoT9 zQ5q8W;K4z7D?e$VYMG!#=SuJ5l+Qt-wO)6%A}*XX%2t@D4kMWxzD&%0U3d>zw^3#t z(KoSfg$wFJ1}IU+_i5!R99EZ$nk<9B#pEZHH8B03YTSKo@-E_>>}z6L(;aeJ<8Ng9 zI$N|<>jcqc!4JyC_|2rnHk*^JJy%ub_Fsyv!n#OU8^fF$h8mEX5HhC-)ksdxp~#0^ zB$OGuV26FRLIXTrDu%S^iBW394JsjWwbc!(dELgl#hjNBn@k0)x@m6M4bR)Fvo1c) zKhdA-bkp_T32x!QL^~~s!rY>}$dh4a(6q+Vf$oy#aC=={-OReLRXuaP-UaJRQ`7hR zb74@7<+?;qOMT2+d#ypuC|^8QPm2#8PfiRwJxs78bR}Ld=2RrkG_PyJjVg_x?`*YG ztUK|3QTBrz4bc&dgo*NKC`BtdK1X7Jjw!5hM~K06+2Dea@iagfd|QdSuAsVxJhcTi zosx`S)lLCQjG3<0Iy*A%BYB%imMvBQgRBY z1_$kQJJG7n*}A*iP0vBqsik*i19KbM7k*kwM)RjX2%rIF9u!FOnVjy>;k1c+?e@k% zym11ejG4efPkf2F(a&>v{a%R0o{SsKWV|7Ug^z`nrg5gkm@0|;SMe>m(Ro)`rxV!A zNCYm##o_}Kvynw?%*}zdQVjyL;;fCy?5yTzsF%zPxRaXF6O=)41#~HuYaS%Ib!Lr# zun7dwZ)kdoy*pC>eezK{MM!=}zY=98V6=J+kPF40dwJUDfP&lLQN5Mm3-T&?&@LtR zzwLiH6@OJjQ+A0*nZxrVI_GU>VN@a~1l|$DJy1s|U)J-VRpT4GOATW_9e|y-)z;m$ z!k)UNWDl8fzggZ3ff>kyyuf2ADWjS@=A@a-bA! z4x&N1s#5!;MKyMQOWuY|td8T|(78w3m>`+q2TXggqUKyg(6({lb=!6@7|hg$Th&M( zPVHu+P+M*%e8!8K?m+)80q|nSo-ZgV!~?Nhv~eiw7K3u_@r!FeYgO^p7>&E6)qFjt z!yu}z!UcA$Y-=eq`8w+eZ#bjx8RMhoxQi$O;0Pk8=u)w&TorInIgkA-~zR6wO7 z2+78SK&d|2n6R%tPUeE2q6KZxL6Y!_zH4R|Pio{#NGZtgClWKEhC% z8mAqNc3P#rurEw z<9-0AO~7ZMCM0cBSv3FeG1Nz<*j+BfZ#i8NqfYM{ZrT5@zhk_gsXq2t zr6OOylI${hrMd-~G=ukkUMKmCm=`n3S^WbIZwt^y21yGS5;+2bEj}if0ezk#tcWRm ziC`&Ty> zlK-Dund-uA_X33D8=qqjJy-RQiA8Pk9AI}g}Q9pL@79O<(`Qh{$j;1{BKO>qfp5HyW9 z9(3uC{+zRWnmmv8u_nI=Q`t8&4ukIk+^d|ehAM4dt5G`ifBOFi*RqGNzMw~~lK%Rp z#d~^kW+RN!4bPC%gIW`n1^s`Mbp=-TH;x%sk;A?Q%f4Hna%HaG zp0E6{`hSEoJKi|C$E*T_!pP9Sd{#TesUTpmYy7}x{O4Gq<6PSqqnkiG_nMK={Z9#b zpC~!Y$4P56UU*RcO7uKPB7~qeuym8|GybsTtfkQs@s9m?7Aw_WdZm0oC(-q{h7uhB zY)7hqi94DWj!4&CTOScuYxxLI zIprGp8~Vf-L3xHn_6&Pa-a)lpT_Z2C&XBQAu0ADciB45>ZP5V3y`pgI(3X|4ws`Hd z0acp$lwA6lxdK6FRKjXT|Gu1u2!IZ=oG)ico(@>GBn{@M zQQ;ezT>EH1mT%|DE})XS{0pixm+2W&{#?lmlzLcgS4&Ta_b8nY#i)#J?WmV)a^1G$0N$bjb>eL}_>N58D+4PiFP_-YX{-^1RW?tPn_~HU#7Nt=qf`4%SaafgHY>oXh4se3wOXuK3?LXs55Ifq2r%ER(XL4;S`{dguWu6l=b_?GtC?f%BDemhDT_F}*7m7Zf zaFN~_}$YnJ7kH>oG0B5gC~Bx#AX zG$f_dG%s6H8+M4UnX(*<-Hp;gNsf-3MQILbz{mz`e9@=68k}Op*P-UUk4?|80LJfD z5$74Pk;}0#DH#?eBUam|a-b=-L&78Yy3BOTd4cSl^{o7L&X!n^)9RZO>6O+wTF!Y) zZ97+PxsUUBGC~hj2@Z*M^`MM5Z_Uq$QTAcF^fkPZ7sR3RbQ-hwiMQlp5LR7>w94Ph zZS``7Uq6Z)`?ZoB=392?ZjqL^iWRCj%Skl!!AX^|c}Zly_LG}7J*(t$r&;Ddk;TAd zndp?rVPC>9KKjl2Az5ztSa?&SWlc}Qw?k}+`SwXoX-PFL-8|#4zl+;d9|t>I{uFHJ zw%29g8F7hTqK=Yx7|bTQ%SbZ=?YrI)OK${X`>b$h+(Q!3bDkPK75C!Vw(hX7+$nEY zOJvK9qYnX^k_~3!) zOyJm^V$R5PIaO|#0S09(E>E&K$vtB$A-k#X;M3I)Wmn6j?fQB|U(S=Ca9CH#GqAg# z==-4{Uo0klE{@EfBjvF{HGZF+ma{N5C>t1mI~0}sjuvQd)Jxv}P>PPth>Dd*i!3TI zvWmU>h=mR4#}u@^E%fKmF{a50t4@~_W!r?U(>3+>n8;WvtSxWZp>)dn%Pf z5~hJPVhF&R#U#?74n3QoYR&JM+vF{3X z3P;A9m-1`s+a^?3j6;CjWLBLr{L0Qja+gJxF zWkt@VD085XKl9-N4v-b4u2-8g>MD7<9FDy%-y;FOMjUQ&!8NP!Q1#`HADY-#wbKFW zMf@sF_@2st4Q-Wa)M$sdN~T9MYo`#k1DDorngWcOlXwwv0X#AQjCftXt4DOh){*Qb zV!PNaf9%T8all8Ua}(`!-Om`sGwFBBPi+gM(eR#H(>K~Thgxu&C%cx*cbS+}F(!2z zSC)V8V8(uc6*=~Fb5{E0W2D{}Nqwq_J+IWMbdz_hmOn}7MzHRSt;z==oIbGrEw_B3 zV^z68ecb~VUT)skIhB{x{}xS`SWbT1gyIF(#o|WrV;G(v0)u)$EgyPCZU`$hA48Mn znF8lfZkSXrv#JjaiCUAN7m8%*j`mz5oXt3kN?=t{sZFn_(V8GSV5r+P^>4L9Tp(7? z7*>h%^xXhczW_>56Kcxvi$GU{D)fTf8kdXHOsJD@Na)=dkJK)ydgVT@%r754F<^OK zcH~KNHwahG=m*NW-kK;Qp3xTe%)hajti~toUkWu2fBbuEY+~xD8JXIC6C+cZm>T|a zVruoviK(%MJrh$iAhpfJRQJn?sZV}6F}3;2iK&?{C#LS`Y@Ri1zx`UO-EDKbTMsy` zv!So`%!XO>nyTH6JF9cgZfWdYIH9-ufaci^&9je=OqT-;q6tR;XJOXH4pbYd?4mXG{9o$m6aCd^{>_N{6QWZAXAm5#A0UF zrLYwXBtt@ohIEElpqCMPo>1U!`zWR_Z}3#k6$y;Xe^^=@$1L;@)eifRYs5nm7RFN| zF)(YLHCd(}gIzEqlB5**HMuSgR6!9zNZZ%ujHK|RfZ*xEOPSrO%301zQdR<1ek94x z$7K34qn=B-;Ao<*id~N5)l+Sv%BudX}Tg#a^qVZxl)S1fkMYUA6{^SEAO_c#72WUOMy$63M{z zViIC?ladQzg{f<-*JaDMmE3>%tUrmvw(~yD zkh|sh`_yA1uu)qVI-_fTVYF7?mFnoN%ZQVG@5yuZYYMYdqQ6(+fuiY*+3~~Z>w9?3}-qE zLYYYCX3ndeH$$?H&oD@#r)(C@;n;cEk-)X6d&EOx!<{5rTYp5W2dlRE7 z!id;otGiuJrb%YLgvNOK0NO&IoGJSbkcrVe5t-~dwT~UISqnWmXJi&3k z#@TBabtDFJk;09^Qxq}PjuK&Nu8DsI+JE*uv7cPEL9&;Mn^Fe z@{tBdY+bGuW)uAGR@dmN`o55Bu1A9DCH;w5{s#e6k;c4wSIJYgJ>9Y%Kvzc{ubEt7 z;*8xakX6_57cbCCnJQC511}I_aK9pM&VQU%HjWa>QO zbd30{#GKe&f(eRjw`&)w8PjD)3`1HIS4-V6z9bLZzn4y{fwlzYoPe)Urb2ntG|~{u zWG2)pGpvd}{1>~Po7EJWb*N`SOYU=P!8xE9rX)Dw+2o2b{z z%855pp}t6{Cp1sVB@am5DZeHM0;Vwzo=&EYQ}adx-MZ5{12enYfwD_$lyI5#W%d%G z!SBpAS@Q!s@Df?_bAX~1sj+$qvoLTAnckh^4B5b$Rw*M#;(>3b)NoKOP`$Ka*$!4) zs>KsYbTt#+DT14pK9$B`NgYVlf$Q_B-de|86&YKU?@D5_2I9D`{P^W4+nuWA5%L&C z2k=A;8rfDGhq6dDnxms4!8-_oWLDNC;y9TK+@t<3)J}1>Fahr!Vmm5#wrt730tC)? zA0V4-L0bD(z9lxK0;CobDxR#GpnRVH!`9mXMpfN;|9j5wp1E@}48t%CA%qZIrS?f|t5hqM&&42Ss92nt6hjzKJ2~Nu4c>u-|mv zcqEOn(?)4Y(YqizL~fASNbxH`eJ4vE8wKc(drr$gOEXO)ktxYoVVMV!*50ElN3!GO zqD2+0BP51+a{`VD3y~N)dv334C@wRgUVf8vS?9Sdj8tIJXxWg;A121>EPu z`Jbkp%?R@wrEeb2zI((aCi#Vk)AEX!IAVZwa`yNZMWeMJDs7 zZ`KjE!DBC@UnvvV4yn69toUB-w6R|154Xv%bg`DA;ojAuSpH=gh_~zNqLI3CE{G!z zSUDV4WNS@niK)jBoEL2wMRcH|5%L_xcy2>r^Y#_+Y~vWTABK@c*rju!T*XXDMKWF+ zm8C9WganZ>-a@~l&^s72KFD>bJfLo48H1I_*j=UPgjUJw3R?0=Wi@1fJ zEzQ4G_K&W*D6~oa#M3>bDmfqd>)Pw4%?K;wQ8V}&Whgi1aA}dci3yVTb3((SR0h&D z>Ke$K>E`}=y1hNkb|92|g+~s}18nrtP9@V;icdW3(9+O|l~mJGSZi+w2r8?Ow#PQAIp0!po;ce@ z^XnYt-}PUAGn9=XL8onG=!AC6W}k zuxN9UgmXzF+&dYn*?D_%JoBg9L4Awio-rno6ROROoJw`%5N%V##7{J~*KF4F8=a@~ zPX%7wRFj-#OuV3l>~3_P z3L58fU9q2y-**xT#E3hr-qLMTKsNtTgu&G@t?{*j#ed7WR<{FI8U0wr{Q2CKMN z|CNF%JiXsyba=m`A;|BwSL?6PlRQ-EZp{0i2yU{EB&7#VO=A9?Iv&BZE8jzq3m@={ zkfMWv?~oxL=5YH+`5o-X?gly15l>yCXT~BW@j2CdwCUv@~J1NwjIIP_ih5Ag2IrmPMVrb|^vOOneUVy@1+=75a|s1O`FyZ&!F=P{@6 z@B?Q!FLl}6ow8ERy%3rpCE#EHS4POnTyO^syu38-ApN)?@0tY7hl@d`BBMPi42ANq zCwPNUY+BZK0eOs}Q?n6};y&|V;6qb?ssO*{{KVHcW3)PRqT`U>EA5{P{{PA$7yWvI zF3Gh~oZ|RagHQAxny=Kk|Wd{8ES@rT0<(*JlRAuFEw2Sv> z2=?s>9n>Xnd-c)Fypfp+tuj7MST#zD8o+ZrVmQetJ)L~oP;N2DzZ!!sIowh3Xi9eU z9=*$S43mb@fpd}alXGuIMiq?<4+jjp!5byFdb#UV;%8d=LS0VkvX6wWs&Ed*T;k`c zWGrTm>5dHI7AfR*htW3{n3iI(4`|2z$*C3ph{y;>QTYQhKVgb8e{KbE$Q2)7IhTC^ zr?Ph~ZiYXxdN<|5MRRqju?WH9{9l{=y@CXF)77t?hC> zGo#BUMr#ndOK6qkAHeFZZ+=z(+SAWzLLzbt+P>~3MIHCk2!4U&T}UX+-%p%g&%Vsw zH%&ii`f>Fatk8eMbz4J`T}%BT9d8Rk=DjL`^?1yq7xz(lO;KHKq+6HGn$oM2x4{Hj z&oWiZH>rqptQExHlO72lOBwej=b;yqe1pgKA~|@Wh|hj67}_hGTvx76A4N)>YI#-w1f5diOFCd@q1+X^o**USKqJN8taPgm6pTA_ONUISxN1y zSg|A?Vgz)_%(=B|iHj^LyH)<3kE#nwo+GOSol%3Klb3gy{+rh64eFp;;ncw!-m4%- zb8h0I{*TrVc(jkjb2}=tZ`Jjc-w~(yVGn0NOZBu-bdpDLe9Bw0UyU;}ZxYb?f(qZX zP2NdW_G8+6LHT7RQMP9B@OSWZVzF!Se5JOv(g1zQpsbXEN|#SrM<2)`ZfXd(0Xd~$Mt&SOWWtYqs-=hl|=_pBgwqv?fPG} z#G`e#;4;r|by2i+ipC^0{`|b8R3v=B&=!LM%(h4DS;(AU4_9T1+9Bm)$xY;F{57s| zlEgplqL(8%-w>Swba^DK(Vu4#6+3jaTcd{F_L#7;#*VzHThu8UJgvgRS-f6Vb&(0M zUnRbUt=}hn<)Av{{ZyGU0J|2?g-J0EYMOqpfL%J~9|FC3RZ+AuKYc<)+A0z^=_$;( zOi7vu7ji9_vy=?sGS_389n+t~ul_F@TkZf1a zT;|I$-SRfuP>rR5v9qe6KbnKpMicSsRBb{`ZFCHFS}d09$GOJZQi~CjCvC(iX&XRi zg%%U>i?H0H6W8g}{PX*jRK#x3jXkO;Klv`P#mQ`3k$K=QDf03QBh8sUN-EPwWs{aA zE-iZmYP+G(uZm1B8G#iY^K?Ar`}Ni30tTY>tvZsDXyuf`hjjFEeY3ald&U-`Gnr$h0Cg^mNdm9u|(eNrbFtC_E$>5^g5}W zeg_ioYLeDG?|M-C=)?L2jDQV9?C`S^f&^PZWCDS_3wT7Trl~UWkt>FKvCN$5NL?4I zWvV2aXU6Hg`l#Ou(lL@v3Px*Fhr%g9J4_s>+i#~2N+H2>qQ~rwUFpcHIwkU;B;sUn zve)3!)XzXYke#dKehnh9L4D490;fZpTK}x7zh8c-rL=58#Wof?K8{GhSQ>JKGWKq1 z85_g!pxT#Sfe>I0K}3)CMGP!Tw?8`AfA(&vPSd7*1RqOf+qn?h|2#G5viLd;dNF`S zHiT~DoE+p^CSRiquaE~Y$-xe2KESS4Pl6;x?*U<%X&!7&9`I(a^1uK}o>ll*oH{bI z4h!I3+|cp3VO&OQ-abX7bpo#!f==nJYEv3am1YB`s3?l9Db1#)<>T5;EvawK@tRAI zC^@6%HThBhHJrU9L5E;Dv%GpzFo7H7T{b|uT|c1bAmKXa{Lu3bF`Xg3>}GNapH-zY z$t$sFHz~rY+oEidEM?eT>3g`Gu#yqGdt1bJ<<1`fA|YXVqp^ej9iwpy?y{ z2Bi{By~T1fQ`%!jFeeW==dB_SPgB0@EV!ar{#S^r4yf;X%-cS-S52#zCb^y1ZrxMb zUxOR{C4AepPIwScUu_(oopyk>^B74x0IU44!?&@FLTaO(FYD!nghHyT^~7Yc_r+js|COIJb++V)qUVs?0R1jngojuV z=OabFi4A#D{hjzrG`(9O&-OZ@3gnMqv)5|8?D;O=VlVphW}v^FI$iLl#%o`t4k+x# z?~Cd8Zf0VhbFJtRS&f8KrO(?;9@gdFX=yv5+N1Lyz%l+CTNMq(%wM5*sarJb#E90a z`$$Kl*cw_EsJ~}89^gpsgIgGTtMx&CNryMB2m_nukxycP%lcuIt1`)K`O0PWreHM zQ|gCGZjyvE_yOR%F&^*N7rc43FO%8R^p?(e#rl-lrb__Ir|eLX>RJ@-SzO)wTh}lVCLL)-#{kZrtsf)WJ1Ouo_v?t{Z|LSe(924+&phTB* zrF4RY?0{W8o!N4))FkQeImC|*#S|lbdI*yN8H6+E@0DxQ&nrZB4oEPU+Gc*HhPGYqKu3lK4+^eEz36X?# zUx*n0R<8pruod1o?WNbq#22I?$RvqI;G(r^6(bRtLk-+9`Zxmt|)lgk(Vi$zyN5b+)Ek8!k z5ED2=k`QtOa?7aMB7G{l1X*P9tL+Vb-DsS@`t;}I*3eH$$^5qH4dx@(KE_%}(FRq1 zJyNZ*^m>gI(r#8N$l?faD$1NrU3h(<`A6_igHr}~Y?K;WqptFB#r|OM#0VVz0sA?5acC~1mjm?aS>AO0_xR2O?-Y$s#09wPt6b|XK8xUf!MmQ(@IUP%`RoClCNs3vFGy--~$#t1GR`T+a!(>`3HO3Bk zq-NWBh|Q)lHgBAktMIT0J7q)sw-P7mT&?D&o+51g2$w$nNpc1GL{qN)h%*M4J^%6};~w;AqjF@Q+|TJwODbHqyjk#teQl}{_MEt&V4DoH#G z{rVtI)l;zYQ)?i;iRq?(@P`9L{$+1K$EfyhTxx$KcgNMclDyf4YetCNWDAx?JH}|6 zqsxksoL)gRx(|b$jH9D8;5nn)%4a;QJ5#?FD0fJqV==9L-xy0P-IQ7kX@=dz6nsh2D9p|M!qpO}$3-WEr zC|Re$o7SkM(L+q;JR>c8RBGutK>o+%X&q|EW_TQw%DzKFqTU~}dsRbXwT^UF()=@M9i-`&a-4iCq;u)yem&T`!`OMxt;%>XplEJbH)V=GEx90Fe$o&7iOZm( z(V6B?OHn%7hy4vViM*p;Q|6_R_ahYk$HjlijnW0CbsQ}ke~xIOlWQ8NNyy`F0h6{j zyC85wULIYi1!QM3&^P1|%`NsLWiA>w3El*@7^)lGm^dCK@cj9sCHiG0c?0T)Ey~03 zEm^0}1I$D^s;&&(20IpO@I!+s=ocd3eI~rk0L^emmxGRT`W=f_E#(Zo8MqjDOmXkGYyt+y*gP${57oVXjX9R82N{xvqN<0HZm zF6xHRP`*s>>(rDglgu5C3_%76+q#p@P9W6fUiq2+4q>kulMKUc-`1|XP_$}d^bT)Y z>v~mWqemq=V+8>e?-wLz>RU`+5t+rZo7(kjf%vo;V!DBb+!}P`mX$*ir7yY^*Cid! zrtC3gY_Gt49$`t`W7A!lEG*6(skvG%i{uq8%8jM2(&@>F=SkRE_jo9HwoS(ZatC!D zgP;Bxwk~T>*S46KKXg=BXWQn}htP~=3pL=Q)XVB!?``ijy~CR}p!!1Tf{6{IvhnoV z&_SQ{QDxnX~V zccYh+xXHFUBX;6gsKN=iQe2HfS6@>w6d_uY8T%PD(=UyqX|PNUW7u;Vt?1GU-QNn> ziWI3cD6T<-uU~&vbQehV-$KX?t|2;9my*^1nl^pTY^Q&5n&#H_0A+5Lz2y6plvGWL zP9mx}b2#2#Q+{JXYeCWU$Xkkf8m_Jg$|V%XV*KJWq=yuYu^3V}NRYFl^+<2Y#F3Ie zO7OFTRM`$PDkqjqrLjcO3+ipPk2c^x(YO?Cw|aPhIa*H2%(6N{`J+S%^FfIc`2rAo zr?zpKXiD-We-@Tzq$M>An>)6JW?Ta*uNhoGfQ8#xfsJOO&rJBmfc%NVN`kunwK5xD zom>RGfuhlJ3v_jl{v<&KPq&WNi%J^i9+yojH@ea6)}@shthnb?7u^dS7ed{pFKo`5 z6Er~6?(7uAw%2IqwCi^m%TbOFuq83CB(SK3)(c?##Rla~b zON@t0BV2hRP|0PpRY z|F_Jp&w^Dv%t-?|P8^_YqvF(8@J@5#%`jW*)KukU?8I}PjMKJ9J>V>ZlOA^~2tl00 z^Kv2UTkKzz>|o~azz&v?{zdh?*Ds&VOIdNQQb-u=N1Y)QStBL@SF?Fe=rW{ zAnjQEJY4%jdLQIVbQS`!JQiJ;TOmazE(OsdhY-*`j|vscPL0h{C}ujD9g#f00(BB; z@+Botc~@ibY{U}0M#mEgk$9gk52jB!?5tS`WbTE!XU;(x9K@Yj!D`9{kmolb62h2e zlr$1LjbNckDPF2n9+wm5lr#y+OSYQ;1NF{L9sFojs3G=(TKc-vX??n};RuMnL?_o_ z;%rmZKBcTECIn*I9h>XE=+hNg*Ard#%g7dV;@%-eTsyZ3SW4-mm@MM~l2)m*%gD%~ z949ztk9wKrQs~$LuYszbB$oC?RT^0?3;R_u%$7qxSk@_?2LKKh5;I1VZRwUMdux0Y zAK`zG;A>V-+t0k-8+w-2+LV?b`3!fTdLbOGk2ch`9#PBpky+Wem3i??T?Uhzw8%QN zub5T3GQSG_>XLP=sc$6<*+p9VPH3mP zJy>-i%OSsWCwp?z>reK9_XcY|iC@*5{LH(HWE7L&XYxLe7<->y3bqsQx|331M2q_SJ@&MG!{drC(GWWO4R2PT zchH>2SX=r+xZo=NmOKa6b4*`gX|gNeD0^Gl&%Stn7+ldoLZZxykm~7mdB`=yi*c@9 zxkRINYao|`XahWxSF%|xgI7`%e#!wg^=$%`?wCFcy^m%;mq>dRk_@8gF|vq=Z^TSn zhH<)}{)nEwCX~K__Sor6E~XaFd57Ru0r@#+%@(QJXkK8`8OLbr)Q9-&Af?aM8`R-2 z6LZn8WlPm8*_{cfE}-k3Ug8C|lrg$P`eCY#Oikl4UF+}C;$AI|XT;LuFfW#lRPK<) z@^(1cp8T0+iC>`mSUuj0*54ylQ3q?ig(yrc&L!T%JEvudto6`*Thv+I>eB9>hi2fC znv?!|y*hM&$r5>1>T~_PbKywSqW1Gj%kNzph{I%|zz_#F*4bNrl%0r+d6KZ1mcN(O zkbEWzl$^L*Y<%Vme=m#E&zh&ai7?5B2x$We+8byq-RtEO79cCc$egNYw4_+7{EUjF z)+o&ME{_dlS7CH?%91fjP&zggti;wNpMed@a z1*y8~!Xs&gn4Gpxs*Z)WBeBkedUd3!vQFyFAPYG;i_F2h!S!CJQ5nHI@X}~1)y;nW zJwq;3w|5+~YqiS%o0dQG1HQdmp-Th#43RI8etFlsPjA#GfJ9d6`e+nsf_2Px-8|j^ zAkRPF%xsO;p`e&06SeKKm7I__lv`03^u7tKq$_0Ye*LC!&TG9$xBhEbr=}vUH@bR} z&ZX7I(BfOcf!x7NTWu^#qYk}%+B|Zw#7k<7zi07N_>hdd^k&kkq;i;ibhiiQnu5gpdLVeu&?RcpPos^u2Voc@S10G;KH zvOd5mDX3Uagdj`4M|Atw&{YJahU*%Bd_i>sSTel*vc`iZNkAJz5eg||acj3I&i6-G zf2{SZSPthXMn~VB3;VBz4gb#}{6G9R_*VAAKe|jxzRKfAzQxbAJCer-o);X>eeSvM z2Fg@C$sQp%953!6_!e@9aX-y|%?*H83@$iU=+Y?u7^eM9_IKb6&Myy+${^UzJ^S>- z_kEc^Es{`M)k!y zJL?%Mtrx?KBkzSXU;iRi@{d~G@r>1Zl{R_Ivh5t($65BROC>Q|zHfEeH5{;@z+NZc zvXWnU#wPyT>iEU5jg*eW8ztrvjXr7h5U*ISL-knSf6dAxR;T)G)kUVK(^1{U@EBcE z79x;>$JA@5AGeejM>BTnH*8u@`JHQq;=gH0MObSK`WZHT9%z^~ltxLwxGtz-3#Y=A z=4ngDa1MCET3b>gxts0mCvb0Ql0(+fFu77kaOu1?yo}avvQxP-8q?jczh#LlU+Ypt zGB(~CeccxBa$}oVX)lK7k8$5JeCr7-Gl!YTSFCRTi`9v4n_?pWuv9Mlc%MztSEk?I zkNLyJN942};U|0TNU>9FAA`Rh>wmN`v8BkBlWEPa*ar*4~9 z-)EP9li%N}{}RsJ{g70RbVIEtr5i{FqV9G<^f|UWv;H9|zNODbqR~cX(p5RrNjO&I z5BEqWWEwKIY`3k8emTeb?@_ulikt}R0=`21u=p3lrKIBL*}}MGjs0a(QuRCQ>d?ai zkLEV@+SGgD@I!u|?Hta^jAaWJ-8c-R71%^oh{akdrDYv zc-Poz!!&dDdGBc})qf$qG5ig;epg9eSwCCk@Y|P`$(5ts+8?)N=3@8?8ESHKBUXm$ zj9ti(LSK@m@WpV##%KAxnbt3XKVA%XtBc{`)I$5kU^Le`q_Wqhxwej+FHhQn4-C2Bo zKXWj`O`+_zrM-0Ym(mhike?l5FXwcf9t*+v|NBdFjeDH1T<%S0>`h!9al0Yoa+r)w zwkZKY_Sp9{ zWs=@yoBP>Pnz{$NAP`W1Cx${zgt%?VI@?mD^^?|%w&VbEIXR#qs=SisZPss;=zCCw z;zaL-O@Xj}1Z|z4HNuZx2u}#zDG{!)N^*OxJ!{h?aC%6W6@^Jt^q+*+Cr8fOoY3eH zM=Wi26Y?>`wM~RR;#|NG=7nh)flR^u@3W&~cMfC4?gp)3ybCyTE4=0_1oxuXQ(5^$uHBEU?9~>!_tR{l(KxA>|`fq#*KbC}j-WVpTz zx*aB8&`5*mWxB$^_R(#&z1JqIuP>nj^dh}kNsGkgjxph3I>Q6N(7OvhGiS-Id&Y*U zX=CRx7*0jU1npCvX&=ete_1XwJvm%(=Eg6hBatlw_DVM$LO(KUqS#o|(M|NftrzRJ z^%ui%C!hfF5BAPsUm!>nn+O3|of~CUYA3OMlzp3hRo&lv^jRe(m9jUSeR}puK3(@^ z2&s>bov4eGsfGPETF?Gr6sOQDD}5X(7N%Lv2rigF7M@r>+er-}k_s&hA#p&D7p{jS zm^C(!!q~95loCgrkK(^yuu+zJF{gbJI!N=I+_k7 zN1_>RJkf`3*V>bFnOi%6S8Nq>ml$7p^V ze{vKY!!wBrRoRKtwgj^Iq)R~z(IFx1Ia`F6$#u2^{g9hqwZ>8s3)MyPiA!kKgo}+v zrT_{$P9f<`Ii^k%_I6QBCmcC}|D59UCDN^DXPycI!@< zUzNk0S%XQ52y~pJmqFZ5nhlzR6ZIO~s)m5|*w-%uVL~`rNUa zbsX&`ChrCkTgfpKr{Phq4QzOR){f(&=`co=DGclCbtsi27qa0|N#<;_^N!mnLBPi{ zFFh)wYR;e~n0}j#z>v(+7j*PuI6mJgA`+RoYMKN@{Wt_Lge_A_b1@MXcW0tKGPV#C zDwbP`u=`K80FdZ*TN{a?{Jmn*dz{L=tw&lv&1~NSMKBVAbQRG;>J)Ls^f=n&Tg&w`N=!q0~fB6!G*aGr4%MhBLlxt;JtD3Rn` z>M^;tlyNY2D23~Sv2f%eGIJ=_ z7FJCyxd=oGiRxid>Bw=$ipaYxWQO@`>}<@TSFBg^6wmjX&BeQ_^c~q^2MKzT7EZ&xxcNB}g=;p|E|x7BFK@6_V<^mU6{g zylAhz4)#T~B95*FD`swPg3>}raf&d2kRoGbz?M7d7a6eQATdm9L@YLI94o{cOk_IL zjKqkgP-9q{tJH4Wai`t?WX*8o^jRB&z#nuHkT}HsaA~Bp)(JM}d1xre&xZmr6G& z?>#P~?;Ws3{q}QA-pp5QDBmp!?R)5}tcQo}h4379boS&IB(S2fX*h!~Fx1hu4o5cI zR<8OwXWx&~ZSW_%$4c}bB%yaP+*m2OP)yNRWklxj6#$z^7$U}$WOrMW3k3|(g|T(^ zGtM55d<^*pjT$6G4`T0`4_{T-Dror*5ejimK6=yxVQz znFJF5I?AhUw=EX5$%ET0CO?)Lw##TlGtgWG7`HPzhq8D>a1SSVR-BUj3%Z&Ek3sL0 zjwChPiJ2u|$xQi*RDJ?k=Q1`tlqi~ymWWQ^#I_uD)ghcNv^(KAH4ed@YkB)1%r8PY8k&X^K!c!cp{cqX&rt5SB)T3n&LL$6!Sta>yq-CpQ&d^O3S>XE#WM!21zOhOwn^<0K=VU2%k#iEEWwL^DP^la!HAz^y ze9fW83CL%n#U*L1MPDMrvE3pOc1^|1$azA_W}$qmi#S8eGhFXPICvRWpt}rKFBU0_ zV(MGxc-gmD@ot+wZ4+zlI8B3`*N_@8VswbfEr>V+%*%=N*o0{qg`4m#8>%ns%RKpn zjJONuvj+#)<;%ut;}RV~#}Bscw4V!S@Zc*fQulsMPq2UWs<(UB{Lq`UhR%}Tk>9Aj zvP->9!zOhxdrJ>KUi>?5nTt@vc&{~o7A4MNReVF?lnQ-eD$l(uM(e2tnk;3LW(>k`w z8SrDXG6b%E$U!W=zfUzMcB%(sEl&|~>(@MSxhrMUzYYcDm9$Q+o8qK1OV8QiEutTc zS)YLC&(Z=ccy_(6_ek;iF5xr++*e?mvX{m&dco3;?O9d-g08QpdtUiYeM*r7=AY49 zsJeIAn2aDzg!LkeZSuPGl)9RNJ~L%u!F+sRcauLs`h@9TH!d}m(yA4T*(E}NgmqW> zW$hjC;@!IPpiUD}J4V)^`#VHr#{E2pSgn~ctxK=>s2e)(MJiCQ{zD!$+=Sh|=T*)B z)0)00x=ZCp_LAzF7a@1z?I5TSH}AP~yX2ZtWcuYrOqaJ()g^Fx2r;c!Ghv-ek8Z-! zjr(-Gmt&AA?LDKs$32opuwR^T-K^G!I@Y)q$lg=9%tGdn4Mbq*f+OgI`nQfwA&MZu z*L10kq!6v88^~w%DeA{`9d)l5W|jH%)41IHm1G4TCQsv{nwtf^SEn(FrnqR(zf;Y_ zA)i7FF3jH;mLEB4bYVbR6$p_8nFlfH;O?YE3G*5M4^RuyG*tyJ&0?0UVkAq|E@ z4=%*dId9HIMsYyxW^yO`6yqP#C-wXyYxcTkNOFp)c|-Huo@OCW6B2`lD(PuJp?Lj9 zgjKh0qUb6hNfM>e6&xo=2mHsIMslT?%h9^63_pR~My;zV^E(?!=vYAn$8jN&XOR<8 zC)8GXnNah9-e$-Yid=d;rOr{PDzkdcO5B}r=tVNI*w7qjG*oE!FuA7C?pDyOd*FEP zp%BVC^Zt8$#Q|3kkEgFhGuq8MW0N|Yn{iN&hlKyX2@%QeIa)^j_n&tJ4JJg4S!U46YzVUfgwbPaLA|yVgJCJe|rN}9jUs02s88P{r zbQ6@*0ZCG{p>+y(1@?5D4l}o$p%&pUiX^O6Uj9y9L7WnTVC5((Wxn1}52sPz6=AP| zNfaE3!|jt2e2{ zOt*Ym?&dc|)LrzRWZutr5PEzydnvO}w7GAeQb0*50r+4LT3qc+Ndr%Y!)< zIvael(RK5oB_eFP zP<<~PogB*!1pYR4N&<^wQ1v7K&wJALE@^RSj{#0@BC%rWsnC6}IKWZ_kN@$dNW!eJvGBG`%dHhMoP3AY`8UZO-6j`Kf0fL54kqW!JsMku{Fk_#*KusXROvz0 zL+enU(IiG4K#oi<>t_`MbwQ56H0X$>3Fyd;c-~eP*C*G7DZ6CYo>l|oi3#2NcIou9 za-19yl0gG+1cy9XL=aqSWIc>ek=RhAEC(7+a=13_!}X_wiEu~70W}4=#r&`^N>MG9 zmWJ$ORBa`u`f1&#w+Du}%zfDGU_MUK=3;)DXQx$GEUcw0J?-v-VD6x%!sx4*p#O?S z3T8T^*6;SeGI_HlRK0=FQwn z=4bRRxB8bJA;~mzH7?iPzU+Fr?vOar*geLKd)$xaqkh%NPA0^|NNgs>+kL&T zrMhk}@1-spzpYQrF#aHoVrA5^R+v6Dmoy+{il5W}uCb|Pw~!GFG?u;bO1T__-!q}C zA$*7q+ekLrgnXjDd4+Kl8dRwi*=nTk0=S<_k1DS*{xp};1K zPU%gGyN#@XEUl@XPsSZ>9~|GO$qnDF9?)HSx65i8>>8v!XZg6Zx0ZTisj_kRY)<$^Cdn11L1`Ulhts1i>dpQOLDqK+S#R2r*p3` z()vld<6NO<7OYicxpa5=Y;YH9U!f|ZeJ~|yc6+&Bg%)vlv2~_Bt8~_SSq;2gsL42^ zNk4`AquVIz%B@)b7H{%oi*i!ptZ8k3%NO^DGI31bL+oR-O0No`Ei>%A0ij$a+fCK; zrlya82y>5-jbJqsA)vR_r}QjRd-mzS*RxORBjgHKzRgA~WD`UqG{KvnOwJ&a?6gJ% zJ%t~zPi^!j$fF*+c)A(Wbdqx!3_adc$^`dJUO*Y?Kzw1VGck0*aS^E;FDExiq$A=i z95LYgkuW`4Ad?7T8m2%@uFgsLJ{_CcJ&Ei-SVdn>0-!{0bdj;hI6^B<3>2c_`6x^b z_gbfH20e3!j{p}okA}}PH+-92sj^ON;FTSA$R4ka9O7KQ`=pDiaetjUVX*e|SCD&y z0kwQHRTY(nem%|w%V_6;(UGOvP21ob4^FLfoGHvp90Tlj#iB9`Ca;kcngJ=7kXF02}pmvzN(LX3NkQNg_*_#_2R zGNz{>8Fwg-aR`maPBRp4@%I`j^n?pSmaN4Hf2=ci>EJ%%Ucw+-$(7kBJ*1qt`z23$ zI4sDf>m3Ne1&0(I>Kq9FAuLIWjHjTm=ASOj*}WKN zBcy78yf{D;NxqLmxF^mJPdcArMsVk}WZ0b;k`F8f_QT<}Y^4@Ny(~G1KIviGR-OBd zYdN*#m|E#=Rx=KJr2C-qoo?Hp4u#ww+hoyk<@<(I|KS`Whw2iy-be8Y2OnnQxUBIm z={ypIL1ysHgK-CPsd|IHubjK`XR-HL&L^B~a$=(KX^rgW46-n6qg?K3?$ZupLQU{1IZQeM*JMc03}WF-If^80mi@aBzs}aY8zE zuujk;Q=h$g@c({^JQk1)ZwWMV#(UxwH(RIGLVBS&YIlohakE4Ok=R&sYHP{SU z{#bOaE;NtBG7rXR7*{qN;kzV|@4bx3N%<`7KuL#mq)AAenti<*JMsXP&*yq}6qj(l~%0*3h1XFODb_VI8*3QK;P6+pE1BNd11q zO^;KE=7gRfop?`ZA{p+_!QEBobJlQ~IEfsaFpU_2XGku#S?_;kSn!6|0 zgmc%04P^mfPfj%rsB<3Pz5_P>%5|E|<=0gHc~!X*+g;rK+k^KANi*NgD*xOdx2WG` z{<@inwsQ|Hj?Thuv?+@04Cn9D{h{oe$3h&>Jw^Wp4}S1|@ZGv(B>R|%9-y2m(xrTV zdze}nxq$AbX$s8h#NrlkM&a}}ye4zROsCNp+3AkCufFsd)gAcf+5_Kxq*&TQe zK=ILsvp75;d>K^$m!|_P{xCVs&No@90yKWmQyF~qk&kw>8HLNcc8*Ls3*CSCmnqVb zJpD535~yf$qz@bWe8|5fHRN1CCPnVjMmsEC)nxv03w!$@Hww)inICPDDCdQjZKaM2LqlA z`*2Mczs!FQlN7Iyowl(ZvU36*1e4NF0(u9Q$4pm_gJt4aWHv;%Ih0Y|jxbzhI>&IP z2(R`i|2ef!KTl7g_n+M#(5loQ)oGJB!)R{6FY2T3!mNy-D0tt!Ee#9Ey^VGF9p;$y zf<94Y5!``r;7h!&S|U~Woe{~8)|??w!*Dp?IeGARLLpygJ~k7q)On8meYo2k%6G*U z?glW#q_{aN4cd5#U(Ckt%PFC()r^AD@`uv z!sFS3firsWG3}a{x`SreG*Tx9lz{(((PpjSJlC}0BqsJs@BuW8%P?@5zx#X6+p0Ix zr5`5>OV?6U>6iN^Y0N6bNj+_kzL0J{9RjGQ>`4 z310Q9L+UhKLg@*Z0S)~sm?GcQLyu71Vxr~2wIdW@1#|M?8fF)Pv!=#SI&YX7~azv$QTNuO)?Ek(G1lVk*2z0wWRkE8pls+9_ zr4wDc%XIwDSOU`!h&?Cb2qz5w0Ed(8NFTlDkWILVH}VK!NRmim5L(zS^X_%)uI&>%~;U9Th!fY zeU09({M`HT&??aMbtqzzFAcGU9kdX|1oSQv;+xCBxJJg`rEBR z9P~pvz)5{hNw*FZp?^7d!MNQx+*~>yF`M;o2^NS8IF#)|$J^|Dqrv=(a*m4yGiAEZ zaUnQxRakcJQo6kAt4-q=9ZG{?78?*R$ooYN*j<31qJexIatr^=^3SuGg@atP!3GST z>c!6iDi+Ydb12X)y>hPL2Q2I$#!;jB$bv(XCIoc(;mqo&kDr#-Esq-qnaLSU*RnOz}&O!3rs5{5g;cC#xV7DxX z{(Z!hLb*}jjwd2nRf{s=f=;74D8+M8GgKTggy2!mxTd|2x^KM8#x^}FurDr!65v3@ zUFU#C%A{VGrq{gJ2V=Eoyh4l)$jCtlEaLPUxT*c3N)%2kLWVV9c78qQ9HrWW98V%Vg9?Ohk6?a?jsc|L8Q@EvKo_|< zo}{kY8UkUnlIL(T=-GWjXoTTD7MC?6huud<#8^M_XC?u71hKhaE$jBSAmmV2c+c*J z%2*F%*sW;dy`Tn3P`Fi<`-=~$1^4TwUppem5`tqvX0ve<%6nNy6DAXJj!Q3b$3GG( zkjCE!KMUySMvR$2%cFyhG*Uiynqx`2X_G$ZY$Hi+kcoxc2z^7asJ4UNqnt7u73=&GR!>j6FQPW)Vv+7!XMp38W#N7lU0Afzz z+eziz6>dI)iR6o}OW1nmdX_Im6DylmFn;IC0eLV^hxhL#{ROn2Lj8{_m`lJ@pC>;D zwxSqum@em{{}N2RV`d6Ak5K&rDk-B5)eZDhk0Mj4 z^H-w36h?8U9SzoA)C1O)4>Y$?;M8TraEbymBM)@r{W)Vq{p5|j53vVY z67XHrcP?Gcm}-zcUZwyV*WAqtFG2l^Q+Qy zFLZ2!JUg2++nhIIohp;Q&B|yuG*t6u*(b!F4HGU zGIyscAuO3Z=z1gaged$4aj}7)GFWc=jqEdKpK)|EkeR;&b1caM`k7Tbq;m8X0)V8G zxTiszTb<-b?r9{MIle88>Gj8$WUv$Ro5q_-+3* z)x4X){isKdyiMX3Yb>33L~cUT`e)8j2l3`V#!>C8tM$TytbvohUf=Ha0YY`(%bkf= z-RZp$GN2Ju-InYZXHPo&!#wRCFX>t+1O#5TgmRbsoHBA%)YhYDtqmZbeO{3K0Ds@g zP8X_ipF-Yk#h!J~KJJXxUy2JE|2r);m@AY#V+*KnqZ)j0r2(!~7(AQJZm3M=|2LQ` zQdyC~gTmsRCcXi+p|G5)q$1aIe;WdU_ZChGw@J*BlYfIR36`c!3NITkCh0C3La#HA zI15*6hg@uv*Foby!K=?_{_V$v{vVc>>RB-sDmc-?8~FsFq~;Q{oC#%(x`*|9N~4nb zmX`EI^#r8SjE0m|Dar#li*kn=D7j-;=^FaLwx|}Bn3rtJepi_A|clAFLRJ{gkSWVEeOU znSR9mlx|Z8v7Q;=etQ4)=q8%5DAx_nKZo1gqe%qedC3m3t&25FU*{83;bI3U(% z(=~2n-1ubx#mfr9{OrN=tk-(fSwkRW0zHZ$Sk$F@AeP7m-yUU63zIf@wpLZ{WS>o; ziAR@rL4m|?$BWub7KP)6!xE^rNol>TBZWQGtDiGHdMD1+JE5srzaJ-QaR4~%1rvMM zt7+eklkYw0BEn#9DV!A0a>6s;&O+)u1sB*&=oRaj zsdqq&G|{y{8eid!Dm*Etv4a17^cmr}GUF{k+>cr<|MS&B;ux;$K#z7#n)7bHr=+#* zE@|@9pV0-lCfQ?pdSXJ@*~vA?pq+vOQr~6R*y=5RHb1n6G=_7EeK{()9KLCNciCTd zm~`;ZI3p~pWO`}E5cntE;RJxWvnsm6*7eH?_=@LrXw2O}++2M#bND4mTn9+LS9J#W z9qYrcea>tmOWj5Q_RcFOo4mO&aWGKF%y*i}QP0e{H#26BRHjeT)Dn9TAoVS?LFlRO zBruWg_a*Tq`Q5$}xanCK%(?gS{;Ncs{sX3FI?#K!H=RN5C(-Vt-lW=n5b(Jm3Aml{ z8C-qtMrQ?JHqqtGSp)6|?P=o!NYG1`Yq($E1mh!D?k1IRf|v3i_9sd8lxiSXIJQT% z4)bR0bk@owNNkE<@f`FyOfGt7i2ZbK&|frDPUz`pS%DvG{i2JX9EFa~>vi%OAq(M6 zz`#%!B}dX6p(O_1=p^>>O3x#nazvf++&iZ3f}x8-pV#fpBeRfh*cv9UZvDSXZgW-$ z!uuG|Q5dK6RwuZrz{>I7l|S+|c4u5~CsS}VK~F*LG;N~pCU%=^8vKT0SndLjFwAwb zS$=KwtZO;R&y9W)Dt;>T*KlZd0DRr)vdS|m?+Qv~lkFy+M=jn2T2A)a#MHb;C}GIa z?}Q)ZJOy92lrY_@$GGm^+x^@0|06#)yvPask-^*FbtOnY)*iXH{WRBzxEfUBs!qsS zfQ}Rc^VFWwX(lt6p9Zls_UQ(h&4|4wyxHF+HE^~Y|(6H0LZsW65B%q2vRfIaXlOCTIQoit&{~B z!mn&WqIP*-K(f+4g01o%@o0$T?%yOQQ-4jU`I(+POJ?A^;nrkDFe!|9N`fi$hic2g zhTX2`{Z{Gg!vE#m@S@qTWETIF01+c*>AJnO%9JO!*yh)9tcXenXAc&cpFOGlr$T?D zfOVXA6E)xjw^rLkJ(4y;le&MxT05aHnAO5Y1C(pNE9X@9?W1aE_BhmrM=Yy+)^u`) z2z;>Gd%;|7*4hqN7e0SD6!TPQyE2m{|5M(zcmSUpa@{amul`VlulDZrDt6J==F(qv zt9u54{*yM(7(Ew0?+-VxRw2MQ1`-5RAESCcAeAE+dae*V*ye<)-|_C+-24u~5jbnU zDQTUgG8j6(nWCGJWC#8=rQcMVNi;0ccdVvrKaZZB^<$`;i0?rOG>uV!a?aR;i;Fn>6DR_X>+e!+pXPR#cPzmdHNBsm$T+=xedn! zG?RFk{5W&(&)6h`NoP$K)WK2VWJwj96C4e%RsTc-B;QRPBe+ClN5h-ha)_2nb;0Om z3tf)`&hAr;GB!Dwk<;!Mtf%Wv$+nfD8$HK2q(E)6vsmllB!{}5f>-IpCR;UJZ@SHJ zmJox`kI{S3J8K??PyAr@s6lokCrWRdUCA5eJIryNA7mIYV_yvZxV|H5J8{=PW~T3# z;?@DRF8l`s9)Xj8(B?Uz%5!+Q1Wo0INl7LVmC1ZVZDN_9&8~vDlOx|QKn|@dq|*L4 zNU-N>hLIgV{hiFO_tRDYsqk+;S3SW0Ni?HqePm@L|hJ>s!zx#KCOs%k*k%lEr3DUml0D7c)l&^~{K=f-u` z?B!g;C0zmx8I1oX*X8&nns-fNW8^#eLgICN%uV)ISSHmG!jvJzfB+3AZonjI?nG_| z)Id#yAqqM{KOx>DqG_^Z&iL3Z>Q328PlSjkE!yK;_z!4Qd&aN$617~?2thzVX}1mx zj1xbMwd{WV*RUjR$Az&~jXpfPm`e1@sr?je-RkV|zt>;2Zexh!TpRO*fyFiLk}Xt) zHM#|4K7Zh|2q=xuuo2@9g%l~Mgs)av6Pp}NQXpcY8|_@kEe)yty^fQ}^G#(Id|ga4 z6F!^}{}^!Qz^i16@edM9*AB(LoX7nq(bbSqDR)cZq+T;sPzI3YEfIhn;j zml8EBv*zbAHGMwxwq~cQ#~@m&7AfHX7bpbsaW|hAkTLxSpuB&fGGi65X<~N^_6`jx zT@(a`QMri(?pJ8@?ACI5N80`GH&gc4k-hW>2*ZcMUE3ctGPXF=M z;!WW`g1EwR9#k%ZaWd#-3?t;Uf*SuTQD6C9U8!=lHcca@MQF#4SC;sdS80XJ&qXlU z+|ed-X_0VWyyDc&Rp#bky|qJ4|XXo;R?;@VB=ITOo!{PAN8{0pY}rmVy*p$Sq)TYPuOIv%LXe0830JijXL z|1ugYG6h+EZ&A5F+6-4!#RhE}|NJN8K~tel+~$1N37dW)^K=#b%vlvK_=U_2c^wUj z0eOdR@|dclsLt&sMA}BaG(WuO7Ys@4H^DZ&PW61nYBbm|m<3XwRdmwSl?-;_iGtM* zQGLZDAP@18w7Sr6rcJ$4X%;sL$S3VH>>ASm{wbaPlA|YZ*SQaV=L>LnQmEf>1WXN& z-Nw%Ou8^1c9Z^ulEl$7gZ5ppSwg}{)s*gdhd_Xel%JR6`{6~zHLgD%zc3$)5B%+5+ z<61L2{;q$MJg>dcchJ<*LXZs%Mq>X*5mzbUY4mTumR3J}5dpm6sF^XB&J<=UntYRJpQ0 zRFy?#ZjtFtn(R0PFB)FG$G_WDc8(ddq%l%d{Ob$H%$pvM*H51sSrREKzvzneok)!Ji`x8nS!73Kgg>&T*w?X0{Gx)k%;zb zbZ&NTm7kR=%_p)7Ah#1GRbmsP3@D-vD%|}`>Gz&ePdQ)rZz^+qC*nkOl^)J5b0Trf z&CqK^o}TyO3cGVoyZyp)TlPElZv!TN)~}UkO#Ixx?J&unembEZ!ry+6kT>70y9z{C zD%l3T`4CX3Hvxw15S!rKObw(+wCcAVighovia?2GgBy z7nblO#BsXLcX{2U6gtGu+p&R?$DIgoK7<`$GRJi!jID|?|_}PFdQeXBJb7d#UPO^6E<2>u?tf2XJQRLpK5*{oJb73lzL za!|dAAcUtnCP_JGfvb?q_=lsu?1?sjH>2@Y|JG5{4>`SpGx|Z zi;Ak)NIbp3JBiqbp)2|#vKaI(`1&`)m-odMSEw1)_Rr@btljT;pB%K-e|N?|CRbrG zW(IwfSkXybXGV)`^A5d_xNl00r)jNSUbju?)!+vim3ndlbS2W(a6 zNJZZ?{#;>K1v3x98cfa|+;Zm|lV z`n8;L)lG};^(Tw2?XowWi4OR)vVq=ZnzAcREL%~*0Nj0|sdqO#xu->rSE#LGZ53(F zLS_R7(e)-4Ur@pOPwh}?n3li<%oQ4pF9$N{CV2?HkcVD_^tW8(0acu z^FD}4TRt|LYr)^MIktgR!S88lDvYFjHQ;A&ru{;8Z=rhJ+CY4+A0@U*XA(M_JSqBJ z&2-^x=7?#~#N$&KxB(cviC=_^uDGE{C4$Lfo4(W1kTCpB+O-3k6R(BI-^l8Tn;DFC z)Y)!Q>1X7#E~$y$tPh(q$(JBQSNQ?8S9wis?>pc2)ZCq-XQ#{1Z%ehZ^_Irh!dreL zbG63-hR8Z)EXRsSFOVBdiK%kicblnCcrQ2u{^EV4^oPTzej_u%O^?#uGpJ#BH2m{# z3OV!V&RlYU;;z3c1hk>U<iHDuf+dkC2yoiqXkRpDwEtk&6-Q zUJLj5CyJ)uJ5c2CwuYa2LAEsanW=}JbxwQ}sc+o)?nr_{;Vp?Jqi~SsRqMtImI$@% zXb?=T2)exdt%c!{7v%ib$E^fJIu&Qzrtav}mhrzgK%au0x4*+&dkHFUpZ)Ezt0U&`b;TYz)cE#ggkxdoK9! zphXqU%<*K_ueg{fv?qkgc|9j8&`%3b%DwKASQQaz zNBk)XUYwdIlU#DtDX{+AS43h_LzUz`5yX94?C;0w)-c7yrY^bM0GK9Y`^0T9>i;Pss6U3 z#|y=tEA%GFk7G-U#0BA>e<#nI`r(7Deg3R1hR|iix8E^XZTk(Rlm}e#w(Ye&6GBS@jZs3|t>AHS#*7-sB z&EL!69G&pF-!t}cx2Z1@`LiIOOMG$4(!^%Hpti9wydar~#s`@ep=xPL8q>Vrcin3X zND{>Vf`Pm*vfitrZUZ)_c_hw;J!50>lrT}gUFE#*6%cFNYq6z7QllJo7xoa_4NVH^ z*;pv7Fi1hgbs{Dix^jo(C3-Fwi7ee}L9FRm!%vl@7)Ql`>JRwJL}YNuewDUi%s+-9$ zy+>_J#3e!=)AuV<>g)eNapDn8=8nDn6nS1zGIf!i*s@VV$^xyExogo;>_XTI2aMsj zCVI2EQbboFWrLJkHA03mXK(*2WcY@tD#`b4h>@FIDpe$|LboW>Fl+I7VwlJ-1v%SG zgR^V_0W`t2bO?tx9+N4BM8nu{?J?Qa`#GcHsY&R7`v;&xYQR+eiNSwi_@cHuyEn^N zGJxwB70Md}8ow(BFJf@OhT3A5?)3Au85xf?$80FM(@c@;Fo02=?SKln zd{!B|2-k+;j&o)!0e`yK zqaGL6)6$5p5&W{jkUfde(8u)}@8fcfcWuP>7xY0ohISWwklDJTFuNqS&SbI~FcS-8 zTb!fY(;6{cxF-zg7 zBkvRH9ieVyI+Oi&zoYwQe3~4_Djs$&y#ilEbW2a+S6-2AwO?be+yC^hh4=~-6TW-H zsUK-+nL&UGuX&JNBKpI3UXhdCVR4-{(3>QVbh*96FN2e-BI-Ts7-Vz>z(mtEbuAO99^Dq6`jf0nb-?1NV?ZJ)AdcG} z26%pIf7tXY5WyYJ*6^ZN(IvaX*{{B8)HHM|vUfWE)URs7rS3Z&cWP)0z^_56>egqR z#7fdAma3}=HRjH`>=8A%ZC4n!DJZiSN3#vu!%99(tS!L?x#_pW^LIHS&By~5Q!sc_ zz(JR-rJ^*7gdslpmW|>>nHw)s)p;}**`Uvf<$d}YIpdh}{O|*=F0l=^AcHl=FhIyO zt#)!RINQUzKU0R^Ve&+SaW*Vd9_i2l%R_ya$;BVV+VCU_g@vj&Q|9Q_>#?wYK?f3` zhMws?(kmRi)9ai&r8-YoKKvi?Du~3miFlEF0fdaiBjic-s1F{Hk2~Ognjj2ru4|hn z+BLiunMZwgyO}XWJYz=4J*JY86^8`UG@;3UAoYD(l0((AYEmyNwLYD)T5M_~*1`F27OnG^SHSVj`SXKP^8U*!oI9A#Pkzn?slvxZEmmL<>T z-$1C z9i?V^5bD0^%4HzNx9#?C$n6jvkGZ;`x>V}N$;+yn8lptcY_CJu;FZpxi5iS7tRZo= z2>A5Rdeq)jNkyn20=Yr?}ta6cott{J#+5f6dYI*Pdvt$La1<2V|8<9&n!V zWRE7#qZ#Qv^dEhopax5{1U+&ijL42|At1X$)OJz3eT-KnYyPzhGq|ZA+2%cDJU+wFD>wwb3}ic%7^tNABN%wqm>2B@=Zj{*95@T+eC z%dRvxZ3b}AQfko$~ec){QhHML3KC8#breX}BDQ5neH=~;@ zI6D;4*V={cr^B6Z$nm}3#K|=N-S?8@Fy2fL$M+rM&QyEd$IzN2T6IlZV!*Etf+{=W ztC$*({a4T~Q^xmBxT|=%MaV;Z?6Q40$Jy3ZiQNai0>KRiVm282@b^b~hmE#= zg!VMQCJ@z$#KPcdNd;y*eRDtd#ElgGhFRqK11j;N8UvGS{gU!Oj}63oHgduWdFpO6 zEA&@7M@;Ic$Pb;lxT zA2=av=CSK8heaY@b?y=}F_DIV_&QTT)wi|oJ5oi17n}nk=*b^6`OLMX^;IH0FC()V zpkmgipVOOY>A+mau8E;!TSB}~6|cdJ4s&nHF$Ea6$vC%`p5x9l;i5NXa^4;@|0yN@ zYAKrBO($8v^ee?PPs^Q}BxyBwQ>INcNsxl0c4f+}G;t~gDk3J41pCBW+_f!2{?MKP zA#UmNYHwQ+ga_V~mC;AkGy0RFrE`}sH%|-y{-!KvTv(8L1lrC#Z-*1+PRhzrK*0^@ zt$FjK|M0!M5Y+*^0?VB!LSwX0Od_V!Io-Xqw<9>K!tTs>lB$D#}mjF5f$#u@Rb|&7b(emK-9;GG+HF)yN>*wCod6e zaOtzM72A!;eB`V5=n>KCj3gXoEI^`MEIlhfum>qQCnC|Mv<22bIPQG})r>H7lQv76 zp(OLY3NxvGGYK0lgMYnPQR8u9^_i?aeMhCbYq^8Tf->c?+9Ob zOOEaAQ%BT|UOlDAsH{LiJ_TN~)6kU)Gg2Um(QJ)QEcXRh*8S`C8?m-Z%=8+&XcpZR z&O9Y+tx{^7D(Urq@x@4S)Ay7ex(NSIHsrmbNMWKXHtz-Xs2aR?S*G0@5_YS+fE@Kv zLwzO74uasP)9TEYqIy=c&8MMiKaWDvFt4Kvj(R;i zCL%4y8Ex9_EX|k7M2pPFOp`Vfr9{3O8x{}WJ}s+9tmH7A7K;%!CeA;f;<;PwJ!@og zh`VIPGONSN(7TIC(Yoe_lira@r#77Tj_fGk2Y+&-UY>XitRRU}KUs#Eca~NPSMCVE z%LB&{V!a^_tM+j$tsd}O>rVR_oya3fSAZs71i8QcUTX_s#TvpkUANu2HGKCSS>^Ye z#yYZyx5C_jOnH3wBL_5g;()BU3cFD;F-R1{KIsaq25wK?qODGAKgaMfOhbVU{_T2j zJ||M}6*@{-1si-6$G5&a$a!50Hi))=$K+on>)g&%OTthFjL&&1d};tWTXy)-0aDtE z6x9(1t%6PUq%RT6W{2s&v1^DxJ-J;SP}bD}sc&-wwsAbBTZU7kB&5O(V9NC0eK%cN zX(J;mCxs>UCMKd}(i=Ve$U=luh=1#|L}EiA0!)QZa|pWO0lgF+ODkoVh*!g&NY@h9 ze2dS=RQXZVOFI4V(BHVX2b^CE$h$@2k?@aylNH4Woc-=r@un+2CO9WFZ+t0?zY7}n zG`0a({Vhk_L-BaC2rSfOLG!OWOi}=RjEK>=Ga{>WM3o1>!xGef!KTXnlm^Ltnl!_q zo$Kh2BCNpk6BGEDGi=~7xf!MG_$5?|-vk9GQI`5Uj3ox9BeO2%Sk-GU-1e@F4LfYS zEm%dw`E{!+ay&VjoYUhGs&nMXWX+|sT7uo-@84y0&jnYO&16r5ZGV|{S`8Kc72MjW zj09+N7P_Uy6h;|PwboXwD@7gWHxZom7i=~7){IF!EtVcq!E%$NwBMZc;Kl*%1<`tj zO-8pk?|95=RNff2>~>1x4Bae=3!Fqil|y`3=IGt;EPvA3Z8S?%-M!yY8Xi>h@u!%?a};G7ULf7n^jt-nA+1a&fg!YmZZmYVdG z!-*Z=;;cn=A2}05>jz|Xooz#tEh&m497J{ysVO&)S_s)FWvbj+pL$e83`4eo9afHv z@dguZSNsEjedho-B$bMzyU7N=;f%}{JxyfI$SSWjx5RFsso{NR+d7g#OeXf2rsGhZ?sUAC_!FY*H4>I` ze?BxA8KE9EiU}FbI2<- zO{)#8jJCfS&XzL@>HA?S<~6`n-0E~%Or<-V`5x}%v>!Xq z>U}2@ai-59t;8LixIy%+rG0pBc=vmd<%#I&Qrhgo+=@$+kEb<^ydBPFGv7ovn+i@0 zL?BP*IZ*-dhOai0c?XI7fInO|WjTVM5iJ=(D3*N2sa;qX9W9=KP!v&93#S)>Fmsn!~OSWX`Dz|KkHWj>D5|*KwUcWrqk( zP(ztx^faLv*hes62)7ag@+H-^(@YQvlC7sac`aPET@cXLn`D%8B0LrwYzrvGivu}N z?Ndm@laVG{g6GwbmBJD;td<>lT>l>D;|aH!LXGiL*yr2r;dy~~Iv5$84 zgF^k>RbwNI`kX&`=9Yu{ThgB{hk`OQVChT7U%rfPMdt^|+coEzyC!ANF6!I*(?n-{ z*R5$Gt}{(Hr7J3ORH(?`v#T5yK&Atxs@Nq-Wh=T0#m4*9rCHFLHSShZQJ2-#vkMST zg@Mc`nz-br1U6xjqmm<5z=Qjz>&;Y;h*!l|RBWcA#T?m%>cuiTQncS35%DE)WM$JW z;YE(>==}h~+w4__{g^~el6FA~;rmp4Cj}@pxV+AQJqK#&@z&ej=wPjstF)&$7Eo5V z!Ktg_E1eO5!KO4ag%Q+u@>74wCz;i()Mcv1Qq}x1X{;%xRq19`S`{hwhZp&rE`2pw zbE&8#XG8_&L7Q;>*pkfu^%rYWj(K^lkC;mLZ-yUJo_L&rU`m#8EeuXcUx8#tT?=KE z8h0rKTWI3;HvhsgyB$#qaxTLaLQU@CWm9|E1ax5&knuvod<$l*X!#KiB01PVZ!YJ2 zPX3jk2Z_w&eebmMD?yk-@5l4b#8;i&Ax3&^WV`ogX6A~k#m;b&RLLP*#gP#1uT1%GEq8WWj&Gx;eZi>)#LQHL* z>*@JTy0c>WEvcr6=vo?M5))YoOHM>(*P44aik^Q3iO^+F3t5+p4bJ1P;G7nS8Jy)5 zoFZ9lCjb_z>>SRCye`6kt3-IKQddv@tt}t?!xa=%m#j1KpgNf}0eHv+am_Q_fQV`Z z(PTUe*yjdH;XSDv82-TAk)HG*)IUK^3UgXzp&oSWPZt!+QKb_s)>>>u9~+Uzqgi2+ z==iInsqE-AE@;n80jRjr9sF{_pQLAzR1kAj+s_56e;r;jgkPmIB6J<~0Tj08c=e zTB5|@$Nj3rt(b|=5Y>GiLu^S``tNo&$$DeDY4VRuN_;1bxvEl65YwYUIM!9;$MAW) zI(jnfy?<3~RR5Av?lWET3lVT`l16d2WPkoQIvwR|Y+<Isx6mqlew6<3raE;&(;eYvR zwz;7LgCOT5PlgA5D0aXog#JWM10*F30XgkoA(9p)%-3gQd&O&N4U&PTTkFQISDgCu z#EdAtlO`Nu)Ubtr^+lyT=z*42GDUZjvw@f|bmp)~KV!oDd?Qp*=Bhkao@oQ98trWN&JO~ zYAb(UWdD`>u5oPcTl-P!8x8*$QJL81trC?I7EWY!PKA*`4O!Z6s&k&r>HrG|^$fgv zs*2DKBr?+Utq8<1t!C<_x7Zg<#G zpvo5=VXP5U-kh!F$>ylUuVot7t9z&kwbyL~)RSplVSo(_;n|onSR`*V3pT6tPtIYH)z>5~4j*3?o)=X^7M>?43EnHOPu#j_DZt92 z62&|_kG;1|Z*>Y}g|EE!!PGHA&`e8Fg&>dB369?}`4D2by2wqsg>a0L@A`H9^!dkf z2@ggCW0xoXBK&?-wb}$h&LK0TjDa~~DiP}la?@<>696JhNldrS1Ry4iTa)s4IOeW1 z&aa7qQk8B~x!Nd_nd-w1eE=7Uy`mFjuHB0;N6Kn=&@of2*_-mXx6%1ekvQuwNuTu> zSMa6{$#QwtPc4d4yAwTxjTQ)r*A5<#SeF-l2`KHBe$%;Lt>gZocD-EF<>7%sHRQ4ZS-Zxu-fWc@bE1jE zO3p$a$CUr~ZbMc>Qcgv@gB$mpI_rdeF;z1h z!@R>Z#Q^Y1#Z#`hL$nu(M4_InB8aZsyh*=I^Rsu-ITId@sWj=T%+*8Z-0!TFTU9KY zOqaUQu;@hGr4L|ga$YL?kb&6RFRJ^*T!4t~@1NUJ9sfxRa>h@^WXBK;{B9qx=5Duy z;!3vTqywm&+)mIYIt#=Trh0_f4Magl@Fr(P(++1vpEIKy2vmg2i`4kZJ49V_iS5ct z+OS9vgIk~p6q(cjhQVA*h3gnuP-?zS55KJz5#YI|P=D7Em?&?Is0>dPsh+Xc-n0%z z9O@fd4e<}^A4@Q3(&Cwbz(e$(jmmG+k6Wlw=NcO6Sr;q98{;ZJ^;`zD?8`pAzP^2h zADzQTwmUVd&&(PH+m^mEdm|~$`)(zJJ-_FO8UlA*HO&x3<}(Ekg@1^v8Yc)5#A)h1 zM~9wHCoo0SwF0ib{e#lqLyme!s@;xdwSjHE?W@?vgHOKvhExJZ{RibGMN%#ah zXf9Pc8g$n|>8s9VYA;h`*fs=RzUW#ooVU)!E`}y>wP?pf&@I!?0i_Sti+Tlf>>OBD znD2G;RcAfPpT)?n`K2JyIUI%VXN+NDr7;_OL8eMxqYMWCG(410 z=^1PEX@XVSqLrw%2{->U>dNd8jj`HmNFYwh7}da3kT5a)%lANCy6hTbq1aFm08$6_ zHuO`7{x^rsC910Oc{9|D1)!clRk5}>zHp|9GWIJW!Jc~Wkl|-aRCWP@^9~0tG{N)^ zPTk;Vqg{7_tXt>I0EE%gppvHX<1&86FJV+WJtp#67`;q1jd6i3Q^b;4a#s6zk!oqk zFfd_+U2B|PJ{F!TQRi3v#NvbOce+KPfQ#M$devKw$vV-W39;2_X`C6(Nvi7JpW%fF zH~zqcKO5j-FOR8?$s+hCWCaKaF!LZ~Sti{^S=%ov4m#6#o0yDMfC&dYp3K*}GFN<& z^cR<^h*M((p^fXzoG&T}4*XpHhNMS*((n*{MA>=?f=Y)KclG78#Ve}Ve_j?!+qJ^1 zb8bKip+r0$7M7~|nh?jDYmL^3>&iHu$ygv425D`<*%n-+OfjDE`tW0=Dgy}xUIXa< zX+PbRtM|||cwXec?ut}rLaFztgoM-!76R?RFS@?y$Vsr&?aUinqPR>(fNgYf@n+S9 zte<)fZ19*f1RQCIxQ~RaNbQn1&Kj{40BF7XDA0RJ*I1;X&dxeeVyieDzE?`yw5@AC z={yk*OQ}jspk`MOnePFOyddtfRqdN>Vq;f+n(8EnTVbw(QH9Yk_~0Y6L))Ozf@wE%9>q(2}p^FG(({@zOA7a%TgdZ);ZpS7E~;p2IB5tm8oWbX?DLb zbxn_i1!->f>*|0r@d})nBmfqmnXVwVwUgfUH7-~DJ!@2vA6?17eipFqfp#5p46aJ)G=)oyLD+i zSt+x%NteelOVzC&BI*$$WiX6O6a?ygKwj&=StmOh8%u z>qAss-K)+zbx_7Dx?1zEI<>joP8J0eN!J6(2W{~vR`yYrnHPU5{Ob^v_6dfcK)dPj zFq%;nv9-*imHCP%pmnhEUkuwbYC^;k-kV>d0pVo0GNXo03eAit{8Nyz(>@MLW`MFR z_ys_3$p+Co#1XZHG4zo3$v;m6HZEC>oyyeh5VthHh#P)6qw=*c83tdkbP6D5-=kR8mTmrPbJ8jd(``A9*UTKC#!760G0$|-I}6hsc;LWVeMO-mrcZ3VEo%sDy5~CT*PfCqcpkOIST8?{)gA( zhWO$tmF(&H9=2G@vqPP(KiOPpr1B~{kk$S`;GkZhhd+Cr&Ms^YQ$tmL)a#t}F@Sd^ ztQds=?#AI8b@<3oRqwdr@u8}# zccZy}t9;&l%Jm+S-czoAi0MC~Wuw~}SZpeKQ@`kL4;|e)i|KaBB=Tm@hW)Q6d5e{l&mTd&!GEFPD%+IE6EUQ(ReOAIKs9~#DZ9ArSpuQi0;h8 z6)MsDh(CdSPb&#s46L@*&*0eUMDV(=leDt3k*q3_ZKl`JW6n~J@~<3s4CI;DoPCbT z!;P#_vq1T=`0tCAo<5H4Y4xaWd{*TP)nwmQHATnNNm`o8$>?)}yZ9)o%2*Gk?&@9` zO1L@bJGe^N8-O;oKKEkqpW}PXMF{+zMf@VLcPolPG_`CbVvP)~KWk{yTIUX8DO+7Y z`Z!&uxKeB{g@P(Ss6A{C8(48j6}hiF@&qkb}xIyn`DLCWgdWOS|x^v#7LH?wEw86Y@nA@zfVjK`ghjvEJ0Ku02$XeuJ7pq5xHJIPvuL}H!k`G&Uo z|ML8Bbd?%e|B8vh)c&KAYn@dB4{K+Z)<>^N4-?}=S0;0w9Ida*~MZ7>`jk>bjR!}C& z&RMdvg)}>Lt_h=YjOcF4m4!QM)P)zlFJ`@+F~^x5Wb|mrl96A?dk+%dk1`x_>4imQWq#3Ue@tXaNkMU>U{2kt-ZI}r{GMOcl$7{I z1%GLX0Zl~W)fat>jJ?dCmMV;tMj}HNPyb9&+^_flSTLc0{`7*IzmSWki%sz|=SJth z@wa#CA25WbuEcSHQCxXpP^1f;0uyQVXBYRGisl-z#UW0^cF%FeaOw!44(EzX9m~d} zpW^}mWb11iqtQ%(fK(#A%tnXCY~6`)zxUQ?;yV zBz$d{YAL3{j%31y?=NGOars{gN7WKWuQ!YLgfnYZcKkAk?yImOf-x-JdX!o>{t)W8T*5Fp=ePi?8Ld;Z* zDQhY4z|~GL@eZeBStMLHTva%I;Vxc+OeJMno^+oO>FfjuLNt*TKrc$%&hGlQLoTkw zxJU#f#Aat%a2 zxNkX{#}>1LEJ3p06ta8UzGx>c7pjTn*ov#vFHCWXTMPtK=w<)c;vv^e+^1V+1D>Z2 zQAXP9?v{WuTR~r*48K>W%0|H_TFbCyOD7Xzv8&da`A22*=PVT&H4B}Cm*mn-JBxe8 zG>Y(_b*lP&0J|dKS1JD_-I{`#unyfUh+1i}*S%W*S&ILbhg5vM%ImW<+ka8{P`Am% zW%uG2$cYw*i$m@~#k7%rNw1{8z|f9L&EM2Ohn zNLy@Tz^}48Qoe{Kxxu?k3mrJ^x}3J75>{omXd5# zZl{;5aqb}|BK&_}UwVxd8D9?w%XHP}3t|N>r|d`tTsN%{E<0*uW24NJu2p1)BSY z)diITNZo)~-%5RO=$~cgEQ!S?^-g~h; zVB)+QNrci(EI=%_($HuGkueEVh+a2F*_eQ0mfUC>buzo!F+0RQCUZA8TiS-=ZYaz7W{xf}6SQ-E27Z%TYegio3g%dV#x1pyT4 z(K=9P`;(*4w?*d(8in?cVkBxm&&dwSydC~?l*&18hn0=0l7Gb94v4ei^hTA@J~>*Ie*70&ts$h*SGf7@K-VqzQg)`Xr!|`8oUU;* zwj?kDEDFUJTN$vFr8B+W(96yv6CL5jTdPYf|OC-!XFLpxr(S{q&F8{FVDh`TiHiOJb3qV3v6FphHz8 zRi=9&N+?AZ2bn$*nyEY8=QzYlPeFai7EA79!R8Sjj&-|=bf%-T22eJwle76#CJ<|g zHOHe~5F0O}NeCZoz|OWA;m|QE<;ZZ{81?BX`<*=?=fjk|gS*_EW9H<~m0%8fr5r)L zT}J*~z^BRB@e7JG-2nTH2S(&DnP=E*Hkkyo2v3bs*QCzMh0h6Zn9S+r?SG>TkZ(f& zT0I%w)J#fc9b$8x&Jo>zjeZ$ZUDq**Fq4%f;r}MBZOWhNKkWS2X?Ro&7xy3oFwKuf zn4C4Ftig-;5vjaVWwCKMl`BH|ocl`$Q0oNyXs4Tb7EDZggkH2I0lr{;SWQ417d}_q zOV9{bflTHx-Y@w9LAlo*;R=#bK5OFwfZ2}v{&3h>Ql5K^s;Hon&|UCvfrO1LeJkZ> zwHrz)=|Pjd^TYr&4|2}qP{7z2#d3qcw6^wjy-uFBUTH04z%nQVbWt^ysqMhE6*6ZY z1ixITn&L^GSP5@Bnte>Y3eaw`{-aci#w_VL;Sd9V3p~hj{$z}!XVW`s@E-P9&p2-4 zkO6u(IA!4Bhn=TY_z$jo;bt=r(~Lz0H>Mp`trkVfqn|b#`=)WLM+u%|chF4Q>hz+I z%*uk*&L;NwEJdj_2Kqe&pbisNaL$1Aj8B3?1%6^Ua+^1#xdxVJ(%T|bc{2L3E`Et@ZDTn^)eo@V~mO) z(f$)&ej}x^bfdkqoDy(9P*l7^&mNN*FcP!B!@@lrF&0W=Pv=m(jfiNI!P&z=FSf2f zqw7i@)5 z-sh-NUA@-{H?^t}bXeTnCr)s8+H)nU!4#m-U%>4Nnm+K;fCBAF!p~XPwamx`y0Jfe zyHz#zuBYo<5oa4bdN!RtV&bppwd}oIj{bpqVxt1l#5%H*IGfvfaH8XWmKCA$Z1Yh9 z-frDnE@#?q7o3w>cE;I6F@;?!gIR2=!_E&Jik!0bUZ=rUIW5US_=6-?8!uJI!w1Hz z6kNvYuJusVL{}kj>QOQK7^z}!GYw_g7@TF2MBumeW;O}-89#HS&{J1m1@}fjc^P1fMbF!-c&< zHb%i;1Xk~`$qVs}IOIG+UfeU;Pr>A|yAU&KtRf;zZ@Q-}Q<**yRB=6>?=$oAwpsB1 z4VW-UHe%Z6%7;a1VWH~2*GU5!1b?I-|B)(h;ah}mfLA-S^Kut} z6;b8h;4eve89ntilcz~BNV|Gy5E%mZ$lgs-wlQKM-Jd=!Sm&uJ^Ny)$WGKHu72{vu zd_&8>O7f+VDwVd3se5q+Jn>HZA;#N&(r=@q;T6)){BQB8hXHG^zfyeIaFko|K)9$~ zl@1y3n*sKg>Xxp>(B)&O=*H_iGMS)ZYPh~#^%UL%{AKv(c2&{4)pW$^ zw%j9#-##u@Jm9gXrA*0Apb*q1`pwnstzrVB$++7$!E&J{bF1nQ07(y*Uy@?RCQvHO z=?#?vN?@e2Sm~Lp^N%2`?-u#XB$cL^?4dP5KBwM-n)w}Mx5Qo-5OR+hDT@NL*VGao zzl@sDD@2*$S0S=j3?7y88lc@j-)Xxo@z-ol!*3n zvE(Ars55|(5WP}5)6!_8!mzPJU4F?rGuy!N$V8J9xsdMYWBzjOnXuBVkt zUrEzUF-gUR+V%_XcmB-t)hwGf&Y1HHE0cln{wq%OS=^)8FQC+SsPr7mEGUdk_iVd7 zagCSCC28Kx$G&Cv2xS_AGbdZD5 zhXv+X*&@QZeFy+{eewt4=!vRw(LThqJz6NKJ(I?j)7r~U@Q`#|bjBw_hH8gnZPIbP z_eRAzgzey2^k3J<56fQ@Mvzw74yn#4wN|PC>zxyF{wF9>w#HJ`j{p=;REgYrmHUN~ zSxPP3CJ(Iy@0cm^&h^QL&dstte08F#>)mX0HOeu&O=A^S<&<;jAf~htN&G}Y!rH%n ziz4*}oQGY(Wf5ZHt=Z_SP=5*1eJ0yM3cW+O6bh>r6%S^kLBi%H6k-X4cY()Fh{fCP zhIiIE=PE4j4u`^cz69&SEs2DElT=M`uM_QqwS2Q&^qcUhNjMDd-p3^(Jj7roo=T%_ zMu)S@wgCmExzL8{nl38+Ev;U{@dBSLJ>le6Ih!%Cx*^Y8K&&FYgbNnz0{$L+uLM4p zGz;g+#~@IAM!u$b1P<$KF5!L8DwiFH7blvQ;io!PYx8}a#tWE|2G3p1u;7S_zF}pW zrw|dc>=WY&vKYvY#{py(+(=h^dRO>jr>eRVCP%PjZnNwsi)E{3ClaE2>&%ib8&R8X zz-U$4Kx~Ke2(dk=PIMyK5*uxC>p6)zZxkoSrEWQ^aU6IoEnWdRbAUGbTG$cuC#$K* z5%f=1sa~?}0Z}F7;Gdh#Vu(*B8Ec@wf!D_rAA^|ltm6{gLBe#J_n--O2J#F(i+4cu z#1;lk>KTV9#XJL51NV*R=q|Mz5Hnv5rqG=y;BDVT+xkv%FYpr6sv&DJf*bgGIIPPk z2dtl;*m=WnP2m0wTGYS8Y~r4S_rbfI0Q&= zfDM)EI_O`HaXtv|qMT2)9hs zb2N!^I@Wlr1t8gnf#6n7>2c>fwDQzu0k4H=UyAnvwA~;ogWUbnxgURbgEachUVVYN-`OSQ{hbv@>=vUj@KE zrVobSpQ?s(yo2WT>hl_J)Ibc%TG~jKNI~PR$O1OQfl6A-*bqw;ShcWMdZRYh?f&z@Tz|;J?EYT-TU`YmhEa@jPj%B@;5dVPap=S0cc9R{Z=`piWslwt?IWztNADx!hMO)>D z@H5@2ypm$WZu!2uRpis1bC!7ZN1a7;CqbOd_s*x*wCqRWBi(9J?<4wkwqP`!ecmLY zOl;M98j|&wGzEU>aesi7{gjuCzg{ewI-V!5I7D)CJ@{ z*1?w#Rlu+|OW@L!`wfSk@+_B-To#NW-I~h}0`Kci?LLz|DsSBozSpD1AW?D6TvRw` z+lJhT71DxeUV{v_s-`)X_AiSrjztzw7YtWwy?kB67RyGfz}bjjwz{bb3D6(2y0r%l zOpy8i@cl_*R1w%5BGE({tsRRA2q*=j1GGxWxzV6*yqq|M@-%5p%QwSa7pRhk6)T-) zN|nnVMJpGCY9wz=b~Hrx*dN)~V+rtFG}RuSyg+qaa@^^9L^S`!0aXtYx`Co` zfwbj8`48enMJ24?ENR>(Zf?SPxZ-P$ID!5Mkvn>Nwx?3jQ`C3`f?#L>QuS@1g|f3h z{M-yyWP=wqhX}%MnjtsnX|fEG4iz?H8URrb=+J;NlHakoSYY1kBr$r@7HjMG$U-jx z4**>;D8hJECBdg{>*0P@afDUzOaEZeWX(Tp;<7sHmBs;2E# zr_V#^=3OAML=oa-dTx;`pF~{rgmX8>xC9FcAECjVi;-D_?p=5hMndyM;^>X`GI^FGs<=J9?+i#S+&B<-aE7!YWH z0MoDw97mqfiK@uQE$hU}JN=ZlG)ES*Ckx&4d{r0;XrA_cn*G+9E7bR;yoNCO&&1?fWbY(xyrR<8p}GE~iMVF7xfpR7`E%_OGtH!3 z5rS>U(xYL|g+PqUQdEJC!l$02!@DlTCw*y9K% z&5k`cTKtE|#A)KhRWup`*!AJ6*=oT@0vofx>Zltcayb;zQe~MsL_t|&6SfJWtZ=E8 z@7i(2A2_LajYtFhK=l;2BjojMC+*5{=@ZWF;=dxyHVVc85nSzt9T%y#D~V3-H8*WF zSI0G9iaz=h(;L{~yD8oQXLk{2-!2Z~9gs5Dyknt%Id$+;M!!N_#{fo@YEwgOhl5T0 zdTpom1Tpsu;foik5!BhemegP`;&c(GtgE304)_z1w6Hu_+L+$Z^Bxn|>4WY@^z_z< zcPNGgt@2*?r&etxeHDRD?0w+NN6;KlAwZL+TbBK3^mFbe0e>J-F#?*Yjkfvt3}yMi z$z3UuZS*gi_?03;4Z`9Ri!pr3?%DsIOKf49u&hbR#`8e;y4v(<(>9@ z8Baix(Ow$$2Z_32 zmSmhjZWLw!Sk0r%bg$6+M43Me#gXv)7pqYvgPyRFDqMm>6b79=G(Y_N#i}Nm%OJ~2 ztPzJ7kHkul_8=vM&2!boz3XMib@gkVsc?U_&c)h^DUjGGq=s)1UD_IW8NN||)O*MG z);as+S?ZFLMLHU9v|Zy}G1+v&dD>Z+P4vv}cb3=dide1ZW&2ER4zbsY`gr^+Gy#=^ zwq3!o>y9@7@}|D+#3aNNp@u5jMs-KIY1!@!7yrdnq=*`aEgtD6Xy5R|x=U2<6a5H| zt#ZkjsBc~=&Ztkw_H*A{*G{x{nT?u1sV#|f3`4m5pGzKM%eeOly3|g%`D`-R|(mmr!{fe4~Ch<&EZaN_dEmIg6InVQF#W ziC}uMER&>t4-$;E1HvVhN44*W+qU0%MZIjjIolZSu60BNfpjQJ4@`%KiPU68$A2}l zNY$2nHit|=1tYCv!u_bJmU@$D5~?6)BZN9`Ln1-UcB!gF`}5vQ)$rc^jJw?@b#-+_ zpqiHbf`srN5%01mPAOztSO>NVcTLab-`odW%(j?Kv5jVf#{ctNsQ(htIV<2oC=(G& zY|WAe)$Z*7%f-S1|F`<02`;nU2oFg)dl@Ptf0RW(AOJSSg~~4!Q<$sa*Lo~_shIba zD<6`n0Y4g#nN~hIn;rfNBve*CZVSFXor)Yhm(Y_nJ{I0{nHr9SSt8z4iN-N)uMnrU zIgesM$Kp=NO`g9@T?rrGLL^5hejq?g=mHaeoofeH-6e1|gMZY$CR(pM2r+1|{|wduz@j(2uB2S4ymUHg(-ew;~OOw?4&zP%1;2MN5lwXbK99H)TKyaRn^mh zcio)pAR{A4@aa3QF&`g1wfa z0T|g@-}DjFf%BgB=Ya+5f5+#Kf#IOUmqNgT57=+IC_^1{);fbU&E=8E8@|W?*8Tt9 z5li>#ea=}Tcs-33yQF~l^QKqDk2N6&(-v5AZZu&Ri}SpAiPlQn5CCs~6UynqYVV9w zs6d4Y;E0Haz(*rLx1qd5_HMg3mq08*pL+BPb>5KO>SusQ(I5jJ8{216IS3ap)I00L zaPbwYqv_6bCL;d580&R$zj_T(){RJ6yM)mM>8MYtORy*B__d5C6VZ zLgoGm;a{y1HC97!t5sODk@x?7siJc)MZjaFasU5bs+ZTk&!~kqGqr4$XI(jk(2;Ms zp1~&^g*}uk(u3a*emU;GDGE;8NAr-;mQuczOjgJd2yz!f1jAKXnkY^g%(DcDcDFp{ zVHnuOg<@ifJ;uNM|JZsD_$aD1?tf01+1c66X0zE8LI~-Egp!2Nr3VB75fM}nF+hM& zrO8#UH_`+|zii&_yk*kOZh=PcS4HXd-6oHGq@qSPA-p{|h3rV)j&YU^t zIZydLO#+U$p+rDh?n8=VxN$j-k?$Ap3g-zymRr(g=>GIgmf;>m^LMyLw;8bA`3$9H zyQw&2dc-~ul+6gBZPp~0^ReNBY<@ga4N}0%(3YV*!e|J?%%e?|sT33s#Z&`3sRdfJ z!RJ2lU%p1C$g3~+-@8UP8~oo|2CKx|5?pGYR#!^4InL~*;;mr5t{?wDNEXg1Hr3T^ z)W>9~=@|(r=v^Rq(H8JD<(BUWlnE{bMStl6y(l&S9paT%RUo9Ef#-fkH5G*j&f+65m6)cqnm zWeC~T5!)aL=I0X;9v6H{Bs}H6c&%Zx`}a@x zlF^0tYJeGsT6$aD6(UOo-#3K-0J>>Jk@2S&DtxC3^me;C;WR9vL>e8K@Fh|=DTG>~ zPXt_gR?r6yzqwWgArey)J^cmKsk)OB<2q&a_P@ri^bd^C4U@(pBU^XXPm5T?Y>SB@th5+DKtE_^3S$b6xsmKhDKAil0YLp>NlpE5*l_q-3w-tu~TmfnhL_E9@1u! zOsP(iXmVw|#W=a#>6YmKNeTLudX%*Je&mRGELWj!H~f%lA z8Mh|Iym!(W$V!= z%|pXgTd0~N&{#K$j{>x`{J_~H)E4FIDT5z&l}S0?A=F8?iRo7nDA|gso2TY!ZhfzK z!C6LSwUVQ{;S(ZdnW$=LuKkwSV`B{WI3CC$2XLK!7`*ew9l4@W>x-eAVs0JSif6f>j2h}6yiLxietdjn%6H^Wd^c1<%R+Eh1S*;~uPpV-D|NPD_ zl03JlMg`8rol|NT8M&*}F`<6MaG7+0FPaDOi#)pd zTFtS)rlaj@eTG`zU(?k0VLn-{pfo;9x=Yrm9{tNY0X&4v-Ao;USMKVjX^BZ!CJ(PO z=UA(A8bKo6h+mm>(43RUM;dUXcAGjASS=5d_IH>AzosT0k$WO0gLUDK24DBl{-Y8{e)U2k4UxMWGDc9u+?(DW~R-B&ge~2 zp^N|bu@LM0VGdZL3tp(D+-9AAnr;ldv5JfKAYDgoMH5;_BaVeQzIY#%wf?(ygOtW8 z$#y7*YP$_v!&dX`;LO$qb|~eqHAI^zC}>E!NpOxB7z`!;xz9~q!2dpDm#I1CWQ~Bs z!2JB1$AIyCX@8(j^NHaNdGzBlPoEHV!M62XyBVq3JGA+(fBYyGI}LdDpju}iCO!T< z8=Mzw?MWYrt+(?xGfQ^bdsK2C`W?^H$;ajIGy-mD%qo!|RHAdNqGxz8{ z)P}4b%;)UStCs}G&%K~2qI6EKb!fktledB)tdr)>&WNcC^cHk|HDw2Q)M5`Cs3^zjot9# zo?nVS*9|%>zYf$BA{vgFH5LhJ_P@s-_S0f?ivPW#)U2%mU%Vj5yV*k7YaPCz?mSVb2QG+HVCU#W=8yCbhT`N5Qrt!LQ z%7cMm+p}6fjMs6gTBTX?R>@QSXU6N)VB-R$GKYr!{o{2`>p);lK%GRCtkJcb)Opp) zBa|{RqD!b9YV3uuL)n6)HnJ@#kh$pKNMGss1rzX$mpx4u)M|T?;b%!7;oJH<9mzt8 z`R0(n9;%4u(-(0XyktqM2@RBELw#NW>sk#S5L$$9`IzRn$$a`+x8m7BeNc9yRv$9^ z5=rZ1w)>BOiwU;9SXuJMoCd~N2P31LQf;eQtva;~k%2Tk`2~UB`)m0k6@TQ9_9kg! z|5g9xayS~78uS6uNBC-?95xkRTT3AV5xAMi)d7hO*NTFR!J(5w2`FX8aoRVJ&5ZqT z9DJP`HA$nx2I4u?+NQe{X-i?%vr)+*ScuBq?bfcSOm)V!HCaOsr0`po8 zI1drg2a||Su%BR!NzCcCL|pu(ULX>G7Yi}fLWX12P9q$I4iz_U7ohnmOu7lC=#iMS zQ0x^~$pH0PTA+PvT;##(AeuyD%9m{*7;G(OXUGx*+&tyPz#`L#;!vh$?dPwonO3f#Rgh&LMm?>?wwZZ za)7M3t|b4U3GqnARm^-W(@BQ}nvV)Bkz*6Uph{3;2D5jrRTIjl!^gYU0)B;lg3wH; z5dN%sk};&u&q+c-ZCu(7vFyubNA)leM+c%aR_pFy7i2#X97Q5%iv6WP`@-=ul-C)lRP!^=pbgy1Kb1`EvzB>Jyk0#jgOKHfz6-_msBbLPLIFN-FIQbG>`J<(JHa4$y(TC3S&G7!Yg|sia?vr&v+ETsCF8sE_coGi8`+Ckytn_J=tYw#Wh* zx`5t9LMK&~$*ea)A|$lEC7Y8Iozzu!T#7LHQ7m_calUyh_BJY?t>U8GIXGfk`^F~) ztxCQYJ^Eg`S6_$Tqmr+e)v!^@6V$fE$Fv$#T_mO96l>ZjPpQVM6OK# z&J#Q7Jh)C(XA`rCkZ2$BfvjQ&}9Qy+T|t(AtEROkAaGo#5X% zm0zYAR!$lFTrDlWr6GeMeJP zP|9V{4QN8ko4?f5+khMo$W~=tWiLBzW^$m*jd#${Zl)=!;>j!1@|w2nRJE3@+pAGX zGh~;v7vcQh<7%*9)`NQ7FXY%d^2dth9Rh6zzk|J5$(348meX5qpp-fI14&m><~=BS zmffpcrfsd~O4~%OIzV5(F9jK7$)RKNRY8u_Duti(jBMU?!fe%ahzg~3d0eQ5BZikG zHEMEY>$0n_H90g<@>Vei$q&13SP} z-MYvuO-iFajVJ9PRq=OeB;`3VAC&^6TI`VT4;%A;>rP6w!MZr0d`(Z zs7a;l*o*L>=8vQ4)-DrDw7k(jGec+8628L5NetPIQ>f$sEZN97ZS2O90@M-N8dQ~t zvY^^0+{aNiW*yeUa11aU3Mf=SX?v(;)@XJ}HNQ9~r?VVjk9v#dEnNmL#!#We-K5qT z__qFfbfntQu$od?1QWW7ZIrJX+HyGBf%!b`W$4L9%bU7R>`-KH2 z4(cJ`VtGOJhkw7P)VCzuITOtVou>l`yjg3>V*mlbwrkn`8U~TrHiyW8KHOPe3Xvcw zf!4Ud1_YDsV9Ug`g2bf0=&DzyBvN>0sD8)nWHWMp)O8qm08ZrA} zVfq@Rj9M&A0rP{RaaxleNwbn^O0z`tL8QVY58y{MKOG6YO4nIXZgK;P=HxUb!#S;W zx@=htK~uTV9^rpFi@9AOFNa%{_WMfCCt_C%)()DkJ z;oo={W4E`|@675I;&J_gXud|+wN18*;C8#@O--iVGL6RB`ePI=`*Jk>fO-p}?UA^I z(oXWq;R6)`zFmoxOeAKz5oP=)jF^ax_NAb-(;GzE)yaD`P{#(C3tRLmc~YjG6%x(s z;<2MBh9SNdm^`ZgP_zi6-QOit^%L^q{o=;Eh+=7a1RUoVA@7!Ga}L{zY9thaE$A{* zZUf~yhnclNH)*s?oz}?7$HgdMqWz*0R|Emo4n-ecze$$`RW}51h(P-(cd zBxdF=Y_Ab)xw2pip%=+2(GUEc?4yLVlu#y;Jk9U)cO0_!X?yrGG3v^9h2AKCKp|46 zY}lv1UkAQb_N=_u%r3S&_A%bWb>bj6$9ySoo-9{_LbjTxCrdgKNjW;OQ2c10v3H2m z`fC$an2>Nm+|DiYSb=x&px91}y+K@rq7(8?Y`dFlHmEP zc{@2BvPqvxR9EaS}K~g>Egl*&?=~NmwW~^J><$kZ5HGw)*&m=-w2Bsbm z%h|NgaU?RmJ>He?g}PK8v~R_%FeQbKqEgrNm`rDdlE!~G9n}MQYAw(Pb7#&+=r?iT z|38y^4^64S%Qwlf+}##b8UCc>yoEjsy7X98E7EqTCX?Qwm?W_kRA`FI)8dtSCBtxv zJupk9UQv{$N^H4WHm@CEqIj~*_3-P;(bSl1K5Q9@s^|17dBL>yE|=E;az82@%7r(* zS2mn0^Z`*Y^-n!wYR(z4lZ=+X%#S5w9)L$<1wj;b&SdBjWOLNCbWB+ zg`~_!&w;J)B(q1b?d>jqmlQaZj|qJ-8)~8K_M={cTL7f=Gumj=gf7%74;OvIyvEXL z5E!8n8c=GupK5Xqvqg)Tnjx}NNz3V-x=o*>Ya1WZOT`)SwxWQXVgikol($AqB|!N> zF<=fCyE@?*)Vc(Qcja&{p$>{}WsjJ#E>(@GyVPniH{RnFp|6*-(h`!J47gNwYn+Nx zC1TGSs^AB!sPFM09InA`1&;uPJVvQFfy_KDhRRy|kc6W0HVWHq7b)q(3DdEh_gxp|Ktm!~6zo9!dyQ}MZZgJSlig-b{C_O#uc~`~5;dr0d1p`iu=G zCJYQ7P-{UUd)}^01S{CUq}r+m!wzu(M%Eg#RPGYpU{Q0FO`S{$(t1QB?odcgVtP&M zs(VEtPj^rkX4Z#}+^$e+;Ua7aB3kz;2Q&+;rMu!FLQj_}V1Vwp@3Uo*nvktKjjef_ z(H@08^tI2C043%tuXgw$qSodFrkG>xS#Q+u1+(0ol^=v@z5ddZ<~53Ygf!q?5h5WWJEj82dIMTxOZA-Fs}*{$Z+CLEh9H zy0SK1zRpc>u@xdI-+f-`r6v{Sd6Z$Ti04$Gjvv61!TqsU7t#cM6H1->T>+H;A?1@& zjkl}E=r6_e;W?d-OSP3I-S-J{cDkdb|EzY2wa$y?3k{~XT&0qCiFAyvw?J2tA2gN1 zb7gHd@pE16kutHFx+=g12sCO6K%Pse&)+c&Q&!te4#;CTv9h^Ax(0weY)1wjfP-Eu zd)BB%X=_B=nhF1q0~`Ncw))fkU{iWNg(~{^9~y&HrA76BT@X{Ktdo!S6G|yHN)8Wy z=Uko9Vh!#yW0I&jWcu`Gh+OYLuvdhsg{9`DHTOgFbXM9SQUwh7 z(!{vbFfL=dHK){m*Lk`u(le~=JTe&Ia^}6-dAdpMAhiiiU^{vqkM+W#UH}tgUfB)s zURiyJ}n1L<^x*lk>99aMV%(ttX_~2oSSrlNKvOADJfWHN?06cWzz_4qHF`PZ@>cD`bqU}MMGYq_ECv3RY-L|}#8^)`3 zNQ_mgmn3I!ynFy1N6+%q|3vOOez%=^Z!7_wsU z%oT$N-+O3C&0rq)RbM@L7=Kr+7<##!K-^;qMK~7f8)}C&cPanl1=`rTI|QXFTA|T* zX_Q7Ffg`8nsg{Xt576G$h(pt%fgM2^L~YDM+3WJ00k56sTWrzAbod=G}ZEQ z*`S$B=s)OXaXln-m2R~~q|K89%aYfssfa$iq@ejo*}AoA6^Pf$CU=SU4SMEHS}i-; z>*OO+)d`)H6N^vHNs8rkizSukB(+XT8W<}`;*D4mj~w$SRu<1`Rhd*)mXtInIhItF zl$6|!cXMJ%v83d=D~_jB4<1}SWbp8nL$1EBVDRAMW7hT@Tr+s)%#|ySGYv_ijc6w> z6S_99tSUdBFD7xKSY?cBm`ilaDd#2E$>l{nH!r0isVwJ;vRItM%F~iAkLTs&CJih~ zPm0Z*HS~(=!Kq``UNN}m;Hw7@9x{}ltH-VwJoL(yV^$1bQIjnOi)+NqhD-frAF%W$ zKA*`{+JEL&omvYbVcdBr)V$4>BlU=?{9^poWu9>PR|xly{4Bl2`0kT1zUHdU259$SB*(s%At>;A@$ZWlL@~^zYVT#Vo#(s*a9>HR8 zIDj>rE_7ILb&+4SNGD&n(b&^?y=hT||L7Q{t+77dbL=zXJx84pdFZT-%XW$zOEw9S z5Xh8i%`XN80ONq?fDn-&GJ^P2GN2^!XQl;?P3#^@x1usItDoV&yGS=FeBS{|RC#rJ zl~&UiiuvT@q|~w+6bR0tg@j6K8nR1T`#FoDl>Zp9)G&e|m4WJ{r2^64NL|kIAqn}% zlyqyMdq6@Y#u=x6nb948#bw{|8`zyuROMnf)BpB9p&54L@i=L{1--gTXRr7;3G` zS*2#;T%J&KniSO2T>32s*Rw>#$LeUCGs8rkK3r(_qws4_3tFP+5Iu1^c>OPTV~#%-l!M}R9U`_$Xbaf zx`k&w8r2buPRebG! za#N(HjNM9V?aN3a3G4?2A?vf3=?1w9+~GeovKQA#xCoB)`C5;nqi)qaG3a6T)Rlcw z)k5SxCiR2%l#bxhABiR@EfH+0NWRHd?R$mkST{$OD0*-m6Q5{Z6nqUb(w}H_CmN!B z3Rak0RvV^*WPe(unKbVTqYtW4q=MitdIA3y4yG;j{KoFtcwha5$=8k8Tqi1Iy|!4a z=Ne*dkN;+_Ai4~|);Q%$&PoF~{A&ND)HM1lqQWRNqy_yMQ_=F``k)Gb`|Sj%96*AX zV=m<}ANV5^;yRept$m8!(@q>idTk=;%HR?*P=kT?DXpts0Fe8bb=i)(b4IkEtTW|= zC!C!E$RXuk*>r{dgt*sv)v%r?bn87v3qswsOR*?JXOM$8U#y*05YiK{wUibztz-Y% zts-gQ%QWrnvqZcgmx=4aUT}RK7oNI!r)WZ9%i!=-S`7tK0*MV8C0?vjlKDoczkP_> z8Y2eevB581LpJch1Nd0gTVhz>uc_t06nw=tz<9>`mo&;*jFs~vDUo(<-XWQ*zBDE# ztth6J^xEXSIHqDIm4&Sg9E=0xPZhB@>El{g$)6!lIE#$72K%l)PzKMK{Xt+ zakr=(R7)?ZCaOf`TmxupCzXK=siaXCH0ehT8wX0F@^Y0Jm3e_sN>0*h8%pvd>5uF9RY`DXOnh*Z7YuBlU8d8-lT2rkf5_ZC8ll!Nf{k)=zaa=gOBm zs6ToK_A0Yw#(e_`>rXfnRse8(YBGfGvW+Mt{^=)y>Q*U%ueRWgdQF&c+P&xrdNmEs zZWp>~KlwKWKBUzvMR$E={q=|(Sh%Zwm%|g&V%;ZB88zXGY1P$NR8N~Uy|QN13=VOQ zUOV~j>^~N6J2?5B60dXJrCz_8qpBxYx2qUY+Ud8DzvQ3#@ix<@RgaocGiCC$>Z%!2 zrcJAvQ9Z4u>ZXgRfbEc`>^cFY5_ISg&+7(x=>(mCDDY=2*VzNLMXRhq4~ZIYGi9zs zNLavVOwk#Qk;4n~HotXvi?;b_ua*Pgs*1Ph2);&|!|NbPeC+06?bP|Fmg`T`AJfn2 zN7O(7+hM#Pe!u?9l24D`sk1`+wNBw}N(G&-^X}4~xcoo%t9pY@l9qICwaNMu=Y(h? z(&`TaD&(^D7cd|0k|GJPNUUP(i=Oh&A=<(g0V#xO@XcG{Uv=G>yLB%i-t{-E&^?2j zbtiLU@y-6PD|AK&a3&#|ivFD644?0b;bQbpy5l@41_}!bA;6nEKPnu~|Et#1#VT`y z&g*ppR_YQ__#Bv!Iia&#OG`PM`7I)wb>M0=KUSY{SR(U~|A4R4B8N4wu$Uyq@{RKO z{!U+C;}_hcdq&GOWwnCJA=VX0lp3kC@6nBlLz3=UzkueYN8J5djSzj9a&u>j*(?y< zI13YZPV0iY*YDA7Maq1;PWnO&;DhXUsVmF)!<+rseYzydh?tD?+Ga)>?jgVbefr0S z9}}n%qmFGf7L8|SWk#aK0wQ40+VY35()s;vwf`{Fd``%oNI{x-aW{nIG9jD>Y(9EM zhp9v?#Dh{)l*YsH13GMpu1&l*46!)d%xpMY>gS}+e`}R~pE8J#-mm)%e2&k~=;mg1 zyO7^u#sqs}ivOU1x-iry-E$g_DuVEA0r$2}n_YiH^_0oA(`Qsoo-t+e z^cmA;j^ghO#>VeyQ#i={o>)D4Y!xT{?~CiF%ra-Zp?Y#nHQ%deALjS;>$%MTp43bp zJ7xNm=`*IxynbS}`NbPEC(WG5FmI^7%)*2+#l9T+Ue?lLi84R@3%DM&`Wz=A5_HIQ zMI{QBn`mwqVu3wZG<0m9fe=_8JB#;7qGEMKAdviX>$p8 zpWo&|{h!M$xEMnKc{KZxQHTgL!(Z%DCa&_GgaOX8^&eB8O*&C;%9D6mzgtv zOFbF>rXSP^b$@$^!)mh~Cuo*{d$c2tIkm+_wXnG*Xk1&@%#CkI4DZhHB=0c#8i zHi3{wg!ribRu8k@qM8X!-K!Iim^*;|{dsHq;KW31@tMp03(=9_F|$3{b@fl$rv2uP zxUmZ2np9miv1a;=no;KOP1Sz#Bl?coDUg1(`Ne){W0}S|BQiL7DR$c3oZ_*aU%(8G%*dYYn6IxA$AUF#Kjakr(A-TSQ8Z8+o#pfJnzd!6T{fhi&n&0SgLhh5@ zMA0T6V#`WUT|-gubEpf-g$IwFfE4sw}H1l*7HVh(1}Ruu8kcUm8-pGG)O^cS<3 zuJJd1t>pyK7dn-dKY644cI)*FG1i~`gl=DZnR+)(Er_f0*yZ6!H0&WADfsP1qHZ)* zx-rM~!eKY;d98>yG`q1)2_t79X7Fa!DTrZ3t!s_g$uufDtiX^1cPgF1k43)lyl-`4 znJ5ux{@loZ-ODUM_@H)f)XilVULXgrmKGc}799PmZe_+?+RS}hYxn~%s9kZ!+>=p- z>Iqv{z7!odu4;7Eq^fEDYftE&{=-k|7b_|SnV3|1r@C;!6Sfz&gJIV(#U9;II0Biw zP6g}0*bJj%Inbi~WgB#U?T855^SRz8m7f-%2b!2 z_hg^bDGW(EKh(b~k)GyLnD7$zA38Ri(*FkxEN z%nAE8POKVPJrR-Vr#z(}4)lY%0JHoTo}zqGF`JBiZ9_H@BRAOWIF1uA4;;j@WrxXe zw+vep_V{m;wkL3RDzZZpgMdV5u;K4$U^smu-Ynu~&oP5LRLCX`3eZ zz#NaWVm2fEjJJytY{O zUiT#Lie&E7jjF`WvIkt0YgCC@X2YS)C30@F)P334VLNNDjxDE^liNT{C~mjS^<+3 zR(m#0Zo|K{IYV|jKPkopGCSvVDhte zu|`3&Vqvp$7*ROLPt~Bw(AEbg(Mi@Mz#}pnm2I7TSG%<~hAPC4@#$e^YE2qaBz>f6xGN zo+G&xE5Hq#&p0Z!*I&6wzgYeVm1x@(x*=kR;ySJ6+nLk%EyZyPF^|GdC8%LajNCtRB^O99bmiwK4TAUQel;zZk@5921{GuDC zSl(H`!xlZI>HCG}^%^m$^%^9`8nM(+*~6{{iCNAb&SJ5Nh2^;J5&xYn`mV~e*rw@9 zcfjFbP+BV2=wRvk>^FMpeBWnUhnxgoghzZVBbZbHP`a>+&99Uu%yOEdG0_ZPtkrm&~fSh-!dUV(yT&EXy z{0jfss(^SrYHrSQ4v{-*A>t3ijlMD0I?wUvd6KD5=)-}vZeKX2IqZs$1ODDmod$mC z^ZE|4+kg3ao!8fO#^}mdi?)a#r2C_`JoC#5!z+<4@TeUAyrPde7P^<^7R6FyC;02_ z)_1|I-KBhC9<%F(-SKT-^CL%{9Dl$II^FMe)QRD(gis7lB4b&(aG`+CGSZ5aZ&f6k zz0o4K(3xvn?p$E0E(|cYbN$e{ka#%I`iLVe58Y^zRlLjJ`GUS7_tn{x9 zF{PA$us#tU;Fsk@PbXO&Haq_P$DM}$oR{^)_N0+Q?<&>E4>zELE#GOoz&v;rUgst>@B*cBIy_E&}Sr7Vi<_llZzYon;Q5Lv#vk@ntCXB63MjOX5ULegcC){yg zyVvC7u9bR_VgAD^pFJ0R_Rm${rw6=48Y_~*YLnT{b$@5AxrvDL8&AITZ{DtVT+|zf z5(GqX6OrqQOre{6*Dc+RT=lKCdPmMnE9~6DtLvcs8fKjlR9rCD~1+(>c#9ca;c_vPMRL-5{p z-$Uz8SB_0un`Griv%E|9ifsv&8+R_vUM^0e7?$S8iepT*#qRNgmbAmsn=H)j;@GA!l|iLEV!t*@otJ}Fs|9G@!#3;lQmI`Zp z(dahuSTr-kjky40=k!vqfZc{;)BrE~Rl@u+9`PJXFdv@MplDkcuZtnfG7Ma(HeeD=BdLXzL^4Sh+% zebd4Kg8#n0CgDM--A~QZiM$*KfGiD@O!9BB1K| zgaI4&Xmt;FDA^gayceNG*L^}+nIA&FaD3g|(%Jj<*MW|2dj7R<>fZhvZ|bU19e@om z^z1;`!?YnY+tu`62Dx-$$T}laITuA!v%=|)z7KmsguVPM&+g!)#tKi>X0<$k=tIclMmT9I&3Zn(8=TV1`3wjX=`J#Xnne)D}g@0vCie%}Cwnr%nJBoKr{ zu>fvju1_3_*> ziIsXuVcZG#MTQ}aE%#3Uq5b-?W)(3lE}~ypdaB4R(vi%ZH}4Q`GdJ8W)lpX09$2SV z>Agy%7`7}tb6sBfsFwx;%-oIpwv>o z>VRHfu?QVOhvU~f>2dcxVwei=UnL;C*g?S=UgvAk71YAwE~Dw!dztCs_eADvewTOj zmu)kEWnzz!=cQXd_K+xzL|S+(bT~Xmt#J0hbFryz>c10i7je%b8S)FWJSUp^m_PiW zexW@=!Hc+=;Z!#(UG;*WHB-6o-X_A=!bTUtfn(vUNJcm}bB_2qVlB$>;!cYfwdnCp z$RF^o9^o(h)#>Pe`z}FT-3d!_Daq-ELuh#DbLK%wZz{&H5Ug#mks~tNi45n8tY3r^ zBiXscCfxb9mDz!r&vJ+4{vzBsLN$_cKrd!{MC0BreHta@Qm8FE ztCAz-H9Tl3nO#w@!Jxu ztbZ|<_(SBPPJK^*6xg1m9Z%ir4?3(nb)J8l=x1Fv*ItwlLyhN#2N*T(5DfXU4-(Pq zj_c_Z;S?=D4T(M87NhCG9J0Kux%RTiobV2R-(kJ3hX*iiHg=Xy7vn^_cJqbvfFSZt z7th}$!r;n>gFBHG*rXOmIhjbXai1UvoN)dksN?|=@t=QRAF8Y{r{Q0l(T@FqaIUiZ zIfy{zwRo{kcx_zwWz?`^Ffo*kHsjnsbeCZk*BLs*UYcn2Lut@f_P724>M54I`I0!R zcSNkziOd1)q?E6DUVc0RB`*+GQMMC{Lfwv=yVw8vLw&wqZ^Pw~4{;i4h~gO82pv}L zGG=Vjq+#q+$gg+iD_E*lWUsy%#@8Dq1c_j!qr3oz!Ta0{xOubGX3qY);*WK?=npC8 zM>En9I72925$^EFD*}XOxK&Z?KrY_ZjEk-1sc^|AQm?#=h6UPjT273iVV6I`$yTqWQ4dvUi^m*PsoWk6$-}%R!>D zl>gS-h1KDTrO_Vj-TJ$Z75)K9cvsb}{=`^lPx_lb)rCFR?}cSsPm0Nv8x#R$Y~SHl zWFdfRy!c-b^L19L88^)57W)FotefdZioVh3V@CrV;&`MPWW>Jl8-J$XZe0q$)!Dh} zt|(c5M5MbJM$}c1g_3sdul z-a`sTHd-CpS-Q~S7EhiQ6}_EEMV1qZ7dn57qK-t1GV+HGe_dpZdn;?R zdnxVJ^hKf)!(aDmcH&*!5#08R!qUsdcI^A2tVkg%9=UYCZiW(26@R>bp_P2Iy*a+6|d^@cE}$X4fOZ7p3o1sxen#w8a7&Xti|qQ;(PtIu=-^|MDcjM z)JSv3%Nk>O=<~g<`!}bJUt@ONPyXFs>QyZ(Zwg&il>j%3z$439$PWj*q_A4< ztuP4Zp9WU!@tJ@9N%H5b{fAHLMYX-`B^VF@8WAU#etoDQF;I<2%t0TD;_pet=*UX{ z+YcaFij2{8FNWlV{BH`kfR%nHdu9A*!sv0|`;UCBw+$<=XKUb7MuW|0cU^kSZX?`MRbecK&JTSrDj+38 zPUdHg$g_+v#QK|LIoLZ{9j?oa|EBN4O<}d+y5aI8cquEexh?PYx|hB|OBlKyfHmw9 z4;PE4M$pKds6)#`Sc4b7UgrYkM-kO-MTmC;Eg$$9&Q#9{!qMxU{0TuDGZ&<5(jOQn zUYlts2bfM?CS_xO4*OZ(>eu_$1=R&;G`mGCqbN1sjYMMc^l%(8-5VbxH{s#dcG5-n z79!`vr80bpw~`$ZgnGu5!g?ypU-Vm^(VsPa@d1hD4QW}$UiedXq25|g z5)n7m*)EQUtYQbRIa|wbcUHgC*=!;--+=c3z!0;^nuqP8J08NF!ZoljfJ}}>wxOXs zz(}COef)|s6K{(J3AKLTb9zkY*d@@d3jz*D4mnR5q^9J%<+9&;_H5V*ezpg+@yQt^%JMfteRHk zXEh3B=F@Hb^I#OnEdqaK-WX1lrF&8TpGUDOSxb!qHisjk5)(W5Z`~RfB>T48jGt=lslW!3Kr%~E) zpaZIkr#4DA7t0%~2u^Qi*5n>=P{fVKU3P!NJW(aY)7;bt_$8cO{w+W2Ev;#=Jk9ee zbZ1wGp*vOh85Q*-Z?J!liQ^y)U+7ih1HLmY5^3jj4a3Hq@EiX4U-YxhnLDkU+_GDa z%bo)&EE>>=CA>ucZ-T`iFG$}KKrA~(9_x)A>(yugDX>5H}p+;*_7#i5+v?{#GuGp zEx1e9dCi2TbVlW4cCGXWl$CE_y6z5MDJy1{1v|Z8oB3{w>QcYY1%0!PYY=Gp%?moc z*H_{nAaSMW$}M7Dp~ftBZiOdW-n~Wg(E__Ja#Sr3o(V62*SqCT7@{kWcYhA-2X!Ua zjWOZvqUTpMvp48f3F^>_BX*l+>-SN%q^ISyi<(84Z!A~B4McmGXu6SR9&+AAckApp z|Mt5Gds+D%)HNn>g9OHK(fR}A4ufEtM{{rvk@stm#qfX_b|t-q!z-e{5a(7(dv^Iq zzGFOg9#W&|>^stf;iI;GqnlVGG4;MSyJ(wH^Ip{jA+xOK{SDH7v&EYtNsCxQ8&&w* zA(<7Agx?g$;jJVS((nb|#-=}KUh}Zp{p7Es6HE6y!Pi*AP(8zOR6Mox#dqbM;(gk! zp271BPl37MlH3~>gMJ5OHZKic3v8iINfd=te~7l$5Tr(zJok|VhPhp^*FeE7 z=V!f6OtQR7F{xJB)@5xz(N9DX9v~!C-hQ=5JLSZ}Za;KmV>1`V9+J7@9|7$(f8bM@ z8NKKyCd!3t^!t_jFc1TKxG;6(+ae!A`^O*RTu2kcU?y^1nW&$*Qz9IzYLTP&?u{>a-Ubs;R8`oe>q zOqV^;@lF2)*S^X%K_A33)l$GvlZP-cLH2>&Cspq08jjkkzj;-Ocn~HS2I24T+o2KPLgfxYJir-`P#C z%D%`bSjL0U-Bz=9j~LWA@(Ra%;b(gG=C)WJs3Q?CmM;EYbpL;3{^}%{Bl04W3G9IX zDF05D?lxHC{qV3@B-P0C9=H3{v%lW24cX}nzySN`9g+dg7vEgULMbG>oD>LtwZ=rr077?DOehyf%_|N)auug0X zS((jl$A|F-aZ~Lr_deMik}~#922459{x{Dr58I!VfttoZPloD}&wrO*sT1kNJXFN5 zT?ONLM(=Vhw;53aLH0P|`Xul;AE#gBgr~F@j%S8KZ>7$F)Zq_Mj3F=;Hd1>m< z2OzcRLolVuC&fW!Wj`usZ$vRM?hoL%v;Kgny}rAXUeQ6dD2E?|e+e+CaCRkatVQv2 z|D;xtv+ z{kmxL!`(zlS`oty-F;?DJ^@|hEl$UJa#*P^CFWm#aW9NDH=8XLc1nB4o$~i>|NfYr z1?-cViL#xmd>eg)J~a4cNtUO4KRXs>@wq$0S3Vz zAEm6n#K{)++;q;(ZmZ`unEM}#OQZSdQBJ7Uvv(`b?LIEQH$cT3hDBKhX-|DdS{xQD zL@gwyfLZs)$L;qT?|VRH;I8IjMVsBtj!cg@ZBo6fqPdHN)nc#Xn=O0no7+79rwA6_fE)@4kqkeu)$2cn^OTK^;XPe%k z)aU&=Gs?(lQgYr)Wqs(Cdh2s$eJ0`MpsWWKh>k_ zo=&wpiQ3+9_736Pfcu6R7fv4siA)pviWcDj=vzc|d-55TVaSidscslMpRPYnfz=_B z`<-~p6E|BPUyEdptN4Z0pJw!*A?48pwiw`J`7vc@bn7F*ht{5b;h_y1PMm&d!|6vi zocivmhrWGu%ZW{&fBWe7kJg@F|LdbCp8o#S_rIK)dDEk_PE08uzvZUuj~AFfvp#R$ z=ER0ETV_t;XH(&+>X|dwkK8bGeeR^kpSk|Y);vFb)0X0gCT%%C@{uuH#`9$QLoL6X zS~}y=*2Vc&1@N5{q|-RP1W}fGo`BOaXi|$Ch%nj@(p0t6x>q4ULb#otk>QnRx%qeg zTLH93oNR6hlwM=+3XKfTi~B3u50Z;)Lw8voTox48vs}Odq&gV3+|vE9@o^uE*XxJ+hP3SX zUKzCNW@gw4qHQU4QjI0q@`0U-(8RZ89Uv{*YGpKnWI8TpJ8EZyO9rMunNapg`t6oPP2&X zWXF+59d`yFIdOdb(_cMuV)J+WY(DV?Pfk5^=8^TAAN}IgcPBQy_{FKsr_P=^K4$co z?`D)vUt9de%rQTYpD}Z6;q|Vqz-eo(D+`#XZ) z`%g8tcZ*H_tZcifnCw58Z8z-p+%EMl)Z|PCy|SWcKW^s=qdcTCl!Zw@2Ze!3=ZK?` zb;w~O`LYoIUglh*5Wg?`pAGrHXWQfai8=O=w5!w$9;JWd5&K!Vc^Kv#bHiD#|6z_@ zIDp0yhAKN?po)v~Mc0-4m2sqJaF!SKg%E<(%Z`T8;2jXbmjf%r`vLE`TpFlX^ut`V z!^>hjf-3tFY?GoBb(iJZqeTC?$}U&oteCMpjH(yO&|QA{ROO?CTLuz|M$^OpSR{+T z9?Sf#3~E}5%Xp7AAhKq zxMSxwI4n^POtX{f_RG9Qgm)2d6>sylp%kNC4Z8fvi2r^*9doX1;Y9qk1$Mr;+<&9M z&Z*S_!-xWb0#XBGQ9F1t@D)LN@JHO9S0-CSe+ z#!|gy%vL+s+ee>J%enjnfgY?I%Ii#nLZkh_zna0coi_7Bqw6_7G5@2@k3XrZfp_LAg^=% z+nd^%wfiyXTuOIG0BH~x_=mkFB(tLRg}rcR3aEr{RiBB@WY3QatHMWYosEyN2=(El2e&#_-UZX5vn? z``is0A6Z2##x2DofCEFo4)~7u6#O}>1NZ!ui6L`!+_^5CKt{1)OITr3FDj!J+m2uEOr;dGCGi{oFq;A(fiWIs5FrroGm0t(E*F z^S3J9Ua7zPPq)`4-S=jkXz3cN*=47`B=+~Ltm-TQ>-Y<5i*q6rNXGw#Enk@K1s}L= zVks{fNyEtTSZ7oCnxEG}e|UC`LE7o0Mq8MK*TF79YDEfLuHE1yNLBdOne7FN(;KD! z2WXXNxcg+R!wW(brS4P6sZ6WW5qp0cQ{;?LQOp=r+S!vfIXe;ikq#A@7QF`E6@xf!JBc#K zImvW(XI@&hSa+NAwL&98gOOFv!)Pq#vgoG60LPN>)Jgx&GxW;SDr5GLp1^aO|F*!v zT@v>?L~+LNb>6W9#aHd|zOvt{}5MEf6g(;GWogHB+F zOq`^nU4H8Ur@~Dnl1Ud>9XIgTYYvJ|NQ(O{GD!>Wt>YB^f$Fl$^GA&cp6Tax*N>b@ zRykqPwtK&HDqe;>)Rq0t5J*zsXB$^vbs&kTFyRjSy*v!!|^OYN3S@)Z5&*>pyU8j*l85APGP!Xx+* zW~g~q9GFDeS{f&G@OPa{pU8uwgT-fJvtg?llaG0=$`5?!fcax;xd}moWdF+cQT_!Y zc*XC#480s52#)?L;4VYruYh?8&JaGM9eXLvFx z&<`5yj0RlisMA8Vd=%&UXZG2EK2Z@neD6H{>sh0SgeC#UMc5p*-u1o1Byc3VNfZE1 zU^e&#fl)YEy>tpcd31+!!V=XtEa04dDC+m_r4Ora{u$@%CjA-_Q8lWljE20?Qacsv zl;}n#AxnZFBKeEw?<}K?9vk-#n`w$m< z!I>J`=&X+R!qx@27)Y%qaql1niQg?ksFss1At|U!6^I)i4-OyvE&oh^BxWa578j*z=Y=> zwAExT>?Tj}9egFPITtTZ)m+EVsdTlP>qr9g+umws`G@*y&oBC~U?cy{TTOxAvY&n? z_aZA)kP{0Pc)7s@#Si>%`svg9+f@eKUA||h2B>piny=IDWTxLt<6$Ph5i^@RY{e$z zooJxSb?Te;FvtMmP`nS6`&B?y^<|!TCu5*GA}i!M3{|(reXD zr{VRD1D{*-oQL!qZVQ162Rwv&^mgiW5JeR4$t(U37wMl`KlQl2Rb9&j#~|b!>e$kY z)A|WHvX~_d5pReu2TvCL$~p7AuY>+S{vN#8A9IPW?eyGYJs$jK0IWOXB?yFgm$4e& z%Ldm8^tkgK0yCAH2<{zqnk)6Ersr+)>uwGX^~YYSTVC*pBFZg0dt;)su5%?JRJZ~MN zkmL`K1G31^eYlIdJYgO2_5u3v3^$9}wmxTrKjSie?`e0f(8b%F+`L?+nrv6e@ zJhu@ryR8pc4i~ctyWYQSknW)l`|}6sMn#97)`h$AH>t;r+HIZPuw}bHtF!i_hETDc zr}#nHdAQ_mxVIw=-GEN_tR2wk7D zEJnm}2(`Lzr5?1ySs!6b)(PLg%$WGDB@WOIypt(!(_-K z;8bxz3)V=K8fg4RjcwKFVZ00YF78zMfh%#RU8SpXcC0;>Mk0?l`9EEy2j^eG`Z7WC z|BnUNe%;l&(com7Rh6JQKaMUB(JPhLc|E^>PLoz5`5cTV>tt>$fB%3bzXUuFH0f5d z@a6N}pnmbh0vzE552_%)U0c;}z%JwOzgiECkL)n6!-Nq->?3bcxjQ(jeC%7m4jS7^U^lu%kN1u0$elBmXv+TtyE&EprNq#lOve%zb_7{{6+dwI+ zMSGO}^?GF=dQsWaGgKSG`=R$ei#z?cXOy0?k|!rt_+78n>83MIFEg>F*0#qiFlt=u zb9-%gk)F&>ToPeW@cw^YtEXJMnt~R;f)CzK66?w-%J^v{3G zy^oR&ASXc*v6~>fKG4{HDs8_^K*C;MU_a{rTCLl)zIBCWH}fN9!w6L{Pl5-JtyAju z=qdZ!kc_@F7Kp+~k?%5B4AG~l(nm5nKQBydSKpF1H7_f38O*`h{ut6%B=D7oO8liY zdZ^!asQ%h-UaLQ=zXEyW2wgJE@f z7cSEMJWAPT&$v1MVq8BNdo;#%atrjmu{&dWPHeVZFQlo?!x;G8m%CG*>H!PV)Ttn2 z_tayL>KjI8W)IWrmBUF#`4^7R`{mi3%;_WbE|uizL#m}dLvHAgf75eLWEx$k2WF3W zAv3Oy4$`gVkW&+%vpe(-HyU~)w3X{`4y^}ks-F!#AKD_fpQEpQsgd7rjNalm8LN-_ zZC?u(bf9Ka!`xWV$q7+j+vpfG;D+U&y1YFneu-)$GI{c^c@uf$RpyFuXgV3{N13m$ z*PmpcewW#LgT5sDbfN#*JHce;%!zuOCEt25^W=Z&!`Y{sGY{T`*(~p#%-s2RER1}f zuEIwcqTR+3rN7GiF8)ns%FU===Z7=w<$kwGy0Dn*vGI%1eFKiemrPw}PK%norf_a1595bT7iweI@;$Wd5uC`aQu0{-x7&0rRA;?7&&S zQ2xq2!K8o7G#zVni}(Afb5`xj>33n@kzZHXTbl z4~oPhB}s~Lme?l>{Htc^LYdOT{@-Wm)~V%Q*S+Dv?FP3WGGy$;2}8#Ig^CJe>n2X{ zU!0|v*ArIMnvh5ky=tJFAh`olQ7D)QR_IvZHPzq7t|G-SfGdxuB#L7%l4D8%0v=#z zDM0Y&`__~AIi*mkeW(PLq?pt^>lQ+!`yEmZV?l3~d@J&?9egp!=OweO=u#DJ*(ag@6e`c&(b$3tU2#V7VJkO4_HdLSTOOci$RKN)GfLAq-*XM=}XXT^WSKaOuK8tmEv0cdq7b@iEtJpayD$#(m0 zw(jYleVZOw-zfx$4k(@{RyeYed8J7%7KS0AxuXMuordp%-;=wcFEMpCqD&*PCFZd- zWKQPgpN&C$2mCQ*_$T#EN0ym7p1 zQ-LoMLQql4LaPyDEmcf|$0(zbg_ew603dN8fDWMxUf-tYl>(+*qzb71aZszrFcRoG zn9NBovq*xjU!oFNSyoxHyf7XjfsBrq?uRO3??WBX^)nGFTOt%^t}wc^xplw|Qpz#g<~m%g`!8E(nS#>2^Hlq9HI$>P{%Ei~0M z8c=PTNi4fGNyyvdW$An?anQ21LUVTEQ7dm}NWM4{19JoEs{uQ<#5TW#{DpVwWdpm~ ztQ7Q4qiG@gG@y+l92Mst`dBY&7rhyPkEFEH&-)#h>$4ipJr-w+2NTOJ1`;7>zGoYg zAWJ=}sj1sF=+D1PzgyplbFeSNtl&Pezw`o1QL40pez`q0q$MA6LDGCn&LrQ0s+zp? zRG*5P=RVUX?Dwh~sb8>UluMA5v9m=aubX{NJTi&yCm&nO?Z+5S@qBzPc4EHe{RxJf zrACer;*NFFY36*E<$TEuSl#;$oD-t{HcvercYW_}{Q?~k?Qg6Y*%K7CNlH4em=L(W z+reu=dhvoDh(QAkp2SpgXh?~sHU}@LHzzeoc?Xb|l?d4VUinBbuXOEnZb@FG0Tki7 z4~iII{q+~2MM0O&F31SNGkC(Cvb?`G8?@PO}- zUg;<2>T=cBKYOk&ss}uSZ%^y)Ma>{i17@#~jKGMqNL`$;NJC^;YD5DQWGN942~Sb5 zhY`mGf1`#ZZMN|;{(u^C+a7(myz&gPZamkysK;3Wt293mo~aJ0WvVbY5n_s$lZI{G zrmpr{hh^!F9cz6yhnBTPVx>INU>R>&8m#q5)_j_3_va1lhOBrD@e+zGQpS(os~0DZ zX)nrrMkDY+1&9LI?cURW?Ot8laoPuZ)Pgq5NGy>%=DNayWW?>nnOwWPqd8kB>nqFs zJ*ci@3Lno|NmaSTVk@%KFTM|hg|ZOBnI6AojVu*+(qYNE1vRXaHg_#mBxI4~OQgT! zo(zEIz3BKidRb?$D}>G(O4S~_+eTFd`Q()^u+lr(FHsG}IO&;I6b|0Q%3G;;PQYr@ z1hNA~;97-IuZQz68Q-$5-dFxCUw<r3^DatSux2Be*25;DFDjCZ99k$W;U7dAk+ z^_q7?KT3(M!gzx6o(b=ovpCNXX1Z0sG9<1yk})q$Ssj(UUhm-2ZsKeyhF%XirrYy#o(u055S? z{b2KYp_C`cxDXeul-R3dmxjj=qFe{!%Idf27kx|5NGRg;ZogLD%<4%B9|1X$K%^VR zqvdwvpQPGM+>JM+&Ol6eJ8CuK^27i;H=C&*QS(&%4lDddrt$%uuj)On3!mvYGQzRr zPPtC#%bL0rV5PEv3<{3WBu2)GT%OpGMRw>N;kal& zX5Dj&VnsPz(-h}*NEavmeo^eG71~d;X@*8pihBa4WjW*SNc3)D+*tmb3-tZo0bPnI zkYiL&f6PMNpc5NG6j{4NC-uS}o}J8(2CwOx_yDH@I-X)8!RWB4vTmVBk=3T8Vx3*U zM8ltn+|0`hbu(2zF2&l-Q)e)Es=*;`Sk743zGlG;v+Pe@N4EV3>td+iE+SZaGg)%W zy31Es9V%qpwcP7b%ah(VVUTeBHCFq2VIan5>l7X zijvD9=?wpsAI!~+c}N#1)yki?NSDC|m(tql}N7C~3ffa+NAXz!`X9sqzkb>YcFla+dd< z8>gs6_6%BdS{6KAjL;jz3}8bYao zsQrlQA&H@~ma5Onx#rQ!60@w()1s+T;MhC0DJn=G#bUF_abVhd+zi)V(m_m~q9}G; z1T~n5-mZ?SMJg4EpvhU3_mtCmE-hNC7VCLKOJQf`M-{sw2*Jg0Dd+<0%pwk4a>};s za%jGJL49y}Ru=5DS=p+_G7o?;q;Su2;gr}hEBb`7nyH6fW~QpJ{IJzPBvi+jJipCj zy2}6V7pK6#`7vGQFMUimySIfKtCxym)cfiP>_OUrva@rYW;*x*SA1=gAn4f zDk8F!go0DbMQRU4f-#I(U5L!-xp$Fy>uS_{F@6@V@SvO+Q|F-YD>~jO-hmB*ngnnN zmo36YY^C!GsdnMK5mw)bHYqYw$=k0pRl>RnsD#8G9A@)EbQk?HSEK8g8 z%F~f8wg%zOWh0SImOdu+HCV?BJKlI7#k4_=i!?SJ=lNHzz>oXT3VnJ#Ff>9g{2Kd5 zU>2+<_8yoz9?AJ^6Kfzm$PWbk@1LY)Cq@1f_s_*pmTBTMARB@1zdmWU4=ZjWOpkbC z{p9DkvmaxpaG{ka21|JhcfN2#G+31=3j{I9%~8wp2S2G-TXD}%KBb%WoVVIMWPN`f zCP1=7nfs7P?C3+5`G{(+wi?N8T-!am+;Z;}!cIqvG2!Cq#PUb2qSaW-PUR%4@JQw# zPvKrF?sriMwgu*ln336W@|4Jx3>!92`kS8CCG}}lha&D7N(SA)P0y?~lgCWMD!)|b z`CjG|rHF*l>?VXt!Mi8JpikKgk!Z#IMi1CQ$!4(13$mLkON^C(-Fdl1DK?nlZZSPs zD=!f$ecEc6%OQr)-^cbqKDJ8>Cb{Y|*S_q`(u6-|rT(@abC!8U49g%zh0IV*x(OZ_ zJB7WKodWr)URMi*?*%q@-9Oixwd27zg;;s*J|ot%Piwb3SUZ9OTvxjdC5vp1l=v);EpRNwjEtp&B;<5g=n!9tc0(h)5X_b^~Emp zskQ#*)1@rxezYP!T`Fh)u|7oIA2zh)R!^{(u>U3d#gdq}N*GE+&8SbU0sFJ!8U-2E z@n9;(nm%CR36m3$HWc!2c}`D@kF5S5VA<-4bt9|%{;PGe9y_F*ic*O{wjUSPF-ZX! zwWujJziHGai^XguitIsyd+&PFJa|*|abf(T!w7u4^jkZQ@@2#EiWQPAc-o6^#9cvd z2c~XGUOHlKW>FH4p~h9KofZ!10M)%N|1_tz`nuY&@fX4`TIfCB;`jv7)`F)YJpXTO%$*?{-#<`sSQ>&6b44b+#+6|$X!`8(Im5WKO3)O z(3^b(4~$CWl*J>Tp_Hw{T&!pNRdR*iQp7nvlf$D&Kn`&SL_z^1virEjPv+t@zE{Q=_zq{TyFHgtZi!K(+E_>yQT*cjAzev}fD>SLFKFx6tSL(dYHa`p}53 zB`8ERqr?{Qp}~c&`b$YPyRF8v0s}gM+V4L!Q)ja404t|cAs0Z2pd+9xruzg}wyCqiY8d1_+1K9Z#4lB<*JK=4`Z z_qs!d)c$oGB};F>13hH;c%*udNEGFjg60A0QI^P|g&P0C_Pqyg`Ft8zQT$1c{xv)kH+Fg(NW| z4Z>EX+2Ff@bMHE7j!}`?jV#Za_W0-`ru-SJA*;CC4u7Up=~VcZH?h9)`oJyx-N<~} zsgeYAUJ{E32dwb#eL?$vyBGD@YJh+Ji@GuOOxURhgLGUm-Ten%)Gg}Ah;N3vb+Y@T zV=)|l6NmPJ#7#Ve>~?43nzD)?w2Sa{8L>y8$U9Vu z#eGj!HJQ_Ot<{17Qh;efoAXHt&91Sg$Q`ujGXV&_7%8w$+;ljax!@(>?UzR#i%ln` zxI!1dbkN*uAG?#IO8UiK{=>r-h9pykc^=KqJ_uP-FO&TnF_hB0M5yQqb`dIW5+Us8 zW+;`SU&X}k+urE-Ihm(l1~X}OPWhj#)6IvjIc)B^TgARsX1!y*%$+%@Rbp$Vn6#`f zAcQE6SJGxKaa>HANN~{EQNqiyXM|J%%vwcp*QzWAc7Qr4E4=AKH@kDYcBOq4?IQx# z1-l~ti1qqb|K1I{dwpNeiN(ohm+-U~k5N0)^$IIY$RP$~2gjeB0)>LzoqqB*J( z%avS}+c0NLpfXR)DfCo=a*|vfXglH*m@VHaRF#dyD0BkD&a;QUdd$qbPppIt3!sWK zHUhYBPt&!JP=`BR9Ux!Yb9&!mRX&f>vb~uihYKZS`#razV!`rdR>2}GLA=jN=9}Jp zS{lEwQ`}4D7-x|hK2^>4Q?KfGtL>5~9w;w}+d~8o!xIUBgApAp?^x%5Jw15OqpC3G zekntVndlS;HzOZKgB{DuzQ%E(k`FnU*C=qy{l>Pi;O|5(;$e(9i9?xz8$q$>HiNPd z#dv2MQmSr{f6FG_rvA2nnPm$xGZMi>q+5qc==N*#IWRRO_ZFxm>uJAmi``kob8*2m z)pR&|<>LI!hMr8&i|2G4)_e{E$SU1!r-XizUbGWpwk#hn9%ChuT=H|VV)|C3z7|L9 z=_}ol!$(XQiAg_lbgkcUvz}Mqf`ur`Rf#;=N}Sr&i2VWL6AfcMqE1f-Sxig)>HcZK z*^j7GyPA&2tTHU0Z)~x3M#2D*59miJqrw0XR~zOYQyH*6r+ZW)lnUQNF|_+tSwrOY zTFdl5lskCvm>MZD?O*bm{=vR5VEO&F=;o<&3k%S#31p18vT3mP*m*;&-ESm@c@*UZzI5)=D+gFMM5Zs&8GGW2qd9Q8JWhprSF{Oxz$a zY!u=JSqOc|CYkYJOH*Tg#+=~#WvX%(PH}6pwB=H(joQf6WoIHaOX2-xbK_ljrt74h zq4SQWX#*GboSA9~KToLdJh2A6II;vMYj}_FAKuSk^qI`4H*_~u-^#wMJxxXuTv|-; zt|SLTtgh;shi^y55*JfZD4Co_M$OpLM2f^%5sDV`UDba(H~8X{c*d#%g$H9SSq%7W zhvHk+`1naX_W z{0RH#!Q#UY5Ok1P@J}TBurimQ` zgG2_LPl)WENtJeBN>?4|ZAZ;qlIv;9CezA=dJx*Kfk zgg;=LeyIP~FX%(5nb^#W_@SW-4@xg*mAwWZF^wi_lIALF?c#rjy0mp|6}<_M3_y)7IH)A9t<1wZ6MU zKRIOO1@^HXE#eqJ@*_bWKJ3#SNQRB023RFSWv41WeaGs&cCndpZE0zXQ*?$g=$IXH zk7K@66LJ*MZJwu(k+7+vv)Hy;>|$KM!A||Ed!W00ysQ0n2miC3x@_?H!O_4H^%CMa zSLho16@tpzXT3h&V^&X6RYk?bXR;(&5Tkm5=)LLcagYf~Z-(_a`6~Busj|ib&yN0X z8L@%fyM$OMUc1L1woCt`eq%e5H(V;`xeGA&!G+sB0%PH1>=F;B?zJPG z7X|<8uYVofF8jaAAF^9tr@r!c?AAR8E_)#O#wyi!p;fuvQd?;zBm&Gm$9g$Lbr~7; zZlS*N$E~C<6cSk{>o-^Zwa*eYbhGTLdMva~Q+OxT1B5wLdXZoAmc9e}@Q=NvOZxo$ zVDRndls61v8kb?JNHbK+LLyUkX|s}3s|Cu>3j|Xg3IYxSi+WzOrD7{L$z4X9h2=|K ztoQuEd-O+tnzbmn+Brdgo9q`LPly@>3mZ773rC49TRHy8I|97To?|s>U>u?CF2}=E z>>rEF9aCH9-?>*m*RnHpVSy5WIWpK%RHOr>iYZHSBEHISsR#~Ypn;_AkK3oy=k@>g zk>E^gZAQIE)lCG4N*s~9O0X#|-RZ#Sxa6!MK*NC>SzEGKr!3nyvX$=Hlm(~2P3h~I z-TQQNRo@u^QG`ec)5d?o)gTCk($jYJj7)IJD~j|J77;J?cTA8K`B|J_fUkHj0{CSg z>w!ND1RYMDY~rYHi?iWPJ>$~wmO%XM6y;= zqe1)^Cix~cKUAm8Z6D}{>Y}HX2XC{Nyr_Oc=3z=|(+-nre)dm3x54>Ug~)Hbw8CQ-WGpv%-J* zV=zH?e4^W`KK{B-h_+&f1o?Lc1ndS9LI>>7DAd9aZ%Bv+HwWQ*OE4H&J(49F{K2dw zq`!D2^s)M7^}B`46CvkN=@fNE5SvKYSC;y~QoCjHVlY+FRagO!)VIrn?PkgQk;UmXSSkHpr4joPmchJH@e|JR-E>zAC4TI+cl7cGcdurK4nuy0>g3oi_O$QaCMtb8K8X zzX+XmFY-HouAl4j&zFK9yh;@}BnZ3n>}X(0aYMM^cNuvDL947t)sZT>Xc#ungy5*gWf7b!sK&{CvIiRmm zooBrgT;trinNRqJ%^BHuvz(`fBHlqpE$NAWTu_FQ9W0mZ{N z&$fGFw~en2{UmpS8kPIOtt0+7CS*-!?m-=~dj9rG@Y&aR>4bN*6YH}S1NFh3BhebB$=ux@B|R{o8Lb-&&NNDT=l60u+?oEOQ7MnXCHiC8SR zK{!9x_44znQ{y!RcIZV_|5nF01pgav2#gO51V}^v0Tat4zSVashp%MOgXR9tBl-b( zIVUsbDEoPN`cP)kclxpH(-(XIgAMGsIO||Fz?~ zxL}Y07MByr$%)3p!6+%vVLD9vzaG~O(|@jHF#l&bVdW3hnvt=7=kMGSEXvIOQG@8< z^&ddO)h9G`bAa>T{{uC2ku>Z#_`wRZap z_XJzogWhi8kEQ=n{ljDbg9eNSPFSb#fXr0C>QQ4UI8hxAG#D5O1TG0Y+^>4vB_nXJ z4IhycXgdD7V4%l@ni0d_59lrm$#dy>qleTEjRu-uFeV%r(0|CN+L|?i<^5`_ZZNtx^-{o=QFs1Sa>WAY2~zKi_tC`L|jp+DWBBSts>1;>oP_|yK`nj5@7 zVBkd;U(%~2U0PUDS{W})#p8u#>C$*48Mh~w*o%sQF4`*_+S>|%J2Kz@N4Vn!%SwL_ z`@g>vY>=6&O@GyDTb6M4WU6ya%!+(iJbH0R zg+hGiIsYHI=KTv^*c6LWZ z`4O{3v;bZ!gs)TH3@)NY8HHA}QM$52PP2j5R0|J?d^?oY{x(S+XxBt8wUBUQi^vAc zk0oKSRDX~!4%`;btcjb(YWNFp1b^P4qFcbsW1T+9hhm+v$?3V#86*N2Q-@7=Btnj* z_}ED@PfXW&?XCS;nXIB4vzI#NG{B!P{gW_O-0hBTAt&07z{d$fFFC(+!mK@i!CS%C zo%`OA1~MSse|4OlG&2OFB=hFhdP)o9hl znl2Lqk$Jz!lgOb=N!t8L4SsH4aE5;KeMMfzYGs{{-Y0oAxXj*Yk^3nIf>o5lceT-p zG*|sFCNNzOuyWieL&TVfA93;;%b9b5mo^x2`h_jrO^%Z_7omym{=uG3qvGbvviVf)Ign~vbHUj4sUahZX(asY*K*XmmYAM(GP}U zM#5%;d`h-h9D|E+B)PfK_TtxrAI0RUD5O+ZF|R!KBJ%D@>9kk1DOg=IvW{rQgj&CG z6Z2HJZ$AwlaaMi76p8f}pQ3Z&s>7tt2_e&-3%CynMKpWDz~NqgmKBas^pEL`blT>J zip@W}&HFs~{+F1-9E}H~u(-z=B>Md7l#!2tNhGbH%-~QX=O51L>S=kav>6#^*=Pi% z_+HJlYYKe1|7%|akA0|TVuPVDE1>u z0(XqKiqvc|K#x0iy*gKV>ez`KL{jE&%}hfzaK=A_FC11R_Hfm78nHqLA+XvkJ5g90 zVFlmDb1ND{EG$}vJ+!huz}kbfAVgUwk(3yt<}F^S*pL2~rRLMVFC7YQaXvf3+$Xj; zI56?#u)*4(Xfyl}!&RLti&6-Ya2Ixg@|sE}aa@)gr7=}HGU|1Q!iKIX?O>eb_Do)x zDNtAJJrZ2;y@F+Wy1&I?1-3i_AY#Nj}xgCQl}NhWNEtA zPJRQ1Up7{CK3>2V@Qgc7;5J&E6`fC9^=!0GlYm2j>2 zHZcSuVUKz^;zaw-`9PgdYa$Mbh7)d2JL&{pX05sUuCO0WK%n?+VIP%i{m%91OY>lSW8XQE)^spxq0Y4S z@GVvJmeZ8)Al73E^RAE~vLDq-ojPV6p&mSovqq2kjoO$^eczr;?~1L{_yo3~@G>VL zbg-J{R0$(GDk#Fgtx(SR%O%{hn>jr=35Y z!i6?Y=Rgp5Ch{*ifJ9IyPyd6)mu%hhs@g?=m7C%7E%2BP1qp)Ukbh03`Skp`)7^Jx zS~pM9g8^(=!B-5Mt-pN@mv&AlCh7Jdi=x{H>tYoq-I3eeS zkT#$-gr8g{6zoQ7y)-p*og1%xL{+szDGU3{&QlsZW;GG>1%qF2o%vyS;*g0FefGz9 zFyHk)bQ_Gn@J`N3W!@0F4V~YVGsiYKQOemhfC$uRYq<3pBf>A76is3!euO=(5nG+p zuV?*Uq7m;#fBEU==RZAim;2TnD~6JAO~nUDPKUM1ZA$9D&JqCCuIz@4sJK|nwHlhl zGCF(6B&m~%8VMbP3{|x-<}v?hNAt~@>+V5>FPzKpP*xZ>*?ASSOe`KT$x9CzP$jqq1d@%JG zMSO+o*7TGyPNz20)oW_4ihbfYJJT%b`SW}_cfNB!--u_WAbgPwsLQBS&AhzsxGxLJ zm*r!@#cqQTOVe0jKOb>!7mnv^5ofhV2{_f^V|JrlR&+2+V)5CmTf7PiBMw$>H3rJz4pmSb9PC`-`F;@PQ z!&r1Ghf%33&w6H|+v>kF81>RqDU3Rs!6*rgegir)pE7)RlpT`2S*h>zrnUrc%*kx-Z9Y;-o-P2{ zeJV3gJRQ?>)bEkZ+CJtYrTOp$<>zf6zp!~<^QEei1OLc=B#Cf4(Kpf`)&IzUw8?RsP+mye)NhET z{+$`w=zpe04(`fT|2JR8!|r-lhRU!*dZBwK4&V7aW|j^x@2mEF`$J&AYI#sU8KmBD zHj^d$AlC0eNAC&VVs_)rJH)s67ck#v)?8%jRTGZ<&YEN9lQ5hyqz`Tk>dnFRc$4`T zil59}a*64t^rnUG4BLPBgid0$F3haFlzmFhwuSD4a*g*$D|+4*pxyE${>a&uw!>Ez4>S27Uii-j(gjsC8iX3oCatWl*<G zak)_$L&JP|4Cy)fvoj3`GnVt7?`H4sVn5%pB;KkFcZ>Z?JNwyIvDE*}$?T|3lNF&f4$Vb z+u8hxIO)k2O}bItCYco57Q3cxJXlCnkSGr&H;5;EEb`yAidqUVMt(eJiZfd>0fE+1 z?Zu1gs4iUT-QYAGhi9iB7IR}TkI^9MX;F7da~576KGm`VAs{MEE;lyy{| za#sq62!nLT!SB*K+%I}0m;_VhobD%XG*vM>s{S;0yF2q)3p8#pHqXEGM$7LJE)Jv!g@@c$K;1MpBKep-udIZ!#_OU)$wwe$MLAv?vGcA#-xK8tCu7$uvkV zCM}R1Ph_a_`TLTsHEd z#M1l+|6#sYTm3mVo9gK6AG$w1&z3*w# zbj>I3?=N7rJY{`@H{(C#A*E(4q>NjVn?9D=HVOG`C1U>YDW-Siw=diW*D;$ekWl}{ zDdu#f3}YaV*FQPM{7!P<$*HDs$887QyIx@!r4QM;xM>vfN@kFol6fr2GmGiL#rsi8 z{Y4(YULZ@XaBt>M(+qKx3;lsJOxuoMeB&OlCU1cL%E8JdgUMjGB8iqe)+JpDV>^-O zvJpm5Kc#Wj!XYc$xwezPW(Gde?V0yym@cZ*ZQr|{|GAM0X9}pemNCazt?_25r^A1yz6t@)=1&k{~4D!^1N0w(w?nG|X zA9&Nm7TC7AUro-;MzXuNJTIEmqS z;{Q@RrWVlLkg?-Oj2%04Ozp(cASlMv{&j-<-cU1Q;`nTn=P@J4)XMLu8*UsuBsR8g zOx+(91+o>y{pa5{P5j4dO#WFnj-jf=7?@pttLsiZg2z4eWULgymZ#$;jG0(hC%@UY zD`O@Si(o6(ZYXWwKE2DF(RPr1q>cUjX;zGE%tFcqo5G?pvT)*LsFJ;sEKU>=xHOb1 zPvZeO-}68Jn`z-cIma{!UG~~uchwpsoS*u;Y100Cfe%EF13qE>1R;>-7b##1NZEZ- zoIwN1M2Mc6&K`Hg$N2-F4-WFj%`p-G+FH}hf9VyI;#Z8}CvV-YGKAUPssro@V|%E{ssnF+tgIz&-AqGg2bEWh zN{0(0=`bnNk@Q@FUnRCk0$VJP2eU*V3TMpqzrD{q?Eh_)scPJj23&bk99)}3qcF`& zq`#{sYNUhFw*G$Kl;ro!Ll-k;lv)btvuDf*-LlMrJ_r96Mzm6A zFV6Gl%n4Rxrp+^9@_hZf=9`Z0-FJo_*lm?W{T=g7aWk3(%CO_X$di8rcI}Q0)1ege zT$odIVdUajaX;^V(@V^a=dzYYx61-}W&YdF@cv_HL{cSUXkce#>_6;`3jorf9t7fp zFFU)?n;tNw?W;fsqcutdTp>RKTDWT4t)aV}`LdorG!wiy78;Vpip@m_;e1R#= zxu{ziaFCR-PTG1`=E?=&%uZi&Pw4ntR)6m*vXbEPd@6%2>SJLJ;KFK*D!Ds!iM(9<7Uolj$EcI-FNIscZ1u@~i4DLtS%w~1^~c$B!9`%~6vKAFlt)9f(SDy{dQRmsMW)1{ zCDs{l2xLaUbzK{A{1T<7%NsI5ChOX5Q;-Z{!iFw7lL^auKT@l>b>(F;jUF=tRsU~S zg*JQ!R~F~Q=GocK+#H|wIuNUQ1r6|d65ixvn>P-m=e5Jzlk)?axyxr z(@QbGa*277jq=gQgC%~$rKV+3CxA4v-y`E7Hz=h#WXl&KSwA-#GwuB9r6%3vveYSD ziyOcNEWlV9q8sS-?aQIV))xo-g?yT50Wy^Y$J|%HPcVw3FOLMa%Kq^6Y3BLsOoINDE z%VQjBSdwTv^OrLj?vGTI!?+`hs*sv1)&80wJe&HjPC zjacWrj06&Xzo$&gOMiSLwC9l691X?3j8Ns7^&=q-Ta~OQM0OYMC8DvlJkk+r!HIBd zqHFK7u@ZT1SZybswQ^2LQSiN)txq8tt`Mys2_(Vhz@u3BAg{SPHBx%Mzddw|z4}{D zZLIR#Y>EwwoIJ@SXBU{lgQg;W$_f(vjo3kjBuSs5>crkm zSka}jNBBX;l%$G-{1lQ#(5WHMu!+W<7ki8CHrGRHK5yrc98VIfYxQn!W?9z0%$!y1 znv1vX3EfJ=7=C0nIx#2m{FG?|58mUeXK~YX@{`Y+clmSlS@zOx{oLnF+nnC>-VROu z9vRTF@Y<7pzvoP<#cmPGqF6BAw}D_$(Y<1ZAW7b`ora`P;|n|gi@1NyGr@B+JD+2V zp1A+L(9&bDWLlDUvUC;s#;;gonl;#KHJT0aaF&v&Ick%HsZNB|)XdN|5>rc3@lvFS z2nABDxz9i`-N!{r@E%UDi+=n#G{@QZgY}ERk%UA0w7>+;T1>6T)~J|9yJ+U#n}r)V zOHFXmbaC#xHUK!R>Oah~tWoxm5N)SLIqj>506(m`&cAuB*%_X5u6@_p_Q_8671!q!pp}K1QluQjv}% zLm|2}(ya77K>B5Ft&034J3!djE)2IxF-4OhcA}Z5&}--!dLv_cJu4Ow>IhQ~v2R^- zT2wOCkty$4&ef9|WlhiS{_gek9v0IxgX!5!^_gJ*+|E96nmwbX{bi~BNFipY_uqDB z(v;Y56#&Jglu0U{DlV-mP9!l@(uHx$?ID$O&<;XIDoHxmtENNWk*|LkdiOX-z*t$8 zoc7F%GP2TG((|bEhs!t*arJ{pib8KCkVJ33WAF5&`;6T0-D;d5o;^FZ%OCfuDF{nJ zQI%X{xo2(j?|Rjo;ct7@JX_k8d8LzcFzAIsv|gaiqozL{-O~u&>rl81Lq++IZ#2c1 zCfxzw9}M+)=odWpYI;;n7Zn;ArJG7%1X8BqHJNwBPDnp`LIfrX>tzuS=}i(;r>Sed z;>~i*DM^*|T)X`?zw>6(%CFmOZZ583NhQmVQV8@`37Rklo(a-4&lCX=j|Kdk*G$7+ z=YRW6=!st~j24W`e<`(9C_g#Nq1dooo1u(iLh!0vUnxKpl0cz6kS&6_6&pRfg*cQM z^BU!j|bl_Ku=CYtv;r^`nCe|h=u%e@aZ$wo)&PeOHU?4e9X!{{dmY9{RS3Y2S4Xcldf+nz-w{QFk+Hv*(KPj zdw!CHCDJhYs3_d`{$D7iuyeYNpuI%~Y2EXJFMbOha`w$6K!d?cg9NivQkPua>IKzENTGZrK{hcT zD${A~e=6j@EGH#T8dyU^Zi2|;&TVF2ySpcQzs|C~6OIFL2vk&{;CgR1zLI6CO=XYI4qmQ!n3{=SuXUUW!A)7>!y znw?Y6wDc+=1HSWKTs0(3M$HVWrLMi)QF|miAx0rT;fPo;zR58UWNF(bu4nBJTJ+Q4 zY{)>@D*l%f8(?PT4ymS((~_O0Pkr^6nrhq#BWtSbY9y(n2Au2o>N>m#ESTBqU zdoxZjj?AStF;jX!4&`wFkT#9U7?}#vG3wKdicr6*0Ta z>Hayp$U(kxw;5JXvi2bRo|Ju{fP9*0JVt*uDUZTzM5QGyS|J+67vbU$iPQVo>q4S1 zVurd|$Q1sC06aimq;^S}IZ|2xQMamK21u4?dPMFJ<0l7AMZ>i}9}c}r!$2oG3Q>hj zf6ci}WQU22GCxIRn}wP{DZ$!N;B$~%)=x%W1%~x+lpL}8oN&$|-Yxm`OJ&}eE90$` zv9LvXL51$k;h+ogsl2fpP4V+?!kI1in6vybdrWQpg{~8(V|U0SVJJ*(LfZ?IIYC8W zG+H>882CSsHiPbCCsNPv>UviO!&_wCWp6Te%S zlkQ;(R7CA3jrDv8NDYIG?6sV)9P6@EB946B#1EsVxD#CecSh;Rrb_L_F?U1BuO&iR-7ri16vr$ zvD5=+sK^lg0HI-}mkBUzOH3X1to_Uaw@4Qf_XBE};Cp*6&$srO1^#_+o16L%2$9W! z77H@13?+!cz?9L|OyQ=drXJQ($cQO%j<{TGD~K~e6jeNjR%60J@*~quIV1k~JKr&d z_2U*D3r(4fHSE4j`%kK$gvkMg^m~pkeJ=`Ml_paR=Xd0IR`SizNMY+?B)4Vuilj#k zyN0})GejbzDJBb3iFT$=#RlOd3RTPyy-sq;$nfnk)%|2-tiY)!jIF7eIL>eMju}iw zmZ|dp_O5AP-xDM{s>6*Y<9H6eB*Fp)iYM(u#Z)?uMGI+A%nCDp@>lKl~O;#pM^FH_p6i{JerG|PEr3KX40NHat%6QKbWY3eKl@57DMU680G3!lPC z77YIm`&qaPwZKgXeLZ3=0+J@kLf7ik*2RZ&^`cz=sdr70zvo>%68FAms{NneGac&3 z*ZlRy8^``H(%u9*ifVfw?K4!J>gww1PSfdhLeqp0LK{L1Az~OrCJ_)25fSwwV;E#| zK<`zrhFK;VWGFZ>TH93O$Tb$I-c}0TMu0+%uNzqC1_F- zf1pFOz%E$Bv=gQF8BN_W$cC_xWJd1^e+V-T3mn3R#b*U&ZfTJho%28FcfE7iAEeZB zg3i?+^-75qL(M6p#24Nfe2R%AHR#^P57x^^j;P*=zb@V&Q&5YRMa5|SpY*ahdtr6C za$5!eSLIb8c4+isB1`j(D}qQ{xdyg*yd1gZ4F5?Vt%i?BJB5LZoU(`X)ZEzy86LYK z2^0uafsBNp{0e>0x_raA$?l$9R8k7sbO>$WrO9$T>}8TFbx&j zy`W~&PgCE1-w5-NBUS}|Ws~Kp0EU9RWjx09(j2RLS7d%o2pa_FhUA0ke&M~?>FyIC zx6Y`FuV^^`=!@^X^d0hckOJnsc^FhkS=F8LKSPqvjx|p&6!qGK))R?W6q$h_)Q0MY zH48oX0XrbaF~{KVK>;!7@c+!qekmu>xfUs79-!ndN*KcTdTEL%{ZIGHttL-Oen82& z273e#i2yLVjmYMA^qf5R!}<1SeVmxV-*t+P==T>xXgr-|&nXkkc}v7s))6*9UY9q} zB?>pVPU+bAERoTJaYNNfbaoLH=ry5la9_Jj3t?#a<)caQ5Hg&tXYf;`MQIasJS%1G z1_u)qgLOgCzMyBs>}q>rE+<@4?bl zFl*Iq4uQcWHRX>&XfEpF5PTL6ct#+T-rEOf7q7F;+4YM)xaKD_kxw*iE9TbpwK*wU z(j?%xw=E=%QXM&6(m|F?Ks6kLpg1pJtg~ZxiX)<>NnMFvua{FXK*> zn2cbF?X|W_?;i{p5?+MTb+3lHLFdV1`u0aZnvJGv*S3pFn1ArVUY7+(#M&m)>0M>{ zFG$PBp;|$dM^YA!7R)e`Nu$Vb5|phqklt03-_PH|Va6A6zRKx)95%Y`+;c+Du4=P} zAI?Ww>Aqc9%#hc@u(2)|U46Bivwo;ry z;-v}a7`iQzRklfENF{Q2M&T{OJj(PlE_2#d=i5{IO%`>&It{n#->eWNl;~b-fjwb6 zdl_d6ObV6|HAI&Ui_Ht)3RFvZgWk3m+RptLq$OA7JUm(Bny6p5vTso8dq&1m(0+VQX|oqFU}k&st2jkx^t1m+0l_D8R9@AExPcTdG4qv zt*J1+kvhOTUh5jtoKYEoL#bvw<>@u(h0YRLu$d#a|LI$@Ei@O7EnU`1q>pFOGq7h+ zk(}Kq;t!dLZ6bLum4lkd%y-C}#oF-4&si_^dg=M1F7wBn!=3Bd&bae>axu^t83myP z4iVVEbbhmFSzSQ6X+@hhnv+h8pg-tGCM^Jr7bmgISi5G(hef`<>9@~F|Gl`4euy+p z{Dw?M1O;-VqCUf$k&0sKD>P~7bxxSG%r3OIO1%H}dr zN_6qls_au+I^20UKA#tO&6+ znzA=Q7$T}GDv>btg7tzhg6-t;mz6h}s5x5ZRl}eBYF#?y=R3Wx=gAS&G(j$Org7yuDjMn&@gXXYd(zbH4ur3k=H%asvg&`xPn8dNoNM+z4 zj7A`7_y{VnrS2i2P7hIPGt|%9j935Kn00*B(WPiReAId7n*MhC%y1mX7a}}b3{_YF zV2ODLZ6}|#Jh|Zpo3EN9=AaA-dRP?JhRRUHx2&J1BQ;*G?t_VovMi>`%FWCS1-8$i8+zS;|Z30@RT*E0mE|Qs=tff<=ENrb)qieRIcLwn(Ca0p3X@ z9Ng;6yrDo}CKgUeAfcKtVMEx~L5l-bp&!;i`Mu)kue4 z!3VGnJme35;M}^QH?KlDYE(mstSqk$Pb>E2VBhACWjK&ifC@$(mjcOj2o%eWs+7EN zQ!ix2*{IG1y@UxNkLnT5qRAm2)Lgj26CYf_+pnRQ8ERRczav*batrDsijf=+SVq(r zE(0Kx$HVbZgNC}qQ4@m{%Q`jD0ux%$hRp`wC>E#kHI}H7l?<~7a{llX3ke)ud-g>j z_NC`v?CB(K>sN}q)dt=LDqYY4xXK2)olFR@%mWAFI7?|uJhN%2@9s)>*yyJD08ImW zmeT6x*191ZdSqs}^<&v!PhJ5;GVK=9=DBI7?U8B7cE{-p$q&X%(_vp zR?Zz6L-hD@?kSIw28a@mr_Ep+$t*rV-(~EU6@FE`(PqE1{tvx&uv5>zJv#O7UDUUG z5y(oq6gl5b(C$wG%+<4~2XL$&McsNA_2}8@6>9U*(`m68DUeI1>i%N4;ubkNFBKtB z)B~UT_IMctQ;krD4ujnbqXdZ*U^_AV@ZVvI07^mw7RvCg>z;cE&tpZ9R)w=442on~ zBJUF1x`q!3CpHPkwgf-{R?~Y!NWkYJt^lC~)#Fo-!6A8U(RiRCSTF!gY4GzR-b4j- z{Usv__@ZStXdEdM2@s(=(%Gq$QOn&eE4RlIW1Gm_dXUN*eveFiBr9S2*>yMjoLhhB zZ#$Fj0>Z8f@;z{OBXmxcWeQk?ALTL7<#7I~jDXp4G54a`Kg4=cV z)BhFp<7|`O%!rM45~BSNr=ZUlOu}lWe*oT3oR~r1TsDjClkae($Dv#Y<|d9r4{uO? z9D5H2Ud3AVGva_u!H9zP)cD0wtj;8su^zh?hPvr5Y#6=leDJ5foPTaldQ3gkZtZ#V z*!!~cAZ;Amj#8teF?a*tO7k`aCP)wOcN4L2{G!66oPI*eml$B;O4tMLksUfn&Llb7 zndqO9K1jQFtjz~n?2Abk)Kuz8fh|GGnaq_Cz6si_K_-Nh4lOX1dfseI#3Y%tb3jeh z==2!h^bKydj+D;;C4dqmBSavmBcX^YczEx_vNJ+DWhpX{hW${2T9pmhV}_nr8D1l< zlmC;^yVI+PFciVpQlB)bi?mQkJqu%!wT3Gu_$F?a#(LsrzzB~?NkunV=~)RdQ|J#0 zI63kktqsv^jeOA~+dT%V-3u6^%(&nfLhWKrodZJM+vuCgzMr3OBNyxV+jQTbFx@cH zB;JRUlLaF=6DX|c+AVzp`Zv(}+Gk6hK$K{ruD25`l;vrBx5DtX@JV}cTM$;`bwf}pYo`zwEX7AQ*J_$0Y4I_9CmoP zUfxK^4C+Qu6O@)_UUtyLW>%=NL)J#=2W>%ELhF=@J^I0D->9{60Ur*y?^pbO=^08a zFQnIC2MK&lzAO)YF3W91R9B=OkXA#yHL_BMfc8U8hXR>tdOPvh_daLFVcFQ}Yp8#+ zmCi{+<)Ep28Lz5Ud~~+&Bp-s_nqam6fE89UmrxvK8sYecmfjxG2yi2tIUg{HZ#00) z5llL)N9`|LABq;U>i%zA>8J>s;KL{|TWA^sNDPtA^yKh48M}X4h8M{%D;&Y<NT zswjG4t8c|E3F2s+K(I3gk^_ZGxZO@2zj{?<_wMC<;#cV{-fWM!K7jA0vljSveJ_`y zdgvz>E@9RoKXfuy1kd+6ltEe2b`tJz656C=cC6!swY2BYz!t;%#Bx+={alh|tLCgY z9ohrB8$wiAzM#T$&qKFMPuC-heAngZL(n4Dc&2X*09Wwvob0rSp~WwgpK0m;*e%=L z1G+Xy2+D&!vPQk;MZoxn;E=@bYg8+7P7)-Hc#`{b*0N2jCzrCxXg_zBePKZhJh?2` zr*p~WfP#lq;`|9-!tz7S7BCEP$|4sMKn65dLV@Ky5B2s2f2E4kAW3C3tO2TO+mlOS zy>Qgz&n;fzTY6kt2T2Ceqmag{qY66slUPdG&!X_&$Su^J@zxyx1Nx?b+-HU}KS@|jtO6ry4(sS_2&uB|KswqG(AZ-?ed`-HLJPl%d`0kq;@rUl z@>uNI&QsZ5IiFRRarVv+J_>^lOMu)hP8tRi(DleR-=y1e1Aq2gT2qJ+#zm!>SYKp^RKyb6 zWZZdCiyQ4jir_fe9Z_F?_KQ=o>0rtM@WO*dQ6}06pX(fwwI0CdMBEK9a)^e}WQbMN zsbm-^-C1#-@09^q_;kDT*`2-*Q9dg&v+N(ZH4x}00uNBJtX?`{_LPenL|JVgRTEwAN>q$pBjv1Gp~ADTC+!@`(*_RwTeasOWA662PFm`t;sib?@rx& zcj}M7{fqkc?(|AOr`36>I~619mkNsva5*DTWT6F(X&_7ll^)lFnVCib3AHYrN+~K6 zU7KdXDuHLhx{vCR zfS_Ak& zzwB&JQBxA1{Nx)u5w+zl`-G;T(*_Hba|;*YvMvSK5nn^tXQEP_H6_ENsx~^JphXjq zIo;FuE{B~=*=#((S*H~jeCyfp#o8hiTj4Oyxu0qSfWwmk1r4j&>zQ$$?5R52*!_4O zY43!dho%9A#Biyj9|x8g7~vm$GoHBwvdCPoppL zGFODu;B*64fElF_JcM2tz|P|7@I|5rvQ22Jn`D6{AQlRGnq+2{!{ozwDu}b*=YIB` zbhMG^A+!=@tMK)33L!F3T0DGFU^g>1SF(zDMpJ$z598>%DfeL0;*py*z7C4dD-@Wb zoa&&_|B8GQI>OFLgsrZ9YK)Q(V|&TyUGjq3tdpJEe^RDfkLUi`8c|E%>PF+y*ES~z>-w^P1Bb1|`aPP7wQPa!DaCDf)H z12Yji)a5IE=d#KCG!chF2@?MX8s)5kH)4dmkUNYSv4UvFcbNSVF@0FeNoeELg^5Z` z5hYBIqtPTkC)UW%H1q`kbqF3s;9^drxSFEs9)lJ{H|Aq;mDT>aCs^AK?H2#$+qGQV z%wO5Y%@I)B8qGI0JA*lb`{UB*q;~=n*BKbMc}2dFB)a2sNSmnBs%=`(_C*iNGDZ9? ztUosJEVfZ@#lT9OZspZ&vk(V%w-z~Rk~_W9Rjlcl8@{*K5ZATL%8i3&vQ;D7zZj@u zy@$}#4ZsX$K#Ad+||7Z1-GW^MWsV*tko>=^wR<0lB|3>}vNG~xl~ zRjR-Tk(moF>P8P5qVYpOKM-JpAqTx`f9aH~sIGM-xqyv^=DP4+ag6g;!``v3?bi&i zY4k|%fw@S>{ss1?<5c7sfp}Wh4OtVbZp33vcFISw0d~r85>T3$351eF7Miy0S=k0p zK%8+LU3*{2RC`!0r$r@IuDBX>Y&yWG41m&*Ud9rUe3NBGbTr7wM(Y%C?*S$cqb4m3 z%_1PvE!T_y>%qWX8c-{ilWM8l3+VBRP_(&*;E#H>ntcc7nb&QIP*$`~^#t(5?87p{ zBjZP8v^Jg~dRlg|GAq0MG}$`|C0HrP%6KL7GWi(|j)E^muEOj~J7L`nIX_lblk_?4 zyl5S8UP-9(ZB2`1Vg*^V%>%4=HvwgPpTDp5En!dnBIJ0lxM=aASOrAn4N>Q?gp~#P zz%u9D8x5hC-cYi@5*1Nabc1*z3TnYr6g5wKC*^4ao!2WaK<4qvXL-v(Ek&R@9XqIAp?u4?{ z&%F0J=SsH9stoQRI*+hl@q{pf00BdtA_n{BzNyyY!`ddfi=C6FoO)GMyal4}w+%3y zV&{Q*FX=M8K>;9QFC9vTieP@3RT)p#rY&$Q@hh%N>T?~%|1j~Jq^QL3EAW>iLGy~U zsEV4Z<^1b&bf9jYqwZ-l;{$8O32nYO%TCG_uu5%9RGs_^j{v#ce*Y9L-o z2DgLO1slUWMvH;;QUK0`%Dy;FbokT9<|Z*R1T8F3$pgrEt@~$GrAOX+!Wc+$by?d1xR*wNw90voQ4G9b} zXcrvLlx^Oi4p}^{WB3UrgR^JHEI|+ZJ-=%nUu-4f32>P8L7dYmi+PgR+h|IMSQD%u zph&~GJV-45=?RO-*fB`x-n71}*ju#P*N6`0`L}sN{Ee#gmIS#2-Ov4&mH3eU+mz(3Df0LPz4<{sfy@c1_+$wwbjs=Pr1@POc! zb!z1vhSp%Ym2i~kpfD0&d4Du+iS2TxoXK3W8_1$lrn(x~?AB^)?_eE=A}#PHWcy(% zG0IJZ8ZrI|#2S(($Wxw4Q9H&zqt%DwItNSV0>b77{H_QccMexqUpCFN)4UCSFR?N= z4bi6oO!tBpiDp3|N$48z9t;?~WnQq!YR`5B4E;Xo6*S>PZBS?p?VbT_IBQU+`eNsD zfojQn_H{=2w5;NM@KnR-!CLD8y5QDy z!vUiSmPN{>{8zl`t9OH}OC$l#E8tdNqtI?r%`5W3y#^8F%<0 z5ag`HFPtK6D*wpm|IhBF$8#ly|6 zNI=YPYpck9(uMF8Af4bWx8Pl3MT0(Im2j0ZV&)~MWuZz@#2d!+*-r05bwzG9#XzS^ zO_lF`_K(tI4+W_;RblbxtE>Zewe4~>yCDY!k0k+EhcEFdBV2_%WP@;G{e3CF21^Gg z!i%~euy!6c4!`q}2I)!S6mVpjsrfB3GSVx?gLP)|1ZHV2_8xn-Ki-NqQk9mILPU@X zB7;4};pShGs^R-q$rH7d&WfXYF4DhXx?#7faqNCNl+(2YYK5hzUe*&AzK7IoUZUgn zCXf~k9K<)+Id6_7SRO7RkjXpNWI)J}EMb6p1d#yfUBv8&R@bX=OyDNSE*7HkH*6_lD$rYi^aN@b4089Q z9u>6W-Y^m>Y5$u!_Pm%=Sagw{Grq7XamOn5*| zW6Patbye<@PuEU($!P)J0c)8O)E-~`y)|nIQoGS^0m&RK5cx8OV*%Lj`bnLjO-#ER z3XU%0pi&#o-et8=(+kcaC^Y0d;J5{4&FZ@9R{oHq*7DVQtb|2fB|)nWrDgXzU4W%x0#n~q1i^-O6TZ<>TdCN+-^AQi<(26S$dw??p2!)LPJ9elf$!tncvtK zsxpz)$Ir>A&j$QU9Y}dh_S|*CI>mqalz!7pRQ^%S;SM~=kJ(qq6pT{S7ED2zCWT8; zHE|rBeGX}B*kZ9;&LDhYr!?ono-Ygk%re{MCmvjcK0lu`Y*R=XO-P+9&TI8mi8-A0 zAc|y5tL4;gpi&Oxe!%t2OIPW!3na<`0>TB-{ZIPz!15b@Jub~1oY5>;~iDs(?>Qyf*RP`(gGAi*4r+hgPvW7adSEqV6+3e z&vYXz`g)G$k9eNek0f$!P&8Y5d^ibT*3_(u^u~_UAa-S2G8iCQBgdy2$0mzd?VDjxgC{zZsoQNt^uJD79uUx z-XgsNiAbKFF{3;vK~_`SuIEDE*|TRhh<6V1MY-+=DhK@_S$y^!O}K&%MA*-Rpx#q?B!Rk&)h z;->ZCUj1t^g?%S?;%&I5FP0Wd!`@E{h}mA_1-69(;_*0^(h6UK2d_hG!|Sy(p~>x< z{G_@jzxLL-VH9;Es@`r+!)9tE8{_P1rYdsY%(>D`ReH4TkYWCP{Noc;WPmeZA^Z0Q zIi3T!;i0QC2eeP^>oknHn3#Tvq!cNGYmk=cgLLWxnf%3O^Krg0Q0d{6OkA7a;}OMj z7b-IX4;7|Jgeor@Wl|#(vK{eD$iaoXh)dZ$+)#f8JR={|cD< za6}^*LdjgT=e_7xWgt`#F5HR`0e;r42+~n0e3(SQOv;Mk&Yz^B=UA|x`TR7h+^CA*zIplr+mb-dR zMf)&GAK2vZ9MLecrjHOY=5NMne$JbYDjnRN`Zb8%+G6yefWeA3c;R3o0St1WGqR=H z)O77C|5`bJHdHVY2u70W5A+6%bfvB}qzCAPR#-W$%qwp((1hvLA#p)};v0w|5hcFvD34aiWMUUhcitTqVuxOg75~UC#qp<4&DQH1eeX6W*n)${y6On`xx_zcp_qY(t2L{>_WhK;VZz?VhDF06rb znRv_LLAO0Ap8_U8b}{52MZJv2MW~0OEwD(Ckz{?q0&hE+kEuJw&!b;Zu91;-jPDJRMnl>Ha%ruCn=FA+DYq+w_S{Qz*=t|0>?)vE z3HI;v5qdmd24j3#JZ#Kr{cu(#C@>2l3Xmp1t*n*Nn%w!Yje4he2m~fXc&x79m+>-k z3L&qgG8pa(cs{+X%_9_Asf(QfjX^#$_E$c7$GbTSAo%!cwtvMqAlUWhG2?-D31V&M%`&U9$D+3CVp6`rqOz3Z(^E zrQR&|f?h)Ejmp9Og+a|S&_5BWKrEyM%eJc8xEWf50cT?9-;V#%v}Zs3*1utsNoKaJg6!K!{K9q7ZneNn$cPB*?CFrx=NXmOe9R&L ztglsi%0jjbA(-s)#Cia-TYo$Wl~EXR-dR~4>Z)=<<&0?hZc>*0pM(}6Y;i0OU)FZ1 zsEL(_2*)mz?0rVTT3G5F`G=}jyy3Wi%U%^OpSN24>uZT=!wP3t3VOR<;TTJP)m?Hp zKZ9V$_xy9VO^(8Y$10&z&A`da!Pg$CJ4nOmfpO-dMPjmPWRyXomWwNdAyzRtMzV21__{H)5Zx%IsNH%$-7TiNDB2nS;&y9sfG!yxk?V@Q!s%h<$>Ht}12#0Oa*lgDf6Kx*0y?OciMS7CLZ$&kFweKDI20;UW z(PS(EVW^Bu4&P3%8bMViP1?3R27SB<#8b9=x$5anJ=^!Q)Fd6nDA3`CQnWgx$2-NB#3 zx$frc&S%eWW3A7KelT|e_Ej>oKxymR*7-YWix}zWCGUi5g*Hg_GcC6vzyXeV%pJz# z?<&w+{OdV2v$**Q7?Efik8=UX13fAI{VNPbb$!S*&CJefhF2R`pw2URCEh3`I{b9Q z|N8~CN(=)`yaDzMXrJLefMOO79KQC^PIBRjziK#w+og%3SX>*)PrxiFC6))vnDrVq z*~9x_-DU6o26~d~H=ISi)L|+WgjP40W+KflWRiW2TLYLd66Fc#WY0i!hH1xshb_3- z+-BD8T4TGs=YZlHz3fRoik>rCIe3)lEGQ;s9Twgl60tNq7Ue(0&r-||YJqT-yEq}p zhxa#b4V`s|X%$a9MjzF?ak>Dg3yr^)vn<;P#PPmrQ^wg#Mw!*m@>i> z-^o}Ju6|zJVxd8}eVwYo)SPWHR^WWoP`lST(?`|K#=(wTVXaxC)syVY^5A5*f*K+C zR1mgCA@@XeU`EYB&SQO5#1EJRVOC_OB3^vJ>EBl&Ozhm~t172oorGDw>p&g=XQBiG zgMn>wzn+5mz|3EA9_**ev0WwY`zbIHqaY5_2gVh08AP)j7(P*sO=40k%0_gP4$7Dj zm9M>x2Q*kbEP8%48BXH6@8S-$GYOU9;YvDz#FV2CLU0f7b{Xm9&?)icG&1d(4g2Rh z=a^``2Z8Cdt1=9Z+mcky=RyW~PQ{GqVZMo76pLx@%o^vNHZQ0#WhcL9AD?byWQL7c z0JQgckQ0h45{J0+#|!G;YA3j{Y%$dt@FFafc3%++j=$(S+bnGJG#xEHtC*heS@*ih z5}Bgely~Am<{;)7<8D8EqJ3=~^1c_a{qist9ECFc#g!aI&Z3fco_<*MXa_s4LL|B4 zAn=vUXUq7;TQ;CU69FAfAcU zknrO13Tks?jc=T+{wm9PtiLMq)`E3`u40HDZ|JX*Q*)pG+1(hJ4?GdRgqwm2Q}(QL zslSS}e01b&d+dDU6F!yw$+lqk>EBY3x{*n?EYgGfh^OBG?1S%umyqnkL&5oIl(z+2 zCKk=SHx_gEGp~^V1ZnA?IqhCnyHlsac+n8?!6|^~36fE9XB(Kb$Eo*NCX+}fW#y7dEiqzFyW^W9D`m^Xkke}frh+H zV-a>68%SCn#>#bZANGY8oR|P`^XE9vwbU9qmH(x3pX!M`0oqiMS|y_}`C{NE1KoWi zD2+yU7TFtC82OjwaE7QPK9YbgJKs zF+`J|s2sgTd_Or^AG5`%;rI&I*I~C$=DX0K*iweZfI`}gQsguK}odv@>MyU1x- zqNh~p)${qHu01>T?A_(HqFz0F_jwtG|3y7t>H)hA@9vBL`r##z;l1>dbMaMG^vu)3 zOo|xE0tK@gg2VuSg@8W~GY;V{DZI!Z`0Ec4Um3*8Q+n9AxA%%Y>CMlEDoBCh+dHS!7M``M*uHd&IUkzElbEr?=4R#c5U zf0Yb4Kfb1V6eY^&lpuhk4(=P|06Q%aD}4zmwj?3+Ay|{q>+MT&*d7>wg@v{^_9m>3tm^fJEHu9SQ$(thPm=dz-M~QRa^{d9-fEB zZM4VlHH>*+SYW`Vl3f*xIIp|$qbW$8LHHBWDxRPlaq|*Ij0$Tb-GWr#$&&v6Ry7zK z>@0diH7K6^h5f;PV;M||GZIlbP;Z2G$pG>#I4D1$PD(U!O1Ru|bg7dFGYGsb7n^T} zNIIlTKf*4F%Ar6;!BAL+Q{}f$ii_M%6cTi@pc)dfx(Jbna?o3UXiZi)_^Z9mv%e|8w` z>nqt&WMCqp$x9#6VCm-=^2RVXFn%f72}nC-qxexw3E~IzdqUU^i~SKG2BdYzkcf5J zd81ejYk6yzz4M|mjJHG*57`7r{4x;eRN9lJ*Ps&{ z@d3ho>f#m5u zAad z!queN;59%HY{El$=vp;s;E@L&~zAMHkg*CvF$8b<_E&|11fK}-iTPhiJ;^nGxWFhI`nF|y_e zO);*Nyfj2*vPX99M^W*lKQSNc{d^jVhItp5k9;TTP|NW5T+?hS%mHQ{ca9EK!-_X(Xl#$Hz}#lYCM0_=|80cu2#TOUl&pjqGf#n!JxPsx#69@4s74 z#{RZ z9M4mk$A{#7s1rP=`%y)?MRN6=yy`jCs-q&g#|Ty5|9mSk2K<2UeaFS> zJQeC2X?RPr$)~ZGjD2`XUzh@z38kKV2`j^Y7Soc@y^m z%10HR42BczKL%bza;^A9EF~i4+vRLrcsbriJyG;~poU=f%gSK0q&NSH?z#B6(|x2G zTI-wX=DN+I7P2+Uu$lB55OD~$L**78k)Nd>C+OT#I?N{U)G^+P@1?jx;)atoN_8l{ z`3)D#c5rcH6&L%baq;;uF6Q21VkPQTmmFc@bI_bF*}}x{8<_ZM9TT4}XX2wdOng0! ziE9oMe++`l40s9@OW>EnXIKPVUrzxn*yGW{0MTlAIOPdwMj5ECx(jBScefz*kgJbw z@IP0HoTV@%SFkqc`TdBF;Q6U(4GivqB!95Q#gB?Fq4-!hZd`KmMynRZd-{r>pAm1l<^Ry0k{N};fdZ;P;<(I))qIn@^VsLC zCSz~g?7v<3?CtWU-BfUia|GCD=yFMLj2gls-~VWTDp!y8YU~ua%6WXes>0qaDITw$ z!k%yrzN0GsW6oiF*cdMo6zh|r-vEU{Y>7>WUPGkq(#K_&p|A<|Jg(Rb(hW&`#4Un} zP{%3U1^!!erLhzA4j5hBZYd82Sch?u|KhPPe^#|{Uhktn==k2#YdYm7sWML8N#IP+ z?yLKs2KpWYi~WCb*}ELGS@503j=x!EGoT4e|3ZaQ1O}Uos{Dx6nhg1%C$;~)L-u&N z;cf2(dT6~0-|sv>QHAS6;nNJ@jIIuYuJmJ_JD@`B1Mqv+bO&VCaz`1iW6-R5+5R8{ z2i5!R(ML+QOj1Rx?S`N217p0wHkca5W+pMD7+}QI9TzFhM19uQ&7&t)IQ=QyQez`5 zHW+zj?{c-F-^*$s$Tm z1WTwj6-%RZ8HV5^zBapwUv&1i32(!F41E?|9+XJkofA{k3S;z9`;W2Sf>%qXzY9*0 zUNOKw4%pUnHJC)p#Dk0Zf**?2rK_}~6B>v-_>C{)9*$2L*s z$N%}k*e~?M!mm*4_16y{z2Pi>Ss(56`%UU4^*>N`S&KQx><`(|ajuNVrZFG=N^}M` zw)-o1sJRSTY=S0w6=y)X{{;SxpJDPAm6kdnb!`a?xXbL!d>6v_^K^CGIC;We^NzR1 z31{aFRT*sI7#VncW>e1B!=pn^)?7W?$(gB+hr9Re(y4bp_y50H{Tn;sSt`94wfHII z&FCIK=GlV9=|O-7!m4|ooOROv^&PK;ErQO0kQ6|kCL3$w!CcuKz!gcI=KjO94TD+i z4u~Gy9F4ODKLLvn+1G%s$G}8(f3fMDq)y%Y7WKz7Jy)`1ma4^y3y@qxn**3l$dlA< z&?$SfoHGIQWxWGO3}RwU1m83}WU>Ra$Tb`etP!9zO=S2z4r%z>U~?Ip;Ad{0B*;oQ zx~2R`qKur5864`URI^-UY_DKD=t-*2v3kA;GR&_1otFRB*Y^H@=`DbWAY2~I2_6tw zXUvmSf8H5;<3ukKHQcRef6jr0xGT1a_=H^%+rl|84B8TzTfsB=*W9>^Sn|s}m}qR3 zqc2cRiU*vvzv0&=dZ!W9m$iq6isuF|9wu&t;5+fK?3hGC4844S<`F+Q2r?12jxmbz zAW050e25DqW&o9D_Rn+;_iaZ@ABP4EA|+5J9TKemzNG5aL8*qWvDLfuC@T4Sfy!fS zfOB`Diuk@iYcHMT9mMK|PdVj3RAu8=OK%wYy>u3F_1iR9npyi#UefMEg_#dJcNeL6 z=aJ{_eUrWBP*~(F{FV!r|26E=;nQ?j<51y><=BbjGH3_JchH&|6NQ-0Xc6f>rUNUB zJ`aOSOwu!ju81J)yCrWfMxefPm|Rf9RjA}3_)%hQcpe{j!CuQ|INl|+@HVxuq0cjr zLC7}htTG$yCyq#5a25f!AWoSr+{FSlq|QJc=|0|kA^$|6spQlWRf)AZa=~68b~}*d z&jj0u#dfFF{EZ15AoTvwVgbJIkLiwyr6{t)$mri~%2f%jrk`o-ErX4xG*uAKkKl4o zNynwAM5%TBB96*wQ@mwyokc#jhkgTlZJiJY=|1@8bHNAd?0V^qtc6@Gcgf&3mF!=p z3R%V{m+UX65Qiz{c5W4JSOM)>X}B02M02@w?+TS1J}ddpRH0D%K>~Q&ENQnwz04jT ze%Zb~1$#VrkS442qb95V*H<&$H8@6-gbSW1{hW42_|S<6uS9+o3hbV5lU!QouweL% zMxE&^RXb*!{muUUU2oa|XTU0zDn`qoGvi$qaaOES--X9F7pt0xZ|aMg4~WY(#k~8( zwyMtitJOWVSN>?v8|~fY-J@CG;yKxJi@k)a+WQDTw!R}>Om~LD|AADJ#%6jMf}L2> zos&z{O^_nm$Jms2yyGo4+rp2R(3yo4K5ia?%?myj(qTL3LCvFdeNbNhNcP5M&QQSv zO1`gYvWNOu!EmeB|M!*)>HpPp;s4~u?b{DP)&KNeDE|M`ccGq`n=6Lqh_4g>X}4hh zuYL;=IM=1;XQ|er98D2_7{Tz;mMcTS(g+2Q^y*Vx3t)x&|4Pmef!)jiJT{84qS8|}tcV-YfCo=YZu}y7 zqbXr0HXdDT7JjNmIxoMYxA*?D-;2FE_v_cIiBoTliWL7>H;0o}5CIj!W!>Wp8AhZr zV1MCz{Kbjmf9BR@`_p&5`gy`3uw5?_ph^7L8bkIX-U~dy{7tw9fcY8Rab}|*Al~BA z>>Aev@58#6YJr=i?7X%+Pa3OtO%~jLu1pCUKRm!{*Fdc4e>Z&y{N43Iqf@WIQ;7^j zR`0_r_J>ow`V@%=phc-S)%jvAjNp%)i)+>Wb;b}A`*WVK2VdatX#?NHJsCr;+Q+7P zn`Vt;tt_qgeG$|B(*4h9^&P9z`@Y9Umvt6)0kE9g6=wg>>(peYQjs>=39MHIOkOn6T4S4=)ef2*b<;SmAFENR?xE z(O2V3E^buG?u*kMG?Oo1Ql*zx-~ImYj`CMiofdtyZBF@qc(hjiwDqi=6MS9^S4VH3 z0LmQvUSdo5?-puL=Hbf!tA$#5YQTjDa?lPwwd9?x3O(WRp35cZ3I98ji*MT>l%W0l zUH8i^4m!WzQ*w1D^%umCZj_+?`v`907yjz}?x6E~&iuaL0I%Fx$$5T{O0m{g5GP}3 z_Kr7|HhV9bzeoM%-sSIZ@2kr@JNBx@yv$3^3$JU*{^q3yS7Wf6HlOK?*{7`fZck(sSYlL$7#X+htavmWi=;(u(@vn> zS~MC92V?wkou>EyvBUbLl3xy}ek}P$d2y|5ZjH>po0y5;Qo>=U!*DG{f9M{}=zn^t z&pW6-WEx)iyO(<3A5}F@lm2PR>_e)a`{iB-UDVSYc0}zBPtQ!9;BC!(79L@x+tAL~ z?3_NL))!|3Dnk|@M+gnL62-~Fh>rlOGm)CzJ4o~^?yH#|(R}TIz?*N+^e$IylwhCH z>0p8N9S~EY2Xr(z_F*k$up|H$=&MH?A8g(lLPD%@M48vg(x7)FhRaYtR%3IZPrtt1 zOYS)e8>#&9!GVLbKpSnqk!Cl2Y^-3X6x&aya&EbdktP2+rf`}|XX0^{-i=D5QBKrm z&CtN^+1{K})YmHADo9E_sK~PWopaoL2U#Md=|bo#fhx}v0d_3FRw17V`98JcwaOKq z;>a;G{~)au)Bv<@An= zvv>bzoi-;`RxxG`4O;+UH6>$T_q2RcLzxI64S;~47PGuqyynfMMEK zgmdSls*t5u6z{sOF3-tKMYTzmahV1a(!qM4kQB(mbxWLwPN}{1ZCL(wCchJyv&d`T zaZfY;A15EP$Ky>v1w^9jeL4PGM_Mk_8$)@Y8&xhB~adR9v` zI_Gz~pHaP?uO?_o&hQk#&aa^__*wO6k47Gh*FYe^NWvMC{R)Nal8^C4U3}T5~Q`^|7ynf zH-LfTTMwt(QEJzxEmqq58t9oqQP2e2W_^SXc!b(}fYg()X%=*;TuCA@CTWCa3^7^= z4w`m|5Rrdk3-H!{u=t?383XFDYi!`Bg&?O2sYEd1i`Hz4(-U)9P zOT9P%P4g*q+$34BP)n9^Kx%?avo3FLcFb37n-kWF6P4R zM!0emRlOl#Px+}q{pk``>kra=!7K2mnfVHCY880_a4)8yAu3f*mTdh^#hLYrpX9p? zN0GDcT)Ltvb=*8N@b$-DTSm4Btn+Zzq;xVO-BLUPT^#iM5i;c%wg&Bj48A|Wel^iM z2QD3MAyAJ4R2=v1YP~@YF`Twg+&7#(YWKjPbS^t_=kyfyp;P{vs!;p;1%Z<#-j1)< z(GcD%b&h}lFnu6FEtqI-3@!c2{f?QV2sy&5+#Kt?eog(%GM#6BR~1{2nHTtkk6rCW z77tc0$+%9IclI(_hExh~*RzJlo6!rr+H@IGn6ND6b)B7YkFE^70OHZ1WGKg82ts2% zxgo`=KUFnyMxK{RdcQ8c`n_0GlDH03uJCE3GviM<0?nwt2g+=MPE7~JIhY*mXk5?C z)YEfAX^BWC=s?4DB#V0y(N^P}f8Rg?N-I>bu&^8bgI;pCEQXtJuvb1<5cs?VCsf{x z{{gzZY@kjg<_wj%i&zKnI7MI2cyGo>Nt^A zr-@29EY;oeXjXwKNfKyRNa8n=mapyvQK2N`rW(#VHgAP}0afV{PmWs=xUvpsP9jQ8 z3?%9pOXuE_@u0quc1Mj0#uuf&Ay&=(Dc*r#F)aRt%zFmh7zkLrf-Sv^?qz(2V|cy^ zcfD06Ly9nMKZ3D}$YX(a|AaHT~WG(~QLMfgA z>bNqojf{?y3_h*o={unI0f*;Xf2a!eE-c0M7Oh1AA=Dzuu$m_pv1CoG!t-E8LPp^d zR?X{z9tHvycx3uVj}OtqJKice{Rg2mVJG!ZRki1>m4QRz?s|&!yMM6PO!Hfs-Ov)+ zb1|POvi7lL0u>;S>EE#=f^3XwG($KddA%Q4Cbo#Mhfufylq&qZ#r}lAaSLYhUJ4Q# zqZtOV^iRlDm^=>(dEo|V?gSzxPt2Tj#E5iQ_DSF{JGl`%(Kt&>Y|kY($y`lVR2+>d z?Xz5)AlM`qNx1I%S0iY3al%aE`Y-4vLO+RmvyTvj`Xg>YEMi}}m(n6fOP*jx1}lE; zMJUA5Xca9FTrH?4#1?6#&^euSIM&Vk%uk;MzWKr%`W_`j?y3P@^04+_vJ-4{sb>a@ zhLBcwt0BiBbeRDfbf=kcW9ZoE4dzG2G7llEn{gnrrvRtwY@o^7OmyyWBkEL{tHUW+ zsCk{n!Z@$D@koWpb}eaC3N+_3jz@vdiN_0R&hyf^zjz{xN)$W3aA#d$r2Kdb1R!e% zHJ1bz`EaStr((bK+n80z9=NO@p;h7q;Azag%gX(VQ-`M|QS&l4?{J9g3-i!Z*kkF# zc$O=K5NK;B`L&s&c{1i5i7l&HXG2duF8X!pO{c^2;yRx3HMMFnfxpE98N1351yuTz6c!L?u`s2?h0cC?H-hu z%J@4xuwO@=I6Fl_9T<6QMQA#V82lV((qu@5%n5gzhq~V7OjA@!(DZ5$W-yS?YMs5pC<9EKq(qkImLw6v;kGC0Y zK4cNrtoak^=h$@AOY#hKIoVCZMth&jCD7n9BM{Qjr$eDZp_V;^yOeDUx}aBpCFsU|86azM zrg)8NkF;L1BQX6dZ$UZQxv{lq4TKU5Oqw^cfGWHpI`{`E5Q$`KG3;DCY}m|7P4}mL zgid6r0yNLiengeavXV5@KtEDlh&Ynakyn8>4u!@DP{&8G*gauZPyuPal|$UWgyyJ-5dCM4040hhiw-IpNcsIF-&Apw;##2@?KB`AXI`5f>JYg0%jM^ z48O6RO?7(OMuScy-IyX&NWxmvc?aC`hB&;(`;qttyvewvp1y}CVGTIA959y5T_Ty% z6U1%7mP3*V%7=2j3mMb@M)UQhLi-hWg~*!+ORRvA%^o@TePAq`wcq;-B5$OZY3;2; zRG*!O+}y@L^O_iv&-{hVnXq9Tg=)YDNr7>~?V5m6^@}WcNQfUx1_q5rEak_T=Gx|r(|D9EzDO-VAr?Vek3qP{CSXy0>4z4$ zo%%S-$^aXzBc12M*wfWu#bZP?2O@;bbi}jqNB4~8RqLT)mxzlfj1x}+^<}3)?x;)F zaq-c>IX>V=ta5NHO{+c$lBM6|I;jDcaYmqG9f1fWeBgi-&-{BLAH$w4Fwl%|uPff6 z%q=23p1|+0O36=&7!IGrkIFTSq#!s{sQNQ(=fP}kq%$ko=*_-!0%$5$90si&rk{>6 zQY#oA#1NYlg*Unl znE`H2JvxQ_ShGJ40#np|S2UzB#0i?r$TT=&7(~`2k?hQgAQh*c(v@SOg3%futV;Bg$mWI`%wim{%> zoxV{c+LfbO9t{dk34A?T0>jf{#reRrU%au!%({vGCN!~`XjN-!8Bt?8tvsSLeofzj zSrp;nWIAF%Lm>(xG7Ir7NE}q{Y(R}9*s=g%P}JyPb}0h5(Ypwpgq+JuRI1Z0)u>!t zV4yTcL)oLPd=fdHNuVMH`7fGM2sCOSqX=#`6dH0nU^$?G-vpY0Ij0OZoY-` zm{B7QZJ11s?&cQR;Lh~&#yuSo7>^6~%)Z-!1>(~)&@LfWE0%s0CnB@QkOvIfJ>(y> z+9t9!HUafnyjD3&EC!oq$VeO%WoRG-iqw?VNm&Z>2nLBWFLaE0JY*kt?oBtY_auxF zOCAm2P=WP_CF@2xQy$jHXRrpV2L!)92V^LGLeOn>eX-;dV4ktUjLb8{AxNat`DGy+ z2%O+$3eP=%PJn{S*hAm9sakWiFF&_hUT$^g^QKw_=feud$SQ>%fZQfz796htk06}L zOA5g}0G<@ggPCNziO4pu<9FI;7!@CCws=@@-$gHMGCX-4L{>;_@wTc06cL@wjOu(E zA#D>upV4DEqtqR;u(aSc42BNeGc+9J3U16Wo&(2D6rmDG5J?e@ofhv@$~3jNIU7iOTp#benQ5%*u~ndC(5gh! zNE#2$5K-S?YFP%W2f?X>9gkP(Q9KQQ8WG%e*=r(@Se4IL3;}$`f28#3+?xW2HrecW z-=Ad3vz3ubF?_Kl;DUc6SsQ(qYmXv97z5cwD`xNyaJt1gu#};MfS9uRKvAjg z099~bjr$90)_kr*euvjOIRmncz7>X}n)~=bCZ@hBKJF_hS(K~AexT*EHL>CZ%!rn zuE+5+Fa;ZYMU#7PW}}q>_0Z(@dD0SOJ?CA-xekXX?UL|md@p5k;&AzuVs9no?lB%_ za#27`ae8DMb#f=a9lU(STVo1XgE7gmcijvv@$aef5l9o(+s_o-;J;$NbDVFpjs8qI z4_7fN6yF#V9CXcFu<-w)>pkF`s^0(c=bSq;?@iKlw>fR01JaU~y*pSApiD=pB~4Qr zNt2MIKt(=b2na5Qa1|T~%5Z>!0*Z>@77^5s3;dvh8wcV*Mdkn8w4k5Q_y5c5MQCnr z?mhRM=XuWi*#xcQx!d#zax?@d4F~dT`pTi0euv|3)6Lm$>tVKbte>u~K%9rI$Bgr+ z_+0U-FQN1GW9-kOq3;FLY?rrT=Q@8s&lq&t#D;m}Uj2kmt_j`F{#x?P+o89*8;9&3 z1Nj9x1GO)@%dWnCd-lLdt&j|2YI;U0^Q2d1*yMh)#oo`6XW1Uh*op+=zkuSOwc)Qz|N|)PjK(O0J?vJ=~7`vSMqcCo9u5 zIK8{O#Olh@a!chjsjo|_9?++!Hn>!tfZc;vl*$eKz)DXS?Wa;XPn9jA!y(K4238m5 zl#duxt#vJvM-#UeE0YH&`oSO=0z;t^s-PN%!EhJ>qu?^Q97e+!sD<$`0j`9rpbn;h z7aE}n{Ll>3palZxXl#WL%!GEh9_GToAOZ8>23P_&!ZNr8ZiU-mIjn%&L4&oh4(@^V za35@h2VfIyhApra9)yPyuno4uqwpB)fZgyEJPXgk^YAjf4u{|kI1ESNO?VqVfMf6> z{0C0JN%#~#gD>H0_zu2@({KiUgrDGNI19hSAMh8PM@B>mfxurtEe6YYA)OeJVytL? zwUIO|Vv|8K(LkF`a)^r*kVF>@FfAnANO#f$8+le>ltVu#rmm$R@HGbH5+LM5D(rhV%)n#=0AE@zYqe zW2&&wa;#^f`O%P1RIkzZmf zmn+LkDtKd>so3bK9yrv~e_&BnNlA&xGh%=xBc)q$hNhIu-U7Z~*(Fk!Dpz)SfhFgX zqOz>?9)m3CFiRWU&00Drvwztjr?$FWzOtZtXoVv4JqIhirJx*Z4;UC5Y#d-H>~1Mb zEw$MIXvJ=|LT=`@d41$QC1xvgDJH3lLC$sBoGIN+ZfwVBl(4m(p%mK&q;S~+iY${c zRXfo~UW{xX=qn>nNP3SsC9PWq0*~SxyB$k6VS~9Gp{wk)VQrC~7BRzMREo6c`pRkA z`+enSh@!3OC+A@kp*{WNewYM-;2U2U`pnTa{pBOt;r?jV`KrHMwA(g79)vMS+L(dz z@WgLe2lCnJ!JMk6C#V56%qGEoN$`AIXG)`bKx5;Tb16iV{b z3=&12ij%fZzM795b+gu|HzNBjWGkkUJwzVCioQDM=v=c0`DQP2&NIk6`;y%AJo3*= zNe+4yt4DQk(c9!*tj(?S(MQNhC(tkRDRR?S$VVMqbcXyye(B&M@;f<)(P4j)^SJpT z07E!sz@B#|>KsDT=mqY|zQ|ws$YEV*S6W1ilYCZ2J+z$mqP=M!Y+%(7+gJ^t1L+_- zSo2oP{S9?=3YPx9hBj!mL*y|7I#^OtatjI!X;#jWTAFW^QwEe)WE;w5ES_NPE>_v{ zg$jPi;QpooyhSbPWhhO_Nq33bXG7%cUFDfZb6HyYP?KcrF=Q5 z(Hbh{(s8|@H}rwN&<_SAH;l@Qo5f|gQPjdX+$ePF*SCpA+#*^!H-~nl^hI#fMG9Yw z)V&dqvbCu?xjoTI!MfPrpQPRny4A)11>yf5ivOdXbgPShUG$$up|1;kUECvd{C|l1 z)K1dv5cj!Bfv=Np(FL+ibPD~xNUt?ycv94lPKx>tL4PHR_zvo9?j*<#Vw{CSei>Si zJB0aN$KM$WqhwSL*$V;7m18crC!=deYA=C zX)~Qh1N2(0Wr$ob^j}yBcphCq7t$N(BD%PP4lx-4@24k4qR9l6Xi7~8*|8Zl3P}U% z)VjRnF(X43wBj0hbPfV|^qZpQ#NjEZvgj||iqR>IwIQ`tHS$$hHtbvcuVx}fXXHUw zs6b+>M)GM+Vu>hSN>#vR}8q`6o@dlwM9p zYn~yp)7gMeG@S-%h=yqdQz4=>M&sJ`L*#tc@i?-YWyh}JSOK@9tbdkC=vwAZDHx=; z{?XEg%aw_XOxkg}rRPu=?oQC_AKaVdTsj21?^V)jI-HK6Bk3s2xw@2Ih65Qx$I@Cl z4y(6Lq?71mdIh}_S-a^UW5N;9Hae5e#w6kEux{4%RG;|yIPo`Nuc{04KA@zy%);^7 z=fmZm>B&)bu7|~m;~Dh#^Yfo6Sq!taFvM2S&)Fgp1NB zO{*Ls=jKeo3wo26Z25o8r`$0dwXYT$DUamuPrv3e?a7gHcH(~_v9S|4_iFHfa~qAh z%rDVM4mnDFIXZ#{viB)2i@!61fv)#T8ObB}?czHAShKkEkDK1=_yZElX!0wFywUl` zw6!$DYn_*4NT~$6;gOGG?wf5~#3kJl=MIG^ z_xmwp$km1W@prB@uOIh8l<+G~Nd?I@n;|8LOIhF;mIAGFI71BEEjc= z4Z{B8TsTkIxtI&&2;cwCd0oP<+qh_vUlCtj$;DF*PlSY}ekvYWVhk0D`@iE_Go)po z<5Ng`7jR*hwCyGQp|oim=g*PWFXOy9(nkmIctU#jYdplg86nb32PHgwU;)>VBc0!* z|LE*5_?^7#DI9_P$znVrAKidQqN4m3e#($vKEwGlu$$~Ni#cyzn_^h?3qGB7e#p2w zDE!dG8P@K!_>1@_nuziCRZ^BdVa6q|;k4j{8Gipv499TB zd?Fiea8w$|&a#Uh?nzAN)=3R6ddR%&C>OSyH{8lS?P^f?RjtIFcygn(Fg3Y~z~3O= zxs;w=j6SgQ#*UQ*?pJBu)AZa{T+2Vuh;=MZ8S}XH zmd!E4$&mO!fS&d7#s_z*oxi0g#Z^CrxO&f6v&#Jo?F)?fF>?k(aIe#{j9uZ449X%iY@Q%jCku%KsibH$Ote z^V>U^G3krv%WyW# zKjx>x+lQ0mBx}ukqteD8eb2`U%TFfH>zqomjQieC_><57eG`Bg+`%B>H+ zW_T>juk&%-BZu+F>5io_^CJ;?Z!@>Lk*7Z`xiFIe!c9TC7Y))culmPi0Px$(vG~rh ziw`FXe`Ysu50q278J8ycv>k8UJ9y%nb=o_Z%f$)HkDqgGNoupcbQ~M^;mf-Hr4FLE zu3gai$8AZ@0K0Ww=gM17eAn@n<=-c`4C$RHu{`y%lp&qNKknb$F$T+Rol?-U=vFSH zy6BajhSW+>ep-y8O*!=o*P5f8Pwe2rMe2j!AzP^H7a$|6&%DLWcBvokLe}Qb#)(Zk zg^Xl-B6apQAR zSH8rJ%Sl~$fUC_BZi*7;H=CuAIU)A-*?=&RO8QMNZPhz+UsNGXkzJKNF?bi z&LDN9KYA7Nh%^11^gr(T$G4FF!&?_V@{58b{p08VajEq5BlqYlctHl+({acBn|ICW z8&>|~Bc%PQZ(Ye3zduOQK3yVZc(3{Gyn?IQso>2e~Y9Uw~w9 zIVWWZ-^WSz$}c)@pMB#~$xEqO=azAK$@^!$*GYX@FXPioKSW8^!}~gTJZnuS(#g7E zQ^yE0zv~1XnV;g3#-dmH>dX$1^Xy;9$vL0lO1g3vY(kFB-FqwYazJ0lOxM;Om{oKt zKwP&WWeN|3Nbc#wI3WH0xgVYBxODDY9daZ+_r<3=o<4W`yPaR%*Kt>S?rpy$zcT0i zu&v{qoMX$9=ZHD4C8rdJvZGV3o2zdB0Y%gv5u!mK0mwjqBH@v6j#7I_QtRoM;z{Cf`UEoBJNxmCIy>s zN?wjHxchhq`n#m=;4bj4RI=oEj`YTFmRXi9Xg=?2c;i9f*R&os)g}<#uQBicmvpQciIRuSG_wPW^SoGPuIK9Q|7U1+2fA#+4j?3(;W7OGj}J=yq#DKh$l}O8mgz8zm(_J&!oBHhK#9GU45oe;ZV38O{Y9TGJ#lLX&m=!SXj~ml@TVGS=>y+)j*Z@-eiSj?6yV2%gq-5uRZ>k+% zm2B!{jLtL3LViUnDY?DlZb|uv-x%)=^Dp{o@he!Dp!3A!f34!TNW@z%4sDwKmNwHv zLE%n6S9E&&Kjz14e7lu<(?^S*`)>>e;qA6f%Ai;P?5s!krH#{&5Mr zVKo9$AMN_qy~aFq)(5eaha$?It@8P1?mvw}*BkaZ{@x%!+}z6D)I_@=l>e^*gRr!m zbb0r0(Ug1)k$=8|bUAST|16yV&}I7$?dTP#4)^%*1hU$6#V2}Jui?U}o^2em&=cI!~* zZv5*N9qLr<*?>@|_>l>&JIADbf4Q=Al<}Dwq34tDA=GIW{o>zyaGTgm`x-%x;qEb{ z*QO;>kD?&%%mFcqa40V7JN5V|^bmWB<3#9vvkrcGqik)>35$u|PaH*btj~Y%Q%~Xi z_gQf(&VNYhyJ;=1fUvif^nL$c$?xiWZU@>1`aSv}*W&7jYZkb$o#D)k>i6~UT&Mns z9|8Kkwe7<6REzjz{hoSA${S=qKg;k%g#RJH^;_7X!CZhMefpy8{s)~w-`7x9CNBkU z0ii+PoeTeqiu!8*Ey4O;G=QL{@`#`G`RTojTcErTQ;|OU{^Do-vVGp_B#_SaFYNQ; zTYt+E{e;~YpP-9?;JVNH-4_OsE8HC_b)UonE{j0xZ%^RYzI@xvg{~C^v zFNTc0cF}`Rzw_>%I~MqBk_&L-;aP>#hE1M2;`-j-b?Kq@;I;rb-Yj^u#_3(U#DB+i zHy*}^`{(uP#=`5hJL}}G>i=F}d!tV7Vqw2sTE6h(-<}TnCBPdKDY0t*$s4MkLBkKM~2@KGDQ|vow?%1l{d8Xx?!Q&+hf%2(`Hm`{JJ2z z!C_v>ZW{cBZB5Gi8AsD!N`EYCU)t*#J2H0WoJ`w&^A!2GJaJx}HAlm(ERK=ubRxjx z29=!_^Jj&wfL>*6l*i(TKTEugexJ83R>qCKj_aF4PC4Y%Gf2L zCcnRF133fD0quZaoLssQmm-Zk_-K3f_NipCp@D-4T()z$mt^eql(JFshl-_O{KApb`+><9Uz z=o(**NdavDmyrcWNmV2gY@fKDme(~W+#gDn^~@Xj$mEReFsbZj48Wu0W_6x7$dakZ zF%kO83%oH_6^n&^V?{EVe{@2`8;$v^qET;qg#x`~{vJwxrsHsyo5H_Hje6QJ3;&Cf zYd~#Y&J_mRgFJ0k$z?oj;<}ZwU7*%mxis$p8Djr^#dp-TBJXdi5mOe zCKwijr>@zJ(0>Tn{7wmyvMl3%AWuVP;6Xe3jprTMg(;!T zKYO3}gx}3rjh@8En8nC{L5z<9^Tr+poBtKw?C(CJI_}f-* zJQ|o?#@K{FFR7rp{Y`P?2<(UHfc&UGZshLtAYp1C#$xfXU+fOYBgUtwd0~l((^6CPTA> z%XU`ca*OcJE|bRJ`|wn!u#eMeT~e>&8*_XTuPIAWj6usF?H+3Jr+ zLuT?NaA@vbgmEbrxH3bt#nA!xrdg=AsiA@9<$-7u^M!+LtzqYyP!o%WXT{3cawoWW zt`^kx-}P!0dC{5Y&9G34d0CS`6!TvTu**yx7II652g7fFHroxBKY>&GUNiIqY{=q~{#XN1g~W5Yt+b^GUP_9PAS! z^fDKfm8FyFa46V57Zi*=stASSC$yt+IlHDNlgxqIFctv~FdJPWq3@Y%AmnFRWeTZ{ z`+Y5;$BiocL2~+M*x_y>90OQuu?N2;^iP1OgZ8y*{oCZOi5Kjicw00(4bp7+{!sUn z6xIb&>r1kJq$BkHw^0@dH3fXgjWKU;EJHJZut0N;6-o^7Qa1Aj=Lyx`U~u5=m=csS z{Mxoy{3^g$7*CnXuYd|>8kcQH8bnCr>bu911%pAU7mc2k#LxxEd4K_q9QYGsNbMLm zO~@7?mNb0M!TiE2Xp1|15hCr@d zHLKxTc5ilGqrY5ILtB*ING{j|%ED?}BjJ$$##C~-0BMRn+MGd*7O2bsK9kc7&t2w^ z*A2S<#Jo+{52>FA>LuT1*h6nHb1Aj8EmfRjN8;pO*V{n5r5r$(X!19E+k$a6?NdSZ zHz}H7wrn32@NCSY{r zb9%OP&>JnC=?%8cN$uqew_cG${s4;)B*CTqFMl#Uc_tv4{%=wIH&)7%yea~Q@mp80TFkaDU5SfytngFv=N9}y!PsPdYNC->N^ zXJMt=v#xG_){eGXv#6bEmopR3rDH5#NvrpTbUK<>o8>|$`;=6Aeet$Wxd`%nAmj@) zWx`6-9Dy#%;Rf3rti?nzH2-pd;Tg6TuOrnz4y5BeVDpNfGCcU4$D9Zn%;~E8MuA^% z=Ieo+PH&v)4PnjQuS~U}wpM?Xn!uC}r$DTj(H7{|RaJFu&aVm(O6!E%Qd_>sUEyBa;0I}cB2@rIg$kMrOIcrCLw z+KL5#&!uw_gvA7=3hATX?h5Dl{I=L36WnH1e&fWVc=#&v}Ujq>gM{AzD35UUH--wtYgqJiE`P7ByXIn?AuQH<@k zW8r8iPIc1^gWBi;jP#MK=)4eX!@k^&{yo57O6}}wxPMMlpcS`7e8-xP`2Hb>GonNw zt2Q2vdxLYp5C)3*IO*0SqXNN3e>6AFP#*aF?cl+i3^srXtjj=kpO7|2{JywG=Hl8s zFTqkmZv~9m$qU3Tr(MI%OqC{s8~}CBwNO5z=iGErtsh8@O)|ZN@Pi?LM$cm4s{y`~ z8tYjzip?iUrH)za&L1{&ZQ-gRJLGiwTC`l$WVO3{qIahGi1P{-TnwWs@PG z6pO}0`HdDsSAZpS;E8!#ZUiN6wN~p`Z1vo)1f$=?R0?Qkct18SACeOlr11FBISpswF=}O zE44{Hw)Tlt*x_jomI<&}=oxdf*P$R(zfhw4z&x0$b5EN1-#H0GrvD@(2Oz4y6m0Gm ziTgtopES{Si6%_4&3iL&xbKB97`lu)ul+-+z^6qfOcOB5%lIb`A(O`!@GcUCzK#j( zS{85lQyPIBH0eo!b8|fr6k-(YSk>P2D!-x)8Pnf{h-wlMR$2MML>xn=7ALp1rDmv; zKSs%nP>j{0#0@a_6ih~+YOZ3qe0PA{rV>mt8!5v98y!jLQ5cJvb?kkPbY;Vih}N+$Ye#Bn+_@elXCx2u8K7zPNL|0XlBzrDOAQ5XwS`)GbavIx%YwFBUJl*ZILDey^Sl3 zmAz=CoRqfu1*>w*Sx)W+c-}ho39j1jZTd!1y;D?AH12!E4xiiA&^@Mcjd;9twL^_{ zb(A9)b~9@|=F8dQpt?wWkgQFbFBb^acCN~<&7CjjS8X?_^<#K?4zPeV8HZ{>DJbhRBu*;qJGn4*0=U(UcDygCL+H@Nza zQ#4_L+@tt;Ny5yVYbaMnrQVR|j;>Oyzf0IqtZTI1gUld1z~&Hs&eWzXkXt=gCv}Rp z=1Ep~)GE~hJ!`6H4){Lcp)E~qe8uYZHw`$jixFUk+D|DwmZJT(KrX7wN>PIk+i@qJ z_N*f{)<+;NPVOzZF8$5nf$ju)36aN1HSWU`ez!X6{_Uuo>t@s6aOhyHFnwN&pH06e z-olE3t`jR_EZk3l{}{M@IWJaz&aBN@C}(F~nb|EEYyo;uF*m`mvOOdvPp$Na;@-!z zwVey);{3aE5xP%5&hgb*Fvdu+Bk>nt8B1zdtf9OJSyZ!Q!DTs*jJ;lIxWH^46dn1()t(t=!MpKiIN6;L2vl|3$o=r3q6Nu@w`$ayXPw`>@i zbp!Iygt~Hfmyu@Agt`g~N@*bP3VaUbhS;aF)-aZ^kMW*q{?Pd}T5FW10S1&7%nJXS z3#WS6U=>8B`&rGHu@lG19{=n}in)BIAB)7mTR>fQz7g}Gcoqx1nxZxrWow_^AQ$&} zI|at)3CE3eg3;3yZj~Jc;pU%HZ0zS07IXU?3y>LSvnh4Mk7sqMXTzWx=gCsw)M^$X z_WK}JyLORWoOMkq+$PJDNMjkh91&U}G`gAB%^DxDuhF(Gk~6UX8D{p0x8SytolS>= zauYGy8*d_N`xJxJgi$zG(!OOz!@J<|x*LzAktccKUBvLIkjvf$(J65sfqWlP)GSR| zEEmX=M|guV|F>D%pvCeaQF;-?HlqD&v7D7so$B+AL~s;Yz>`U7@@R=J&e68vZ%p^6 zR?MwuCl&E*zV_i_xlq`WK^GTl(h_+>w6;rD(pBAjXCYr}6|bvpLhV7;SXY zkFu5BL`h@4&{b=O8?rIy6dsbeL$ZL?feSM^uV8+f@Hb|Xr)1%>T==)cds)~Y3QWU5 z=LxOhAodUF!g`flX;a?8YC|i{(9BDhTOl(KGjx^S*u1O)_wb2=^romCULw0_g+V*L zL|*ASS3u5E8?%A%GJkKUf)-~#V9vwgTz;NQyYEJsu`9Y)?J5qHd@7>m9c~RrXQDOO zjG^tdGup!Oz#}=@CpXGN5^8+2D-y+==5WY;+_}Hi8){F2!5H&@=Y~7F1DX^c04VOB z=bzo+;18MC`=e2W5590Tnl5?5A+{}#dp%Wnm=|9*O^vndsOwSeu;63U^x0;EjIhaa zn#Uc2jSR=*{uth2bkd-(2o6-S1gi)=uT_K?Yjwg3-9(VQ!f+sWT5ylBC}aqo$}VN7 z8eIodW0>C@YtC2TVbqt*1g4Q%Ul^6BPZ48eP-&_3CYul`t_Zomzvr2TijuGBa+K!& z5ONo*Mm7uy5 zCOgLUWHT{&s#jTg?{aGQD@Kw77-=f}4l-7Ai5NHNdmn=5CKkSx2)79lTn;S168oO? zXl!4Ky4RDY)3jGf8LL7Tjry6t83kP6MgpI5$ZjJ|WNkF5*Us|Bw1#D9$9W482T%Xv zWHjd;BD&S2rEMD4o{Di$N$5<>+?L&a*snnP0>6P1djO01HxbqSC08DAao3TCSYUR% zr4q#Fkl|QcjA6-5-*ljp<1N_Rq73sIsjYn%twbFt@QqllZ^YkV$7F*vfsz(FHGz6Y z85{Auj8L`$pou@?$18ZF2VH0<5}3x|VzH11lwn zFdyXXf$w>t4|bLZ(@h|}0mb3wI|$hT7=9~uGvqm|pB9`GhI8u3r5uJU_o(ZEZ;Bsi z1B^0Y1@bJ2Obm}iYg!!j6+Gs$L^hmPY-}GMccO z*yUhj_ekrDtH+P5DM2wB!=3|oil|X+uyI#oD?CxN-YjPoUuBgP!+6wjB5lP2+7S<- zani9{mYpE}f!R`j$XPPl+|J0_I6ON+uM}Kt9H9#sD;{56Q{rAvYNv<7vqBGv(sN`# z^ETt$un|#jXnGn_;`?I0H-rMZnS1VnQ=)XyC_)w)AByMrQL5HLGXKW-y^GeFvAwg;>J+4ljmF!aTS_*mET!}0@bA&J> z7HNwH!fn4OX!9V)Mb*EG&PQV~+9AX3|>G;txh*>_ZIb zXl`f8GQaOw;0=Y07G^~KO_NLS@aF~D!VgusS)}K z*b1Hul;{VTh$n*!MLBU5UymuhCBMu3S|i97?dMzMZbR=fE7@d>jUf;ZQ{_eO{QX4- zcJ-lo)9YV1nyT%!Bk*a5J!7ee)m`$ih2FwVt(#u&uBgAxRDMaw|AIxk=2khKZZ~VQ zZMPii2K#fG8C zmpYYtaV+GOp$&(d20|V5MU%{{nc6S6%2yB1Lyz$ml;&Q5OKUvhkJc|d<`b^Y!@w=Q@>7C*>l9SOF zp*QyVJdh*a0o=a)`b22WW(L%ZS(G%NNnwyW)tL+_Tl#KR+U$iFO_x?Cl(C-=0J6 zSM39B_6Y&hF}zA9<{ZJVYP1wJ1=Q_Mq`*N_ub_W+7sSGNk7up+n(|y2sZK$|sh44- z*0A(k39&^yli#2iJ_qSfOVrC+1GD{2m)HysppiGD%S`|0DtTXpIvcFcOenVlrAs=_CBOxTi^00QdjR;=jUfGDJuWvS6Bf}2n|KJqu1Qhl9~ zW)W<8{M9*MOVm$IBsq23b|k7FT_!Q*vVqd3UI3x&Slc8 zG6n2r(yGw?y2^w0y`;)>l%Lw6SHFXhm2s5FXCxSrtNB*S{pinG z+TAPVY6t&o9^6ipJj}d$!ijlXT#=xCu~N<{-JVGuR^>)8DqAVw|D5R&uFK*1T?`!h zKrW#Kb=&JR@?&fp2k%hLvr2Z0J?hyWE?x7ll8eex(v?5>G7qX#n~QZ5^XwP%J!m;e z&xYPb+*z6aA}O~Eyc!tZ)!zD%OM7Y+64b9bOHp;LL-&FEs0+SwjrXE4!8_GOo{_j% zDjjVa-x$PdQvGwu`$7sLA95Mc0@HF_rYM#$i8gi3mYzt3bBsSq_|p$XZF1r%7 z8BDccACTUph@}j-3aKDICAca_T3x~jP@Wcyc?V2S3j$*AXR%zgYr$Oi94{*C-d--{ zcNbOm5fNS{DeUSTWj`q~?dz^QkIk~#!vOc$$`LH=&w|(UZLwEV)ySo}s_%$yK~h`4 z$@O4`#IY{!&xBB^n~*0Jpn)-;vHU(J(^{8sHB~mcfZSkJ!>>?yt^kfwN2w!E^qb*9B^070}l?Oh!|lvhenr zURJRJXbjWwfP0rqaMywHJhizixyeanf}r{XIn8o zi$$UdsUX;nwJ)Bf>WH%n?;#azG`q!$%&`2T8TCD?n^AWfel#&Qdhp~E^On7_4&Sc0 z=ES`9Xn?@A3A8RTrckVUS3^ygVY0OeGAInAzgV>rO)g8MmbCJY$&-1{6^xZ)^#_V} zbmsG)R3Am~`o_8egRu|TwClwc#c%9Ig21;U{P>a+OCRtIME^PBj$feyH_rcX{85bH z!SYaCRSXyXGCn0{ZM<%rrw~G+x?rmQM*`tUG%nu@$@a41Qy4 zvVBjS)Zz{uD^{Vl1P|^_!+a5d?y&rgJtvkfFUGHCl5u+su|No&TSfzPF_dN_fz)x1 znp{es;4@+$8~8N@OMBPGbU#B+12of~;ik5s#u{{;_){o&g<5aW*A~26uY?9QGyw+; zsSMo>KXK)#B>zFh*C^-bCMPMS2PaN4*etD_I{d8I57}#q!8Kuu!DFZg@EOkV%V>2N zRfrC|c^frQ(13hc8Aj%j{Swk#&EOaPESpr7Pu+j~0 z>xmJrmDPw}f(OmOoXP|+ahr)U83Ye&We*eMBrqJa@ZX6M1UQZU_$+jUVLPKkgfP+0 zuR7gi~$y+4`dHJOSu>!d*jZ zQNpykTPR&8uh&7DKZcHuCafddTL23`gH@y26mHc7wa0YmJuw{d*=QXavt|h60@Fg_ z=u*)$DbnP_v}8NF@YXv|!`~{4r-Th)4;dGG(Jzg@fu<8ydxQTE6<)($^AbI7#RO40 zniKvK^L;G?AU_s<(?D;;x)j845>Vf6Xr1f+gTPNRhcK-{CU;;uoFFtP~hu=rg1oZNp0hu1lIZjjK)SGq;&+v*sC{ z@k$3BY@`U!78-0Js!rCGsIqyY#0&CVF)_5Z$D|LGGHiDP*NJ(zV9P=AHlsau57~e> zK!;VJB@nzy=If*x$g#R%qBlNo(l9YqQR}yJ7?(-x(WSc{B$32zJOTOW?5!T32i=kEPky^$UZ$$XT^X!2=fR}rNfZaV+5MEva- zfZ%Wc#+erm?Y8LB?rvuVZkA6IKqg+#+nQ4?@Gl-(I48ulQFqHF{6Yn)w6?qDET!q;G7!@R3fQtO5QT6D^N zQU8@7zL>)QrH~_L-2{G#Q&(kI128PDfe{!MwCP(M+$|P0?$1GYfCj<`Sc@Mpg>R@Y z;SJ5E1{=E{rRKk!bPa_mPA-lSDcO0UfJcGXRpyVaGS{GvUvq$t3rFi%{cmJgRVW^K zA4{78iObwTSzHb3tOv9C1#)AYjY2GbC!yVJ{2Zr{j~d&rCNJWRpg;Dy_#CRqXl(BA z(9SVW4opIYc)&`5&O{f1pv=uKCzTX#6l_>aw$Hda-*=|UiP1KHmO=HMlDc>q*4sUU ztWkUhU}gs9QL60u%<=J(GF7|`gxYl7*p)9Rwc4ng0a zdaPYrpbAH{W%tT1`GFi|I>}R3YmeP4XOc16>-Wk7%G(W*DRr0oo8wiBSY@@212Ytq zPM#@sW*z@MPhbsKN7S5~PvtG_O+3LTx z*jO4!H!0eo^>X(vpF1%bm4wrElUA_(6IXtCy4L^;>9{&?eYb9R(~NpKTg$#r&K35h z(M3!fdLJgP&&$djilaC~jqGJ<2%S*Zh`Zy*lWRe)t5C5yunTLeZqWtIc$+wdl1DQU36z#H|1=x$ zg?Y?#oxxTfGzkx9g3YXv4XC0|%-}xHge4h$k)q8RbUct70bN!xKC@bPP@JG>uiy`- zk$o!QHAcJOpc!sf)W8xo!}}tZWK!7IRt9?l^0#qX%5Ka;2D|j zWGQTB0hDKBIZ4G{^iBqKwJ;{csFw;n}xL7gg)V~8D}DmsD_O9PrEry z4S$`3iLlTU&PWJ5lXj?^u5f?W6$?^hm2U!>khG${O(yZSzr?xf5{4?6# zwM(}EoFn`yGSAzD*T$Chk7e~nm%ua!ZfrYjxZgc#&iBv0nhLo98?%_tcNVyBvxy@m zHD)zn&7HK>BeWwMi{5OL_Vk$XN<42dK}rhhNgx+%K0Vrq+0I0t54X-e65QbZuKNP!4g1NYIcxj)gbN zVFg~OKDqB=fVmaoC{Qt~B)nNl@nOLCk3jr@c5mGPe<`Qbi%Bw_=wGsV6qHRnXj7`+du4iuow(Q`Gyy$!re+GWPG>*+imt!r8 z{kK(J?4zi7TTP1n>jk5I@^*r0=*sQH$~_PA3ut38(Qk>cSnkKzY?MSt0E?e0e^|@u z2XLCAI5!1R++KH7X7%h+bplq$ThyqRS}zTRo-(JiG9ZHmPsAU+ ziaUVzQ?&kIv=^#}Q_RR^WGbh|*3mqlzfA(wIu5O~v)LSJ1+F>nd{x1qWCn+M%_cc5 zbDe1214GJGyAzFJ8COYG^gyRk*YNu#t$dT5Q|}gP^dPz{?Bt44ZIkH1+dL)p!RtI| zR5SuuZAz)Xm*t9NI9PvN9ojb{1jAKP^sj9V_mScFu5uU%`~jH!7B)z&cwNkQvn#<<-Ok<=smlSfQ}sOyw$e`=^OCkE zG)RNVgS?kV;c61;XmAqip9WY~=u;D4rsA4-YQn9T8cAHD*BZIYF&2vu*C(hN0ZdF& z+wMx^Rshzvf!hVFjNoWGt-!BFZQvHUD0^z1?qG4>skrKg62J;Ln4FEKPK?sIJwuzj zMb7DdTB$)~?wbnM`%{G};Eas~m;^Gm`na|d$m=4`Pmo=Uef{pVX)kV(t3@a7%-IIGq1vWv z0BX7*XJ{+7%1-)Xine7d%7aW>#_U64}<+b?pKSVg5YWF?vRAZ{cSPvu7aA3-ZuBu@vbY<#8GPe%I zmAq@vBXSN`4ayomVJ!TapNm=}@!->m*o~dT`sCOotuK}VGI&8{SJN(W_NoDX5bU$g zrq;4njM!;Nhm;JMOQtrp>08COb}ZYI7i!w#qVJiw57H4Ryi8#;MP>cVbn+U8n0;_3Z-304gO+nF&H^_Z zx&&g^SncjI%2feb29>(%!I6}3CMw-UlH1FEgsy>@9cz-8q~rzt-vC@iu>z9v9d@gz z0Q0vX_R7U>0VIzI=1laj=pLOE=1nyA%P|ZD_%$C*lzKSY3XCBjSWiW~o)CYg5+P>s zQ%+1!`Ag0<_CrGjw}ZfO!~6xLrX>*d27fos*L#!b=AaV>Se#E^h56y;X0#`Ir?q4( zNScCh8ymt>>T zvyAN_%0TF@Dr<20Qh_&Y!)m9zt6Jo945L6X^G5Z>4KfCr(yj!m6}qiJDMnDu2(dEV zg@6#dtowmo=~#mqU@({0*19{*gUTGnAqtQeiR~*$&_;HKb|8LM9P_rj*@+t-F1d$@ z-=@k8YQMkx(GqtJJQ^Q>hY{=G=P$Z|H%E9CJn{BOTWV_XoWRddv-Y6i?m}|Vz>`B+ zz_$siqG(sg>Tw~x{zVl!lL8Yg!~=pxJ&bvGDl~va#gwbzItHBnWmO4v>1+J+@fUnew0G$)APg44dAH_hP!r!PcrGl z=`fS$Zvc2IPh0mGRyg~js{ySHhh){;s|a1u@J41Y)RaC*hm!*N5VdasEkQwVSq6Vl zL6+^}jei5^Z;+~RmV&6AmjediI9Ya{w9!@27W=gjKI32!;lC0v+{c5fzLm~H?2lnb zGXn)h+))zgjF~LE|A0jYW!hIe_Sm1S2Z6q9v1@1@g?vAORP&v~ZZGRi+D5l07 zVE4NU>@k)JRRBjUsLAz46U9_u!C+z@v0z9pKFu#`mk=8bW^`f9Ii3Tx6sppc;lSN? z!TK;92G~C91QH1V?vsQN9;F z3iM}=8wAEIAip`K&#f3f#%fxYhXbRN7RS05t&{4@@Q5AOUyin_#-O(eAIxyT8>vH; zm?f=A&+{xXxBe1A-%9Q?U{J(B$YZTzfP4VG(6Uqm)o54`y)LTm>nMx^9$T>^_M44P zN?1JF8=a0+=e-hjK0xFKLqt8i2?LfStIeM#K8H?XHp+`e_INlnNDqqUu<($u5GZbp zVn$=)DXV67i3GggB!2grQE9fnTn-CxBCbeot2P1pptTrGhFwJIPwVp$4+)s;fJLNWAWdVhVKg#_rYP0>AxE#Z z*;^M_FmOSKIw>g01Se}FGuQwmzEakm!}3vib=vMH`~UU*>F zA0&;eau>$6tmyh zU@Z8O;pee+qIUf*xge!BDfL8ie#Ac)Fa*>d{OhU6%06r4#CuAnIV-7<^--$5-`W6!lH)9!dGxZ!^$Y$EhQ7Ydl*#t8L6q-`vDZBV3Rxzf!*9@E2UT2htamMQi*VW9&FuWOzHMBM<%ZHd#yfJEx zV{9y#YOq`mCjHDFV&)psI{jYX7`T6#NP%N{qo3({F#e`f1~Np%43{YGWqQ2yOcS}x z2ydGB2$%|qxL1T=!pJ>l53ao#fA2~y13E99RQ0Rcn$!u1x?N8&C8xQ2)Qz#lNq zW9T_OJim6R%Bw|Be{%-kD&QM;WCpJcK72} z{wI#~=IFDkE&hT^zEt3Wtg2Wb;(fr77xxc=kz-JK9Sma~-rpfVh;khcW%WlxP9J~< zzG@661N2UJgas6DPbjq*o*49hkxe&QoMmnit`q>BX@CwydB;xlT+Ki zS9Ya6?v!4(%6pu;d3cYr46wHUH)eQR`wYJ<`8ES{jMh7#61Z8s_#vT}0L)U!VsmwK zxGmZ(_y1$+JK&ot*SMeeJ^N&wlcecxb2@+)+S0+2AuR;~Wt62ztu#$j2((E_QdYr$ zASx~tx$$~MQE_|S0~adpiK1S;dR@5hRT+xtRj=Rwr1*W`&mT}BZIYAsyzle;*JCT7 z2aEJ(Ub^~m1m-`GUii2=#5k|WnCJutl1p51=eg4tKdzQf^5vPWH9q!jj{FIy)1jy6 z3q2##OK$P@B2Q?LgOJ$XiV>8Y-q)o`IH-NFWi%!e@v3&nGA~i|%k$IUKdz2mSo)QC zfD2XBh?cHnLXO$?g(=SB#&}lPdjcJn2x#%mU)uscYGzc-sDs>}dEKWl`jV@aOui8} ztA@&621;!`1xvP}?_%loPpG+bh3S;43RUgj*k&y!wX`bKYG7oLx%vtjfV?^;*w%P1 zjlxd{2Nh~-+`sWBszU{TvB&ut@m}H`43-a2X_U{(+N`MS#~dqNxEJ|}2(RR)u=3T` zg+AAt&OU{QNV_l_K%4xGU|g7O@#Yj6 zPYZgB{iu#xxtDxt8YI68xUG^YlAptiU)~%1&Z8D)cv58A19?TD%hf zzH%n{_#J-ihZV6@G+cd~_An4SoAz0gsI+DfJKswe_)Ge_`?Jj86GPl1p%K}`{JUxB zYU>FaVmgkJ{E#N^W^$E;jZzPbZuqoB! z)q^5gN;mw!weW}fbkO<}mV>VFErFlodKw0sZVSUB;60r;h3B=O1lx-YK_qR^MggXn zOtldBe<1$AaKP9io)d(3c=c`Wdq5G|q_s^ZextJ=G~qSQKBof%_6@s_g4Sw0dwaln zal&}fqhoKC$0;SLSo{@^)~CC#fl&?HHNfq|$`Sua7UrN2Kw!U3ZhviTK4H#_o=#@X zi$ktZ=_0ln%EgQ#rA56FI>{pqm*g%fl)}{E*Q1CE<=-8qSDyps%iPYo_`$mWIy; zDJ_aaH9p%l0(h9j=ioMs#qV}C+O^_B;RgKh6Jn@a6)=SMt%j*ynG(2`ry7@{4_j#( zVD0G+rYAUiiR+V?`+jbhust;gNLj>dlS})!VO&GlkBDzVb-Y|fDY3{y$HdHv9PXuT z(OAlGnYMD&Rlm!n;i{)ankv(ojDILXNasn;=fW`;W*y;mS*Ro*bh!6Y%5j8hvDo2S zMP*hl7}dB*Ah3U3VY@xE(Ggb_a%_pK5UlCoe z7`I#r@hY)fcy50eO{g(FX)3dFr|GVIKy!Lv@)df4>r^r>(e(+}Fs%-D@BTYo^q`CW z>W`d{o>R3#)q(((OZ6z)1#QNFkQbg}y8&!=(lHs!<4ad_ zUytdnqcp1U^72is%kUx)*S`g0s<{DO4Qo(^-!uwHu%8j!6uK`x{W%cke3fV>uV8eB zZuSnQA>qz?ZY%(%-oOJ38!$s409ymEyo&E<8y2=kqE%4f@7Cdh$Ng1Ip8f#&)>|ar z?x(2$)iDl&48Rr?=SStK;qET9Gu4a2N!&@64KF1u-LU}&P;0C&*>=4;DH)yyV9ue{ z>&7IQn~c z|AtRom>&JSTJ6L5M)_B6+{%Wtn{>X8=uKxj`8@m(_px;Pd9`d_ZO$lAG<}l%a_$JU z?PeB@aocVDXeu4JpW3TWi=xh+rZ+-^-2=&SD^u`00QU=p z3U#Xehd$y)m-cFgvG|H99fI+1)>wz9J-^ri%j5Sf~aD(D-`lwf=mHF)h zmb_1ldgzclJ*C0!netrp6;s1|y}t0^{6Xu4)ag`O)oL@-j8qk{@@`pc*UAv{fWG zF&fSdc$)YNB%I0UCPq&)T5CA}0tQd@#P0T%gge(|(P|5_t7{-dO5!bD{*zGS!>7(r-i7QaR0Bk3uuGFuTJwLo{otg_DVQMd58`@BDU zom2B`(M$y_sQ@_QlI1@42f$@bj_FYF;Wt3x&W+QU;5-A~n|%*WUMA7QqV$4Kh%)|Y zb_?88-Qj~Jp!RERvHA{oNj!XJ5uabe#$zxEnXA_@Ggg!j$@PmWw9|9#on`g9B3hP3 zCHxZ@uOpo}lLmUHld@W*4BfiNt%y&!CC{$nTifI~`H|Lx2AH8(I zUzEHH?Fic#?6!H+HP$cbH(pYW;F=toiJn2Ah2EUzcS#2N^m!ITnR$n=DjD18&$6Zv zzr_@m`q@yEE%HmRmq2PY$@b#>Q{etWGaR&sl;CarOS6IlEr> z(oc+E&PU^O97SS?N#`>*OSOrq&hQe=pB?pSdWu{p7aEsAn%I@)6mF4(GieGq3hQCN zaZKgqrvDPsRsfJM9OmSuOe-e&HYhNs)jNxfSwzM?s&4+CZ5ShoTJZe+%RehNDm~2D z4zs#7mS{%-dk_)NOn5x3g5pZkHHQtivQ8J^j1&Tmvr^Itl|VKsUWX-S9hve$Ttotk5f3Q(EOek5yld{{0%BWRAZr@r837~2J| zvE38NWD6J=#ioGeu=kOkVYkbRGB~j1$>qrAW|m7QyT8R!rfj`chX5? zDpi>_6+7nfT1Y8lZZc)#bc_d{iZYEDFT#jg@jMDQTj#(`bX7n(R}k(t*eFsq3N(M1 z_ep$s4+>^*bg^0GC(nI;`av8!p?|^H1y+l-z}8*@?K-rx2K!{dw64m}X@Pz`J+*a>(@=3NaxbnS)si#xfeIftb6{9vYRZ|;tCVN>hG-OC>2Y5jGzpekE1M+XdZ z{xCkpmc`?=oVtbTVA5(QI>_{EX|m1O_Yk;lD?J1^Tpc^SKt?U!0bNA1WGEF^RR|IaIx3#y!XAF5?gMm7sHnNH6Xs!=kZw8$I> zJbN|O4nMThLoEj{+;nK?SUOAxFTDOw8&t~nLH&<`>d|(q4Y)OryX}djXVX&y#UdyR zz&#Oh#o6`4>Z7mkS}m?PVUL=N-baMf$uXHAH^W3hQ=}A?P7Px!*Ct~BW+SjS7mK5uoNkxs6{eJeVp-+jKXS=JefeU_X=1-o)UItSb0cU!ok@}BlHQ0ZH#5RGs?2dNCkR5j|?{xGA+gqnD8a>7c#Ojc_&Ql zYeD*vjPubvVnpv`2E)&jj4r13RAx;D7Yd-qQO^&os9lnL)bu96Rn*hd_BM>JIc{Mk zDPkRV{a0L+>!uQN-^v0Fr(rl=&3-M*ua5+&*H=F#;9G zWCvb;AD@qMt0(a+lN@|Orj2qF{{q@&nv8l&+eQs@EVEg|Xk7U`EinE(tpHGxv0Bpy zf8<(ExCU&x#;2wjpT?Bw3!{cwDg~*(Y5k?YxoGOa+Sc= znRJ=LHz?z3J5|dLpCi+=jQj$1n^$q-Pc3Zm*|m8P%?=Xc+-!$l+VN-{D{T zmSaP-YVG1^<=OKsr9GoEOQxj*BHc>@R9T z&FAWHD+b{<8|oUKw01%pXH9>E@p{HFrLUa#uEh64&i_iTtrNQmiAtcHGJH?)JtuQ= zq*Dp#ebUU+IZXp)V> zO!LqJp6+=^%|D|OH5O^_(V(EE`^1|OR?IMkMr>smNyWD@{b^F30-L#NX?U{XxQ&!s z(PyFle#R^dTOXjzBk#)HWb9KGFyhzt;U-4=%A&e8)`MP!w$42L|VD4-b zsMHFrkxQ)PMw7;QjLAZgSKk1Ej~$Q^dP>;@>3R}hCf#H#fi`$#N)VcmHYDIG!K^8U znK4!H+g(z?nl2RP*;u1h^A=5lK4RrRi9rc^mIo3lr!h;Y1VG3FR*N7*d&-Kexq@lk zi}$*Y69sTY*p+*gN`}9eHB@$4OsA*7W)E! zV+heJi&Mgte z@lWzk^FmZ^VX@n2V8Pe!h(O!!Qc5#;VZbo=*_5CNx$h7e~{v_tdKT zoI)bm6MVQpsw}X*{@>D5eUL)~iOdj2OZ`hL!Zk~3s(J%96CborD@ecg9){WuE39p6 zvwpL)RT7D7{0;b47>|E*sJ*81cXjB#hYY7D(Vd5_f1dRT(sN$TgH{J02~THt*e;<& za&RGC13Ra8uB|bx#4UK8lRC1pyYAEJ9!`i@`I_t?l*ck^i5bj*!#HRKu(Z>QHn_zrfHvO2>5{o9o zs~;%yPCv{Y!JH0YF@T{$oLU&K6)2v=%gY%=Hi;Yz#1h|Dj2eNl-JC`W9_wGZB1~pW z{AnuMVv*)55hDnA?h@B^>ujJ4cCjG_l4bJ1z3z`^{ zF$}A8X?VNHp4ZrTX2lXenl>-{g8)@>bMqpr0@X;i>RohPXqty9sWptpNZvut4yI4d zmwxk7AJI5)j*8kAL_rnX?y(amr^r+v&&4h zif7}Hi*=85u*-?xJQF39Q042>)gnj2e7le z{NDMQD5BQ+*12dtgDGsiLBl~8ITvIkA4o3SR4Q&9L~YEI9FJs6M|Nlqv6w2 z4MrdhS@yDyY$ibQqaYv|PR0f*@KiAmo$Tb_WkJ#6pd;nRxg=DZo=w>Oa_bzaF3+zAbwSfbqrYj=4qR;v1Qa2m|1>unQ;~KNpF;FXbmooz!kG> zmjWg3)y%Z86|L8u50P;mdCjUG#@^73t%N8{!c)uUzNgA)mT+<~Y1Qy;mX)#VgcEtg z>cjEs-Fd9UL-%;;?IOx5q9UFZPW>gH{^A#p5Ic-Bho~l>&mSVbX43ye^OT{AGT1u_ zMRfO#?vjq~?|l`sVpF`7FOLFxQA(bDXAkjIWep)T*)y_Bg3(oFLDVkEzF^2;k87@0 zlFMaJ^m4|(E~AhDRj6&-(s3tGIC#P3cw5V6E=~tNR6QP#b!uK|D14Blykhhta(TM( zL$xxsu#_f1T@ed*hCA;O-LnPt39~41vlFVbs!z7o+J`KB09=qN*PVQ!loK4v%dAi{3EvPHG+3SzZ}N7yFi-*K zGPzjsRE6N)KSS!pHee%A&oSY!a4#m@hoc$yd}0%M*Fv1x5A6oumgXO+^+n@Mi1dLy zUSjYuOgKi35WK^a=)9PqK1jEGqy{9j{|QWvTJe!uGsDKEe|Fd=wP}ZO{gaU(lpH{b z;u)spSBIx!yXqLqFR#o%)?nus3i>JBmxwaTbD`KABhY$*wyWMyL`i?~5g^@*l%L3E z|Msx_-lZ`piy|RiYy@Q4cd7_bU@G2m)=Wi%|8%<&XvF9n4gS-uihk0U1zI&7;jM=@ zZ^t={qjIf%+Gczc_sZiBZN74iVq7gag}>n}%Xf=A1?6!a=X3~CcO_u$5|CMXDS1@^&Og5wqelZKT>B;{F5F>VuzoZAUGR5|^BAct}ZP-kZB z08!dN!pkIHg&hd_V{PQg=|?BJehk@ux&M)*bYtENc6j3FFidU(_3m0pH{nI&z{QJ9 zRpE4hjl?w`x>Ppq6Ba?5!beNkENk(A$A~s7@;U^TFthG9b)&6qwL*)RH)<%0X3Nrj zoKI8rm7Fy~XKt+>4XV!J9u>4K16h~l)QEEUl)`MtU+QB`A z(Q9=VK*Vf@)6Z9}X`GTxVp zhJwp=I@QFJt~rMbKRD1Z&u$JTTMv^o5l8xA68%WcDX}J}a&Us)WzZG62C(Rs+=fuN z_eK~0R;L3ho$RBBymgrbfstD2ET{9cQY{m!qfPI!yW1xm&Nx#iIK`(0^OV<2Z&kB{ zUUE`1a*cWfbU~lwvaoZT4OJq#B(~}#VmE+%S@Wt>J5y(8Ip$)=SQ#El(rFGXtkOv6 z5559e1fpT%`<%NVnMWsRhciOawpJAG)ifA5SD||pp8`pjKx>_m%dFH`ZoY73$`}2SyNrJlkwP^XBqbfv&oFy@20ys+bz-q zwm7bCWSjLEr;Gd`OoY4qrUeW2RKctbFkzL`Os>zKWK);7a=I#?E_1YYSpYMx$KiZe zzT+y5{)^pIGZPm990^zb)15VQf|q_WksbggShb5ybkUve_Keduc*KBVX9v-`Z2eO= zyFxrYv>cz$V}ia^qR%Lh+#{Io7bu9u4WH4&*@4hjGKASKsfp8m7jN;g{WKp6-`J{0 zed27G76kS|{*9mkY)foKDiMCg)lz9Uil62WvaEYW;~+IESBQGQz+Mr>(*;7@W#XNj z4VmsN674dfpuuglyVn{2_>$9?s$QWu76>D80gActv7`$la~v45mdG| zZ4hhq(v>n8L%t%P)-j5TRvaXty3kCOBx8d;8|+Fo1ZCQ2E;TB&z!b6=;y%268$7)y zdV{}Hqpf55U7{Dck>yhDSNtvr999(xJ;t<8iI<5G&LC(JNGxRR=jG(NZcx;Va{}`& z&dE5gk9m#=morF3dSJO;GvN2IQlak*Pt}4#{S5>lcZW|=SxEE+-AYTw262f@R|U*9 z*LWmo^o|73r*uQhnMf}2w|9o^1e<5G>QMNO^U$M(Y^AL9BR$+yw*$O4RvCOZ$#Ekv zE^ZX@CNg>qeZ-?oLm-o_OR5U}flhiirCdW@s*_E`F6U;l&pHK7pPP9wV->w8^CNlS z3JdRaMg(ettBF6S@L%#vBZ&>gr(-|ptZCxX$xI#31GC2SdSNn~i(2tPzKuLnzLnVJ z*&AE?GeVg9Mm`_pUsq(C1NF`O#Vdl*a16Sap<0T652M{IRlnE85l{G&kHUU)shsUe z&i2u&)Ohhg)KSH zi@I|fXp7uq=?}h!hlTDeq95J-^E~4-cBaQVm%Ke+nzVb6@db0BbrrCn>Ph{Qk)hI} zY~yQ4Tvia6NS`>Lk40NLBCjQp1WP_MuQxsru(gcS7(SvaveGfgyW+Ck71bH~!J5O_ zyCtSoUqJWevTJi2Q7DBkbEX)0fJu-K<9`HIRrzlbFw7v^a;<49Pr}X>HntUi68n89)Es#|3^PRakT&7&rck==%eFL9P0mAdEyWr^2FhOJnoPy zPHLj(#|!op-06Qm=i$QR zqtx?HYz$K})iDl-SUmCP%~NI7)YRbifyib6twvN2+IA?4aWnPc)ID)GL0wNp^h++J zDhP!_7txJ#0$VS>hULz_i-IURG7vY)6e~>slmA@#=*TTBeY^5Cy;rA$8}+jEuFD<8 z>FYM?MX6Z}?-8~25H$ApEN)52bVb4#Bm{tNH4)4u*( z-*>kQa~j%v`J9H;2RI!rO22Tf9!PI<$*$CHwr}{9DD>=!rNifjyFTO{EkWeU4ZoHL z5_u53*-5``_w$V>cK^^n1sS=iufoa_MviQ>Mz&4KPIm>edw+m@9|>s@Xx zeN?;x{S~e?jsQ&S1=|*m*Q9H{RU4hZO8As)V@7x}Pp|q`ZFjEYhuMOtO$=Fy^rzn< z*z0OJ{VN{p_f#F_@^OiZrC$3?gAD3z#?v#tQwMc#nu%2%0iu&bgQ_hLB|88zK+zIo z!dMyw^UnmLv0_sc@f^#AMj&Jfu81=jK5}aT_7bYY4dbMh9c^uGHKsm~hFP9>_~2Ol zEgqQg7B3qfi@(Wr@0D%|F%IdEzf*IvRX01t>&b{pM46?gXuGN9Ewy$Y;c zTP33n4)zsnyg%~NST_KL>SQp!!F`nXMI-oXjkN^dWZ6OK1wvh{+e!~Rq7HG7iYDWC zk~g%AC@E;^wj=5wiLK&U;q(@KIa5Ru#y?5RWA(uJf8?TJu)&5WaWjzbU4(}A8<9r2 zX4(YByW|PI0>D}|+b$QIgMG3_BeSj!Vl2J&sM;Vsg0Uoedf!oX zbn0!jq|3_XG@nXgZ4*%`d?nL3WgBkP9*8Dem(|kbs^x9gt!h2+-y?492J?75bU(LB zay41yZ4H_^yIh^S3W~|9B?OV^WQD&d3QvhGwyd;!q*4-zmSg$uduX6{o+~?Gdx?2H zZAIo;!R}~h!kP>5u&wK1ZE8vPnv+#KeCA<=-k=2;BK%9DCckGUse#s|=wNCzlum-2 zoxS>XS$bVEHWB|r$B%EFvan^!-03r?%$nacqs_9W*pNUcbipN^;SLorjyL`B4{Clv zc|3NpO3!(NR)!azrO=lo-j4YmlC!*5jUdmQx+`Ouy7o3n<`Dg?9L8hhro>ymx5u z-H2a{GBj|_xZ5IsH%f!na=s7u9nRcw8IQ`lDbIq80Qh#@^#bFF0NqW<&N0SvL7OE{ z1t`(~kjU?|lLETD^r&tugylUFeO^!(ajIo(5~ms5Si*&t8i>u4Ju3Sm2Y%tt_Lpc{=KQUxM;MpHK=?KcSbLXAAw4nwW0sjqy?C(U5mxg@^Gs7^!M zN8Oz6#|Q|AakD__za3KxM7CAe(|eDp*(3X%NcxcY#pGViv~Ng1Ah64r@FOBAoWfku zh%uwZo-&fS3p&;;v(G`E$Rd`Oe^M)JiVglY$I%8NBiQ0TBK=7Q^d-WOY2cEhRW5hc zLe{s1L41DpPin~snrP5;H#?uC5B!rtxc_C*8~xGsv^5t~ZZM~(HPq94o@@+feA|F{ z8J$o1??0(Sq==JLclw_{skMa@BpPG~5*o9)u%gDQu)_~PmQNwaO+tFmadns_j_?su z(<=Z4`1vG&t(|vB{3Jms6!_~BO`>%4xLPv&P9MQ@vpmPnGD=aion4qh&~sAsP|VS| zDj1KxB(&RJ@!*ob=ZGJsA3LrNs+|)=TiHD>$7{WS)_ZBB>#ahzkF&O-4VG0`hl;7L zT4OgWbZu@ezH^Y7Hhxy~Ql4;7<-TISHI*Up0hIi=tfT`=jy>ivBll>=E3nI7W`dJ+ zZB!+JTy!4cY`#hfm2Fm}S4i@5 zc`Tv6DatpXKBTc;TBy^fEGvEW&ln1UOt^a31;1dcu=0}dO#R|_w7b=APhftxr(T?= z(rgcfJcBp0tM$b#u~p%Cr^iYANZ!jVtG5C8RK*{xWO;N}7JZu~c44}Z!rt@pYt5|6 zdtjMj(tE-Zs6qFzyahBGOLQcG<1`D2t+4&y52k2@l|AQczu0fXkMe~^VA6%q`@;mj z)zF7L=ziA?nH9Uz&01Y-L}_u=#Rg49Os&M;r9x{uQ%gxl7O4gOAuV(9_f?@phQdv5 z2gC;UE#;znnAOv}JkN|YWi{GdUvYr{wWK|mumuY5xqqFg0;_B|F z+y!?{T%rXGV=`P0pMZ$GqkiK7m&4_C7(GPTC4v_Bl*u>n-0H_f`j@LTnEV*Q2CpJF z+o8Y3*dmFpE2HbPghPHa@*Q*+I)7K>mt{LU_;f4=b$6;)fJSMWstrPxLuNwFr(j;wy56`CM9* z%ja_%4q++8DDHf^ArH6Ot;h1%REbtu5EF2n(Y4f$iWOzi?=l;cuZ*xI@{>x+%%vZc zmc%+<8q|^mh8elR4L8UYP)HbN@KAm{-fJO@V)-4SC-J76F2FT{=TZR%K>sPD!{y%U z?V@lJ<4?Q&3m0%<3UnXIHF-{p^E0IUiip6*Ny1R6Y;JgrN?;sDp>*DD7<*Kw~@16nw5m*X6z6abU{>F2a5HzQg)Gj zJDiMmli{ z(z;3p+vHzHdHPIl+4{D*a&0i0vU&pE(37fgw6Gpg9^V!!h>-jWcGV)bL*S)0*&x(A z;iD^w^lbFe=psIavU(pFOq&txlPg|Hj!Q{;00vswAO02Q4@7Xz*QD1-`?tW?yGuH) z^&ZwigH0H*{bqxmfht!+L{+V2!ajy*2>W;sHVB>sCAb{y%W^G;pE-=~kcTI%mCOM} zCMv4cteO>9*lK~*Il^;P+?pmM#bDwTg)U;ZdmC**+s>i%UZ588>kWQ_rvD<09e9{| zt?e#8o}2L>hPqD~%r*< zGviQR7UY9WeOA~tdw_r&J~L=Eh?R3Q*YpC(n%&GCJ7RIfleI2uYbzJo2VyNGY1u?e zcr7rVN}{bK4tKHN^xh1#Z^iz}8tp3WW(mjHkXR~yvm|&({#GzW%fn1JVnsuXl}S6F%dN z3&bG5o!4+5p94rYkx0Xn+eD?+;Ym>b+aU^b(K+c&DccQlnQ>3%Rw~`&W<30PiKU$ z6uyq*-bM`p6d@Egod?hif9Ry~3{fcZUEKK4S)?F1{5}lpyH(Y;5P+9nET7&QZ{ma@ z#ZB5O6&8Zwc~Aj)tn-+yjyV-;2;x!t32_}vfmpE?!2i$8GA(R5eVMmVq0j*let*Sy z1ixM)lRalADRym;{~)whJ3iKirmCf;gtdR;4+QJ?22s77ymP+rA%^nP{Tr+HZ)zJm zp?ZG2b^pdy_P^iYmvj9ZFduHd>@F!?}7fB1(A9@})Bry4pvR6eNA2 z^MeNtC0nO`eq093G~*nL^(J8?TboC;03HQ=eO(qBRH?vP&k-+({vSVtyunr24VO98 z2gL%Yy4V2&dA^aKoyK>fj`{@AGU!o*$?tGzoXp&HQZ1fq80Ey~lk;g2?IXq~`6_aG zpi-73zJTgbFJioIU*cSlPjR1Aw7Oh{KssYYpXSu|i0W3^c*Lkz9~IjHvE(!_ypx;3 zbA2U|;LGYpyDLEH;oG7g=0J|Zoz?h@OyjqQrNF%lPRhwCr4=Vy!hGs9dGkU`d(M%) zuuBSzBxhk@;aQU2RID{Gd>s@~;yqp#?0yPM;YL#CurYY_R2G=F-Bo8Ud_~#zE^l6B ztJ{)86yaBmDs^vopM#HQo<&)#%!+-%>sH0ApL1-HTh%;Rh`RI^B;Z-03!r`#gwq)x zLcE+1g;9$RHJ!tn=za(#7M*BqhpPZt5hdVg=nhw(L_#akTOh<~vfae4b4U+UdX%6w zc=e=@9wnoeSUZBF64AC)dXu1yNe#;v-bHS-odN`nSlpy6uC8D-$V>la%{FO0UJXGNinh*n6mDo-#Rf)yXYBwlp4yyRp z=iL=6`d0aw$e|%I!9V-jrWPP4Y#*fz%F30_Hmumn^YTl(yC*XfvL&n2+U2i@J1+~! zj+>1Uj5|om#N#~R8i{h{aldmTL+mU02{rc2TRDo-kTM z-LMxuV$e4_ze&l+Y`R>Hw#;U*u>tH}3TreRD#~Li_f!AB*ydIh9dlDMwj?}VVXq;j zX+VS=@9ZIdz~u>lmD`?)0h{-D!C-6bkIsqskc*^~P5icE^5h`KN5s#}Axo0uo{hHq z8F}@=Z%nwK&y?vQ73s*By=a&HxtrV&xY#J(DI~p?&kd44gTXPsFddY%;*@DUMYJ2u z<};p91Wu`VvbCrr8oNrJ1jGcp4_9-EK@FOGzyJ{q>=3_ofbI z-G_?Vc4)Ptq5Y5`l!m+vB~)<%Quv|l>an6!7OIy0K|~JXiC)T`1je|#PdF?M*o-iU z0yrGp^GhwnxGy5Q0g{>A!;~?I100C}l!6oIG+(gGS`+KD&Mj`V)3BZ_rm+U4ZYMG9 zFsm-t#WAe3)wyaohBF_wWz(Tc5fk5yN zZgce+G8Aol0&|F__tO%HJ*b)sKlAnsfU)v>_U5E`uo`AM;Bk?7VrYJ&t-HAor&%hF zVVmc&dou}L5xkGSXto2B%64&IXdfF5VA`z-a|QJn&e*~_I5p@O!8_PNW%J{wa&|5g z+jXoVYyK~6e2r;TkT1JI$JjghJ0UQsQ7>?yqxnhDeO1Q<`61#D%2J+#h8FTiNu81B ze3sM{AjAbr^;+jM^cFU<>)GUB4=fZ*X1@jT)IdaYzt#=p9WSkvloHY}l4`?UUBd#C zfVy@rz;+;tTT9j7v*|iCx$Xzizs`V)*N*3@v6Gua)QqjrJJ=F$W_KiyjTZ{t)Zfrt!C(g|DU{$L~orsA0O|8ZApU2!=m|TWj`$wGW`MJhc zHaf?;h-jls8zdYsTUmM3!U&H{TJO*1pvY^1YfEgQviF!7-dC4;;f1c%;S)Ny>TV1q2zuWbApN-TB6sR3-Q8`XN#uV-x2MUofhuMthd%D%ltFk~BtgKgPtcisWx! ze48Tv>UF%!T!n?O6o(J0%6?X0;29ne`9(~;kmR?R@u^&-W6iw7bPVs(us<9V@m5w& z4)-N-KDQ!2u^R(|Uqdd(lwrbV8L8QjGqY=5b%5=@uB5v?N{Z#^x8d!6t$;RX zF~Ktl>!8k}h4okp&K7Ec2dXc6C347uX}1~tPo-&%EuI!A zzC_ouQr^Y0O~h94vVc*_3QMhIoeUqNJPBf;x-#eh&`e(~(|>gVJ=1zdFZ+tET1KUA zs2$;$UlshVh@Q^o=d#YpL0E&37h;d4syk`SNj1+Fizs*}Kt!lh{UDwk=Box+ww$Dg zU<6c3;z102cqJv2#$#m=1!0k3ZOmP~x?=wh^ygL(I^_~$%z1tW67u#UjcCe9^ZNGAa6v8;w5yL+4qWdRqg%Eks7eQbJ1Ww^@Yr&Ir z71R&|*XvT*r#whGJ1~H4=18elz^fb~{UE-?C!+xmPqOXCtplb1H|7>}0VkxL?LFXL z*0-h36?itM5(KrMM04!o(7Ml{N7;p7^E#2FWFg^eD7z;UE^q6+Fl*JLFGiMgp}4J2OT+P5qOqUV&>PGXWxDYxWqG2vs2D)1zwR_9QWl=t zO0m2eIGe7N`Bln519Xd|v~%ub9&4&VzsSJ>KgtL%bs});GJQkPnhODdHEpYGrQ#vbygg<#w!#%m%wj5MC2n04el#@00Uln*{Z9P5FbX&=ZY!)X9(7ksc)%Fq6!A z%YA*Q+R))8ZW2qPZTBg(UG{~4@y)eK+Ri%}UGBT$1SMicKO#@Z9ilpg&=Rm0ptH9f z=&8CktKtg`A7+gJRgzG>=F+^{HuQHt2nes#@w<y(uZB|cM78*Z zz(s-fs)m!9qrtbi(NAGCg>@9e1DJ^EpI*lDsS63A_>spP+{4*UGCX_|!yV`0+fs-M z&kVGQbomhHpVgT|^btB))_WpXW1hb@6t-47OG1&c*~|yQ5%lW3w_+X!nnuD0F%MA| z&L+A|+kkxspH=IeFXTA34_nK84j)uyZJ`ymR-vx%JpbXZ!i*G}6>2i_B+^ciJAWT|6-U9B0Pkbsg6S?*=+i(i*%{ zlDBc=FcqqQV?OH|0H~EU{=qeR7x}E~nQ{Z0o0(nW7yMNZlPx8^jxEEI#inutK!_We z0h)QtoD7DZ)P?6j@9sqcrg&qf^yvmz-n}bV`dbd$4KBCh*IXRNV>Q^+_eg=tH@K6Z ziF=)~CsAD^$l^X%Ni;DodmhS!k(QpNJ}t@9n0hzDKv(E>;$}{F3A_G@tDWfW4u-=0 z4y$$Tzr86{bI`+-(^*Q=u3YgLX`-GLT&}W_9#3$sQ{HT1)+v;xe?6;pVWbVJ;WnoU z&{J=;rNJAVSs@?-lR?KQ_XlmSdBPqq7d>j)@UX4A{ZPpc{piSuZmj~?VyrQkk|9!a zj+EmR%c#PfjA;&%Pz$FG#(ao^Yw=XWhCR*WBHiEGcNHyQHI)QH**ZK zf*xHM>V-Ryo)_d6*gs$2dka$9NZw|qFZXK5NxYMZe`gi@9`Z4YQ%R`p1+U$z-(^52 ze0t7tZ^b~3-x@*)%IkZpU*CK7(4j*^l>h*X7lsWZg=_9|SQ|zQ>dJ z*qsyK;?vIN>gR%SJi87)K>A8(UphI~gTx2LnzZJBk{FSAcOf;ny*-`M5ta#HKqd{Q zJlc8l^VgfZy2DeTv*>QKf}>eGWCdVO&dvqzceg~B=OT&!uyRJq>Zmat%TVZezmVl~ zNNzx;&{qSQLiNZL`jy+6Lf?^cri`U4;o%3jJ`l8E16qcs0;6*_O=<0Dvz`{`SvESg z#Xl!_aO;B|Cv&ido#7-54jWlL9`{1Q)F8aZrs7#Y4ADG6od4hE`8reI(=rRv;IR|l zaIr7^Kd86|h6NYb4+AQXKbK=<3$*>iI=s}_v3R-l5612;thJU~|I0Hw*9(nyQuvKV zBS01F2K2+U%|iE*p^XOTd#wiu>cd8vz298tz__^g!P(+{Y*J6+jvbY5@Fi>95?j&xS~HUoN)mIH6skYw$_Mf(42c*kaR7_HQ>2SU zag`+hljNHv@l28`n3$@@W(dki;)g}&Zpkz6lakrk46R$GmDV`xFwt41!XVkWMjD*0 zPvI)mR7Ku;`M(%Dg%><=a;y(J&lb#E!xUFhQhfA{i`~uc!3>LKXcsLs*Bj+VbkN;6 z6eVR^u*P&Yk-W))09AQ6H#Rv^88Gc;u2)Ra&a-8qOmj#nhxnNf0GLu?1*hj~z@;}Z z;}@-7{YR$Fd7Dp0UK8%4o|8(o8-1)Xw*jABU%9w$aE|qsJ&~F&VWhbmQEK#T^dj$; z&B&*-s1{Z399O9o>&)Z#dqzQGqGzRWM^=!unVK*LB-WZc$&S(ZrJR3X4l)u=0e{np zVL9|$g}LT;1WAgXa&_hfW^?kH?o&yuUDhz^nQk9?sM zY8dE14v_Rm0A!%Olm8JY6altg%=Hm}m9!MV;y2)bT$;s46njFiYsOm;lY9(z>K%qp z4jypp-7LC$D7>AvLGg62@gW<=uOXW172yv1ggL$>wn30DbQ=emi&gPrYf!-WoGCUM zlKe%TWb@3!b7@SLFu_S1_?f^I!krF*W)6_+smM8yB5ZV&^hFmJ(%m_HM}b(BtKGtc z`9%LRvE7{Eg7RPQ77_yqPF8s_UF$Wcy^|+AHO#n^3v5WSKaBD3_mUDF%HHyd+lY;E z@aC9nPu;-0Ij^705HWba-fST10MWem6PVC`yEakAC1dH@WYkwb((>`d$ zAja7a1gbxid3KeN*Y>f{KJe5dGw1eZ3>H#_rOt#k@GTIZKcfQxG{*rOirvXF36!0Q z|$Vial8+VY^BPC!M!hA`-uFV=c)B;%0x{vgdV5rWd zxzfH&#bxzp$^~L2>#b6_z4)AXWXaOx4WtaCwoJV|j9_)^N-koUj#Z0mfkF#cBQ;Qa z)uPK`^2eev775IaRF6+_Cnpzq>b62!Nws(+MtYy>vQ~x>B*p}+^h3NMY9(;*V8{{% zkk}F79Rl4&4CVGgGWL)FGvydu=;PQoXhb0VBChL t)+8YUhl^#+nFXc_`oPsK^= z?qTjJK2yvV$}GnxGM-v4QUarklmfJ0hOX$fn=P%}uA=);MfY8AgW;J7IDp~*RuNc` zR`az%qp%aPcW4_NB-pS~t9%G)UB>mY*|!mfk}CW|2MWaRu;Bq{{eh@egjXfqkq!xyKCQbw^3z|O9+C&1b%1Ti(p2d|ZV|i5~GY-(WK=>`#`jAzZdJ9CY zAV0{2jUomHJNRBrI!)uJtB5$ao0=Xg&g0|P;Q(59@>#rT{JNn-pX7EBlP%*p?qx@^ zGcukZ(CN*XQXQ?)&^P0N-LF+gmpr1d^ZnZZnRSMH!_m%B zwsnx$BF~U;qQk=vYOI{w0AZ14JV^>an*FIQ@3dhodm?Ob$*USWPh}6es5YxKxctAG z@r9@}oMMrz&3F*p#);)GX!FoaMZzy?+^4hQy0ImTJ3kelf}vsnE64de3r)%bS^;Jy zh2c3?OHP*ch(@}=2MJK&+CrVhI{P27g?^;wylKnlGyNk-0BdS49nZ38LlAnE{%;*dz zQ^6*ObhqYc`O`e{Uy_eFk#HnyF_mguRPWA8z5^Fe(20;_x?N=d5ZN$c+d#zyWr>43 z>wUs6O!x~qURFQEr0sr0!BsV^uPSdlSD>lc%4msKkz=UMoUw^qdCh5@E6mis2X(>t zuW%eK36AI5@GKtY)ZnMFS;D$}{)E6EBv1T;ylp7_2OwBEUtG!loFVqGi_H`0F)zBx zOn<4#Y%^mw^E$-iJt{wm8fdI_21Zqd!8a-#0-GZ)Gy0hOBzUD3QmIw-u&7`s{y}D` zn8?@osntQhb3@0(g~;9l<0>?RHcC<|C=cOfbM~Cb0@-wdi~mIk0`I^y@wuE%$!)|} z^)8x+OFAtK_^R8>gEO=KLa&=YRlc$b$>IeE{dZFB`I{_Cl*87R;j-V-n^A zbY4k-_24?1eY@d>UX2cme236zTZI3Rm?6`HS&c|1uwHRn%fk2&zaS2TuqMCc|8Vu+ zfl*cI|2Y1fbNiig@03h>=4L`5fk{Y0M}dSAiUJ8i5kfSR$%G6fGa-`z5pW{du%d{u z3wB)#)^$Z)?7F&O*|p-T*mYGDyQ}+s-3jjd^ZWfFppq%~o_o&oyq;HSYJLu9cRHSU zR-%F2?SFXk#itt>&a-(1fz+G=%c{EC1B*cJ6~xIRH6UL`(xytDg@+BkQ=)o-c}xaP zu5LQsGAP%%tg7 zoiByriBlD0A(QD$Fol3TK3imVeJBUIJD9Z1(*_wd@a<_n)sW3pH8o`l{sl&Df4Z-y zpXbqBk323{dYX&>k(}2Eypy|;mHdrQd`>_%4__{pWq8o%RqG#p5#DY?(nhCf>xImM~}{Et~hHwc8YG80gMk< zr^7($q{YMz7KlH4+2kDl&jRT?xi~z&hJ?;ySv#pDVSq-Td^XLuk=^d@3X6a9f`Pdz8FY^)k-uY8Seims^ z8O;L}^r%eBG}isYuVojvoPue)DN6wfNueTJJF8R zuO+#5E8!N+<~Ie_D^ROP`QGU;s1;KT3@qmtL0fOe&n&7+M7pMzv?hBo8tZQH&cHL+ zOir`K3lSOIYYvkqwKJ>LvUP8kNPDdR;e6Jgecm-caaJG>LIZ5m9@lMWjTvq07Qb>` z4t!IxcV3kfTyRxR71jm~<@8+4=CrSh9lt}*uIGirpuyYzT{uVV9=E5n{yZoBz&mDT zay9&r3v20AswW1of{sW~T3E;~3bFS?bVjfWAlN_w|IHqBoszXDv1&L^1QPmC2#H5s z@KoGEzMNA%wx#0Pp5W}WJsC^IOFjCuD{M-LV}h}X)A24yWAivFm$G(m0GjwN2%U=oK`M(lKI zZyqn?R?Z?%EDPqexnuj1V;SuNH3Pk|Ee3ixTX<1tm13&OC=-WVzVJp@b)k5Axmd!0YO#hcKg>h1} zGd)R0I1DriR~zahqjqEL9jl08S@b^v*KBnrLZVZFviBfp!0ZGLE-9Rwv5g}M4Rv;;c@Fq!M=)AKqJV>qB)W?8 z(FMXyqx>D`hd_F&>vfyqy9*32!=zcK*JaVA(*54Adlb~{;>2L=?@yox)^5Q z8{1L&w%7a|qN#;V8Nv`Y>z1j7bbTQ%M#zc*2&&_gFmJig=eNEy>GCq+>pXQSvGYVa zUYKPAjIOK^{pq&LFoQH|Q>p%LUyvOrB@X#?yhI!a^7e@Q)?wuDd2CgS!VDwQx7>8Z zk9pTCG`7I)reBRN6(-KH^^m`IV4U5>(*+@%X5X)R0lyfSYH(O+vTB zWUg0{@jf$>Mmmw3?D}jHMDg}heY7w_-D53tpNTp)^X*)0zV-*7<~ubyT=SPx zUP~X*XlxgbC7C9og3GcNY8&urG{aP9XJ&JGuemdHmSpc@hbMU-YtLBLrQtV#p9D*4 zGCZIS`YRSABpR5Qo4$vMO02vR(SVRjPKv?$q?m6U58c2TQJ-;8)y5Is*KFU7jqNC* z+rct~Z6E%$2BrMTGM&P-AIKZKlF|D-Gx%yTUIGA&&Lavy2K1h(g0wviL7cS$jECEt z)I{(!NcGL)QkeK7jAL_YKVHON{T$h!(fA2wolQl^7XE-^w;S}XiJQ`pi6LLjCt(ip zCM~x4GaRyu@4!YNVICZQ$pKg0KXYR#Np?*%A3gsGxX%Iz@aY^!Ei*QeF&2@)-Vct-n7cCn?<$*NjW~}THG@` z4XK*$i`p;|ob@o}HcaHe z#818HD@k@7BHW#m$=yOv{U1vzVeJv1;IFk0@x#&teEfA-DC!_=r#qAVUF~jJKh2F- zG_YAJC+P;0SoY4S9$X&PtB?Rml+bs7%I9Dp-n%53?%OTHt9P+;67bx!1DI%uEk1X( zMj-jm!t(3Ib1W-z01`_XXc>rQKSSaBwmYk$Uz`%@vUZBal~yCUFQt0e3b$-kC@y+q z=(0Ca7QaE3{vij~t|m1$JarncP@Trt68*)C=o@w;0LKBcQr2=u6(Ib#)!s&1JeIO> znpEHFs@seiZ4HU9;dJu9F9TbW-BE!W=bjUB1ku|R6Td`(-!a5dS`K)Sfi}k73C?ZjKjo6ivxfu>KsS4Tby}=Yu zX0+DH6(;PLYMXEj&gi4!Mah6XHqr+uy0m551$06rJg%kEO_SQfHEw!0ihqM{BO|0} zMiVqCoN76V6{uYuVa9%R2rp}wfcuMS z!axjtNUeQtH|Ke0or<$3uXP!=jbyt2J&nES_e9^2=pLK_B;LSE`;v9swD!96FIkqg zgQNVmjSjEZj7zx>Q;yeE@jfTUyDL?*e2j9GSaN3Gd+?F$w=LQtQQMf|LpTzUG+!2P zLK973ilbJPv&uVT-{Gv~=KMLi;z9DK%QkUPQrR@7jCautAG?T~<@GwlE_yhNZOn3d z1>AfiC2IO2nZ04KmF@=A=CBbk?)iTX|2z2}Jh^{ZI30$9ws&A-z?0fiz`%%#A4G`J zJIwVq+wng#a0`Z8=rPh=sd<4=e+uB(?E&L%M*hl5p$1c&&zU?~g7#*0E+w*sW!V$( zib1rpPBVF$0j_qPb*fdd#o1#GSQvlDwiW2-q1Q*^n^)wwfQOx6VoE_LoZa7}2CW+M zOj?|XovhVHAqyP@z|{6J%o3=6yj_bon(PwtTI*F_;^IzkNv!=>;`y}C+PMFo@cw(l z`|sNfuY%0L_GxjjFF7FM>I*Pld_k*LXEJ(PtNoKSXTxoL zPYSGpdT@xbQI}~l_Zf&aH~yvxyjPIhH9k#TVMDA|l&0bUiV_=FM9;eE`haVh4^Hvz zQPf=Bi4xKmc;H9njABc3@jn!m73&a^cb-*qD%F- z11uQ64*|EOY^-q~O=lg7-bhiszaah=h4_y_(UP^&@lm{9Y8~R$j#??)FEsfUf~s8zCkeZ@t^Ai_77b{ z2lgP-E;3!~$#|ctv2cr>BR%;#fbA-7JWLLwnpNZXI_hJdR41c1vh{66uC?3@`vmtx zjD9C$HU!(FiO(kXq2le`rAc@Qu9aC^AQ1abQa5Dz6*iMp;bcD(Gf z<|#vKD>W;ajI=1?z7TJ;NM>T*`8ch$QYL zx;k6EhNxT?exea!>l<7a%iA7fcwPr7yZo*Z4cG;HBaOLqS`ObT^TllDNnvaGRFao7 zW|ey4sGkq&zF08NjHc)6S`!mCxI7C#%At0x7N68QB`<<#B4jP}5Uj*d5Y>&WYD@Jk z&y@-}J%o%4!bBVXp%RwXaZg&qW?&P4l7{?fkA zmjkV!Zgf{#=fQ{8hTp34k*#c|!^ILkXz(2MvR#q4{f`P|8x65&u0`&U3MUjN)%Y*u>ddRV4Nd3fQsfA zziYagyewZt5c9lI^uC*P7EFB!B)FN>k6_9D82Kt12|6(2ugpcQg2$TX#%Q%bc!BUT z(#eW#!T}IfxEh!)P%2<>e-WxPAQiq5I;G_WLMKMY2DDkgcQF9mU~$=(=^ zEaGv-C zk8-Ub&XnY<#7V%;W|(wraB{-xn?b@fiOrzE^2t;jwvIKAn*CgzL$~EfPYC>x9Ga!k zqfP-jh$V*9f*Z6!MznPX@_jJZusC_=KPl-C@U-$N8w+74zT$5NJ(Np@OrGM^-{krT z$-wwsuf~-UJPl7gxG>UpdWI;8A!soszp>uFRKit-g8EL?ZXd?mVRo5<0K2I@SvdN3 zU#Qn7z#N2x3@iIIr(-vLh!h7rk9Y-44e+u*=#3dD?ozc1N9cF%Iy>uc4m_Y7(cw+8 zfvC&f3aT^|(LW*33UXsRCu4YU4Gg%WPa%jX;cfCKGV8CA*Fs)kGcaQyeeEIjMOgl8 zrgb+ac7_s%Ee3o)K#}af9L$|`Pypiln>+}jWTtZ&WU%E0+2>-a2HSOs+ZPD~Qbo|7 zk!$@Gn;D~exO#H-t{W)4u$n_Sv^xXc*y^kJzYIQJD2c$al}@E`7~ot^S&1HZv6Z|- zaNk1WND~^QBzIm!^cJIO;;3|A1ky0v@v~)b!UI7P@w>UR7Q*y>Lh&sv@?1b?|W(T}U1kk@i@Wi)! z#ECeTMON>@b0huCl*1HSA6vt>MBw{=SEbJi`(Ka3CM<_hn;J?P(NW` znk~(;i+-oCV8dzrM*$;?WZOC$WC3x~Ze1foj87BL?umOv24X+s!fl>c?V7Zy8EZdW z-2xvltEMIC^0lKwfEQCbybCEK-rTMT())V(AD!LFUYlsMRRhsxj!!y;qhH~tyTskL zm-C76M!FJ}(zVi6y)nEic#5`M?rmUhMHv1vaxYQQEE#_l1hoiRyTge+NZgV^4E5GQ z!}&fr>N-$5Z<8rqW1#Yxrqopzq4{c`!Q?+dF3F^M#DXFl;X%%l z{7Gdw+@91h?L{~*yuVIGDh;fJN|efG4jqAlKjr((`~SZy8VWwmn-(@+>= z-$CM)l2Oj!=j%1rvNVehqk#8#4l4^XX(JWO;0*{@iwt6h@AsvLcB{M#X#m#FthjCX z6zlzsc!O#70LplP@&9l$w${%+h1OSu;VtUwTMSRH$cHu2E+mdwWx8q#5Hu48wa#Ig99X2AJYhr4E)AiO0!TFY_vU6)7OkZiedz=!CIH z;S(&}^Z%flzj}+Ug>F3L$IJXu=7+BXZ{hNr0^Hym?3t-GK+$fjgJkdVnj+Yv5Lk5fZLr%DL`b*QJQ4zsMbIy2zbzSGv?a@(S*wzsyez&+yw)E$6$X zs|5}jW1&xYk$A2{cn@%3yTh00&?dE|Do>V>;ATc%HHQvO1aIRv7cB@JXN&gFqZ*W+ z9}!*W(i;3dvy*+zZK?1pN<~ZMJe!b|^#$qEr83hwn@Q(o*)*hihH+k2hK4lF&?jFk zYhhv_c0SJ>HHPsb^TThGTDxsB-I|3rKzIW;JMjJ!~tS$ZYOrD~T`Zu4<|QnSNCP zjU@J+WX7+{t$~bqtb%sgOxBnH`-I7biboX&3@l)vz7H6+I9w9HyC{pL`V;Al9m7eU zh7-#085Su*ga)nt|F^T}4k~GaHVbMh5j|210jEkhI-`x>Pb6va3}D zdNfHTXUh*N=FA9hYtA@BUlTN2mMU5yWp6AZ#j@xP^SjU!%&?d-9@=wvUb_pltaNW1{Sjk`(whRX*H zVUWsG))&CYrgPz|T>3`gcX?=<50}NpgL`5sDDl{#Qn!<1`o_fOl}x*XScsf=(F{9* z?m8-|#qki`>oay!wjEY{Bb?+wOSpw5njL@h1-lopyh)H>{jP|w!+6@s9?$di?(s~< zoU%j$3Un*eFY!$VBj;o;c>i?X#D4DE3A z^FP#KiWXXOcJ`c*7Fzs~JU$iDo(XzD=1A*jIp`Dd3XHC78CxZyiXxciAQ|qb5%i=W z9Ix`Zia6R^a$M|nOzzQmDB_p`5P>!D!*}EFFS7}Hp}AioI%I?y`XaX)E;uz=f>WW> zb#p_x%ai)lZCVH2?2BwO`i~HXY+{)MaRmB*G2g_VGS{G+Lp|*fV}};?-&#-`3R|Jp ztT7?Do>GYhp@GLbXC&L4JKG-lw&2u^UyIH8e9IH75$S7-&oJ3Um40J<1qp2wS`oU@ zCk_z(Qc5powcEIiHSP%G#}}Kikh$aN@GTZbB;Ex+xmRcDUvv2GT)%ZDbf~7dQwWVm za2rh**`s;%!$?Rd^P;FOfzDYfznu}9lSa+HK+&%Ljb34tnrF>Jp;$ITf#vNhj9nC9 zTFA5>aR>)tVoOwz#h?O2h$f7Z;iLPt7aqCm;JC6ZFEWfC)nID3FqfS$!VH(V;D^)^ zi~hp+V>#Z$&#>qvp_`=DNQz;HtWZ-df_cum$dENn%UyDflRjfevF*z(v8=`aV0Nj6 z!<_LoLL>g%)di^A@b_TG0=J83t93o_Xo$NjG0%Mj8K~LCk;DnvR!`Rn*^M*dJ-fb1 z7`k+tHYQybwl>3W?^r>8lK6BdZA1_SV}&js!2f$&zaDVzss zCJxrcl>xR5u(0hac`2h)D66Ail%DcaHfbLan@}J&j}$Kg`YW#+hV7TkhXAI#)V#@=ZQM}aK70|FiV*)0nRBbu{!_6z7cFi zZC9)t!Uo8EaV~eoV)=aJDE=X1C3!yU{&Jy?@iuvFeKNYHuD$(pPM_rQw8PPe5F!^s zBSmlW0zY65x)bV6#?u2L%(K}pcYb$EmXIL!Zy3>$d;!B4T0p8pKG7`Lq}!<<&u3Aj zpeh_ zOsi}lRy{^AUBX*L^Mb8O)J46k-psM5aH&4VXiB+q8AyBIW!->h+p@q}O!R#VijhFC zBgKT+6~wn=7FxawKai>HBkgH3vWgl|t93^nCEVwiT_l3v(AJ-bcCN#4XG7$6W;10_ z*TYiaBmoChvZs;A>29p+fpt?U=XL7vP#mQw&QlQYs#De02k6Y&QZ<&zm12!*9W!k~ z+inQ@`};OAdW7>%a(qj*Q{m9CY#YHQ1V36K32$%=BEohH=4JbAqrT`-Su9GAH8}Af z&=|OCOEhs00GFxHYC=6RBsN^l99;}GL=n7lkJH5WSv4FOj$xrhv|FHiV7dPs?HUfY zk4E|`aN_(*C2L|XLKr%;M-_IR^%PA+y#Yhun}r6HnyKW=oZqV9DPD`)XZHx#)9J${ zL}%n5om#~KhK2O!sGTDUz%KOpU;s74tsVqGG07sHMSJGZu<_{c=Ht;A6va(308EgsGT}p^#8m1r2yuTb3ns}U zmEhEoN^ijlhH2HO;N(w-Wn!oK7!o`aI~0^*a=DA2BuE!Z>`NIAA{hkV z)K&-$8ZbR=B3yult+w}#ZIffl-q?>y6$++TUBV&BX4>4$B{-s2>Wy?*u(T5+(f$V|G0!sWMPtL-CUwppV{}5i?0-gQ6Tk$ z6|YhS=)N-Dt8B$~66@~i8<<2MnDNhqLti9>YQPi8RH&&LKF|8i0v|zemb@44qPDaf zbyoQqGMLA3!0o%4nTdepO&&|ab|7%k^d-cb)Z*UQF6RW41GB)Eg3*&3K*ZnOGgEjn z8acmO<{>0p2&ZGt)eMXEaIueWS7{$rVIN!1jWY$2E;ep#KMJcfN2fsp`G#ypH7{Mq z<@=fEiNh+)Z_${ZW!stMlek5N%O?48|NrUaPY_Eo2|J|WNu-0Q_ zSC>y>h48mxnMywZ=T9WUav@)_w?77EV#vYB=s6OxRAT6u+Th7 z(O+^Uu*EsBz-al}#cp=j0-%bTVr9g-Oc-fbZ;iMk)@sWPw#-C~aS<5{N!nqR*&8-u zF+0&@9riBmD+fV4M$%tlJ5KVuvhi0VL(qOtPU|CXVeiTC3Re!fj9g|)1&Y(qwJvOi&F}g>EuXol4NpeB z2urgOU0r!Rl(H_$CRM6Jms~^gE36>(3R7M;j91txCB}1x!(ab06ZaxTWboF96~w;E zeR%wK9NJ$2#?!=)x-8zk*-Z_D>w?7hNi8srp4;H&S|FdI8F+7 zt|C7qu+`>JRlSxo2{TKxI2Oe|I~6w?oR$5Blksy&nuFad3%<#iAAD=Zu>U>8f;nWY zChT3l*+Zw*Ya`R<#ys5@y{wSE>{ELfJIHBkUUqD>WWW%S*J?&DQ@~L-tv)u(iq=>g zis*d32?mexH7V0*1F7V5U?8R$my{Z8W~T-DeTH!*xn`nmv#=)v1^BO*#%L5%c%#-f zT(&(9Z3bB#{f{a}8pgG3hVmZ%`mjY1JaM9keBpT_-K&|stBq9|Wqsm^)>D=#RNIdc z@w8#M{j^Iw7vsNDA6uukW*oxeyYq`YBgMb83Y!iyz7)y@L{}_ho@{HW=!^?O zRNy@sVE$$fwkx~CDZRnd#yUZi@8hm@Ox?qSC+^{sg=0l$>rgiK{ft*=@q`Q8wY$|nIaziY&*;gBlb#*<39dVfJ zcL!Z!v*Rml9>(8`s(^au=Fme~w1alr2zXa4v8u1LGrQFek%}j#8hlwc54Y734+YS>AS2A+;Uamc9w6E)0>|r&kqaqiHtB1gX~6Frh4LpO&z; zknpLUh9qr*d?z%^RzHOTzK$_Gw14j|vj^Bz$F3c(=7VP!(PE=lI(k?z;T9< zy>nGoaOr8{IK?l}Chh?D!mdc2o~)MyorX-Y~|)-x&$OrfJmDE*w7{ zEmWH91+AyR;IEakd$})hXMRJ5U!~>;k~ikq+BsWokE81Z7oIr3aY)30B_9-x6I>Y= zqt`@z!d6-9VvQL~oIHo>Dm2=ev-rU2t!(Uptt;3h80c)X|JX2e_&CjzuEnbB?8-B{ zjuaR*oG6>q!BWW&u+v>cchA~42agZc27 zk?oahG`~8Ds~?Gm&#VzI5E^g>9b2C&t2;iD>bq0VYPrvcfrW5USt!x|+Gtfm1dcfY zoY3i1YMEois@_yz1Ib}Acr5gx1>z-SREYZanOZ#@Hu{c_6sP)zRPADskR$huj@NLx zgl|;XJ(|{Ys``~=Y4u0+W%hgR91??zhr}vrIkC&d*5NXzlj>|^tkdN3mX?b|_7@k3 z!8T0}#mgkbbrH(7cx9~8j`yrhZ(O~(?X>DCnDCc?ic>OI?9GoBpp;_AIV*! zaZt%<#!nITiQ8mo#@S~?kGNdBnehd*$WREObMfOh`Af`QzoKF!aL9PzP-C@;^s->jWi3XQ*7%@lYX6eIr?7;cExB-a>&>pR<`OTkMIIom5xI%(e+6 z-00{@RM_B$Rct%!FaB5reJ>TeLF#FPEqKa8SJ#MY(k?(IfEw^Nos#LE(gYENlg|~A zcj)byM8@eK3Ah-z3ln zx-%xyi$)C|Sg@k(`+1A6Arl#vjiC=`#}7TXSR0q7`J#J+X#7r=$7-UgjjO}IWcgdR zi2}rrXN#_{8Q}wb4I&x@;$O4Sb?g~dw-5o>-+{9OcGH?~8CdI)bQT?8%TW0uF&e95 zgSDnhp_ItnlK7Pd+Y*{ZW_X1WinV+q2uSDtugE`E8nIVp#aA6ssK!et6W=3yBZ7G; zy5ymY8UQIB(&2&Ou%)P21v<;MMl$gh*$mgRPz(MnT`n7CEW`#hSk-9SNwUW}PByLm z+V!A5#ev*gR?iqG$Tp@06WAcdhNntFWMe(?U_Q5@_NRR;O3EcJ;R-~%GUIkWn{Hq; z@pR4voH{h4QPcP;=g@*iZDQK^iec|2{Fb>Cmy3b;S8QwJQN90^eEA#bOi-OIc2>u% zjt6D9gn=X75(FnOwzq3*)N^z9IGaIDNml*}acAMrr;|qL4W@VH*TbL-++ zMT+u}NSMx?n@d;fw!YwLjLDcdR<)tkY^2EMk?^Whk0@|zQWnsZl;u9al~LZ{ z)E9WMk?nQ(){R#9C**n?(qA$@BhhE&4Slslb95LJG*kS6)cq{Da6g;KmKB6<5>~L) zOJU$2X}?087`D2v7F)pyhPTp#2zA0ft`UqEzA!=i`lbkUEE~*>d#sJA4_&pG1EfB4 zdAi>+N;X&aXa;hLb2cuthBh^6Bf=xH`PDK-wb>BI^*t-gU7;(G$z3>0l+7 zld%G|%KIezn5?RY3^9aj@ga5%jo9xdxx5 zCwy8JS8GM%`TT0FhVR3wf0P|XJ2yGn(!&Fuus|PkzF(&bNmaAz&_l;J`6-vGQRbcD zrV9WIJFKp7B3q6G7$SP zuFP>nnNa^!og4AOYjKQWO(TA5RBbg4XO>=t>wIQiIBHqhftjC z{hkRg^GPszyGKyQl+oW{lqfhyw8z(vq$B7y*6tiBd<-Ri)2R^i<%nZfH18G!K2goL zt{3PuKs+}K6dsAx8m`D6P+-N-#V2Y7X}T@oT*2hq1-+q+-X)`jjjpqrPC2z!R`wz$ zRZvjh`7zWtof1f*Alom^#vo zZyN~*C@w$Ge9B6AeKKQ~vj+3qS}fb+q7<4L|8({s?5kRN8u&t z>CCJc@e-@xeE~dYE{_$1^TtBKu!y)_LeAL2vKP>ci0L#hdjb4E(c_qFyHPBYnOjjhoWTgZIcaPffDW&P;wSDG zdu(tDpm(Vw6lrr(ZlxDAS)z85w{ik}3ET=mvQsj8ag}a#9iidP0ZR_z5JZ`dG6w;D z;RTZY2PEk#-k7nz+aXec`+ED#0)hj#EoALp4q&NeGwD+iQB}p1pPfUSSL?ZH(=~y{ zT7DgO{tGo&%Y{+KVbxLowfqYgH!|TX{7tTq#C{bm^BEL6?Z=THg4u2F?4M}}($_a)Q`H_0~RO}ay@vkmlLBl<$=LtrhIcB(YZ zls9Fhf%6@iy&hd)%J8B#j6~1ZB<$;HQb##;E~@WJ!KQbmV_CH`r@4$pn=&l8^SLNF zWKVY1MveKxf@W?GGHPVfKS@!T{RFp=l$B#Y!EY%>R!-&#eqGVapW$ty_C2Y;JJQC_ zGzz(pNSZEAB;S!+hZV;U3idS0DF~N{w3o|UWT~F*!I$sGCACR;SIDF}#JwD&nwNCx zT*g5E+`{;!x@qlku*;oWqJ4mhLD}` zhPwpHW;Z686Oe3oAGd4e^|{|@nes2=`1D5xXadbhCIj@DyecG7zA4g~0xcD><@Pc1 zf~ze-_^FJ~#VjOFqb&C&%0#^4{X97Jd?h#of4mJl>iL7Z{2s9Z1#?p|{UJS`F%C%B zhh)Y%02ysy>c5IX%*SMWLWXjVUTb?b`k2p}%GDc0(Z$pcQCwXkjwe5>!{$1ths{dD ze)4VBWIMt1Es%H-mbBOAUJtnfu^(j|RzPuzE6vXYbJkocvrKqm!J?^rFLaE1nFYkl zc$DehEgd4;Ou|!{z|3b6@%k`h_vd@!6AOlBv}jgg0<=r$c4sKN|0iRxeiEwMldw?S zKD4<-%TBX)qt>2WROE|KD{6}I_XFPEsR}yO%%F17qp(l!^GhEEl;6DaHl|MC!Nn8! z1a={_Tkf-9CtEx_w#j%87MvjbgzaHrJk>Hin=UcnnG}jx$^0sGN^lj=CVm?@>Wu#3 z0pN?!&gIa%r&R`0=yDFe43c7Kk}94pIo>wBmCre(b4bIlNH0B|8_zi`sh%M8(Y@!+ z6r~E-U|_`0h0%=us~Uc=zsJh#168_|R1Y^kP$z&NOAot4*9uvD)~eoE>|8-SsKO** zS0|`+wo5^KtQfMNv;;I4x;F6jwqi{Q!eP*Yi4S_@Y7)je#D4}y^mo_OsMrQf*kC+& zE-AN(Y=T$*xPU^L=eLz`I3y5n`MgjAV0ocK?W5~^l3fGXXVHgV?Doul+%|V;018$W z9uFu^qGe9em#=Rj^_4VSe*fnx1x5j!m)g3<7-sJ)zN}TZ=CKd+Mnt;a4Y1SH$J>*Z z?F0-GXrgbNOwSTqMf@%T;`1-_gbainrCE5b_6y(_Z=ycskCC)J*9H$p3C8x^40td? z(2MUAt`Yel3DX&irK|GuSIvX1 zs+Wnc^x7kZEI*^#tuMT@ji+qtC8Li7==H#}4owZ^Q=-wrM2uyN)l1z3W&b1Cun zpa*=ch>Eh=-5TJAC_pPm;XX_?(VN1-!deUtkbT%1;vJT>C?Fk_OOm}exo|-oek&LjzU#Br@7@Rdy=_To?lmTR~Mg8s1dOrh3E+C9#slV3jbsZOk#O z78Y7#J}x#UGhY=xYz?!~Kp?GAC*fbu2^zI*B)`KWJW6!Dv=x;{1r7!aPww4j`!IL8 zu=FW=*bb1nud|{(zNb`x0g_Oy&1~rEPaUEr3mfL*MmiBkaa(*m;nqh9js;D#JZ*?J z0yFD?=1D5N0dlfP*Q@?vM%!(95&Rg4)F`1t@ z74HZ>s^-}TIH0V0b~%vs?sSq|l#^8jd+Y4nI=p)?V86O7+LcE)=6m{5^d8(H5lR{B zs)!~}=;``6w+gi2?Zkd}w+`zFm*=s=@+=#}!vwaBvFG4i0p04I41}RtV2%U7l@uq} zuaL#32v$6g&@HxN0eH~5SPJE68pC&lE+y9VOO4RW_f||-FbROASYr$$&ZVfK&l0N8 zBCZ_eNjz4&FZx?`@_QjUuoen}7Hqo&4IGsK`X|>8m2M}WwPn4g@^lTiq z7aHO+)Poo|3cLb-IwV|ZgGWtk144Q!VRxFAiv%D~{L6gDWf0@C8jKe!3#u@motjs@ z(b^1+*`fjrHX|Fb#y=1+)~@Y9CiYc%uj0ZljI2&#NB|^%qCb$jPE#vIwMhy#-sKoC z%ope?&0KIjy*Gc@->V)m3h`L)Z8T^zD3Wcdbh5o*kFCd!SxfOMsq2mK%z?3V!?5iz z8aVTAzrPQ>!a=X2io~6x-KQe2Q!)m<7A*J-m!x|doDvBAw80B~Wu#pHnT%gZMW)5C zB=2Qxn@3+k>J!Y^=9vH}Is|%H?`KhEXjBJk1^(yo=_r|kH`bl?B34##m?f7e8 zR6Gi2sM*?JPp3`I?1+TQDaeKDJhM8S7pkZpL4z0?+abEv18#O(p*(bAyEZ%RT-DaJ_96aGI^30ILKm8EQ)lu z^;=~bX!Iw(9mD$ym^H`B?{wM3?N`Lz0QQcWJ)XdJb_~-Z;?W-0aw`f^{Ynan}n8PXJuvm&`c8WNd83e{GYbR}K!fL@o7j~2IH1HQC zVvqD<9m|C?GldpvnU&0&8eoriM!GsM;pvNE+rr-z%$}o8dn-v;lt$`cw54SRh`Zl8 z8&f@MOj?_LsTC_-j4hqG{T=u{Cgd23XtPG9QS0fdV_5?489*u&G$7QqYl| zs+vt+szw#@n!{{qkQy_xj5TZ~N|NS%1kNaZ!Qo5){{MfWGnu=5p-s~(;6`C8C)g#; z<9s4sW-lK*wevkW4?DT>0N0Dp@I8R}5!xLmyIQTm=`}Q=Ln}$&4Bi|ex`sx3S=?#M zHs0|tx8E*7~ATw%2Fx7hdkIQZ5t zc~-(C?ev({WCIZ=KI;)qhXD>s`lhG6Gwqu51CLgKQ^hN&a$302$8}ji=;**5auc*8 zvECm*mAKO+mn`1v^`~BA{6^w0(ndV?O(3!K%D(VDvblbTG!9u-cd-Z-6YkLwW?A6| zwJ#At0%oM^c3Nwj%;1dL<`>VC+w8))ziSBHGfoE1e?_E4Mmv+XD_Fp1Hqf4F#O_d` z97w&SR)I`&wMvhYl&!E4p!>{a`WUtZ#a#Fsf7ZxGAUpf}te$vEnw7&pMzFkGPh zUZ@aOzM>);rQ&|A2G7(KXvHk+z&S+${1OZ_960BcahA#&)7H9b%W`RlEL6AC5~tMQ zpK;TwFV-3w$Khl3u>8oClo_dC#c2-Xy-X^y?EpTIuz6BNz_;vAthhflq>f6({v~Ba ze#{yNKjJGj@OQ{3Rs+)LR_S?7e#@j6cu8k$2QN;+l98VC)>!LmJ^>yYV&ia|N_>d0 zo*;zQ#kRpOTZb4ak;~{-o$het_x*ys8=fl=%xs}yH`})~q|!(rmcGUWhDIck+N}>8 zOL;UlOQ35p-|zuwhOvvebiR&Dz8$v~3W2_g=!-u2iU8)OtPTA|+ADl+Pf+7CvaPOx zZjC;m`8L72nNy+CTQ{s$xnI@)1OUq+eQ%p^fDHGXHZ&Y%2LAYNW^>Ez!+nK-?&b(b z4GkwtThIYU%FI}2+?U;uiXtAgfzeLVp5^p+v3lLOw*By*ai+5=E)0UY*JaB;Tm zYM&sz!)M`Hik>8~`y6~Kc_TL>bB3dA+47>36%w9r zshEJh5KPXnQ>Mu?Hz3pB1N58M)7~KpF%ow$0-x~)N47P{^rkdacp#)3<3Ne5LyLvL zTgKc>xS#kmS%7~63iUdyzANMg$iOyDf0P1?-f@Wg7=pkGaoYPNi1=VNc#WeW!;1S+ z2DTYpb0#-Cu5j>XP1?@Ez{Q=wg|)>WH`+u`x(W#2bk|uCYke9QZyxs zg(mAiisBcNzv2tY5fz}t>?Y`3`56HfemYMEY^v+RsV=raR+EZ1xrMP-#SC97)!Le= zTNI4%A)y92@>ci_)e2zg7I(%zCjoKKGm)|+PQ?zbL1qn0eTJZlij8vp_AmE2vo9v)1u2y55dO3-BD-=ytgVyl}@=Io%5RzC8GlCD0f z2Nyo6kFUb+_kqW={UO)tMc6T#*WKr;wZWge7)@pD%=}T-y17DeEWVlv5-UjlEIJ{M z`NHLkrc|>6Gvr5ojxo5-rV9E0B_s{`Y<|&ix-sO-@QZ%e_2SFe?>Z!H?4<^1345sZyyfcT#rqXsWjpPxFv0k!^P= zg9toLZ*~RY5nycLdgu*t3!rv}40Pui_R^8^nR}dHOEdb}D7SQQgU;8@=y^KbZn1Y= z>c5z>jVXU&Sym5hbW!1-$40=-7Y#yAZsi6tH)4Fe0VB3zwjM4`en)P84GNSJmfc)Q zW{d8o>%7iW)7)o`F_X4$Zq(A5u=XgUa;qXeP1qiz1@4k$VvFw*q$!REua`YqWOprc8vy582YgAgJq@(2u}etQf6zzmuKqk&FFG zy>9l*DwvBE*tb+x4so?!G%n7qmdgcNA#<jLdHhB=jQH&?{s+OR^k=&Gp9Q_@?@SXI`gp2f%6|m0iV1tU zQNz+0IgVrOO`mYSiP4iaiFvHa%x_I$0SoCt$1vc+UTYdd^Lki-wOKD9FuW(gzfA9Z zVE{$2;ITtk`ig+2-^P^$XXp8(*GXN=gH6w=<85G|k9!V1B4;oDcVI@WxtnBiglI5q zEsXU+I@W%!@8!@u=nrEkK9Lq2y3i-=&JJ1KQCUBho(IYSg2OP(5zA)3>8wzPoaL}? zreHFASYzW!sZ#}Toh?mT#9Wr<@r;2ZGRm=>Qopu~nppbm707j9z5z@Ks>W0NIbnA?Pw)~b9_)@P75$ZU9jvCEhIGzSPP=Vvgn z&;atIKBpOHBOTx}&ApwepYq_cPx%BDWcPn_&%OWVYa1eQTP?paC|*`7pQ7!G{Lyo_ zX_E%zLyxYyd3 zC6>CSFWu57E_B>OXZ0d2in5ERp_g`R|3&L(_t0&22MuxndgpxlxRm|wHQUaWira9D zXIN3(;L!-_g?11|c+&1%*JErKHh7E+>_+;4RMQr(xW#M6f6KoIt!ocT_Eo6EJ`T_e z1%Pj6D(sW8!z|gGX^w5YJDm}H{i$dcUS#>@-pFusJk2jI08Jvy(HUQ2nvuD5v@yQb z_y0D=$x8w~w$T?F|N?2EfG|4mReB8zVh+Kutc|38iK-5zgpJG5i#+;maE>gj1N zVuk4(76{O7gmMdA{{f9!3c*chc6U5rcgJSmM!y+(Z3H`66xG2f?N`9bnn9f&M?9ggb1k6)|uJDQhR`C^Rw*+_{ks}UB<2~qRC7;0}h*3!wEeo z{%`P)Ll=B|RwOlGH^Bl^FBa(EBdgE@uPsuZQq=ne^(`^j_?9@H{gXGqfGE*+A^Q|^ zVuaa0wq(<_KTrF5Q_+vlG;Vx1r@s39Rb|hAvne*}(XVfKUwv%s#(l1-7f*ZU{`svB z$XOTEf0B1iEvNRh3uV zF#pzh3w}N4jYmTtgbPw&87^C>RmZWT(KVpy&Z7BZojS*HA2_XG1CjYInRBHW)L}bbwF(_%y2; zFnF&8^N1Ra>XwJCaT=Yz0@(pe@sr3HX96hAu~bir=Gk(V2kG_<3DqSIr1lJB0(`-B znX?%<@<}8Za9dPbkawAApvyC%-*(n{8XIV9_JJ^5&8Ee=19h>2BXj=|s1UL3G zgo-TIBW8t966NcN-zY|&crb0Z>{kd!+6^0($>M#;z-#IY%m?Fc0DUwdHZ0k#`7R z#>N)XL?g(8>*g)^rZ%h89yuYb9xAhVbUw39A|bKDOsaycic}9#A+cvcA3~woJ=`(_ z6N7jDUx;24G5VrQ+3-$sH3?@C+aPuhBN z2CwO+`%sm{FdwvyO5Yc;p|$n*VQAfxiuJcAE5^}w@HjFIoJ0=ohFH}?4}`y;&3Bi3B(m|$hcZlP^;5?`r(7c~jr zDmM=^Y-~c{egZ;1P9B-;T_*>pt&>Z}CVMx?dg%i)%0(yB5ERqMJi-z-(yCl2(L9(_ zOIC|@5K}HTs(IsCl4tW;8Unq`pT6vg2ah6G?aY=iv{*AG+(op;Hf&YO4|}Y5FS?fg zXdI$GOi^uzWLU^{B5Vzp0d>(54kAU*Gg_*-E-`?gUn3MZO?y!sjutPoscjIib#)~j zQk{jMpo^h9#v18}$GRXHD7ThD@f}HU5xEuJZW#ot%cQ&eGR-ptgfWoCcG2btYLpfzexP{g zDoBgHO0DhV^f8y5oI%X;hvwvap+5DeGEE-Qe&<;zFP;EJ^E02x=D} zErwz#v7Kt7L&;OMtePVtfq#Veo$=QT8)hQa3bfmD zt8M81Q?=6cx32#ysVi*mBR&`~eLFY^$oiA43PAl&u0gaIHqZ~z3AnDx_3m2iF7pfB zI6tUP4V?rL+x9X{JQI=La%&~&n%fh8S2NqRLYfeeMLd{CX)u*A`yHdfdiBZ$S~SRk>usWwx<192X-T3!)6*(*R=A;TpcWA-chdg`{{ z8d%sZm)ybqf}NaaHUG>}_o)nKB8tw01IkQJM_u9qVzW>Ytq&nE4(Qitera>RHN6!Z zLF*1iJH=46>r*OL3W}PTq$~tMqr2C`eWiotoAfljOVnWNjddx5^YLjSL(mRke8g$< zkYux?f2PpjCon^}zon<~qLTA7l>DvVit75)tLt*Oec>D4ab`v?=SPOD zCdqm6t{P2x0N#@(J0#fW#O@JPMIp-$5QU~m{azj1F`x&Xl+NkzUWALjstw*fpyx~q zR?U{OA^$V#B*&-;b|l z-Dm1qVjasLEIkuzdJ8+r4i(v^e(R0T=;`XL?ShrM-H)N;g{{z#xy6v3=u*QRxLQ?y zc5kieh`<}Sr**S@1p7ft7j_v$I7VBa*UGV~UX?b(R5sQRGpil2k+wRQ0lfsL5)prJ zntfO5?Lll50s$6~uifLN>jRh?HAn0;sK&t;&(y~yrWt&lp-nU7f01-lhb?D1&1Uqd zT3T(*0KB)z>Xk8=M(rAxRM;Txj9^DBqttIk4em_n4MsUG z#zIv9xmxT8iaYq#A${#4v*;%k!47W_D+nQl*Q^~c*taYg>K6*Vrutg$PWOd28m=j{ z6FF!H3!_Dr^(WV6>{T23ieBUsWNv6?CuS#@Q? zDw@2Xg8&1bayd}3eW^4*y$PXH*a3i5e#q(1?(%R;?=d%m{G_eIj6E*g!=+sSmlqXV zi;Jzd`~{KNLX$EDGuU2W-tkCx2M$WGXn)keLzdZ_awXIW`6yx*1KeA@g!qG0RbRNc zs14@e7iwn1B%ePrihPSkQjS&kV2Zgo3kBZbk5B94@*y$Arqi-2TJ7T3r8S`^hcEVn zE*mshDLAPa)~A8N6eE5N0!37**qL(6IMqzxVs|uBS*QYLdlTd0@f+tdQ z|Kny(Z|8IsQU^VgTXPeHK32kOqJTl3{10*)2@l2WfNgVLW z7ZOV)DjjZz0d~R;A@Pi-AQV3*%k27Bmbjc7&yrNth8z4nj({jHI3&Klal`n>av(HK zbA$f^pyEpgYH!nc+|aS`62%)`tK?J^eJxuRMe7xM&r^>2>SymnH0STI)X*zT0#`an z&g+@6Uvl{RI+=WcT{Pr;73x@)Af&(WIXVObn zJ*LhuD5Nn+l0c$SMSxexlop^*{0^DB9})abwaPXn{@nYMF&Nygr6pEYuBf!4r7y|K zz2vamwV0_y^WDaCq$9tN?UgcO&2EN<>M2>kkg{=F z3r?W(+&q;T=eY%kuf%!oF?^2wmt)k=D!wv?cpFc*TCe%4txL#PRz^G&(~T+>8CJMz`co zz*#gNb%|u_NkT$eMPeIog5abz+&(3p9#V|$F!y}NZx%nSfTW3CB>Yppx9fI|ALVA( zHr3gvd7f6lQq6!SIN!2DZ3`)rXC96#r7|1fBPWTOl?;>BG5Jt@2KJci7*|7Lgx z@`g)~`i%q3jYL&Uawp+~jKM!_*QX>dN)>QAd)bv5e!|Ia<2>SBXwM=-HL2J){MK@z zmO({wsUm&uD=D>{JiW0yDNvTp>_I|EDcL_JZv09oC+(5pc#C4$pB z#4r~S*0sVh`G`lql*${Uu!zgr4`bN}L5^`U-sl{95h_c*h|ko9q?dgW3J#GMwa!4e zq~^Mw(6V(UZMS?vfs~CZkG?!2eTWT{3b+lwJf^|Fi;Y-+54oc>#Z@J?cZuUOn=5CMi9CuKgMCZ_4 z`!?N%!@@e#t{oN#7%DfCZ{n|0C2IRC9h zxa0R8-M+n)7`*6Oy=ir+B5Z&bBaRAj$Eju%aWyPVa?K_lB6HkCmJ6O*5jekrt?yoW>-Cx ztT<%laGp(5PoDhsH3qA)_k>b{)kLGs)g5JZGvfyg(yvG1o7`!Z@|h7-YD+mihGgz# z+_D-T(Z@$(#e?(D*K?+HAFtCZ1iJJA`G|F*g0c(FClqhX^>mqq8V9=z+_5-Mhn)-e z-3L(MF_}-J!M%sI5<5{AK5u{I)i?r5J^}+S0ZerrXE&>~%>RvExgxrva&%>M^q9kY ztu>P?tZ3ob6>CZ=mXKq>X{-=1C45c;zX8;y+}dz~(@s{~AuqsrH78Qw8H>j79!cCu zJcq`D0eq*E9=9!bxfKN!p$h!$MBDp5YV=m4=C#J_G?u(k^3p$K8DqX)5)t9+VuDJE zuZQEX3mkvdd5>%d!F){)DH~!BQehlmz+&fvm~`l)^JmCjFi)?SApMxX4TC`F1N1X z_H2@mBJDD6SVpCiNK#(!<%9QMsCyDp8Elh%IbCgIGvvKOEOE0o!Kw+C0w~X{=nJ~H zG#74726@$ctHbDez(v z&c8_6FfYV@o;rbvkydu4%kwW%#)@EK)&y73GoOqq;mCQOR|yY}jdz&mK)`s9rKehD zaJw<4;F5%a_8s5kC%DMK@#&O$1D?OKGz*G~V+M4WLc7GZ5@kSiAd2z&=ggqz$@K-x zw&13FIg&h?q}?cj%T89tdKwr_QM^w~Q4$KqsV_6idGd)x2r?ss|PfARy! z;v-0&paiY^gqGe&B75LdgU=>brQwaF<>Xq#)XRi%hcPbGbCxKxQu+l~){0>DT2W*~ zgk$ujj)(weNxOW;<=7=}K|+x3UPIa)+_)OHqSvyOrqN|gW-(;b$S7Up3p^~1q|5n; zsP!fRs7f-czjtfh9$#dZPoTnik;9Ni%j*b#;N;CDzs`9}unA-g?6IoTRuT=WbfIKM zf7Zl+`@o>JQ%^}Cf0m;^#&h1|LTQgtnkN8zZx>(=j)c^J$2Q_PfW0sR+KyeIT$s&& zam9|8Ck1Tpze_Hw&Opx90RobqA=kL|huqp` zwDN8uox8J4@v#g$Ah)nksH=n4N zL(7{e$hF2)LY_35v4!wmM6u3JR$)l;vcq}1td*$2h7uK$YSnvxfhsL=#-JLsEnRC| z()esF6l^o32)Pj@4Ms=>wX0aGewRbP{CMslr#^_V)u!qsqF=#RLi zn?(hPGhb(0;}Iuf(Ksgvq`FhFjk7IqVX|^jay-`qVXTEe+RT$hpRtj}D0aNoGr4By>I}yvL^tM& ze=sxt7h^;s4qM~0L-+lQF$reizjHZ8bLIOCV=UY|T19Y4s~GG21sjjZy^`JN5t_ZQ zRrix7eVR#o)SUY6=grjOf-Ges^#Dt{L3c{Itx2%EDrL? z0yxN+K4lW+S?(!<8rXQ6RoCF-m*^RZYqb#MYRj!QCza!f(LMWY%KVVe=3rVm#$b<)ScEqsYF+260~WBh z_u^sn9>6=b0#HN+7G1v5MDk5Oo73?XGj8%Fndjd!$B0(Fh}io{wZc*4Mt)>#(Xy4l zi&O`|t%D3o)e7aLrMCCH^%ghD@uM5rU`6rRZ*I`>Fbf0Da%pD#I2!k-Q~@v8#{z+_ zG@rh}TRAXz^&U)&hK+Egkf`)+!=@WYH5NChtgHJPDro_|xE*9jAJX0FuHp9FPB+60 zl2dB3@lR`QB#Eq8P0$eOG{9a1p4W>*YA6e|POC$5hg2IUzw=X=!hvHdf)ffvGJ!H1 zjD|;bJ)e3K$793StD%8n*k8iMRLy4hCZGP$H7sBUPT+}X?RPUV7Dx(B#i6nGN6NsS zOOrLe7LH~sD~_JCd)>;fROWz7se181@y0lGC-L*?Ulr;O z!><5&|pQUsroDAbp!3#=$w!P5V_d`lH+05cWZO&Dnfg!&+V+@4t(3HV&ZEhFn12|&~i8Sd)A^0AARL-)M_ zCaOfG9@s^kq8pWxAwD;xYYdQe&x(MbZac_5#6c*s;QiIBIp}BPA;_X%Qm@w8I9WSY z3C=!MDW^Ax#w&H#^4e*Q!!&3d+A9@hm+Kgv;JPHDINYHAz13uuf=cXOMgxn7fN|Ff z$X15(yPt84YcI86(6O-{H$l5oajYRVM6M-t?QtY7j0~QUF>4{Q2zlFo_Dsev>>ypo z#n5Ow>U>{I?KJGS@pt8sp=hx_1Ff2O1HGOIb+m_@dqO6jp`|~gq)vNE366V885W%O zq~aL+o6sjSfBW5vaxGI$=G@ER#vinFE&7-^QyX^yY!{~Q9oA6d7lxOBBUIZ-9L{5r*bbpN4W3H_Xz&*m zwifMj8GF$9PqW(lOYb1@4()7(byiOo+NL*2kzI(l(;%+~*ZmAQg4zK>UkhynDL;u| z)lVWBAS8qB{VPcP^Pr;b!OA__qyvC6(`~-ZJ z+u<(->^Bw%b@Y3W+2KpG`bvxCiuE`#r6vphm0f+W*j_dAg@R*7JdNsbv(~LTmQKHy z_?UG5OvYwh;}*<1d**p|frmackBH5odeBI%&}+WB5`07Jojyka`-Y=$zV@6Ig%w3d z&l~*u+HEUa4;cD6b`_z@a2#6ZVCha@^nm6GQwzR$bjLm@YQhB5=%i=#6|4zAfA-4O zEzCdvjEuT=TetKaN%@TKPtOncjABhqtw5zayIWG&Q`HxV^lZZ3F8YJ#4u6wT!%2I5$8VBfkRBVUfEE)RW38;$5;YRu!lo z{Ou}uU+JkZ9Iy_#s&RI-tu)KxD2G&U4Bmf>1%sA!4Ef?W1;ii0;(Ley;(!YkMMpT6 z?OGEKcU!i2`^rqbDNygkunYG8#ibk+jy66WM3%^M&p`~eBN)!LVrceVU>6EZ8{O#W zpYJonY8r(T!gyW?Z}G=yX#wKrr_muVo$Zsb`|qKt_EhLDPB3F%D?2Aipg13TWElS) zGxA9w2d1meJEEs&0R>~1lL!>e#>VY0=;-fLt=7^G8iRV=&-W#RGC{rSTK_I*qu95+ zWJw64sV)#4B3AQ6Tc`LcgOf!Se5>M5sO*4GS%hU0tV9J{H@ps%j^3Ut87RPQ(dIhz=pk9Ydzi>1mgiFzr%jK8s#BE;@*wDr zVl7F-^>J2v_j#JSjhavdE>BpUOZ@2k6C6_7)}wqidj6dV!=M)s-v_$2(SJG^F(SD7PVo>4EMvi(Z%bD#$#e))=!cgryOA zFO5D)MNOY{Py5OXu}Y6kVu7{Ueub8qW_xy!s-=|hb(-{}%24q&;NlE^b*(;bWVvn? zogvi$1&PMjSXjSJR!&?0BFUfoOBz<-NH0}nvXcXY3$DXFJGXfCEm}F4Qx9fRgSOVz z+{L>}zBT1K1mL8~i_^t(T#7LEdZvO_zbUl^w1fVRhO_jGaZAL)osp6$vOu2Ry9UU3D1tIHWmcHam*FGx&?u<=z zSs$5_W5z#bfWS{mqt)qR6PYELnS4yt%B|_KbJO7bsr*@vi20=+oiQnJ|P{JWIg(vA^c+!?83J zj}p6$`K=u?ono+OHGY0UIht8$0^_}r+cMyw?Hd{H*`&B;%G#Mq*`l)D8D-)SNkjgQtaj9PLUvh;wdng*rbZl7a`4ojWb^Yzb+uhBnSGBr*rVyR7gUOCQ~6(Y*_8a&G=W%wGn8uEabZ^OO50C& zL_0hS>Rt0=53q_NQdy;(oe1R^h*zj*vJ|wfX|CXg6iiyvT*)0NAMDhmx0$aw=#`e| z8Gm6T=`|VM(iA+w57@R-Z2*po861->saf*Ho+0iUxfwK$7Hom7qlx(xehOELQQncm zEv8^}8AVqQaqnE-4CxeRGl?HPJ;#my7NlaB6zI6p({%U|xc@yeoC5f$dt_xN$Ra^D z+=AB%%h!NNTGx#xwXo^%!>1g61V@YO0EaJSj}^&jE1m=AoUYD~fylwG%(7P7g)bgI zG8xHSksB0nkt3(99>;g$|5oFtS0+|}%<|`TaXAUpg^r$g4<7OyOfyWX+HvFIM~djR zIsbk6Ur^{n5ZKz_>Db#1;SL1PVH6WXFUG=PjjRSBi}VtA6xwD=R>LXvcr%B0pfmc2 zjuu9WuqoJ$N@0D`DUgZ{o_+%YA)a?o4V!A$bz=y-J@n+SCH-c=(Z@#8)BlC+ja(`( z2-&CIo8ZFPRRM~ma%4(SApR0PVeiABcEUxhBl3`16~*sWzz2HJ4VDu;lOYBRW0PIK z%&>8w4m!(*FYS@&JFE(dpG4egqZ9G2?$t16)pibL9D%ELu23!$U>mg6D-4L)F=T#r zty|4<;$5fFfutS|#R#SaQ$--WOefR5>3E&Bn@z!#vV|q9m6_phKwHwJ@3g8~Fi_%D zmn=lnbpD{W*FG!}$YFCR&Lj9wo7Q-h_PLC9QkoXx_4I_&CFEl8sE5JD2ho%2qXHJg z=KPa%<54l$Hj{o-_@{ZvSN998YP2zxMmzV;< zBB|pjo;(h0)k6Za%CrnBYKUc0p6Nj`z5`H1${xi5XHMi>R==ZUIcmvxS8<&Dw2aJA zk;2$JPWf#Kv_0=+Nbyc(2mW)|L?4yKYGjJB{H~q~$|}iWW>Kxe=Rgq=1+9MQkU6A+ zqb@Mpd`6~35z*g_avU&!GbmSPQBOGnYA#lvI8Mun+V&^M;Hi~7YrYk5?JNZXqC-)% zGWzv}dnMM1yPhHd;bsRna4qc+y0o`)I5^5AsEUKu~!K(3A*dj*{pLz@fM#=f9zZtSq;BU{8dr`zGhYN>d_U0azVqY zr^Sim>U>i^Am|=NUZ@FRQCm4X;!tKXGqg}^NFGjba7HW@#^Tr@>YyJ*_lF6GxdenX}IYo2u^y zsxhV*_3yxSI{#H{9+SXbG_PxYalgdp7!TMK6&&tBF#30J3;1p-otny@Reh1G0+f&o zd&5O2X~R9ByQ0TmY1|b?fm~c!WOFSpmCcHKAx%L$Q=LjFT5aK&;xRdtR(g+c-NChc zMR3u*;#70NeIoB(R>efF$cZ(cQp>7=IWNa}tjFbzl@5i^6q}-wpqM0fw>!|$Ni7x={<- zBcOfSZxfwgN(jr7PBZa`Khi9jOYV1xOQq!t?BaC4R@R>AK2z1Kk|iKZ|0c17;krXB zGXragRa#jKVtxZ$W92p}Si4orWtWol1{rrsj{N7vYzZb!OlR7K2wk~Iqx_w;>(E>)B+@<`?wENM(BV&QL9U&xVWj{U!sR*>e$qa`7i;WC!F zBz`7YR{SBTGkzc7J=(C^eP+|pXlqaf7xlc1k&!sc-nGb?Y!Jbv)!GDo0#DEq5x8N7 zreV>_s??pP>|(SrN4!gpub2Wq+({b9?*-B2w+Y%00=q`W0wPhP1xxn`9*pe~x_YW+ z>=9)~jpi)dmAVJ(sRlvXg65@aPx_2n<`grvl+y8y58yN7zvOvbRP$aa6T7b+de>K(us)z#Mm=~Zw3vg+?-xAul*nfrhEeR-zNkm&y z&5oUcI&hj}9XIDuD8-17%neswBt9-n#NfW1E?y=_D&jwD6*In%Ldh{g&*_rcS!)^- zB{|2cKTGCoXz29lHkG6)>&WGWjEEMkodIC!(`_Vhp+70kGTi7baPK#RG1+mcxXE zu6O(6%Va*A-ML^4RK=wg6{Y1@GG2xLEqq0;Jd5;yf=X7rjODdo749juN|gLa48INP*i)F}4=%UN zd~K(t=UQXGmDBny#X!y@ozB=L?m7#5N5$_H_AcpH^7*#qgT!2T>0&7l#D;O#4b%6ui<0oPTa0zQ~?Ae}{ABtO8s_V?H0v zPGiPAUT9NYXUqwzXPY8N0*IKP3%K#Ekm=U~>N06wF3k*-!CXR`Ek5Vo*79uh+HYfe zoF&~vVmg;+WtzPo4P#Ga_&VwZUnSUBu1^#>t9uLcgP+qff`vSRC$YjSL2Vr#lj`ZFJe2hVwGa?Uc;eLPbp|?1B+Z z*g0Bz!`lUa5S+t%hU3=G6TfojSUcm|_=22{UwqC!ZY&}pJ;YR)-agC>nU{ivXTaj0 z_vMP)2mWXp*Y{rKt{6qyQV*UPhUAGe=Q$y#ry)O(u5^<+Fj8D30t z%F%_^zyuk?!#IAqn~6tMyIE{v#xj!l^;89DGV(3^1A0DtnuEm>i(f7K13;`khW9$t z=JDXtdA!_cB?c>pZ}~$BUORIsWD@c4aYNQ&jw_NA>SAln@~5@y3)jG|rvms(g2 zC5xy?wav_WJHxFj7@Osy9+o(!+tvL4Ag9<%Yzv$3B*dFNORD23k~ZsLju{WabM9_p zm#WA~W-Q2NqD)QG*!Qp_>FtONA&!U>u&b$(XC$yX@=a|&$q#yMQS>~;c+i^^Mb8F) zeNfX2ZO#wuU*QeA-?2717%yIPMAq(bAie>y_eCq>s}R!EdWW7<@es(3rh@#F^<2Ei ziMjrY3e`TUj|bE3l)H~N*)EyyRe*BbeTP1e4Ikup>bYgW4#J>$u8de#GuXMISgoIS zs}=2$_-9-yHTGF+K)}JkqoVjl*D+V|VEvsS>u%RTa2f6WhI+7TC23e47Jf7W^k{KK3ubp+kYxZ2A&|$~P7+^diZ>}8@`zE4)4%9&;)e~Bz!t(;#oY#8H zL0_w8xY#WQRk@O?Y%y@PHrK)kWEC|JjX-`77wBtPl3 zhn{CD#*^OU&~vlm82?8}A4O*4@2I4>{dclDlkr67<=D{8xL z`^nm4kslQPs#p6)f%Bcu0D!D~Zp(geu5_!Pf^gSlGJGqcHf0W zj3q90KIN^fKtVZ|SPl876?>F9#8)W%zU2G^^w_^j^q4*$Z(?mFWp(48?!qxL(@Wg5 zAc-J-sU)@ss5M3DbW3=r zmbnvD=(e3k911(jO>-49bku8gb|3Q7NG2h^pqequ2d!g_X5-K+p5m;)ocSVYC_(Yd*R2&B$i7#eO5Ek8whasm!rm?VbD)9+#Cj&KS3154s8i5Kd)j(m$LW6pn6K27}sDG2H0k*|~@ATW24f^iQYRc~$~3 zqK>8{wJEa8VaDGZM)Q>nygIqt1malZMTi(;Cob@nL!Y7#gExt$HNheUPEr$xRoQU_ zr$`^5f~$vm#F__rRV-|3$Eek+Sp{iiJ35>4%F3cU~(Pk&22U;6YDIcUcxB z5(rUuzr#$Mj^y0734GEagpeS0V~w^n93Ub z=IX-KML3nCCC_-xkmMT+_Rd_z*abxVWS?;jG?y(3zmDYDsz+9puYEN*k`e}-dL~g@ zGR-F4JHjK%Pb@r0vkc82%z zAlN3VXMy5;I+eeSFcH~!f_a-PonJRL-cgjhP z&Q%_B>igzEDOgglT?$I|7;Y3}bU>KKepG5EOMTM_9CQ^uvR z7n*GKVwMvH`GCxI+XVk~xbYzc1}pB@v-xf6VBP(C`if~beXh~B6%#%TRJ*#L&8V_l z3rxH5g?sz}4>_D1ca5MXz8Pz4l3mJ6Ht#0qp8f815eJZ2lQo$ z(&1%Mt3b^19=g4dRS3GpsV?NM&-_%)AozB^vOOofEC*;!zf*=!$}BKni}s}| z)8vX+DDqO~lxCQzk!FVe6wn&!0OB+b-Cum@ek5zSByaT9LaHn@+X}N-WA1mdg|Dt# z8NqW}jjtyrAHD}r(jG5{M80*IGy`8Q!4oQUkEQY(oH17s?6|oV7w^VJ;8ihHy-|UPCmSpig)e z>h{oM9&beA)jiMW&RV~#g%#xHjprA(r0)dPi<(PGFHRsxKPu+1lEb$PCY)n)yj z{hKBoV(@N-b!UCD!1EJ^s@FVT7{!pYQ=EU|%@0y$aTncy5$uqFstm2;c$qAo8adZl z1$4FZ9i-d4yjGgw)G4rq&2T_=e0!^NP)H|1i1z3 z*sa1>{5!@c>2ydRUEh5T;|nBG&2N24`tafZVGb8rlM*(hWt|r7!XWi}S9Lu`64y%m zu(wx?EyDI${f_$B@s4+FX~noqM(;BjW?4^z+s@Q2QnCSdc~~yw1@QVtzzTbdKl$81hlnu7-(#%!-0v)kVG@EqMZB1sx4!DXbBgCL}z%E+N)jziZl zUDB_YjC~R}o{~ppd3q?A^03U6yX9c@-Exs}yX+Xf$8o!C+yMT7Kt2Z;`lH>f4vam7 zE?%OXdxDX_Lt;6U(-@r%mpN{X;*w*v4BK^dV&#f*L}InnjGF%IYwmkchGYGY@@YIm z6S1sbm!=%uv6U;oEv7QrV9GN^4XgIc{8mr)_(7Rj4&yDkP^zLQFr`7EJVdg7M_r6& z4dPS?|36W^{TZNl1t{CaH>L=;TfN7@YBU(W-;~Itm4;co-G!ayR>KU>bkSsAIfy@d zQlzLR*AuN)jM->7Mw)a6jk7As_d%Dy>TMxz>;;lXQo8jVO@x~Ge3B0nU74!hv&V1`Q%J>s;Nw3j-{}#b>^%C?`Vp(-nx;^>^@G#{m_X4MSj$}gz@wJ zbi1kCNYeW()w&AYyYV1Ir^AJ5r?qZHqG56&j)ah-%03Y)-SmUQvesviA0J+P@XMS^ z1T#6dFS$_{ug50+frAAkEzP7gCfy?CS=E)ynrhXUd?A;2ntU!(AA-MazcdCxOi#GR z!{K0z=C{6}!cvgDdjQ~cA|Buemp8mI)l9_C$)E=eR+5Q|Z>gl*Mb(qbtw|_1vjV}A zDU_mCky&w)PCsjCKgE^kP;PRmphLvnX;AxB+sO6@XpQ^`0<}j&SILUO#-e5|N9)l& z^<^oz2w8Gr*?+;^}4cm@%ITWsG2lScU~M?0({h5=>j}$q#jI$)NZAX;vY9SUeZn z7Z~Nj7zv4jdbWL_bk59XR}ELD8MHdZ<8|?iAo4S5k_gmHhkTZDyd^zKiq)h@rdViq zJmF8$1sWrX66Elds>D%U#HDdPNKJ?D(kqkaIWs02GuuW z`FwPRmw=03W5NOkbcFRs$oYd1_mZ@TcmZR>^k5iYuCgok8M0%ZNw1IuEiR0!&c%qD zEC4(y3QwZ*zT_GVmr2_IQC7D=ULjdWv~ll6CHPvvWaI{ zTQGA~3aYK2C8@{fU3AcKz=k^kK-l=&-!tQpw!sO9^x>uMk<=>hO-i$&%!5EJjW);t zIz=}wceFg%j8YQn>|CN#(}vX9bF%6cxt@clK{YCJ>bZ;6V1thS%b<@&+Dh%%vOCia z__t(-{spPlNx8;tvJ8{Ah2a={Lo9lexhHU57=Q}Sjo}O39T;w1s2ZQaY{H*{>p@6< zI2#+3LB16BVy5xCOi$sV`|g1YKrffS$R7OjQ+hDtADLZAnYLw!;qq_Xah|SRz`X1F z%t7O6y)1D7li#B`&{bReJh-`1tcwM`7!+qFh1zYlQ2Wo&U=l@>LhUQu^fUxri}TI! z#f9{wpwEZfI&H{cv$Ld!fSG`z_N*jE7cx zJ)C00v5Abf|No`he@km>fE$VxIS_+^52mV%ti{&rinngO*0k7`ku8!bZ*pNK6%^Gu z5aI^A8h#dl&sKP7byd@)*1E#FqNC^BTtAY?OHWL$FI-e)%fNwnm_!)~Zq7IW#w2)R zUnzW;<40pi?LB0eYFYoTMTe>~E3EEJu7K{YSR}-rw5<9S4R}NgJ@2h(ui$Wk3z(5hD%N$ZfRH_##De!KC7~!_usI}N z7S5x|Z?%QvKXF?)z6!A?ws8C&h24q1aQ&)8c#oUjaUU0sbI8UoQ%gctv8|x4vLWA{ z?!0){#eDM#D}_^;d<{Ca&d}@3mX$3GZ(^*3{v)r(nGVAP>jGDsm8_rlVyeOp{MY_7 zlAUftJVh7Mm{5Btahv4pfrn%G1GX8Q!K7BqgOd4l$MOAfCrl}T)p{lH8zjUhf?Zy$ z<%g{EM76DKzmCyx$68d#_L+YSxnf#13V;#_H9w>SNj4~+WJ74pH0^+mh8`EaPmx%$ zhNv64Ght&#lWK710?uYG88Y{=vQp1*Eyn<@mL1FCp2#Y}T7Sjs3k_;doal9IQQu72 zYN>sa*4xz_M17ZY0WN8iL?hVRA;qQj7*WIqM>+0P5Zd-J`6e5Ur{}%LuF1{4YXTCPbX`BZf4e8^4h3_=HiOZ2Xxi;7~y0zJ-}B+l{HV zt@TBQ_DAMzp3Vxa*bJs*GX9>k9IEgFS<4nPY$C^O;r<4*L{&=R_1K0wtsnTXL>FUu zEn!5SKF#Iff_()s6DiKyg>eyd2>+l#?kV#NPKBFYe@B|8e>FvVC7lfRGpoL*)~|=>FdV!tQ0YOEvbi*bG0LCa6L$5pM**?yPP!1O_ zQL(o=HM6VDSqH&DNB{+JOdIRm{#WwE~;~vJ6BSp?b;O! zP~8H%jy=Q82Sk#+!W~t(<3?>%y`9%0fhJF)CrPnRk5xD}D_2O}Sin(As zAF&-+)xj{XaO1{4V0V3s(q6}(Q2?16H{kOPej2|aIJq^7-Hu%WeurdW{heCdlq;&N5QwhvynnBV;s=_xGp8_3Gx(r(2 zuYi6pWM=UKVEuk=Al=C3Dm~1sl@)_%rS6~*UN0W=sr0I1{Gv7ZzlW&2Z)GK-ACn)0 zqh8iM+V|<+fxFWo2Ac9R5N(6Ax4AWWBPfU6BqmYLhLzjMzhN8kja0B<4 zsXG{X$cj21BNKK_CfFY2ASoB`f)w@8>cNj*)<;*x{RjsS)kCHjx84qrBU5^w(YGS! zj1oivEiGA-LIqC7vM~D3)vXtafuH;&@kfZ=Zy$Tyr{EV|%_E;(0&&%*#h= z(mb#F98jwPeIu2Au`-V1kDgf>maX4cJ51MS*G*CvzkYB%L10 z8$A39CTZTrcK8h|qA^H!4!72KeM&6CF%b0fE;WpoluJr$X5Gbl^uB~HAJt}TSr?ys19w}zUUJ)kL@G$U0n()MWV z5i({8qCd*Utidaf00WC_>S;^`;vLY8M>LoCLUlD^tN(~$#r>jr9@1EymJ=OVG7JR? zzY>QMLw>z5{)Um)$6yj_bO`fPjULbhnBT9d^topIMawYSwBO!i;3;pFYuV#sG4{zv zWvA#q&P@0Q9`Z-LwBFAW6&eZ*;}r+tU8i+|T_Z!idy6;Ef;fh@%ihjxO?p!{H(uxD zH6CmwAfI#&=r&oIAxdXD3hj@wXs&ED%eb~)THzEOviMzwXFX9f(WM&v=gCFB-rt6U z{JwjLGz;D)+)Hl7jH)PM^-fR`e{MDRG!eBFb%SAx3mUW4iO?d=mG1se?O&fx9}F3e zVSzw31-B51@4z~%4fV#*2Sh>cgK=6kguUicequcis=&RDN!SPfdpWMha-2`z;>7tR zO;&R@_O+9Dg92q;xMgH#ab(fo1bxLf<2xaM3deSWZEX`7_K1CeFh*fhj*ja23!TzAs;8F|ME&0pABP`K zd`JI-ip_BU*Qqlwgv5LAWO-IPfC7}$FG#^@FGyK#_@2P9e)8cgy#kXP&gMxw?GXw( z1%QxPKX>uuF7&CO3>CXj9aFwzRf|!aY}Tt0Zqjv>`(u}K1hjK+XBhsOEEmBRoK5Ae z$v4FQ&Y8X2krsiZ0)H#jUQ2G|1EsPyhQirQPd2)-8?_|^`a7J321>1{P zfNcg*l`t;*qt*G;U=)Kh3rK#?_sr~cl5v61wP`;QJ70*OX!DR!hBdcBZ5kStOkqUm$7Iq%paU+~p25)*9R(W+%2Tqb)?C2GG@*e?w zV&Y>%qu3EHvSUgi3?F3(E^ysL^sLI+#uWUQ40>csAI#= z#P6iC4J+rO#NO}$Nd*MFxDFM0wD=>x*_*Gy#zBGOyANI&6}a*KD8#d{yOH<}*bP}UU`$qU8S-M`r#>I+?k9rX|K|nvP)0tz5#P;f2LRNDJ4418|wDG+? z;j1-YY&`!?FC1L?x_)t@N}%1nOD(W^&Xw6px7cK4obk5I;pLf^YDPZOt)9+@(9ea+ zb+%l|w01CLRM4Mf`4>t2EShk1EsFJSG$+8o+3WR$Iy+r}Uo8*kn@l>_Ke+h~J!P&E@a%yDp1jt!!vyc) z0pP6VDc;Cd=VkyNRt%VIDr1cx&nv_G-z51Q2fakb+hA&E)GG z{QDdF-0_dOI~iilei8-*RCJHe;dF{YOhZ6dW5$ni@7}^!cC4&$;Ezg~%rSG7 z!A)=KBlud^KtTGr<}3xw03Zbz0p;lMA~PjmZQTo~Evq72S?5 zrs7j9hmy+f1qfSWDp%~)K=UvnnBzCVcBc2GoN*-|De2aeq8kG~T*-!q()^LH+)|oH z$npV@0ZxDmK1sSR;q-=o2>9B6koeVxujV@^?az=#koJtzSK6XCVb;;s+w+lB2X%HV zj_LK!QU|19tzDfvCCoOyH+;422*sY9f%C%s^4==*KDlR~J1+#y2Es;5tPdqFWPhAo|!v z@K2iRs=|KKzTe1O6~^-1uSmBtkx&qhLJwx z?Dt6(0T|nN)v8jUKB_T}E= z#&5#~_xR~nqsVkW4Lm(?qd|X$Ki*y=ShW{=$QcCV2*-%8c)bVhb0r*B*94>)hJ;l) zDWJ?}v>AqY9Q?9-45OZvG-6g5?Z@F;9)u$Y`-9!F*{!}!ReYYa+cEe@((EWn+{@@$ zSQVv7&oFPPY{7zw5BkvdLyH>!u2U0RRWga48j#*IkO1|K1d<5yCpv9|D|lFggwqi| zCr!^h(1HoBcQ1JuiD@lGb<-_4|tyvwgk5Repp#w~+C$G&aR3 z;{0w_Y$Z}3wTXkuqE+v8QCnd*-FSI8m8~A>ktD}Y!s62O*`WFt%&f`{lPf2Ax zJlNResLap5sp)-+<1hiRM|-QV_aG4(<%e<9@y3lA>apx+opU^aN}k?@j>Q1 z2w%P{6ELlCu(kdJ7<2wen*w=yVf-q|)>Job3njeQ00LM^cu ztJPefEr7sY93ZT9z`sw;YI-KY!74l&udb^A6w5SF0&(mDOojGDYr`aOzx1s4J z9ifFBIz*uM=jY3k;tQ?=@D=v^;426Y?q#`P9MBHI&YKYOe2G!{Lf_c;v@yv8St1a% zD9hmEU~b29GxVJVER#*j5ueb+O=Q5F7fJz`UW)Q62GH}DeEzLrn{KVJ=wO~1U*qS$ zF|T#9xEiH&I6628CoZ^Zy@%Wh0LDE##jZH4Hrf*%n};FKc{GkKJ`S9%Y)a*5LZ%0& zTR|dd>JE1#kc4MD(%9(-2hl;L4pv=9G;u#8XuA|uJ-4@x)_{9-!or6e-v) zWkajV^hH!@X$uVcnWbz<;u`X9Z909p86fZD;LtnR9%66Nq+lcxT?J;az>X4nK(^OG zl~O@>WG|;PVZEKOOx|TX0mG*C3CYtD0aXtODb2C$8NwfcMcSj?9W9j{9Z7sTA!+_D znq^n=pd0(9wiEo>1Th~7{vntt3kVM90H$vPuv6O}Mg-jR#QnrNW%)s(YUXQ=5Crtt zjzW=4p*Ms@6^%*aU7|%uoes5dgFUPA4$w$Grf17^o7b08VO!lSJ!!p3XHCH|xsb`} zq(4Ojj^h@#gw5gu%B(S5+DT%FDI1v!-k|H*klHZLE(}@LvwS=gS?1C%wBH!vENp*5 z+J;^#)sn1gW1ISICPFPqY5)JYF@4ADI_<=R3iU2qFBMFJKaP!jibP)sjs4e2zR%No zk=T{Ml~Q9R{LqM_LT1l+t5xi1fh>Q-*Wt;rgWO(eOW(|b~lZOn25jKsVLm*Ksj z2MEWTyWjEx4O7zO<~m%jiJlYY^3L!oD8UZhW~vY1PLVvpbcK!?b#ZKX)(D}Z zt;hO=PL+;}o!-*<2IcAWkp|R@U59zFu?;V7Z*HNMr!-35!aU(V=Sd+F!r718oGF}0 zTpcSdENP`yiL=Uzwq~L6JzesL#!Eh{L!w8aIl`d`#`eijS^||%YktR=hnSaE$j?DJ z!o}i5nZC>;?bkV+OS)K~^Fm6OMI~KZFRDx_pH+?@(qa@ozssJ5ZrXol6oCU!sbH0y zt}Lo=E45ZE)y)oz23pMp#M11}e?7DdDIM`J8=hUumx2y$rY$D)i#fMxDHYdAEimn* zmScb`Y>=)OKE%&u?w^pLxIv@1Li^?Nko7Yuka1bqUa;UL&w$sk;s)+9npI-$JB=CD zB=@esSGOJ40vZ*kTWv$UFm2uM=3|L%l?&U0yGeRZp-hElX;pZsQXf4m(EkaIkq}mz zrhhtd$kyXdUSZ9Lvpbg1&}NOURl)oK^POMD zVxi;-jY1R^qaA(Qk88!bRXCV$b0ZrQph3Vzb?J5_o-xWHN~nGRJgyC#(YVHD$gF$E zF(A=B*2^&!?kXbkac+?Khm#PZ_W{vy2a?i>IF012O#u6M>PiGSw376w&!&i_rDmVd)`XL)WB307YF-5jvq_O|m&)Hic~L_+q%mlpf!-zr=dm z5M3Jk4_v#lJvAs9H^;oAaebGuf=J64Jc1{|75pyv0<6wg!ek8Muo{kM``FOTrluZL zO4?Su_{+PN1|bu{lWUjYuilHAhMo&=n)B%%dl(PFA22B^7p2hE8egN)Kb^v_9?M!X z(@C;f0fW8bEK2^I&-eStnRJtS#%D z9NBP`WFw-j)(}mDvi%4q{6SSquFnF?8Rt#{dan_O-I?gJLpY8=G)fBc%6=e~Sk?aK!~p;)Re zkE~k@mpRA4h~;5T_)p2P<6l0;9>5uxiRuid20<^QLfQZi1D0?^g;GHU1O`**S>8vmj9Z8p` zOy#VhmE%6j1U0fW&2MTSu<2+%s$p<@p9cg85sQZeo4_i&dbZ2ddjxSF8;*-=A)EZ| z^&6~pjBhR=EFo7Dz?P4=vQ!ota$Jld{epd_4X9ZsR9H*St)TRmZ(z+!@Qq%%@CL>( zMh7Tc44-$RpW&>4ivu9f(fqMOfCofGvdY1VkwP|1?RD5p8FU{q9#o(+}DXmlm%7 zo6oH(=@W-Vtc96WN#5miRd4WxY_U@$562b$q*wS@qQOIfPdvuBJwv&Xs!^bvcUuPS zD-b@*I1O#e z{0t4Hp}H{>5|VcUo}SHuwl!B8uI&iNn!7POiAE+-p;d7i>%v`Y>zoES`761~{Um*u zN$<*b{^2JIEq7M~Om4ZJvBd#?hae{JWeio(Dnt5)%o)?N$30fWs0uRk72%ka** zTcaLHD$j?B{^i+5E6X$w(LjDCMw|>7;%RIt@-IrQgPPM=i@AAo5uN28g|yNi-Q445 zujd<1s zMtd&Qv)!>{MZVJevW1&+>Qb7kodp#wR`-`VmW4cC-?&{_-W5OQjEc6j)WL(5Z~t$u z_hFP;8wZ->N^|(pEMYX!mjm=MWHvPo0Hd4@9@yLODh%w!#lK3@+bKGOEvQ6P5}2@q ztn^JDJ`CkPlb?15YSwx36-*SLck0$Z#9pTYdF*9OIpQ?7Gl$2zoEbY<9>0PGtSgx) z%!Bhevy`!9T+Lj{HB7mdRiM6gB4&>XGm0wPV!=Uv0G)%oY+np30)pVrZYOPQKM~;IA=z-_Y`ZOA86i5J1=u16=82x+3b-z(i|J!e6WH$JI@p~gqHG)u$9gr( zCP3~A+C5zA1i$L~Ys%#hJH98K2AP_VeCA0mc}X5C1Wq3-C+zs1Bvfp{*49w7 zm$&x!G{v0PQ5*IcR0kDeWB+@AWFVWMpzMJk8DB+9A-9c% zwh^&}#Lvgc#V=etecVV$0gg-ODy~~kNLO(VZ?IFIsXFGWrK+mCj9mGJM{_*xO1=T-WX`18WJ&3*Qk`v77FnV)_=L>i+fksj z+V$yF-AU(T9`v-}jr_|+H%h|kZea^Qj$k?@I-*>&$JCu)d04{9KF}(=7D0J46&)#{Iq&TdZAbY=+rvXXs7{mfel1pzQV%#S@uGU9G`p1Q{j%s$P*wIQLJ`$#oon_LAU3wLX+OBinEgx-?*OI&?TG~SX&fU`$$$(}b~71L|~ zs@**;rTbovY1#63M6fNpZOh?w2YGS6IBR#)83O%k(2pYYZ_hLNGi_EK__g80t)kg> z9;>#8h}S_U3mO}3vE3!?8Z?UY`I3sMgD{<>onketI=U~ilZ3^^P~bWWt?2g-IF;G# zq2bi${!SZ^6h#n_ch#?1jw)<9bXk*p6{Xz`OJQo+%{&uPDz9XNOsg9&yaGf_pRtB% z1y=V*~fgbD$zUEpH+e3)vbR1i$6VhhVz8< zr!j9T=*vnZQzWo%7rNVW$P-(9o>G`7%_Cth#2X=jHo0fPCBF+a&Pn)^Ge&}i;-(HVYdkcGXs)Nivg$Cu=Jl&eE6XDd zmMsNJiA|OPj*>msyii^&|o!Uy>@|Njoq@DE1QEsDeH1Fnnc{ zE7M&9FwwDT2r2V6CY!+Cj6}whpv%W#j|Bh*c3P>eX|)p&(s2Va<>i$jX}uGA}yZ_2rjR*&I(pLg<^LjIEyg({x_?(8L|6dA+k4X zpfzQ+X-@T~lSqwIfW#-GF&&^CH#Dx<+wb7a3f#^Y*l2Z=+zaVnEV>HvQ=l}AA7J9G zthWh1h#k>j;w@u-7cvwRcRD_{ieX3zY%}HYVZEREe-!Kht^}kHWtHtCI#4#-e-*`n zoLUjh`!56P{XWGE-@pr!;rMB`N&$Wo^*OA@%`YQq9V8iCIfGkeC9lyW+qR-Bi+_^7 z%Lah}5u(cCdF&S#B?!4Z!Ib4mqD+zdT*_s#aV9c?u8f$0MP07pFx0ET5)(egdDGOZmD#Xu_YTL(u=YN7=^JPQf_p9wA=A>+E3*|CF249!~ooE%y|+ za4ee+{jo=XWCdR8Nc}80XTj*wIBV|Lc zOR1@S1>dQ5xeCY^C8VvV?)wtpSTfizoPNNq?fDe6T}}t7?S$x|3@`_n~+jX zmt|3uUXAo!@iXjNvsBkeLA_NhUr@d|vz&ZPJqGO8?Ro58w{Pw*-fKYzL{2VffbgsT zJfH7$+jE_IX2vhhG$S2ZY-l#yRZtnXRvl$#&*hnPm9__@E0pT6`G;rCcEk~*X&z=( z4u(ZZKU&$*bB^xqc~*36rMe`tJ%Sy7$u<+m3zu8{rZr6(?19Qm=T;J{D9w5|$Ck{u zh{n4)Dam{zPUR0reB${;)7S)jv_7v0t7Z70!mjEJrWRSN9?KcfW1WqL-C8x?Ho3Uk zYAVIY7*;ueK=v45^{fcd>y#MJw_ae7WA4P+vk#Jjoo?z{PZD4LNlf|$ib!xqlp&!J#}0FT@S=~M#+ zHKyh80}CZyaInTg7Iv#Ir-{2T887z6gP41KDbU0mF{{wCvMqLM zrxVwG;>thvk^03&JI=ph-VLFL^RsT>xc}V7SI#dj+wi{8e&>^4G+&V|ZK^1E)~Q9N zzdGxlaTi^1+J^EocCP-{lZCyvZ%+IA$=in?-m)dFaMSJ1j}~pXrRdEMmi!~<)t#3t z&KvZv(vtlbpP6>zGsjCTzH@SA#w%AnWqmdNGS|Clf6LsLk^Ce3XwLD>?>3Z~oJ-9{wBv}EmwooS`wHbwUvmLu#Mu$&T*puc=t1Ypr=sTx9 zItZSMN4A#>7*E^8Ck)k^7SeZwsRk-cTb`{=^WpWYX%vd;1tfs+v4~FiuKG<&8-W)^ z@F}ofcnX-#S`zO9IP9A}9Dr$SIqZalVx=zFybN*16%*SNiLUtA@}j;QwmSlR3iWlV zj+|uWqC3Us2)C&)n$5C+@r+|x9t+pwc#NCC1Ho6ZMl$}B+Fxjw*y%`Uwo;|G9XER? zd;HHj8{5^g4EjG26C?CwHW~y|Q4C*z?|;kSjDf(I6Z-#@+yF|O`&&Z#G4dz=D6 z!1fHUFp;=G#Zy zF0mnfMZtV6HLeUNpjmmE%$6zaMBnZowaoI7yb8y86UTQslS3JRYAOq`BXpR|w%H&E zO1SOXTtVMu;$-%H{3EK-D>>gpb5o(n>o7&DrJu!9;m@J6#{cF{Kgv&-|C>8K=g-_} zG}h7n;ORadO9fAdBERxO<^PSI4z<3*oBETdui{y8NvN}l5tEP5j(O1;k;Di)82o0g z?cr2F9PR5RoINXa0d)vN4K8q)3&ie4Vef)d+eK7jr7ahPU48q0(<+l&g;ByXj^JGD z3ATivaL%&}3qXsVrC{IO;>Y+gJ7e_l;Sc%r>0xX2VSo1!SuR-IwjppJ@1`{CiL8tpKaT^MPNC*k&u}f6CTAhb? zw}uS_LXN-+J8k1GGAmmVOYjd61E*09n$oT`NqP>zm#Ddz)5+*JXC;d8hjH=Erfs0@ zfcarHhbJ=EM3T;Aeb@hiL&!eR)!S@8`hw+Hk6^tQxrN<`n;0}nNV?+fY!BKwe0Q{8 zD^|&{r!4qR`R~{qyF6B(P%3>r@~OyS`3DEK4Gp-_ZFjEA+`Ni}TB=5!efD%Ey&HV{ zhC7JgOf`69!AoS;h=aMm{>oB4JNc(8!1c}vSmf?+?&}eLp12Lxbp3tRrT>f1S zO!!96lO~h#tE`WHNYyry__M%H3VaItflAlB{D6(XKY;6@<>dzqg?}n|ED%>8;DN;F zf?k&z8nKO>)o@SrCZ=uS;@wPG#Q25Svfw9)><&80JY5%a`D=mA6THLj0jj))&$jFr zt^+Plo~jxIr}0S^-e9q!oh1DyVxN+HKM7+6LxP*51$9gvh zEfjX!SHVYc1v!zG|Fw&Yay>;sgoyNB-TJwN5cJz z9OnE>#~$3lSoAR;3Vot^qYG44P5;NsEKqf@r6N8W?H;JsEmUXC1xIqH^BY{(r$AMk z&+sBYhzk~vfj^iCCmwZRi%N4yeQ#8`{l_Y$EW;AlAmtCz<6*HDHxJ(eWYWqPiwHYk9)w=#r%wW571a7`g&b}v) z)y?WKKn^DcyXJ$;9$vka*co&}??YB)reeK;Oxakd?-D`JOLk#ejx#(RdC1`an-j8N z7>L-r4gy2s7ALf62Q>1M<3TnV&zg18u^rDqvkipx1E*ANsAmi8a@4h!9ocY(VKpxs z%J@U*MnMy$hEuo(@d2HVM$1$?gE|E~yr&kb1X$>^NdGk^3D z6Sfg-0#Ki_?J3#@CN#?+#*H6h|1X_o0`X~#KrL-5GuVxpVAVQa1y9%^Kgie@a1@dP|9bN;jA!L%sR5N0goS*(SO#oXYa!{3A`y)k$BYr-kLH_L8oihKMLJyMTpNh}gs(F&JlYYpAFG`n|Xl6@|$7)6*H*WKv{Dsl@ z#ad;er|T`X)>a`nGP-bg*>H6gQ5!HFJ3pp9EF#WpI~Y6X+31gTHquO#YLHUn$7GxD z)|n*(bs7hy1oMVRWP$PqU(90StF%Vc4(R!l&>O+6uk=|j3{4`#^qOEtM^C%Rrv)(X zYR1`x$ZM}gZ!4bQ;*9)YvpyTxW~4d8r_R-RyDC>O_Nm_txfQ&xe7C_)C*eez^a4Cy zkRXa7nj)mDl*OD|8I6Ip8n}a@uXGHl3KFrw8m-ApiiZUKfaaJ&wA)Q@xm3{5dZ`MZ z0x19nH{6mceTWh1>h{cIuxqky@FBB=%j~*+Ja<|Mu4$Z*C_h|Sj)!4sy>6)!M1SKv zQsuc2B5GLZ8Q`OpsFG5Alku4iscQaKdn&B2VM%|>d?x=(ao#McZ-Wc@wlYe*2PndE zx3@M+rW>6DLh&t9M(jbCn5Q^a${acB_kez0M0bklC=@CJElpk|8&s4pPa$JIvW6d2 zG|0`A>NMKSjF$nYeZ(E@f-u10{Eo?Mg^8#%Zx{dQMdX5OZBiC4*ZE@{f{WTf+mncOg3HJx!+4)S z+Xqir!rhKtoufYxYsmP8(xgRV7U)oD&%U+Y_y*)-9eyKExKtKJCNnA1`GlbUE*cjP z7_Q6|r{b1h-buz$pUNAG=nPrf?G`3*2O9rJnTn}sIW~kR^EsS&Z*n-ZlkV-P+|xl% zJXfMyNS+BRqZ=IsA_kXdNxFIC-?GFq1_cezmh(&B^cewGMlbv53?C~5Ut6J0onx<@ zWbc*6cfOT&>+bPDQnE zhLdEdqjRN4xY-9|ksWU7{0!6vo!ej|C1XQs1t)wSIWNzW#!wQ^Mxo#z48`OF%qY^! z&FouA8DSM9XHN`FL@vZj#O1G~z**Q~>yYnM)(kE*e**vEzwg_uu*XFMQR++oDQMGT zV@bL&^&#+{K#HyJY`oh4~ z*tLl2QrGYCE4!J#$>o3P7S)2Ipv%5O=<79KRWQ#FPo z@ppvoRP5N`_$*=%sa>aNM_=<@m_hX`)H^>__SmHe_98HShKT$m^`aTVsc8#6ODUhk zJSHL2viTDcI$W|;TR$;MVK|PGfe&tGipsAh(5W7+o zVbmKF1LI<1j(rzQ{bBuR@I zzevOwA4#Ax#s~{vvgFpXsw}FQL4|aM_XAss$qO_Qm3lQhM^j1&GwEdq*?#K z{do`**=VGgiwmfBK!a7bn&x2m&=LMZueG=4Vq#+yTE=T2=_s9V4}xtPi`BMIWfA*L zviUAVe}`;fIh=S$@3m*rXx!pI>uiON6lf)#i?=$D*lex7_YA!nUGU2{+K{M?$quVr z1;;u1UO7eNS~Ye&w87waK}Ck2OQ;4KXDa|t!TTI+f-x0Xs&%hK|8Z{Xv0+tPQ9PD5 z_uhZ6E=S_J~))yCtv|G*c=(?Ca`A{3QbV5d$UOa+msTdTla zBFC8vVHzTOI+44aWrNgpveA}hgVcetCv>eis(}{;FXBDA@o%b@_Zr&oq`uCKeHnd^ zd-SyA$0EN(<&7q7chy9jLOpNGbiTJD7>OP<=@Lg#XXiF=4Um(LY;^??By2eK^Qj3P zcB$2Ljg$6zo%xi$25xHW8b0?A$DJ84>yKB z)mF%*)DpNU`s%#8lzhfJ8@ihC>YL~_7!jo6)q_AOLeo5r=<4y%?ZPI+9Hj!T1Z}XX z$0*J7mMV>6^2Izb{v9<}swLw>u8)32(Rzt(=GyxzECK`8%`9uEu3g9~K+wB74J?zJ znDa^ITa!=x7S{xnJvTF-l`JCGl{N++cAuRB%m*L3?#tKhy4FtV#2=J*f7!fF@^G&~Q|#Aff|I`!oYI6ZTX%)zxpc~V#1Q6YZL3DS^ zea^;IbJzR>Nj|@<$kGR_piG}d8!c^8Gy$E!9C{qD3jUB~hyQfFkHS8k4(9>Fx`ceq zXS?~)Jg)`+#9PfmD|yz#ZUn!0s7p?7ep_(IY4*Hmmp1Yc&9V*Em($3!=uA;wjuObI z=?aEpM?4Y?KrPX~G7fMy-r94sow*(?r=XK&W(+nRb4Y6T+EWU@ zWHfto6`(O0lAf`^FR|B&WlOv!=@oBKgrkILE~pz_@)kusPU`gt>AIecHD_;D{8Rr; zR=j>ofu|vq#?M#KhP*HER+mytK>%%Cq2RbItnIQ{94ot$1>#rYK;TD({X@?<6Qrx> zsTnI^TX@Cmiuw{MeGFcUuMinfQv~A4i`g^`vzS#feY0a1ctsKH(P+(c41Q}is`PO1 zOaBd%gYdJAm6=}L&*@nK^)z(xQ(+*+0#gR7dCr-3@~d86u3=cs-^&?^O6MtTAWsvl z&yB;dgzIF1MJIWc>qVN6vh7}mY0^d=1+7H#NMG62sxTGV$+^1OaKFl5Q>8pI>UD{x zk`Z`3;p`Qq*S6C2MMe)j8B>HxTbMkggk@kvg1r9 z%Q{@zbB;j61k50W`8aNiyRv!_3tm}OR#iGf7tSa4riKUlH8&4>S%GtsJ)gWf-(UU- zvDej67!wSmm0(&&&`bYCkr8qKDM(G9^3!OJm`p$CDjGMtKE6iTkF6(#3V|mQ$gmaB z7c1hwN&Jnodo(-1r!=3A=yZ?AEW6H$hHcPn>pG|CBY8REsh#;ER*)DtOV_a}%x2{N zB^@W)V{L(;B2)YblDoL|fna<>ve){Q23qh;7>%j@;!T2BN5bnl!ZxSb@}YyrGHI}= zz9af|4C=mOMpzpz4Pl3I$ZMtpqrr+3j2t(m!;C;L{l>#)%l?(Wdw6;7uBsvD)YpX@ z$}2}b=9Y(0-$NPtkR)5-7-Y3)Fd0_U@w0XIVUF;40ezTD1&l_evtc#?q$%6%c@{c@ zrXl&f!s}^0(}B5|IsN%`S|&0dFA8?d^D#7C2Ior|2(86d)hoSWKl%NQ<6r5;zju4b zV)6mMtr1p4Rv97M+DnY!O?Jj^GG?=reY z1iZug+^;JBWc_ZB`~Xz)9LLu;YzVA#TX4C4CD8hug5s`4p6xNXYQuR6T5lJ9>Z2~B zuF0k;bUCF*bJ&~t;3k59!s-LNgP7MgHDJGRyqe=#wY^}7=^sMkK76vg*?aR1+l_Z9 z+<4b0xkftUHd$}t^(?7vCZPs0(Wd%rU+jx~I51|^0X6FkH>Tb+zEYZv0}!+}vATWREGPLGIY$z)~*<8n0^kE`Y@o~8!Qt^rA= zO8ws1U&Z(RJxfndUMie`5(o*pA&?S5DS~J!99$^hf`$#kZ04RCi@@8{3n|T2koDrg zW{u_U9FjNlz?98A$Bp~{60T49Skn#4Hn2G~jOYOA7cq>{`<)C>&kvdx zgFWl@%5ao@IA8OKHmE`&(`WPJDA3~=*>s?2PqYUgkS5t_s@Vz%#I?alk2RL_%T&Np zL-pYNNJn^CXrv@pf?`-|+MPVN(}HbxshRXW!-{I75+E#Kt^#xo!(P=<(Gf}<(CSj< zCcI-{UNLNz!-}n_lY3KjXlJl%E6uW@QndXXPFiD$PZDT{zPFzkV>b^!fx8piC~@SX zbui-)+L|&90~fv`V;fqm8-qw%jyVA)I-$LyCkPMf{U#sJ=mm|RK@}~bR#Bqo6mO(f z$8K7t1mlSq&e06EZDtGuXuBJ`0hE#=g?dPw>XaIs>|u>i@#T|iIqf<{7=!CxIh6l) z-_5U}TCjnv=r2Ia4(h_?4qvfKR#(SnYK*K1$D)x7$y4$k&Bp-=CuSo81+HiqRTYEJ z5xPSXw~;?Ij=0l-`8&;2lw4x_k?wbi!a5yh(*Or;6)R8+|Eko0u^hWftEmkVm43rHL_&MiNp`6VGSQu`;^t6|Y$y_` z~1zB6mO(6 za09n`iN5AgI}Rg2p1buu82xmHF>Z~tWr)=_T-X6o7~#uQ(1KQ*s}&Z&C8v7@md}l! z$m#ly*d3t$fbjI*Jh8Z(eGwGyI7raupBQzL=cu*|pwZNKW*){s zKPp^cT>e=ppWgl#J=^FYxa2AN&_3-~Mc7EQ?4^jQhV~`pSbmH=iWpY7faMVs6@+5_ za#8}NgI;Cg@9Ee zSblziCOs*_jCZDUz$EK#O~1fJe-ryyzCI{(f7xhL3y z&xJdDhiC@J=*?&ngF$PEQURO83dkhBb#B1jfD;|<&Q(Py!w>i>aX)x9dP%0QMc_$@ zyGg9D-H}?X<03tz7PfWsT(fmKY(+`=SPbIoTAYk_C&fKBQ3woj%rhnsqHcGnA`a{v z>irXkcu?CL1ShROQRWRFo0H}VFP6;CfB7mvoqNfhmN-wRtv4JlE#F-a1Tcs#MbeEv1QGGm-1EXRgE zYI?M*K=qWKZqi9%Jqj+nQj4F%@3%Xg>3zKcJu_K8s{IWqr##yAgrpZP(e}V1`DH(h zl<7*Q?uDlICIT%;_E5Vp-3F`jP*uN1TTTsg;+q-0Olq73X2e+~`hzRA{ZnT|nnH<{ zp-`m$Od-ADr8EF9uv*jc3bRv?{}^p5+e3zyGE6}g3*8GS~xF~dWVNSOU84QAz$K`7m&J!1!k>b74lIE;+wY3h@9=(22p7}Xv3AI zBQyCG*>ovWm&)nkAw&bH8J%meGkR@WHx}l2xTzzSnX_glO--(YFffdA$%BKvmgK!G zFn%w~vumxJm_DdeOA>uXO&Iv$g(KN)lpvXID$5L5Us5JK=1HAJnd`oBDnF9?3=7mf zgHYQ4P%S>vxR-Jp>ryhxMd6o%>|i8%T3kbC87e&{Nh zk(QgQ!Bhh8T~dp{6MBl2nF6~96uQV5!|^-`u*Q6m z*vlD|4--a(wt2=y%B)Sa&5jrXtFew#Z-+9rw_5y@xbte>M}{=@&1cqSo#QJO$Ae)4d?FYop0X zzLM`X{#9sT?Qp)s?U3j?}0?zZfjnfqXI^ z?%KsT)StyXmpV9@6zAHX0Ou=mo>T!&MJacHwNXgIFm78HRd6%Q8i&!VN_VCQtcIk( zjq?M4T&>+L7!OL5`4)j5l&twP8V6B@i(ipz)@NtXuc~~GnHI*2Y;(JBL3RxZ>k3WF zN#l_Cy$~0V|KBQIHn<9#QWV!OJSzU9=HZeylA>;&pA@xn!l+VdRQMS(ob@0t^|CKW zTp{qk%p6RuJ_*JpZ6D{dW0D!XUy(YB*lM{Mb%qtTuJ?~XsWpMgJ_+0;L|<87I|zcH z8!6Aal-*?&*M&Me;lgrW_xoz!_9ES%oMqG_f~TV%3NeMPhiV09I@lp86e1Zp&xrpR zQK-P6=yzN-Mb$R)KUlaU~1t>NZirT}A)W_rWTGCTr> z_n1_z(#<3!88frR_f1zNO~ODnblj|t+a?l4#_O1D2VVm`lTjFnZ^@<$i>d)^#!9^2 z*t`LwG3>iL%dv&3W+bc)0>9rw?+>6)23CL|{Z)XzN*1wqv)B={4l`xTs{LPKK?wj?(yqj4hw_JL88gmvzzT~at%XT}`Ao8{D=~W5UlX3YGT407r?U>ACN`V!ubE`Y$n@sWr*tEl4?K+gG*hJ<%Igr z4dDq3jCqgcun8DPFun3gMH@)9_V)V^hW0lT>J{r%dfYDhVWgBQJQoQekhD=pIobSD zs8=s@!xopx$6T~Ptw1YasMIN(kmiO%E8)nHni~v<6eJ~xzg9KjTi@7U`JE#ktUY_y zynYxk9^NK+hBYw;tN3w>y8P4}HvyNws9K3$dIGVVkhh1e_e1q?6PC^9_Au18fW!fR zJWC^wUvSOCsE%MDhDL2hCsx(Aj&92y<#d#lT7AC_)LqFhh5Z-@{>l6Pigrb!b`*59 zyRH2jq1JXgfVtaVIw|*?KwHJ|5wa(`D99t2oguen8cD;M@F3h;0hlv8ga?BKQ#%I3 z9?X+$@XfCKW=r&g$d55k^HiBopkKtrT{wP8^d}))RQITj(1hY39JO0)tnX|xiuU+t zI{&-zoq#7Gki6ZF);KkcJ^_~6MCnFrN^^T66u}oC$6%sXgP=XM<~9%p#0uvTx^{)m z)hh7?M``RyNqChZdPojh#ffNJXc2QK%XwieDr@EOl5a?=08RZ~+o947jntT*%M&@9 zOE67l>lyz|fHag|CFKY?MgX@i9>L9$k;3E1jT%0zvT9i6aBJ*Xojz2y+44x6`LOaN zBfLVURMDImcL^kUA%$I_Z@~!yy*d;_+Tz5%*kC(#BsT3I;2@wv(=Pm5<4N)k>m}zxmoGZj zB}{YBDplD@3xUihqB(%Ys4&_Ug^{RGiS;U?R<~ld(D{*rU*@1`q`XXp_MXBwLYBys z0T6q`+=-O$b(g^WtpY1=trA#;@hItr1b3C$l8h(3OoqTDiu%n`;K5F=BXM*R6OD=F zo1K~f^erpa&u-jk?y#vqtyuG0O{mH<#m$;?HHQfV&B1?&cGcQn$W!%_8L*PV@C@sE z%C*+QsCk z?#E9Jxp3PrT3qLwjj>ZOe8{t)KT=0#i#2c9aB~=<8KQSsAjzCjnFYlfyg&`)fU>H8 z3PH>;SWWoQb2$Iwii44cfi^%pK8QqYxM%t3cfBr_Xzot@q~?ZtQ9};$(Kc@t5aLaY z-RGqXVYrE$LEqqLL}S&s_1aeJo=_5qA9aCe2oyY=tXWeu`redm?Ee+X_&hH~ zP=6YkZXa-zIKuO!6dT4%faKmnRD<9+N%T2hiJfr3R->|cY2{EvfHW_y8j3Ly{zPPS z#Nu=HzHf%;1wwb8-n8a@%wwtk6iq7u%s559hDq-a ze!4xKPNsWS%<;@Y@7`s_yl~EGLO^ahI%a>4TE<48=lI3LUvXA|!0>^y*TVO;$Da;I zhIJ3uzGLcb+{m4iSE*i&zLT4s9vTjlmDd=E#0Z%W#rrTjwFNS#xwhHG60nVmvNtm> z$MAb7{+dyWlZb;q&Q%zS?G`ElDUSjSV`Nx;FAvpol7X?8quHt><58}ARzJe!kBL3N zjn7E+HhxZ?#xJP05j(=y#Gc0m{H^WO1ywEy-;w;SU;GcLM_AyjwPFQu?%x=y(d!sK z|KwP-%MO^CpJOGuk9ZH^Ay_qldkU+D3rr2>!WQG+miL*JTv2v}*c{@YGrJ0XLF7}J zmO&hq(`?h~v5tsv;P){8E1Pb==&#IPe1FBzzuNw#Tess~X)sO1yZr>8^$dn0y0PCD zB9novl4X^nx5#0Zwcc(y-tI19k9jil!kYY^yFz5Tob}0oQ)cRXC1+a)@jO^$rtuV-x zL0h)r`+NuFQ=j?G&X45fv*y7NG+v+Yx2##m%!4Z-=)|BaVV!5wtpW3S&+jK`2AzH>%AJ5R516E@FNtiMUQ>{p+7u2a8_nrF>LyVHIHIoASn zmomsXfEw4t*EN)x-JI96L6-T2$kF$l;DOV>f=Ly|e=xn)2VLl1N5Y%TUT)rD22a2S zg&FU$!9MGK7R9}QQRu&zB6JW!*>dzd(KHBTe8k54tdAKup|16i$sG_}-(*se$Wd)A z015GPMu%0;!gEv_Ah1~~X6Ap(s*E;=_vL~dL1VpxN@0KLG}R<4bK(HRRBFqt!nb;o z{(W51?LAQ z0d*dsobHGu; z;IuWkOcbX(D2=RO)8GC47R@YODt4vjBeD2?Ev>1ANj<(sFp=sJe|ZnLYT|E-+uPC3 zL~T#SIEmj8e~sVHIhpqFJ>&U2e<}dqBb_QO`Z) z#P&;o4rdg^p4^j_QJ=syAv`>3%u)K ztT@vL*ph~4(hrg&192)-0s1ksDX)MIOEg`OMmZW$VE|UVFKLNDkM{_+C50KiJhL!l zr7<{xv&T@I%lucX5#@EM71s-;Mg~x0V`dNq9wgvLICbZFLPun9mMa*o&(f|FcH`RV zf#?sX!Yk@IFcw(AW47V|4C)QUk8@t8(HkT@M2)zd0NZSGBn6nxE!XMVOqvX_cgnx% zN$$0d7`|$;U32SUl<8#im z_Izefc>S6DaaIZB?G2*{Psfs~8n=@O0s($aG=3KpDVwmB3nr)QU1rCNg#$w^MWXx{ zN8gc3JtLVp&>I>cJI{CUF?oe?>sJjE=s7D;QmuF)!)!PT^*B|ZzBXQ2mqEF>)|X@e zcZco1UhYM?Na$~4D!Az?eu5boQ%i8K;~#aMP0^0&>PqU`z%(pvXAMxSQ2i_J{L+L% z2c_>N+l0;byFn_oy$#i;wz{2)r=eV7e(J?LF0DkRlTVfLrSL5`s}3kNw)@VPjINbX z=fL6y<#=r9PoiaR!nbHzrq$qQWRxVG3rfRE*>$?= ziQgd`6G+?z`biSBM`%*x&3sU_b(;pGE1X%F9NnPY2;b;buhP*oOx<7dUn+3;4*;Z! zr*t8^9P^444IzB3j#d9dzWfv(b%w~dQNg-~n*^5Qs)&R`S93OzDv*YBg3~ut5XU#- zKag>P1}Dd(p@*5sZz?uIQV#2$vaPhtUUEyVGaZAYv0SXMPYQGp2dST`1VHFp+l@ZA zVH%kYuWH5+l7UN%Q?ZmxVEqNbEi%m@P;;8Y5omeJ531}_#yqNbcD_MZ2~{Y&4^dxg zn;eFNS`YuLn9|f=J6|kF5e*8$3K$PbI(q>cUMW1+CVq#$cl6zng-hl`>9zi;i7DVy zS^7ERDE!_j21e}^b0*@?ZK7@+&Ae1Vp>D%WOIRc6~2X0rpuzK#l{5HsFY3>tAYbRaT{7Wm{DU zi+9m}A^7d49oTW~7Y1U~F2aI40aKK0grQms}Lgl3EX~s6o-tbPf zqB9!5+1X+PPm#nCCv9}FK6yQ6T;MNF-F+AnENs^B}I3EeKXOGyu5^f$+a^?9PpKI||NZ1E_6BD#>HBwunWfaK?i#t}DT zcZ&2+k-zSuA5{Vy-c3>!6GJixN$3OE#UgXU2xzWV+UvdxSLdIM^@E!BJq*xkmo?XJ z&h6e3o%l0i75Ly)4ssFZk$j163-hla`Fz4e%VK0{vrCLhU8~UDv;zO=?t5V*3TH^= z&qX2+131TI+?Cf;Z}8M?`E#9xG;WFPbI0-spl)mnrH0u!PpU~RcT{Z?2mZ;V)2a8= zu(@n8d3w@i_`CY+KVkF?iojFy>Nt4S09LI6R*fPkv4z(6yTc}fkxTUS$RbV{dp_-` znHlPdZxaix)(>zEAfzUKP%{&E8NyZ9L9}%Q*X6yr<20E*4;_m_NFiTbN0-G#eyVYP%&c7qr-YRc5I+r!(%ouW zVx8F^Av)K4a`-gtoX_qb=? zG?R~Hv|Fb!9#&}%j)fLGVcPsZoUsF@c#M>*v9ye07Ftl4aG(&KotmlLC>S~D#__@K z6`T1wx7of{hjAgF2~%=To9&)ar#C#bNDwcUP3sGHl7EyzH=sm{B&u*{c4CBwpv_KP zZ8mv*jY#)Pti#uZz1_Aoe8+>?Z?I*BJ>A9B$QIE@ylkH|3GNa>r&lu5*qw}TKs11Y zK2Ycdah2QKzHTfBwc4gvA7_oh4twJFv4>4bs{r2K@|e_R>!UGv`j%juIRYQP8bXp) zi3aqpjL!41dqp$;le+?B5U_eIVNXAk$7Y=F7a(IZgD&3)ES0OI0&75lI2L@LE$YhO( z%5%|GlK3NOdqFc3+07Eok)+`!h>Nq9d3NA5fgON`u`HdQmaS#s$2}9tHVjOtcgzGo7ebhorf$qmpCZQfdW>6aiK|7k(Q2M z2(F#0fNfppMI=U(lg&1&t$FRCXW+1?(rbRZu3496+#zS$`57EsFgab?Cj&<__Q?Tx zNji+8)X$8-jL(eWblj-B%$j1l6xdz;^DaXv zNOkqExpeCq_K8ymg;*&NH#tN=g`;c>9Tm{0@Qx#?*HJ-f>l+SfDFc7nQ*5=0UTp}2 ziJ}n?RBENno}G;Hz_r}#F66f1?YV;dkj(x=!^=!%3=Oi}7aM4I<)>I+>{cV+?l=!J zJ#E5cOt_QSg}55h#0MEB6Eqd8281KeaxCj=GZP;r_1q-d;&sAs_7vHSmkb=9S+;3f z+om+yBwW&9EyDjyGYfB%QOm$okk4d++A~?c27840OgD4q+l{KXK24xINxofl-B0T2 zEU@5oHe5R&i;ZY*EtEWUA37>9io$H~ghSrP=Rjv1T6wlZ{6fL{*M6<5+9s|l+^m1k z|NoHn9`I3BY5(|h&bf8ky;IWLO-LYtA*9e*C55U8p{W=GnIsc3kj#Y41c(tQ6j#Lt z2nO2%_OiQxtE{`ItKiyK#J={rb_I0T@~-;(-U;r$@Bjb#D3CysnS0MY=Xt)*w@{A4 zKY-yZkR%v2xKO}Dr#MVETLLg~6E)T$2-c|K6v#0M7I%=!=i?e1U-&pa|;~{V!aM#K4-1} zu}7UVZOrb3VJu#R|}l<<{6p!ug~hl-N%W ze+(9tKq&so#Ve+?5&?A(I9=;y*J#r)wi)rHcw|KR;pD-2@ImMS=NvH?aCv;5*Vszw zKV^eKlIC?{?DB)t3?&QeY=4x^UgHUa=tlhK(RPsWAnMZ4RSYzCoXYluIwh~j^kA~N zH;48Rm}pivjbGi{HnNCUd1*}^yN0&@2g09RM2Tb}lHkA);`3|47l84Mb}O+;gDxSe z$1|z`iRRS=8pM+xjQHP_=A#H%Uj25CKXfEdgAM{&Ak>cIGHqB#A~uXwQ%T&qX;`{- zCGbh&VITdbPz~g&Az4eP1q}(cnimQ)997NDV_kI(y*;@rDqQylu{XyP7%lcD{wJ5t zwMl--(h~&w3Yw zQ*jhNpq!}?c;L+rU+{jS_I!ZMtX<~I1l6TO6{4vOaq~iF5CTb`$P8B*ql`Z}l(Vw@ z(cuBGDu55L%MjQk(OJnf_7)dSfNI>qEe*&n`9 z`CpEuFuZtL_D3F)(MGp&GhD8ip$C+`aODBm(F2-FP$}#P!LjUOxjEIW&X}mtd==v% zzx8j0FnO6Pk_}d9c_nsHZ{>g-*Ci^njp^ zWiih!j*I_D&o zT5pH1cLHr+XJ-UYW4LXcO0(4(RIww@R;&@$2m+LNEo0pj2xl?27B;}J#BBqhIGRL` zgcVhM_~4s%T7X^YMZ?cg?OIsEw*b|xqL!g{@*XBXz}QplCcOM1N=PCfQw$(icrpBD z_Q(+02frcs1I=YMcpBD5L7bo!C|e-Po~8!0Fw>^01#_pW71Fsd8=0)WbJ&I$|IS9=W&&e3 zAd_(yu@G>>`<5g=lFvd?m7l7>D*2chpRf^m4#Y0y2k&Q-8vH@3~;e%V4DyE_I?M zSKCAoB&6T_yz%iaf9z@ZYHV1ImBHf2N%}!5iU)smhEXe{ApE4l8W! zX3~d{wJHs(@C1d@D1G$rk!1w|+yANPLoJ=nYG|lgx@^S;7#cN*e*~TdiV34~0hC`5Dxs^1GOtP_zS*wpJ;azgDT1b`hPgScB|3X#<9T zjrIgEDxW048p+t&(Vak>Qr3|#de{Vm1%;hpH8e}ES9AkvPWb14?4k=f_<3I3^~PvGux8q+m-4HY$6FFV+MPCk_+q-{PY z*pY0?moSz&=UJJYq!fS*3{1VuO|tI!)W@zDQV2eZ1O}ej^svkaE2cZjllQB%*llcQ zUOlO@7pNBKTwkB8{*mj~FnUumdu9j5VXJ`D<5m^<<0u<`avC=#NIN77VNRXhO zAiToSHpLax?3LIHf7U2Zh&>uE!+6l5&ay;nt^dg*EhXr7*CO#jU<4il?OG) z#H1f~6oCc({rJQ^*?8`v>v@2-YvMZJPV7=P0SBi&qK99jK;lrqc!mN~gVyMqY19I^ zg!NZ_<;REpx0ANWmKBYDl>vYDGM%eOkQK!jbm7}}1(>%fU%}p6g%+?P+wAh_G*uR3 zvz6-XB+Q7A_uDsAvb!&4@(npQgA5PL4LK@~v(V`U*VX=|?IQDM9TRX#4#`e1>m!%`1I z_j(&iM!wLEyNOEyG>HPBSxaLVpwF(?@}PejCg6KQu5DS zs_LvHd&$!sk9DJ7PgLb@Krf&2MLd}fLHLneFyW{o;~bl&ZB?)eNaek`72y1JWYuDr z8;#_PXU*Db==UU2ekfq4o2)i#{=&tj)nymx6jj+YKmQ1}?=IDB+e%ePSlOFSPSv=A zI>?tV{;JnRl2GB5v3Z?X^V?}u?by`!LO&}Nj4famP4ZC#Gn^{owYnLMwF_IV3c1HF zrJ-}@8T7D@wzUF1;g1F0@ZF5OD8DfI09(*bZ-Uo2c=na~EH{ho&Y{ONA<`RCh}cui zxJ;#@bym{w)u5>Cvi#x>qcC1R!iy=AZDd)P)c_(*A0kHSbF+EKT;bX*_P0#4wZcae z^RAAL2Kx!Vo3>83f>@CF!n`^g4mdx9KVM9*kgfIKW{^cRp$O6$ip3)zG|LpiUQ5@1qY<`U#`nH`d-Ux4F#sLxH`EyW4D$!K!fLb0wN8$nSL?+L5i3^~wZVeC82;28Vf2}9?4BdsB28n$~3u4L-xZztzC_&bzQ zgZ)B+SE?15@ch%m2UQ8sc(Q7bipC+^8cSm_`~hR7@+tc-(2%hsvUrWyov3yPqsHdq@F-*FYT=Y8?kTvat?LrN)D9Mvt^X*wvUxI3IW?Lng8vRpN zz$iF@snH2cjlg&KA}RliwlKWbvtcpT-e zG1ILymf>i$X(n9dS{8H8Bu6fTTM;$bWotby;!Bd;BzU(S5HzH{QK4pS4U=4hX?f^G zQm?g#S=B@Xa8N-3Xw^1?M-jA&n-)TwXj9+zYJg;lLW#?Dag$yHugA(IqB+<$y3(>P z)cbKhph0T8gY$cV;sGpQLUadz?kDseeKTPq(_Pos_@y?#)du2Tk!iMGi&=F1Yba}U zmT-V&7{tSg8{D_DQ)bUo>q=CUiC7;drm{Mo@&Hv2z=tD&8Za>pvvqiwpNaD2J?=)M zAEGHMa9UE)ipE~bZdxcIz1!0rv`5;BCYhU^_pmCUeA^t5H_}{1KS=Bggo-e8#SI#L z!;G6T+m{xT`+CJVhY=m6O|!8b!pNs@VybQ^BhaaD6q1uEzYzte{YIqd)Vqaa{Kb+! z004pe+H2Eb<6#KypoiJ~!RC36k`gD!u`67hCXoZIr}<=>!S6s@pvhPZKF&sRHrg|I z*F49tq-p&NQ`1-?vSu@`$c`8xb+z4q&DAB2Ttz#Oy-qDRq zW;=*3Q4o&^;H6uh&>N2TN$NJPoi7zM6sc9xC`SE~xuIW*FR;P5*6=5++3Lp^R+fqe zY}%E}f*&zI++X-4FT--fHUPO>rFF5a21x=1t(*t}lP^l%$USab{QkIrs6g(f3E+@- zQx$%#qcQ7)SCiKpxzbZ>hZAjJ(jh%EG*ukj)!->?pnlW~!#5nw1^B%YgkCRWs{5JZ(d$;i6@ z@ktMI`oQh&N+$vVc{oZ`ANuj0xDUXK?Otd_(cAtPki1i!j2^d~icA+SY8%OAxi;GT z3Gl_-6x#e5cTD^)!zL(wN?Nz1@Run;YVe3qi4fc)I3Ox<>KsaM{rBq;O`{4xvq^GsRwg*ZYX8anKnJA&Uwpem)6s*T(I70mV%q)7D zS&7Iy2AfU-X}$AYtlpm%`V)ym>UgerCp8UBc6Kco~~z08^H8f{_LS=A9z$p1;IBn`Wa+N zsREtKKmAgbG+-l;wgJ%}G3W40nS$mDUN2h8aOumfUuVial5+-f+nL@@@^*=mb9}Tz zG~kU?2JiE9S3*vU$=76wn*GHXd75afZ62h%(2D+`&|==)W0%yejglD~;is1*wl%{W zzJ?ta{|y-hiyQk!qVH?cb6`?*H)CyXxtKMiAjLn4xNQ#yt=lBd(vWdfL(=y)Y49g9 z7xAnrgztpe9>gVKrPy!OL4^-mu*D92msT9>%9Lv3cq7fc=-CJNYjicFp#b$OIV_Y* z=klBIw4F*%xPntb8e)WN^e^E<;EX?|&Su&Qi6>#0fxE6ebMFn5EM zA;ayvlyibGPGtj%v`QTlvLf&($YTt(P`@Ux4jm=)fda-i@uhZNU}BE~ZO(MN zgPl%(WN?F!=L;^(YDOoCN_!MzFBt`)Hw8)G%B|Q&<90J%y^!dgyg)+R;^bb5nu9VR(wAM>n~n8j%e z6-BMP4R7akD(nfLCUs*G!)P^Z@Orr2hwfBpE`tD$U(KW(nQls6HvUU&{1@0t;CwCveKrADh|XSjDgoGV*Y|K8?5EGw6) zuq`3W=XT_dND@6EjInT1E0wn6^-V@+saxk!&uQ;%*@>HZF;P%Z7YzjQ7r^*>K9d_j zBJAzDPBdVy-(yV`%D0?%bL=YR@)*l{2Ef;qV4e2#Y|NQ~MlC$AfNfC#8q&+;oakWt z7(I|%8-XL$TN&^E2a2-nQSjY-pa*I)o8)i{Re}%bFAA+i_+Z$2P1_GM!rpe|YevG+ z8-U5YAVIU&#Wgr2O;fzRdAVX$J_mgHqlD52B)Mcqs3e!(bpT$Y4>bslvYBu4N*U?W z1D$Xs#Lk?!h8ILWAWgJn0W*0aix%d=-HrV@tEi>##$3u%&0u!E7)3?#@a!!1S{l`> zRLs=*oW9W^7@ml!b04V)Y?_;G`vH9;p$1j+Fw=`KqV5==cPri+y36x0o-JEeJ=um- zvhwJd3S+;X$Uia(W8;2S*xNG}Q^Dr~{5FZo8J){&?2XZxJu;L4wdVr3vOZo=fgPfo ziWWTcu@& zBZ9yQ*a!0ZD$n@3q*8;0$`W_?h==pb_G5ojv{MxZJA~DeWs8@ zx7uSbrh_>EJ>lm(5dWUBbHy)yBhTqY=Rg79QKVOtSL&0k1o&dF~h+yk`Z`^_0c;8tH)SL^tt^$oP{%V@!VnPHa~8 zj&uW61Z-c%%;=b$mu)2H0BhUH9aFDYbo2`nK)xpod6Z)8U>?!vRKbV#G6?}}!aEYMbZKfG;|R-bwO>4g}amPB_68Sj(^ly3`7cNIut!qASq% zTx!Vo!fSfLuH0SmaN}9fKrM>>jkX1?nF!3pH%cRK!=ChE(fHGBpa~$qJ?A+c(?p%W zgeLzb16%6;IBJcMjfy8aP8gt44-r?|{u==jw|k!++e8Ci0u3-D3Pqk)zy}2XJ|4-F zAuKxe({S2FS2TnY_P91ata3s{^|;Cj6DLiw7IH-D6aY~+GTTaIK2pVjeu!-c^*1FW zTKkmKT!D_eP&tOsRG2;eQu=MAt-z6n%D-=^C}g$qZ9_hO&mNlmIEjz!M-dFThj1sm z|4ix!@@oIk@_{A$BFIiZl?#@93Xg?WB04UgVB4{}5{;>*+V&fbdpKPIq?x!5qmsKc z=*W`={qQ*C>yhlS;w{B%Eu_PtPEMBG|F|caRE%!6$Y+CI7H&I8!-5zneYkw3?E=<>#x0Dwi|GJ4#{&(rY(|DT z;-?Z|M?1h&RL2V%&b8sN))+3T%tX2v9K8%Y%dr?a`K19s5AY?3C4R;uj5chnD&BUe z7-+*83b;f#@f9C~87DdVQdN39ycCh9ZR^z)NTcttYfL z4iX9Vs}e__>nE1w_#Gu(jkGS<55KYCx(I+6PRse!<*O{1 zNYAs@EnoErxsiXGA1pTz=Mq3ibSZpgqt^E%t|h)x?Z%#KBNCHvBzNBk`|}LPFFWor zy=Wou!6Lm;AahPLqOgnf3*BCQjSR)zQN@-U_8SZ=vjNRHk#>P8a$G`SUc)pS=iDn8arDn_S1FXN0e6M{H z>i3hk|87Ei9Ms4dAPGxIevWXI|IYNcpDxv*OiN5KYeH?Y?rdBPR+xy@n5m64Zk^{e zts0r0Qfh2O2Mq4p=%n|IP+v40A6?(u1(V_xacd}OIhjgY#tNSWcRm_Pr()3lMeKQx zl*Y6PI8MNGo#bf71aWQHns4I|*d)((r)+eHgC@CqOJ}vkZ57p$g-OS{eNsx<|Cn-SD;__@%@B z+-odDX&P(4)mad3r9$m7HfsTb%1oBbDBsMC1K1w!(_oJ|KOP(18am*^1JN6ERgCV5 z9W<%YGsh-REW|;Jw6o52Y>wT0UchP)d=@?CwGzRlC|#MkuGQ}g0r*5!-Pt=;S_DdZ zFHkI0ZF{_Cc$sHRSJ{O;s{GTdI^ct)6*Ro3RV8JQx&g=iTYOF=+#2wn)g|cMfb^0Z zq}YY^9kGaYiC}NJ57=d>UD;xZzU8MTzkdY`axAy}Nnrod#)Yjtk?ur&sQXNR!nR(=W#ykEuru z+RX-!wKzteR)DFzUz$%_aVLi~!9SYl@&XI9MS3tm{2Va=Zwi~jVf|UMteygdpJ9t0 zK%Rnd4vudH?lVUYSu;JQx)~m%zAq$v03tuorv>E|hZ`CmY&LL>H5Iobe4A-q>l`)v(n0b{O4lFrb)Yvljt7 zibdDw=w~CY61GwZHhY1p?q|r%`UCizAOP2O##%cb&lr0@^IciUJAtBQuf3n;+O9sx z^}X16D~cbxv4cU=C(z-p?#-nn{;_)&ZH~rp9K+7gBs2o8v5r5c7n_;_Y{zh@h&nHr zBB{fSpA<*Q&+Ff&xaq~2KTQPEZRt@ry|3ErCy3o}g8H`#!uB0IzBA@g2 z4Ehbs1elS|i?gh~2JMsCF=sU(JGEAQNt@yL2=wlRxX&u@rl=E5^-BM9s%+&ak$ z*Ofn?XBWb*9B?~6%^0vvp|BIjm$(aOhFANQpEAS*v_*40E8e?UK)(zV_L^q|Tao^@Qcl9PfBpXpc2Nmy%bF!*YOMjJ%1QBBz z%T(*raaLh< zRh`Hrt=K4aA>c}uT*F<$=Th%;N-sl=n&T?g);Jw;2V12iX(=;yJ58vd%*5qBHXy6T zE@PNWfHj&fb~)tX8hc2gwT?P_05sjCdl@VV>aah@-RWYiEM>qm({-GI?1Ig}E{tJd z1v}}_y=K>?`P2YukW+p%Pz$P1XnX#6oLGxp72r}HciPjmmZ(5r+kbHyxi!h!1i|61c(D>_R729$j)%LiDktqFaK z?HRI0vzhg8NNltW4d&39_fJJ!#v4+PYdJsMmBg#IcRTyct*1@DG$NO%w187Rjl*fR z8S}bLNOwmi@{JwH$PQv$4}A5gS{RG|q|%kjIK1IT4$q@{`yyFiD=^!)VQ1KTegOKE z#_DK6DvRnFqCKj==X{yvlDdpQx=)@-P)K0sjW1Q2(dt9Sy?`;;It^25P5kf?+9eB5 z9f-q~g0qJ!6|QEGUzFq2i@%+|ZpZ@z7Q?UwexHGW)ZAo^9BH-4XlkiwbSNUEa`5j_ zSDfP6MF2oUZWueJ(k8`krM+Mh%3-i)U~P4)IPSA;B02}xuXJQ3vB&+Ei8;K;MAtsd za^p-gNSQ7QCQTPP;O7`M!cm1DYB;h4*m!Ia0kp#k>kc)I9N98*q!YX|#`+~>q*Rm~ zKDdrfZ)vhFl&FiH2!LXnn##3|vK=;>Mqz+aiTTAC{9aXvKj5=jNz$_^y*itC9zEPN z3gf#WZIAUce=bEGK#^s4LGie#v07rNTwz?GV>)ez;{IC`(-DAfd*q~+q%A+Rx&BW= zpkz~b8|dn@LMvmKYJ{xGBx-D~87z|D6n0=;&yxy+GbDH-5u<2k_)9U+8XG!QFOp^C zP~0NKrHGpo-q<#s#zM?1@kQ_{)%i5&9J;niU-K5!F{{FBNB@Vs-6`>_C=JaAW_Clq z*R2lhNOX(M&j(Jw*8T*e zkSrf&ybxw#8c2ZM;Z2$^)+)nM6%E8b2QAl<^t{t%v6Wj99zqob0PZ|FErJa@lQrAw zqIlv>28ZLsN*8DV^+4#Nk^^HwTOm8An=el7>3@)xI@zR%LQ}x%heUr^VW6WCfAo@nQxc0PKmwXY5?;n*7I*M z73!41FFPH%Nj0L;bfG;+gILw*YFn%(L#10tTL8$aW83E7J2cpU#v+C(K=e}= zT}QQ1^dJQWAL~&{;q@&H=c~$xq?L(yd#c~CYE|I<&p92RLX6XHy`biWzShk0=Sg2m zg|nmcsGzUd1>>b!iET#4B~K^VEH&G#g=|D6lahn^dk!BgjlySSD!#!~CY=Q|$N`g~ zI+&XH91%CIX6$mtu7*l8TjzfxdPJKSj5eLdbYmheM}Z!Q$~ry4!38y&_Pb4MDe*bV z>J*zf0xnt`rlFyp6?p42TxLSYlrq$Fm4}{1aJ3adUt2$+WD4m)1dskHsC6uC0K6#EhVH&S<)CtT2LuHrT!AwQ>Rtn zSv=Q&f`Ozz)ZC?dI|~;`MtH?AO^r|mcHiHcY;C|F$w>xia-iKVBryLY>O#7dXdMzj zxji&bqY)a7)EPXMA2x?|bsupHA0D;4JSB;~`*il0Iv&qeqes4pc%PfT@aVOyw6$xE ziM43ijZ2fmY<)d@Jd&sSyg=XOg(Uy1Pe+01O^16U8+(5%%dm2g`x&2XD%sTHOx1V7 zvRmFhd>?DizNL=rj){>s#Ho@RF%V`>e?p-L@kuyi&F~Jr5X66dkLEy z3ib~tSAUN5k3p^5kvsKu1BH|HC5aai2D*+<$CeyA;dAz5pwZf8#l6OQ?xCQp-^4J( zX9W_U?U(vVi7>WHz;bnPX}9Cdq*=K#%NvBL2uyVxYv1PVK9}cKksfC`oC*md?c0gn zCHCTB>#wtxEnhi#D-B03CAF-_0~m_`k!CLYYWKB1gEsr-&9;_}dIBVCpm9%Ps-3AI z^VDvNd%qy*1GhX#(nEr7H>3}Iwt?8`Y{BwKvNTaPm2Cpv6kc`~GzhGsw4&?^r1;th z)FpRY6;`4R^0;MZ#Vvb$Mpr0~7vwZ+AY%jiI5@E%8B{4??U3kS0iI1I*61}p7>db7 zL2Et3@NAJuP3*%{cCDlB#wBdM@0UIVRF}p7r4#`UU6MU;$~+)ELFa40)dwZ|Wu}+P zloMcga2m#ilqpYQVuDR%|Fft?Z4%v-<&A{W1g0Wb0N{DAV#ZWOR-Wcm=K~+l)>J1ce@-gJp`HWjG|zJp)?LbNW~s6ob2Ymc zpJUEMzfyMG;krl8*!gKz!D3mf(%%u})QT^W4^!pBNY}0A&5dwG=nvtU3c0i+n7m+u z-k-pS2|u3Xm$F$o@f_(Swe>;88flGNsa`C4Le&eH3@d50EfpZqT%Jn_#ttweM-zdL zkC_}$)M-rJOSjs1ErOxY4`H{z$4M~ah7rKCD*PsuM@^|reST$cSGP?O>WN|4{>M!1 z2d6ZGYEiSV%*>=ZKTe?YG+EE*UurG=t$1avMRw{_YuoyDfJ0>l!K}ga(P#qL6h5m# zkdh^h&+uBwER65#^Q=hMI0rqDPKkWw68viyf1b$?GWl61)O7c=tf1*AIJ^fkA$*1hY4 zxbppW7+C^h;w!TJ@xx>cidjWg#}ug2xpX^Zs|ZoR1NE3?TrWJf>Bq-Hxe=dxjp-*D zxL<5c5(A=ax)AINk_D$df-YCYcfz?>^jQ6H-wC#MJGz6d%iGpl)&S8QB&dpE73g|O z@{HRAo`oA2RG;bPKf+6b2O6g^X@8dX9%HMDbo}Zgisl%1iV^Y*+2{eg+PX^w%)>c3 z$~+Qru04Xu`;j8!X3mRYJ;EJe_;!VIq=1#Cjzh_`kf&Ql_A#{3Sa~*223_|d=C>w6 zu(?BK`5LfYw$qU2b2I*NA^k?HZMOkT{eV@p5cGW;Pb~UCTW!Hy8w0-2a=g(Oa@jxJ z(m|#y)_11pHVB=u`Y+&S-xWeCQ+$14?p<%@NlB7N!Fj^&-lxAVyK{)%8l_Ap@2Z{j zFbZ6lH36A}>CibgM#-LV@a4q6;Gn))nUD@`<7T2tS!gAeM^JR}Vv>g;rUC_$MgQh- zNHs;N!D^Am%gkit2S1;S$QwnPgsZCNyT4R$JCv~wjDu7fLKV zpF(!W6SU5v0l@k;uQS#rSQzpql}17mXp`PbSF}rJXrDSPlo+lOx8UzQ}(}kHZZx_9rxvB21WjNO zbX&n|2=gQ~+w`hh6%Va>fV`m_SX%i^+CLA#NNT2Cq)#QsOhWhuisMI9=hNF@td!Gu z*wxiz{DQl%kChbZ;BDwfa8MDyhkL`lM0X41x_NHK3_5~>dr@jUhcX9Kk0ea;Fr$xJ zMW=BFXG-e~25_b@9{yfHRia!1nLqpPcu+ioWI2ZHDARPM$cNyg+2wyfK6pP$RH5t zplM-4jsb6=_9J;~q7N$sBfxcYld3!eT+Woh=mCU{C9E`wk5M6DMz?iH6m^6iMy}R; z!qDHZ(ak!qps(3!{n&c2`@;#Q6bC?=4ys?->2e^LM}ew5&<{z%uTQ&*)>}VG7>?5+ znW02q#NHoPSyeTD{J4n~lR!j`8%`;yk)5^sKWtb>_^*t=Bx!e0z17nZ%Ru-R_pUq0 zVD!_9D5d*Y4Ibg1Ee?>?fn(m3svWFzgVvHd&3|4HA&xy~@)~<`SSkSkWt%YaK=;<{ z+8?&(3o!LSzc{GD`RELW_^v0MH8yu{UechrQ|#B=!IXr=hIoF^H+Jop74|k!C-;J?&Qp+1;X3igLC^~pgP(;#tP5km8qf6{Q^`s z<0&RJg&w4HVs)hDtoIjPiT-7UYuPDsC0KsK~s zYh!@bcQaqyBU_Q!PI=hO@CFGtJmePi1yPZDT;Si?`++TYY>P!l*wnm)>hFNh;L9q6 z0Q3wR#MhLMYzzt@JFo}arfj<>U~VI6J=b=63eMi?u_2tWjUQf%w(ULJ1-r2y9Z!qh z1pU@m0RhSi1)XZ*0uOzMZ4%}3JDRjYlBTCxp=57R=|060FYtQ%<}xD_n1K~4RSBgh z%oP7-&`&P)Qc|v!p!lP26|?mf586b+VPE2)FWkQ93X_HlTB4LB%5k19e1~S*E!R1u zy+cKj_(883I-(<+#_nQvkn{@G!$EcRk_@|xNyc4hV;WLz%srwFGpSS~!|qp$P4}6^ zE++XhzpZt-!ew0MPibAQaycg5;L=B9B+nM6T9_;RW^fKG3nngd(T&VF&c;u*Le@!m z*jX?ux4vOI8{`GnzZj+_iNE_DpU?y}J4<2Z{K=qyy~CS)&1Xj5^O+q<9jI+zBGPJQ zF=?5X`3tlCk(KgLoe76#q3-$H8AVoOM_HxD+=K&9ilm*0i$;i`q zZDMU~bW55z0rw!{w9`}68Qzk{X5pK?ET-VXTq)A6q~wdN@N!*;{k@qi{lV1UN)u}d z7N&i4Cbc^;bbc3#`0o{?Oy&|ox==5jC&6!Cd7fB$dSR&NkZyMO>V++xx4=EqZAOY6 zX+7z=>fP8fv2{*QXG>k)h4YveCMR4#E}>@BUvP*SaH0-?;b$Ru3x3D15f6xm;3%pD zBv$psbxusnYQ!ief~GRbZh8o6D|lVI_|0yy#(Ue4+7ZxC*LG>+v)7LX&o&vh za!Cg1!KHzw#@;7dlYTX3vE5(+_x9XssGqxGCEI}NB(mzDi$r$KIY8H7TM^BmC5%4I zsIkYQmb(%#)>rW7a3bEc_kj#sH(B|VZnmz>tU(0#ioNLxYjP^);5CFpX83zhwxCIf z7AK{K6hFk}eFb`%S)tL>A;dW|(sjA!*r#ZhYDRuWr9KLx7_H=8<_GJ8)6qiLWtwxN zhB{t6=MnES;Qewx*mdzO+7xwxCU2tL#&a~bFR(lnIyqOX3;6y)X$v<2d(FBoU}trl zs})TDFo3L%BpFSbWB3lKNt1Vxt3~rPYN&^eC)rq|Rm&Pv?)U>>sGx?^-czFK$6WB3 zkl3|p^1YJO05KY;xpHO9YW=4H0eA`|U7(3@z&(au0k8BIf2MNlc8NariFajN5p_sq zE;rxi1<{0()#<}}`a-P69&ScGJFwZM$fU7*Bu9g9)4XzabNxqV#RdOIcFlCl#FgzH5@a6>XeUd{BCj27Up&ui^T~uIWuUx8Bg?;pBNm zIPc6i;|(NvlT120z;-JyV!50Z>RAG|ThryZ*Z5xLMv*&R z-37J^q0grma|_nLg`OavwAZuf{_K*@PPmm^Ya}h$_(b9zVS>3bImUU67ztiVnf({K zo&A7!6+;GSc_Gz-NHo>@%23KR@wRTnRC~E1QYm|57ktR^er4<@TKyhqI*ms+{6O-? zVV)AP_vi*Zub}vMgwM^VbF6Ez zTU_fFJ(+TZkL(XkU~sCS?#yX;L-G5SZpoF*sTw`4| zmUVQ)6CQuVZWk;g=j9le!K-5}Y*-)lcLN-UM_1Rlq)LSW*H`JZlA3K01gbBeW4pmM z#UFbrm(MH^PfG4PJkxCC1Hm_CkD_AmpaN&k?hIoC)u~5S_c2NPn`-P2OlGr1L#P|4 z>ScT@gevcrJ~XEPZS67R@?lx0eYLshyN4<-U-sQYX8&8?&Hk$Yt#2Rv>aur|-#&Qa zf?JNe(<(05@_5TYVBI*t2-Zk@wB!-6`oYMMLP^j2W2S@F-}-j(teqDvJMEqC@1zCqzUZGg|M3MCg|}|G{|0ey z9?w0LxjXy)%sm-9vQ89f z&j1d#mkp?WGg1M}IJZ!p;S7UFs26e}Ao4bI4|Qk=6p_x+v=`i5B#gh=BJ z1UkfpgX_0Bo2Na;^j?~00i$bTWn&yV9MZP72UmbT3`!UVh)oQMctv)G9~eAM=>OAk zh&QpUyPL)Q>gH}fzj|H!U~;>&D0v#IoEB>x#!VQrA09J3x&i?!9b*=R+k06{LkLES zVx(9#26wv~Lks@hzK# z?rZ;@K&RsgTVN5X=EqsQ(N2JAvf#A^7DveP&~XLrsXZh^k()}Yz`70f#UEsW?(s0g zp+{0NpQn65d^8nxMiYo`L2Fer$yzNsH|sRoJ$S*zj!{cbuv0uNYZb^!=(5_%$+(?- z3+(zXxJ!nih59cvcs8XPF9WwVWvcPHjNxf5%=B812rF(GpncFysMTCHbEY?uZQr@3 z!LKiN6c*dgjA!t4Hi`QzgFEK%0!JIM!r-cInTJVT!t{B3aPlQcu@{TEaW?dz=W@P; zv-4nm%Z+;wgpkMCF2#Vv-dM&>zMSvFO}8nEv!gcALTQIxlvPRpQY;+&_Hm1f7s$)( zXd;ZXxoHvrDYO1HUX3ntnv}rT*;K7_C2g*x9%O}3tqAIs)|4NfesDUV!d^)pK?iVn z08WoX3f%T_OeN-D<-7lvl z8_~L17g%fZrTIN!)C00(Jf4&)puy2*Pt7Z^{gYQi0bX+q(YjGR=r~Z2!)c=OVjX@6E2drBps$* z7PYYrsiAKuZpr)sWT>GB!F!5_KO_*9T}&LqN!x?6dld@*RaIX}SA!yn8Viqax|6jN zUY0MCCd*$F{ffFV=ERe4;q2YP8-THN#eYX_sTQv>&AAPt%*G15<;oWFH?@92^ZTNS z(7N$NH}M*KYkirJ0vL~7$&J@>^mUQzUNYVx`98FfzhJ{}!@?6`Zy&H)e9}59kTll= zi1%75YKeT$H==Xz!wT#w!~#xyPlF9x5Ki-|O6Rc!DNgShu+zChWg+4aJB=n-8)AVZ zEM^6*tu!nWhlfI&Tl-nX=8s|%3l+^}GzOwqiaKL5S^SDEjN?kgz07Sf<7e=vUnd;6 zrga^4+jBp-`aDVE156>9hGxcsSzQTVeaatu69+3kg1gzaSIz7Pz+JAoNG9#ZJIV^o$hjLY=n}Od%?8e-|_3F~+CiVan!GMI_qZ$q3ubc~9ifl($HQg7HVb zHQ2ujkl(81RT+%0)r=XUfX@{AEWxJ>Un5@PztP!=ii!&=R}gmflVr@21D-MOAPN}I z?MJxfXUH8xNc2C*_>uY9UgotB%rsgqXqzkNW?AP0`x=~axuY~mf5AQ=yGpHo5Dl{p z8p|7gbpf9FC9?ZG*;xf^CT=_-Bx9*O+4&-4cR7qYNuirqR&LQm0w}9Z={pvAiDzHzfI=@Helh1Sq*L-GAj~Ssll-Ikdhz%vm$M$LaS~Y z#jUS)UG&~%`4@lo?`U|)#Gxa7l{^lBS9+w5`m3ep;_#P!-0i0oUjIOy~0tHthH<5*>+SG zh)&^0RcN+XgC?E8YTu}6-!Rj<5~jT#cc8aMfvkj(es%}|@_gD0S|S!^3&`~Abs(o( zfxe_<@S$?I9wzN7H#WpA01Iq{l3?(*~rA21C7J&^I>FH8!pl&X# zUdd5`cle%G51I3dCq2}qHlQcyi2RP|b`=CZ12I9cM#Xl2#8GE+x}H|$8;v$6npia1 z!lx5OU8XUX|Qstb`%`%+mk}EtTRY2UhJj|lqPltbY#)ptXt&01 zhXaJl?iKMNbET$#`KlH+R=LUQ?lv-B{NEkjthS>0*9WbhCY^iO>?j=5f`=;#k zpt{)Y0UXJacy6F(zRZo;nX%i$#vDGl%*CPlx9x$;6p-D~7t%`KF$~ge1#i5!6^5Us zoF3P#-mWjXa+?Q6d4uLQF#mV?Dvfb2M!S7mr_711h+sdS0Z{b}sip@RE-#A^4lh`F zJ?8n^u4He$IYgyIKEp=Qg$Ew6JdJL7ym|w_8@5v=` zD?qijFymuGYWEEu*yhMmr`ar=JZ13MHiwn>NiI?eJjX!L$Vd;LB7p| z(*`};9hsw!s>h(%v{0Z%tg6#0tr`XT0#oF2+#zIF#Mi9lpqQf@|B+WeRDw7fko7j}0-O1g{@w_`^awWE z^PkN^b@nJ~{lB9BZLY~u7Lc}v8Q11lDlgD9yw5sh%f&~h`)5W?eJ zSwu!Zn{LKW^3^*TTBSuDo$idrcMI)uY8~w8ew{9DWB2s8H?D&N(~8EvrYss!ZkY79#j-~ZJq(Q zg!`2or5?71!eKr$Ue;jKzv8DrXg#DILAX1xke|Ps>$B1sOM}^X(G08Hp|7CyMi|X~ z2EjVEhxZB4canc185sN)y1m}k{23c&#IODI0OQ~Dq1^M;JgJY zZbRbuzqPV8cTcDaAK?F1+u7mS9CmpgP0wY|=hJRE&@~mzO23jk4zIKLn_eqk^_^SK z%B2z-m<~;C5A^;g(&(tghxsXgI8wq`9eM6pkFa;6wWVLodwGn zpIDCHs-V5fhXh^OPT~yGchMx&)88{H0R;f*E&ZXR1luk}JDELo?2*BrlWdA{h)nev zp<;g zMe;jM5q!4`Hx84JmFZ^Kmv&DCHPIXzDD)9>z+FI&8JQy(Dol^4OrcgWcNmK4%#%+IS#vq zZySf#qw*3jIQ=D_gL>C^8f59;I`vTmUBo~??lMfgsvhH;uq0A65f8B!bnQj{|G6vCrrL?0VJhU~Hirb45)>6UoCOrGb(?JhhAl@>tuU7Z`do!HKy326 z2@$7P(PZ>gQ-%J4%>+?g`b$()75tp#;tCo`2Y0Z$RlSkS{sSbC-L*c*Bsq&2wSu&> zi1s-#^rEw6pLLGR-$Zhs^svpw1wA0OZ+)&_fI`qlhrf0@Mq`%Tn)qI!Ta}XnwPmWx z#hXmoM>bh+QAMi60TL>q&@Gk4J3J}>jl_JJzs(h=ip ze%v=yrQ+|~aQ$16O^Y8g8;?*j3?;8^I$_-ypj_quQT5${QB`UC?>Xo8DfdoG54lMI z69{1vItV0G>4AVC5tB(WNd}XdkeL9XIDj3oVTo&5L2S78wssM_Yr(bbT0U3oU5ahj z_IvIG_xpW+fQVye=H7G9dEe)K3V~ujhj!t5!O;s`i0IR@`8OJcOa?sYNYmouAbP({ zX#z0N9&MeeFOJ{`w!NWdr%=26Lo>E`upu4eHJrf!<*B~Kb_@rJwgl?H-$KYsi?Yz3h@nZ<60|?N0V|jv3K1FRjN8F zSSSATY8dW@_EG-&vluita{mQa!D*pmfW#OT zX8}>$NTrQcpD64#8roQ$RQ0`R6mJPKC|YSjjtuxNjk)?*MmMtls;iOn&I?U`M5gET zK++7#zi|xz+%u@wF%zqIJh+^^fY&&`QsTB&6X{JQPQ%gf@IUOS>X{IZ*^clEMzB|s z&u$9x@?5KS9rMTTmz)K)EZIAguvNxVm%H!DSfxfYYO*WcOK|qv_L-FK21&>X{?1pg zN5y%p9iE5~ik(gn~VD6}nL|zXiB=AX~n}<44T~Rgg6rxOKY*lI^-|AgIE- z6D<_TyZCrvQU@{lP2a%?9&iv>lF?dNh`_t#1k818aH>}eZ3y%knVfa7VUTialk|X< zH}WEeY8c|tg&`|`wV&Q2V^%@1qJq&IA@e4tf!`BaUhlLOLsbrD;bx5vYB&F(H*ZNO zj15L%HU^{KXmXi~w&|~hC@t)^t2C}6>7s004$Wjw9rW|9-~2Q(!t7YPrjz)YDE)rwPG_{GfI!-cbRM%3ss~Mg?p+p z1`vL^Z2pVovr(+bKFF*Z$CZ0ZUL8s+yJ8&;uC!qkaVhfFRr4zrNCtRemwQ{E&x zzsNibYU4vJ==xGqUUsOKx%MYomOYf%cdQmZQ=RV=C}}sKqzhc)XBZmu8pq<`2t>hY z@XtCyDW9JY4UD{4VXO0-B5NbyKFawi94JnNsz+>F2fuGTFLt*~{hTIx>#zew+Cw?? z&zuOB2bc$=7=MQoJe9sjA_BpIy9Fh9X|{YkPT-@G8Q^AC*PXUMsd=<6Bi!dHjB2dt~j+Y>rF^6sgW54M^t|1wh6=q87;) zDahg9KpP$zL?yXwOfGE3$}Y6T0hrI`5KOs0%kh;jRQPXR0+`zjD-2>I5ezLYc3kk= zZ_dd|M{(Q#5|lWsoO$tu#Df5_z_wisA&qz^^OSc{$n z01lEH#FObo2IMSf0XQ4uJ0y*Qch#z65?cp}1LgSh5)os{qx1w2=mDnAx=8%ToTiM0 zLhF;vAAJn=E^xr{i^(J=F=YnaKwuY$qT_BBj@zquXwqz=B?b>@?3$qa@@)Pk9mIu% z*##hTc@iOVOrEK!r;-e6#98FJ+RwAxL+qJXGpgyke}blgK^MM>}$yWP@kORY&&# z!^D+p1=l5QFQvONQ(6=Up#jCxi}~Fx7zCn{j{zCyB^}XWXp=7k0}l{l%dG}`t*AJb zTm*&|6ZCHl$`)iU<5%;&kbVx9um)X1q^$p0)H4e<0M zcMBdkP){obu6x?U(<>GFnpMq<_I)hd^PX5XAZyk}_we*DpzQ50+t z1vogwDz>X(Mx-5+u!fdZC*?8>*P12q;UG7cq>lyrGvaGRS+aM7mwTmAIHdPWj{f@` zNy(D>)7PV+-a3f>DgeKJ2*yyWU6vi0mPld4-^xbey*`u?VL;T2eym(tXRH~J4vlcZ z9^JH~E&DtKx8(;xRq2SuPhG26k^2g))TISYxbg4KPE@jJPe! zeVHnrAo@*0uv8&1j4#sJGLnlU_L&BWV)kH`2$Oy;v41koH6Dfw!t^1#%iul$wp_HO zV+k-DiB9L_HMY&bN#t0TJj1Q>Q#A3Vt-$;ZlAL>Gkm~qtfL^$_*kPVA`Ed}1FmH`f zFRgJNT+Yy;)*$rXdN@VIA(>&ZFpTKp7Bw zV5^C?1_b+wK($1zW!$1Ne6xSjL`<^s2iV)y+eouG(?{%_Ir)QmMghNboAk~UA zUFN`g&X=(dNvL`+5Na79Y?MAi+$XTCt5MB;L5&&V-|@u#slUhyZbG{dFEaT#4?B-J z64%)%^3NdY;%0#Ah#^jNU4)j5K9dkMbonYY&Xo3U(5RNHi zfmAfLK*~oSW(Fi<{12JfT4GxotKci$SXJ$nn$QGyHC9`owL=#3XOopmCT`9m8}e!V zU-XvIl%A8q=Fs=8(lj9AxJf<_lM+~f_Sq*g8s^<%gC!10PwHEruj>FW?(Um}v0!fs zIVSe&IKp8PcR8;@Gzq;3aTgc^F00t#QW=Tz+pY!Vr64i@9OH$0_L8!16) z8T?g^-7MESQ;pBz8;lZWn3rI6e}R^%1M z7aOIs{WJ@oWYJrs<`VVk{_Ziv4-h|UjK;Pu;4rc9ug2~vIx^Kjls#vJ<`Qjq1{xXNRTye4R zt$bAj*`aBmo1MVNpqae^15l)0Bp>O&aIcXybDPJN12lQqu!N@MYvd(brT3$lM+=Mj z^#!Ve9senK-Eta9yj$0b7zj0yR;-IhIo&Mt1+ui?)&I#}qdaX_uZntIaMp}ZrPftW zl1Jg~g5T&uY@~V*9cQ@~QKjvFLsDLnil)3I4K<&ZjIy&sPfL!rcBxCPQdLl}9w*o3 z#v*)4`wYIJz<8DTi;RBcuA5mH%IFtetXShS+*afyZl1$)@$HK2?Ytn{J}=FO*_C(D zwvCByU@}O02ZfsC^ZBW$c5y&GNrjC&`MSpHRnEq?f-l8YZH!|sF<%Lz%F9!RM^eQS zF^J11y7TNTCnb)7fNEw-`b6Bl6iz4#*gpq$;k)BWK_wqPmmODC@p6E^5!4Y%g9w57 zp))VTf7^doRmE5j)@u_6p_qN14j_mxskE0wTOPCM&HUl5AmD zj7syy;LBoS^r5Lg&jegDUzUvtbg^R&jn1znx`!wLH_XnjWjLN-o#Na)%@E~=ep*O| zNbeQijVIl4ID5mZFO*@H;O5Fc!D}{;i9FV06OaJ{@Kqj@mcGpy1fgCw=h0P zN{3cnhm0HngN-e5_+v*S_PV!yPi3NMu)||Y8!z*XLruGhfs#RkP1?x94x#{IRhGJd z=av29(NDnBTQ!y!uPi^}A6aGN+z5=QAe@}(ES3B;JIimsp^+rE0GVk93AJ;DMRNll zII8w3%yAj0>%aO|a4T4vV@o~g$8*0!uglQae`WP3v3gpk3)e1Uuyl+i|IXN(!ERgu zjHO$J#5P%g)cLhm6;}TzqO2;sl__Ha)sW(RYS9+GX`l?dOrQ%PX}zjc8zAlGd#X@6 z+#aOkd{iYvmKd-vNefoVL97c!!hv z5gAPa=2k4~*@Z8HRlBsWJ2qbO_01stuS6wK9t*nHBii$uLB0SgbfVsjAi$2^QaI+tSa!Q4l)%rMCIj|W1fl~6!5|f5shY0qjzLxfbHw$e<6S3J^6+N;P;-j5jg8LF$vqzY+|Pcm!NWw#vgZC zb$4MxXxGD?3MUx21S8ry)6n!pdwPH%{vfgIN|)oVw?;p)w4h5n!!vU6$Q$!Vs(Up0 z$jUimlc#1;Yip9Zc-UZfx=Ny{G13}bND%WkT$aNQ<*=K4u+BO`qD|bW6!aGue8xw~ zgk-7DW$Biz>411@n-GJ}r=c>9{yCf7hRX2o*tJ1YaqG+N5mTUFRqk~9!BiCTh;<$L zDj!T%Y%dDnuN9h1(n~^IL+lA3(w(Z&(r(f1@`|G#`FTYQ5o!m~1Ac)h>yLA5Q62Oq zG!9MP7>j;a_&yne0rzAba#MDkB;P_F*su)sc++t9@t?xfo5Z-JW#WoG%qs1ysZP>@ zGTl=&ZMtVDkY{tY$0&PCUF*i#qRiz^7W@KUK?}L^ir9RN_p zeIwt8#f1LE0hsLM(?&^8%2L#M+_4%3tkcSsLyEubgj~2;P!X9ybXxDqBRivAKE5pp ze1n6w^Fi)jpg)6p)Wb5h>C*JZ5F%A?Fj`(ChdoKg)~8#34p$L zEkFUsF*SLeqTX3RE;66V_WRucHqKYFlC^ot1zz>8p=NDfp^7r|2H7aRp4}ju3t@0u zmoCspGp&o8-{w|dl&J-ym_GSZMaog_QobP3y1*$ikki)y3Dba(`D+GW9JSw#C(Pe9 zfwUM6S(o_0K^NPZHmoPP3`WQzXX8@-Fj!-)h+l%Kx_to^MYf@GnMkzHZEPp$EzKVr zq!lCls+XjVO!^ZUZ}a~1?tv>ylpTN=Co`BBfnB?`U4Yuxo{%}plh>W8(~iv4=>Voq z2L`52&tU4bUBcAqPJGM($#7%!Z~>|BBSQL**#WBVy*@g~Gt+~K0;y8Z8otQq^0Ex7)gp_ikVbJM zk8gonxMRgpzR}68VMD1qVcQEQSB<^Zux7n1sw0y}-9sF+3^YBFQ`VQ^64?u(cfSE* z6YRf<)>yg)1KY(8%h0w*|0p5@Rph?}WP?D2gQM0koW4ONd-Qfg>*w0pM$zK4jj)>F zbcPXJ8j+UFhyvYxL^HN&H61`~ua$hQ#YE_KPh)&8BvdMnoJLh$txl}8yeE>p&1+Dr@qe{NS;Nw+0S+Pom zb3B%RML?-_s^}~9VB1JGuF`UyO3Ga_k0|5%W+YC^>OXWJI=t1I3yj4>G+a7NC)n6$ zju4&9A!k1s2;9Kv^fBF^y2@?E-_m-3aLz!}d%O|0m&Qi9=&{gf*Eup^ROly5 zVl+wb`HgvGo(vnKQ^<64BQ&-FyhUPO#n?yc6IiPIN$s(Wdr9kJ<}G3Z2jX*!$X>aI zgf6eiu)iXyMV^!J4(q$0R@ej&>u_8h(br$^o4pX3R?iFZg4BR&Kl}2(;u?&_>uzP{ zePZy)nd|pwyUO~NTbTGa=BHb3{)O1Dq{G?uGnrp6%f#}5X6D#9u&QzJB)S4>S%v*O zTZ66$bp4)5fb}S3Zxy5PGp}%LPKN|S@!ek96ltHF~Wxx_dy=5^(t3fB)xT%R1xK z?#{0(CDF*Vpm@?FPjj(C zcQ<~%gHwVFf-~m}a%$y^J!yX@%y2u&-Q#E^J`4itEd+cisDfPpx&iA0RD#v z{qI7KVLm`2JC?&+Gt$h+2%3uC@Ozn+&s@JE&-@-fN;e5-fkvxXT7zzCgxT%bXrZfo z$)dfA)Ryn|GVeQHf7E6}lJ;pZnUwUPwv`6k=24G0UsAS9MUxJB3Ir%%Vfgg@TbwP` z-~ny^&?5>8nj#rXtavt?trd0uhwOk2mc=Nocv)Npb3#alX51&q4B-d)X}&*W8R@`D z@Y)pu?B|TwEK3R7vpSDj^k=on!GGtpt}v0f*bczVP^Jdx3QseZ9p-7j@M&ckcVH^? zg)zYH)nG`5h;L^wU5R=yS7IlGAaU-F+GU8w*b$%wK2Sj7v5r`$N%O681W4o&d&wi; z8KCKegL_zBO?Pjy%<8WDW`re|Nusy3=ocp~1v%Hx2BV6zwO zFMPJ1dLYP19_0kwMnA{< z9MksmqWb-OJh<9)hjIC{d_l&baL!9v!y39*cz9EX#TZwWD}5pRJd_R}vS`9~hRDY4@Oq(7+3Eoz z%$|?}64vLeJQo**pAj^_L~QkG`Sg*CeV40FWc=!U6#C}N+^x^Z7mK(U?>dZ;ST`Iz zR!^MVUADe4R?*kEy4)^R7u&JPRTXz-ap#k*wy26Sr6G(*WwQ4Kp~-U5a#^l+gW8MLIqm&C>g8-! zo>4DB0YgvGXsovN98Dnd(5K=Y`8_{B%SfUa^9`3A;^1JoNDr1W#KA(iNdGMB(BBU! zO4Im!zE@RW$v3~prTzht)r@ZO;%n-?`K*vY3tnvhC}MzVy-!Ic7JKGUf?&NdbuXPop%6LFke}aR#XP9~VjQvFzyR zITWnC)KmwU_z$Df^V^E3SE`e}&BJVmhQCDdPs2Izu%qC(xtw_mk7W1%{*;3R|Cfh9 zK(xUNk?ZPDbZLte%Hy*9eu zE;}*S8tJ^7_ASSd)#277@25KK-c@Tm{@xB|%^5w)4B#}c`&qWhveSAP4E=VdykZMb zqjYADLm1+>zy?}6-el_46o|~j$(KVl35Y(Xx@+2D{_sr^j4>0|pfIS7XKFe26HMMv zq$VWwOrdokTdG3}D~%w$>HF^D3qhXDOw;F|=s%EbNHu3RB1cU`w__*^>0*f9?~XvB zXK(Ct$nB}ketPwoE&hm%Fa8}u^3$&6(Y{XG*}FI#KU{r4^SE11Q2! z8>ID`I2!DwR0D!>6lUDXM(~Y~If-1(C3vqPo^BO^*VBA}Y}83FsgAE3^7rh%)L{EiD%#_vH^8!h_67mW*w3SrNPCP*>~#~Vqz%42N0oS`W&ZEib0#!NI}1f78r!pY z(X_L8z6*`*7H&+sNrLUzO6SYRlid9@W1t^B&8UYN=_*FOh$kjZWAp&0I}ONY0+wCw zGM{64h@OWfgCBVjX@r8yf#@X+x<+(FCT8vQ3SxA*a)1@@zyEn%{K%ov0#@72`5`XB z7=0}_2Qig3N%TBF9lTV8E!olMB(WTmXmqOpjV@F4^u6*L#6~(wi&=(@Sc5AB8?4Y; z>4*f31@&$wqYV{znZ3|1-yzqc$(X;uXvTM0HN0xK>tcuS8iAW_dzjjnIUcd)5yQQY zYt2T{vSuUf0_~~AXkNS!a)r60EaY3GhGhOQvK7Zia!-{NheXQ zW7aoM?84YT0tE-atRHonr@s3C8OPX>#}s)C{2}zL<_l?frF{oYO(lD-BgIo-$R|@Z zAm}f2I$IKFsr+5FIpYrAbx=*=MYx&)LmRM2-j~)eW691U6nn}0b?HM#_P84?cc0U+ zea6i-KBr+bkwP}{n>_Su^ezK0%i-Zx`}N|@6>qb;jj4)M<6Er6`ON`u-eptJW~E>40mkL1g23G9O)fz&BbwP6S>j$B zH=>flQL&5cm8d%5w5l3s#JV|nzbhpyD`iP$Kv2ZEtZ zudiYY)n$5sb;g!Ih!(wW2|nB7z1Sz#95X%%sQU-(cLp5bjz^e`4BD{3Olz}Sx{;f;+ z9w2?m(*o>bssi=1hBZ4)QGGP&CBVehjJ@Nc9EjfEVjlY0pJ{-Qr88EhzPxP!q#YZn zICqBuwoc(|63}_}w)R!h5r6aL<`|+Ok>nxHrxD*tVSpZA%l@@plxDwJ&W%H%)g}3;owj7Au(g7=deAQBl`^2H*v+x=9Af4qCF(N&y8Hp=UA}nILBjk zSNPzNUxht>he@}XA$YB+K85~a)j4y^=v(AV&$->*$9I55e8y#P8H@1=02!t@RdoeI+@ea=B|lMiz{ntC1~y9B|C zsR_%P6{E!&n~>?+Hq@O_$0uZV$eYCi?MYFW@djCCQq)ww3NgX>X06sKz+N%M>prJB z?SvAE!J(QCOVjXP(Wm&<`WA>s@keFQerTthnGRluk<>5#;z(+H;e9XyP5_KUjnVgj zkDdrwc9<{4p%HBzmT`EBx4hxQA(C+S;L1Af%5NqO=0?A~C5eu(GdiMciz%W6SDM1s zgiM37T|M%#p7}qdPZh|y7jH`7Q#H!{pS)z4=^Fc$bM3eS@&Ma{%#IfOe6-z3uMNL9 z{Sa#hLW@ljjTT-uxvIQX4%9D!fd#i#N98ePiJrT7sQgzUexj{NSnmgq;fRVtJ)~rD53*=lY||H2R0&bC{?m3Onib zR>g59_HQ5i1MyiGptUl4gNbs^{^1p;daDM%{7_&J+!f`TG~?H(*nwklPmQB>{K;42 zxWHX$VD}cg<#ya1I4eCSOAjL|QYxChN6B7N3%zW64rEaXx`r!Q3NC&X_Ba=9y@pJj}^=S>~5IPy2m4==0e4^iJ^50MJ`dmGf{Rb*l|a4_FEeBv@f*!3>V`IjZ!MT zA`4BQ4r+JQ(5E@h*oPq(5Q{JVUM*P=a_dw`~z)^!|m#S<`pc0Dk#d&53(kqOmcyz z^g$l~Igd_Oz#37qG~*!+10{r<;nC)kq8?q4u9jbAVqJIQXJG9#SSXr{%$IQ{1fHd#DwCXmm(St=Z z=jkQtlmcVDM|;vVrxa8frx3m4yZBz_z+8X_Pj*>rAJynkjuqXUkB9zES9VJwiR=Ks zsT4C-Yy`iXYHlcJ@@d^j_7w*RuYuC=e3D|p|B%Lyfd0k z;$Y6ciaz|WBEkhzW7|u^EpIJJPun<=&86mX`tc0^FedKO^j_l2a?CDf@xWkXGC0S8 zO17I};6N45Uz6h}!3WtRTcggu*!U3Hiq(9tSAT{0`9;3ipA6$PszK9Hzcpv8LrTqX z@gKBB3yBxLQk%_e zgzJ_rww2=M0Y}ZrzLH4WFPQH3_VgCkIel06@dfM*Lwu$x4e%h#@RVO=@`sEb)95YG zYxfeiw$nV)45od{*q25{Jn<=GLvmBMOx5WfyBeia<^l zRz&aw(5aS^)a3{%jegEC^Ud*E>zBi;aR(cVZm)?MBT0UW1AVhkVYSOOK1i4X>|!o92w$dzq#v`nkeXlqncakfP+@qA0bC!GCy0HmVt= z@qm0|hgO|p?{cgf9dt0!eXdlT=q@6<+%P9A)Rqa7s93>^qp|aOO>>{!t7x>6gRTb9 zh-y8)zR4b#Yn#8w+4*4nE1&1<@XcEM8wBC`g$6pJ-(_R?YvOmA<}>k_?7Eq1@cs?! z2C=n6($cy?m_##L&FEA{$FTq!Ggdjoj5C`h7|kJ1H}fG_H-b^v+Py*7_Za zFY=7EHB&+Y&_Hs*%v_pXjxkF&Kqx=BVyec@zy(B8SFPl$E6Dtf8^@)91c@W$^d8^S z*g_~Bj}ER0;|a=k;^8@d@`CG;aW@2;ZOEcZFop@JBXR{Set zcuQ1bTAjOY8;imN1GrNnWz=N)Ni zUH{5|0+XWWbZM2vN&U=B9*{g<8%PXV`Sr?WDc^1 z@Jq=93nK&h2{1uHi<&f9ZUwO8_kyN7^YRl3W<)ONV6F_h@AS|c9t<|zlT?1AX~jM_ z6qsE9mUg=f{WZ?a?oT3Ix75CduNk08RxsE8KP(0u)agQBjWcrp&2xA_hBD$06^ebo z*n{Q*(<4WPe~HTK=m0zuoT(w2mJ+*coezq*>vZ~9<>x6)zyMI1Wl3xqa_`C~r4M^B z81@NPPv}DA6G?y-J(4tV+$v=Y$ey5OECYlVX|BY&-RhkgFyT-f`=UPcC;3@8yu( zZUl8H=$asQRXF@_2dazT;<*H%M;z&xiLOJuB$}LW$(L|xw#5Ht9me+X%GSwMBgYS~ zx2x<8^>($rVPw_VGD-9VoB9{N16PnkECUZr{XmS}_=cr?fu={b$9PxhbU^VcWDq@_I#1yr+Ya;u$%nlraJ*7mW}6~1G* ze+aTtUI(RBtNjve*F)2QAH@TFS}VTXOmbQ*$I@bFi1xBT^VJBb@%th>LfZSxcucBT zW&bJU*uy0y9#+k(LIxSa`!j2Dj7QSzW1I5^_t}$#_}wqxo(Gp(8e?1b2Az*}u_Kay z-Dt=Xa@k<2%LE+SoD~Fs49?2(Mdv~s=cRqZYEHTQ_Wev;FV{ixSuuFG3SWzeU;Bcs zIbonwYjrrC8B2?1RuYM)UF>}FPkIEdnd@S=W+5`~4@Zl9hR`$`BfD?SlJAkbGkzAB z4ok(U$R~N!k@tTMEi_opM;ZMK4$7Kxw#JiW7IUFa^oo^6_GM@1jhsIczX5Zju(xUB zLa=D-uL@Q*tg>$kvA?;Oq2GsG=#+eG)&>O>bC}QkNvD4WX?AwR5ytdHe>H<6UJy!d z2?J6My-I2+o9;j%H9>08DMfXwDs4+g9kQ9^1I045#AtOCxv72W6)-E5g%3tH}h9C{^3JCWcI7HCxQ!s33Bo3|XOi|hqK|ter1mNA6&8G$Vu579SXB1TF zPgE=Vx18gw{{HunMr?hsGY5`EL)h7HLpV#XOGZ&PzGe;W?j1UmUms!*>C_*Zgc9Zl zi-y57k{eHk=xQ%C3-qiD1wv|e%-5H%|bMy)>&W7Hh zwcMNhcyTA?u3Na*$VP~SDUAQ&c7f7Rk!8Kr%NQ55r(_gcLg&X7G{_PS3S$^HE^?OY3c2LfCop^xx}mjXP23?RzWxU zifwiI6=oLuB7K3mu7$U7PEOcKbwl@#BX=iA}F%~!KHx8HR7uagR5?FA(F~oZCB>A3uO7hc}UUa z`BW%MV)6MRr}8lfOIR4%i(kkzCC<(^MkLzCVhcP<^f|+KZiiHDPXV2yX%A()-Ey`y zk+DrEAG7cF_h%n8$|X3qE6LbKr+JC8;6{C0!wvx36*)D*($5u;{*JWrV+c}baq%gD| z74-LG3ua)wJnqKc>$7iHdHN|rW==TS+kIG)J{2-j0^j6kplE~~E7ki2IMk%fl%Uql zbKShuISd_9Tg4gz^%|?nxs{k|IQwlvf*VhxM8ypC5C$X66!Nl@EUU}p|Ith1^8 zM2GBckJk#ULeeH`MJG3cNlcd5N{|vHM}V^ms!sKYa5hGqc>`rEuKDcf zD0N>(0qe{+P}{h)iajT8a@q3GUNImNt|0LWGtVRsy{SPnIGWVUBz2F_F2o%4La9pr ziPO1KR{D2hd9rzd#Fee8+QAj<_~*jyEy(x|Zk{ip58O&4?5v&e7AB=1sYU&j(h!Db z`D)2H?s;~##72_2TXHhsg7`a9g3R0{Wr04yt~SjZBwxSzv5~zXvSv{W5c_MyCy`^O zOF$S}LBh_WxelS+pBP4WIhHV}r7EM96|?m)1_kfwHGl{^9`u0a>a%CLxJB%+@nL`W z$Hs{CO@uWT7P9#8oi-D7GE+YIo7#TID^j98O!qSt?t;4MQdJ<6F1Tcr4!k5lV< z66<4Kn+-6`^>LIw9r~hP^of1dvK6@zUgEB%0fEm=ZjcN*?O${&ah$6gOVFY5{)fR> z<^j;zxOj(Y5AdS-5AbRP`t8Py?%y0MyCFW`B7c%W86*Q+kpibXAeQO3?UfyD-W=^ibB5;o zs){+i4v&pLxeNpwjJML$Hbi?8w*tnylCn;H!%AX#;!SMQ*iHe<0=b#^o!%2OVbEKM z-|FUlM5ka_fN6B}HVPwUeX$-i?h`}f(Yr;_*tlY37 z)5(_W8b7_osoifyzYAhsE!Cj`L#e+{o6KPQyKn$xI*RVbL5YZF$Tm-9@I#$o;xz>dXyxrj{^e zh^@YXtJpWJO48U71xw`$u?S19GuqGwCyoI=a%*57ER(t}4u&zs{YG|yZ!`}Ht+Po* zWK)pC;iy$!oFNl6nPMn?M{RIC--s7iZMM6>ymwP+yh2r}i8mpCI))0@&0qKEBFJ_S zeH&T=$iK7mAwM(_{%H-L2|SD8!&}r&l}vl1!=Whb2!)#FkctCDT*f?`6v*+ zbOe^f;us{Z&~|5-3OE#_-MLOj^cc}?Sz|Cqydp3fGm9#OvN!hQmr- zc9j@l7JiLiuD%cYmIknZiulL;ZRm*={6<~qmLjXpNV zRT{Uy;a2arF5IfAXg{DUk#`x3rh#%}fq7WMK=FBs(I(HC(B?Q%j;Nk601zrQ49FvxHSYep%B|XYMnMHu%GzIG% zu%gqZtynpk9x)_lRNQyCy)pnKYLSnjJPm5@`Wwme!wm*mqru^YFsuN{^?EDL|Q zRK(VQu>G>6?X%b|sy59qeO5I)5yVw@cRyQH4+`SFh4Le+Kk^HPNu4Ld-hC+RcFf~C zqf7VXV^=~2QUXqEDIs;hstB`M2TJJ@ywGB0`$S|wU;Ed>T7cE7wuvgJmxe>74_eQQ zQWz5H?Lz29{V#lN6fWh6~8KH6e{Vl`8;b7 zLcYpA^&#bv2LhtYU7kec$Pkm#&!;#azMluiLC1QVTYZZ7H5O{D&YB^7`=GjvZ+dsK z(oz;JjeW!eo?^xkc-zE^CNv@aa4MOLnNj@+L*Ok>k47ab*zBbf#`tk9 zDu?08A^8tS)k{T7hI?y+C$UI6B-xou*MSf3%o8(Y%^}Jplmd+iAUC%LRf&nJao79LuBe z8IpIO#)m>q0@sUX!Dh*9qc+X1k46_MMuEnv8M*kGe^6C!wYJz9+EgrF!h_mbRBfA! zX9_SIl%Y7Fh9WZ%+~zWFjQ)}74P^x9blzf^&t%v?woH80BFJ zp&jkq8t0+K8PUUgvbAc0g6a*+E*2T=uW=^%gJ~Q(=i{8>K?(s!cZIm(<3;1}%Y-h~ zH_^=_4kNq5UL!kY!|y7hl=AGo`bkhFQMXzn~Vnr2U8yGKEF8EtiJ6i?Q= z;g#=5%^SUJsp_~KjBwwF|A>-18mV-=MCG{O!DkjQGw$#I^C2TIO|NPYJtFzIh1j{C z?g59hp0H*)jZLL6N~i{VN$YH2cH+|Zo=A6xL#HZXR3_l;5>QD}9H!zlqNkN(41{|S zjn@5~La%9-Ly>yc6Nyj6zG*Y$bClGl`Z}W}`o_)rcse1O>JJ|_r1X-EAaI12l~WZC zwec94>Ls;1wW<<5Jf6hwD4cK7=n4$%Xm$$UG)y({F^cckdhnA_1%%gt%>b?9TbgK8 zX)H-cLBP)E=+K$Gp3s~I>elHx>bV^{HF#^|kPzOkn$t-R*T**eNa<<70;;ydStHh( z>UdjT)&aDk<6G5)`G8gX5Sa%^0E5T*V@`!18E-8)mb#XiS%FiI`9Y&0!N$#A8>=;~ zNvAUmGdtsIe`^%p9__f_*9v%)Y1bpoF<3>Na2danqss|@%IdDt*QEPqVuZE0;YSr@ zy^SQRIUX2o1!LS}m8}oZH7*PB8~m`VrX0)jWItOOBHhD&mwnw$7c%%d->V~ zWrv^XW;eR&Btn>2HMX|}5Y6DF*xPR9=1zBkv$fsCjnbFJFU-m8e%@oEzVr3Ja1`mm zdJ~y>%q2ev?KhU%tgqlIVqSzD9+Vcih}@e6)2hrA`%BMgBs8p}#n{VjJJ+<5*Qj(h z2o2K85sB7T`y8Z3JAgu@MHP=4)%amuv))_)yVkzhLLc+4j$} zx`}DGz_Il|@>sfr=-+b5@3=k7GKdSrfJ=f%DN~;Di^2Vk-($b%5%htAm`S23iiFzq zfgt-%%MNc=#a$A=0*~R*pzG>TU==bGqd)SC&|NxHna;l7MYA*6?L+V4K)tn-5gYJ= z#OAbRhDhqA1r$>K-RX&LHj~M( zamppsWlrH^1FQR?z}Ng~f%>XwvZ0DhC3a-jV7u&`mt}Qd?IviQD(^Ara+QH|5Y&_z zf_^Nfhx}|U;}eCWK3U!oeKotte%@e%;@>c5YlD~H%P#$Czj(`F8%XAff`-ZCof7S^s$)*+Ae20&34sg#PE50_HTA1X^t?j_e9?7k7$lrVN zuFG(}d*XKchJE0YYp^WT_6aFS<~~s_fy%p27{0ghH^Yg2O#Fmw_|1TfAJY>DU7GEi~7(1$tVoYt;8`|T1fAZ@dk$K%$&=3|D!))SEzNo^zSHIgIzTS z>hlFz@E^XnKwj#X?ka`-?zXoZ`;dH35S|^vIGheKN z+*7CJ?A3wEIHm-SSLV#1SX%&FotC%#*qWTipsRq-hhdOXhf;b?ZwKdBR5DZ%4iuFm zq;{M+15>76tQ zebM(tvoJ#G@(%(P+FH!`lWcmT$8u{bs~1D=>p*m_n>p5l^Z{22j#{Li^r{IB@P+ zgaawZ1&g*mLu(P02}zIssN`$8RNjYW(TXv4D?EXrZWTJL@!lo#Ia0;RlwWx*(VI-akf;~(M7g>p+JKJY zOfvTqcqJ~*9+yW!--lG7C`rd?4);n`_-L0i9hTnP#jzXtDoi!N2KKSAof-=8XCp; z!GKhf7fG2o!uy4ohg?sWxSp%clH`_n(9dDbH(9B|lfRJ#dcA67U~?{Y&~P(52}h9& z6xU)>lem)}H@HVV#}3B#Ie!$$CJjcs`me;Zn7meHSglvc$fvp+Kx;+;i*ovQDoQp& zqrXC1-HFP&wQsZRYL^Hmz?IDH4C)-&5i~xi)-r(+S(+CXH)qK1e9gR_iWLuIuSn7y z1s2DHkKc3(XDt{ku@L`PJB7H^Xc}y`sA;o(-?Q+Hj@I`{N?<8^eF)KZX zB{ABlamEYhY5KXcWiOOZN3)UXXu5=_P0$U9yy9qgHaUY9)bSgI)T_WC{4hhNRs>H6 z`Z{N_QWg$}*w?%`S?)&4tC1es8;3H=z!dLfu5R-3ySPZIRLvcnX1-M8j5gdlznDW% z61zB?ZuPbd%!q#E$9jOx!f2GA1jq<8K+J%;qLB?6uaYlzNJ$Q(Z_(wtnB!XPfF>0W z<0vC{Kr+uDkFf#%7;?I4z(4tN6C!$Tx1xWbsd2#{b)jK{XMYo}L{DnOHGnjzs>@y{ zcvWXK@())xoN$~e@x$6Ue6`tTj{5>xn`ss;nQ4YKloiv>p^pP6W+PqF)0)27LrpI4 z85#>yPV8)*KcG5fiX5N1#+Bv~o^3BD^$=%sN!oC1o8RejD_$DsW)Hj7Ms=K1#^~x4 z@}hE>CR~Lcw%zTnCq?(sRXmWo!%OhmALZ8nA64HO7*&;q{ho7fo4GS{@3i!CQ-B20 zCZS1@gpRZ%fRq@>B$*@w$xO&hfQUGNT~`-GjJg)=-L-cV6}tkux~uNmSJ!pd1=Q7D z>-XG=?)QB^#3(T3-h0k@-{*bGZLSK_Y+#rNUZT6QNqJWw<;HTe@@1t?DIC z$7;4JZFc>>W~_07-CIY-9~onRV(tZQ@fI{5tyE@NTb!tiqNbV$uXYyH$BItfe}ZJM%-rr7oihQm{@+D`jwa; z$7uv%cN8={7+dyQRR!d<9DK7=0ypF-zSpVeq-F_kZH%nCir-08W9&)SgH@K*FgG}H zre)ozD~EH~ZZ|vPlK$f0esj#`_yQ6)J7}>I9>Mim0NI6AClnrvcfM6wX*r#&&Lyu_ zKtQAKl+KYUK#xnm)uF#Bd%K1_wGA^Z*xpbmAsx=EQDbkC78_f8KMp8Owq3g0E@2id#k zP2PnTqp781g8zR(6&)A50VLk$!{&{~BW8pLQr27)D?^6(){E`LwzaZG+!i0wK(Ym7 zoc$%g#Fhe7w#Pe%zGpsjpM7ymv`AN1>lso#;K7b%-bSl- zZEUPeqEs^n$2i%a4OVF@3!>j-uwEzohfc8o9ro}~1;Y&L8*vM8kPWtti0K+Y+v!iL zb#MbchZLl}&FEM275JJgvWkhcZnr~!p)Gvx1)4oucF!{|9?tEBpkpD533 ztpC=81jb)OujG3>lHaO zfSFy+BwUO-Q4+R}QY|)uIo!^rPLrPnSUk`WH8n4SHHV*YT8(O6q!rk5uWoK=1!=ig z6h0$YL6BX*CZTvOV${L$4NI6&%KRd=io<=+F%{pfjOp!sQu87!F6nhlo4^Z~Kd;m( z6S&p9XcDh^QffRWOMaNuwe+>R^64Ya{sR@JB$_4cY9&@@v5-G^n&Iip96ODP>m;-9 z${f!`o?AuiwHA!nww}_mc(4^EtVZH-m$FQSaRdKdN}f3gk}B|M)TpluNYlM7Q^+}! zysb<8ax~kG#J#@yAb-Iqj(2UN%=H_fU#ZxgYt>dfsub2ejACw(%+@*5uhNXCvXEo& z5uxnQWxppS&W!KzAJcN!ALPvN8-6M`VIeNhA%0$tjY6j^FE_lR#NZb&_hV?-$X&_c zm-8GsF{lyJr$V`qvVse7FUa^*jFX|C`&2lm?w64H=L6aJ(9$1VJo_4q+C?gO}V=<%C?Yx*6p!*!ALcd2+=>$*%x@u8L$5Q01P zR@6#IxX1kn>E&tt-qYl94|ics612BdtM4w!b%*RKlE6?lE|t$4zF*d@a^+qlJJDqr zSIVNgdC?*6(SPRn;Z;R4_Q^UbZs0o|e(icO{2%=Bl>0Wh(aw-gu-mzO9bbV>Io{{w zZFaHNXKj(TLwc8f`%vm+Snt6=+rI9glYVi`)4o5 zUx+j>`v0%je9k6l+C;{XVty~*hdu6BzqN6kE+Do9e2jXkZnX}8%Iso|=`!OF6J$?56krzw$L7`1vL1UaDPZM&|F|hf+t7N2@-ow z0iK0RcA4SryA#B@uSpGKGdy3iAE3u5T@_8>Y^R3MCjbUXlP zPi9dYD#gKAB*s}%CJe@2WOQAcc;-2s!2N0m;T2O^FUdKI&jcCq6Oy-?ti(=BSK!0F zEoG*Uh`&kB(SHTqPP8+6LlXZ1<<+vDCFFt|J?tEQ137-s`5skVtz68ql4^WAhKUxrf9iWHM`m27sSm3mNXi=}BT zJ*EM}DcAWCcUd66=za#`RoFNUd)MWftIQ96Tq7H0Ssqr0g`u*ND(h-hUyFIkuk`9SG;O@8tS8Swlw;$urq__vKEeuGMZ+nl z?nto%4jJYRu7=S5=MJ?uS=13ULCdn~9D`fZo&Kcadgm~kq1LMs8x zObY`w9gHV0(|HLS{)?`UT18j7W&uL){YdcHz)6DgHPV<0Ymeh@>*!TaTBn!A%B>23 zCHt5_rHmXPG$dhIzsQv2w zR;^XL!(DIpd1xcY`powC+-V1gFAO@CAx3+S@!{hxJ&?)|QU{%YAzFyBHfH0~^CI7v z%p}W-FHN^p>jKQL!%$4}Dh$PQp^qW=yM$4$S+P0ZDyi+nP5~3YSAYcdIjQ-0@W^Em zF1SmLk^DI(E1Ge$Q#RJXFnYH}m--tqNeI==hjJVQHaBGZJctUz3 zqezJg{WbdNm+^Ur?a^dK&oVN)s|fshJG0R85pQ#vgMSu@` zhcEQ#1sS1gYf)#Gx5WcKr3c5=RNuwe?}iU}^ukopOUhK9)pAwFNr<0~ovq1hd;-n% z$AV2J^?GAG(q^}~iYlyY0?=%N62b{ew9c^_v=*yG@%cbGCK&L;kK;4GU1HoVA-2I_R!Uv(sP z;vYKK*#t9WU)!#!E2uIQI+>cWb*ztIyn>oF0*-jREwgrO%{H(e`!bhq4Q*@1UFqFA ztEDp53Yuw4P(E9y8$o~4_#qrNKeXw&_0e3?T2ni+EP%C?kEHMU6 zhaG!s4^yTQEzfF%CLA0~2reUZ*5^R3>Yv041JLamOe6$N57<%H%7wo($gfPBb? z&teqX5b1v;1LUxG88TFhCbmxI5XN{eQze~w?gP;UoF{ly%>@|I^gGqJH1#`GUZOfr z6eShbc86WWfbsZcUU9?8?NXH@^C7i_X1u3qKsxHlB0aiK9NI-&;>lKj`}|_oA%r!Pl}r zEPNyH=FE=+ZwIf+K31Z2r6anVTJXdSwBi;bjT~0W>FGAcz@P-89l)3ZV|^&z!A!Qw zDGcm38gGy3ble3ZyX_hQ%_fj?^ub-WOccg~DEHRT%~m(u?fY#Fg+Z{ZH9Q1rVJKlL zUb?QyayQjggI->ZGgFkQjc`$dq`u~ao@BB=F{L`6{yTi_ZXG^n!~L3`o0_@mG0Y@L z{6OQeYy3yHATvPzh&) z%5KAuX*M=&h!Bc?DQyZ{-Po&Rdl{X@^hwkP)Bv;lAi)O`a6-Iqr5%h8e~}S653tW< zKOJ)=<5SxD021oHPIef6Im`4a?hT@>2$8zYfk zaFVX(^?jJ4_wyY?*g<0J2fG*2SE_}?4wNQXk|SUf?og*S%c3KZ@)5;AydMmdlfduP zOZY^*QmPFsls29>13$0jPOI6`N0?JG7{EVDE(v}37v~-TG<7{HjN$eg5^?}vM=~>d2@?F1jQ^V*6-hiLy zVzmZp%PHF3u?XtF1e9UDLq&AY0^CAOvKlc09F2{`Dqo644Aifoo@_&BtjTl=x)q&F zbQXa#aE$OSFs(`f+khkzSi)8ZRz9d{u~=jW?BogAeLy0nmmPXMA^eZGiH(3II&l@R zSLa*M-K}z|gq#t+6_%??J20{b;_x&IZ?GjbHdQhlbIio!-8mM+&=}_QcR*_OGc&^z zIPYM`rFg6gDNHb}uK--1MptV8>8(e|&a(d1yrD~BM9-NNf_BX#bSy z_9(Ar-EcHV_okMB=IK;b{8gXkZkOd#T$ErAzxE-v%RcPl4$IowZLQr(ADq_x(Yfa? zTNm4A*%SR7ZagRWK3f@p+tz8d8>|)w&8jrJ#s*v7Q1{u#^+#vkhxgo}!@poB;y^H; zh{Qh7?8Xvs+&`5RZZ%#LFbF%Qk3e9*jL>nnj$VBh))N${h|+M*k!UgX{}SbTH5GM4 zs%bjB>%Wq+!f}bifd;5d1HsY{lC@-oOS@9#b&jG07^BL$G%y_`)OCj*{|D7Pj;Dd@ zZD{RfJ|-2hmfAU2m{^zS2rnCgaZVJymo6117D)iHnV?xx$)U%;0oLkj>ae2|P8IO9 zwSJNs$Dp7ZTtQ#5GOQ$EP<>WyRVY+dTLJFWB6%rRS;Y~?*=@}GIApmW;QBxAW3Z~j zQ2AEd(*yj<9N4^tdqX17`Id|BlXl~Umtkk?N#5ri{w!A?m%7fajbYkPRA(J}>_@V7 zxwGNu9JAYuCVY|Rlii0Ck!5JxTkI6Gs*4Eva%pZP+=1*|T26GpJr^^_fq#(aX3q8? zMou~=Y?W)e)3o#AhJajjTn5{Z!*D)KSlO~PS>_Kpe2ZT(*iLGcUqjv@O~&yQm9ni5 z*$3$5ZOSnuB7mj(jxifDuzgL?=Aiya4wc&(ghf_tgDjrm^f%aoA}o(;U`JaepP96V zU(3^jDLU1jDw^Tnc`_?rBXjyfSj>=bKkC;@nR*YF%DrGLQt_evYXs&gKm5#Wa_T?Pd0wj`eamKw&yB`T%;5TQC9csF7DB(i!R1ZDE-F#Rwx{s{JlL=w$6`&I91uh> zHxUNsni8l?X$pH^mX`vEh3521FX5(vj66r$2Xl{j3@bm}TTb#mR@5E#Yog0ZH!(Bz zs={T(j1)?&M3IZ^L3LvqnK%jG9@SOHU}Av~->4c0l;N|q73rwQDUtyP&wJ*iZPIXw z;+v0?OHQdFwEtb`67dNT7Mmvr+P@)ldB3XPBx!fb-l_Nc`iGE}2P$0L$6hoQIC1v< zR?6)7#KYf_$>}eeftjoPzDx~{l4QI|7L`gcu?$v;z%nNJi+X!sl^Sia=D=75YDo!O z`rDFYnuC7kzRsuR6njz;cQ{x%VMVb@?2+*Kd6=;pjtQ<(#_0xSY!BMLA}b6Ss|jSd zJB4Ehi9(Ltz)r5|Jxux9>y8;Z*bzAUP@HoB?P-GL+eX)VnT__$DQ2TY}%h z0FQ~y#KIguu-6qW?u2isw3T=zO^0*tJ5*(5Z8E{`Qx2Ggvk#b~Ih=E!GM#1DxGpz% z$R6mZy9_KNV}Rwce#Z$`)dcGYL+v1T%rJ&nIS-Sum3ir0ovzmfQit!-juEn-{^zZZ zCEwvWrVJMpp{G3=#YQCYclEVjIp1g{VjTyNEei8BZD$O$C}?3Le|EGb!LS>MzAvK? zFK~p5EvvZd=|yHya0k6x2lw|)`TT)oqJQ3DZ~ zT?IcY33NQmQrIxV043pa&?JWU6|MBO)VVG?{m`DW?(##|uUn75+Ocl^g&tq*2FEe+ z>y*Zx6hY?^jwN35Kra_g;Oy>Pw|;uZy6&}=AxubaC#ie^w6+G{%!^vO#~5bUNnSeQ z0_lKW0u2!sH_0qM3(uUjIcK=01UP4ds;HWpOVaDIv;fL_29iM%%Vj~A^%qr~??Ng; zAW})-ozhrpf-!fpVhj~^#{ZmCgVE`KHOjM{WN|jRjK(x~s~JJ3DjhVMA~t!Y(}zt2 z{(h~bT}s}vuekI*m6s#$+j%;d3Yj~#T@Vat=jMvnKonQupbxd;2h4~oz=FfEa>HzY z$`pU~jO-f5p_m;+f!KSLWH6(v(ae5Vf(9 z#2hN9IvoxI`c|55`I@XO0ZXl$oWLB1gPhL+W(8K?4R6b=VvIeM!;Oa+84RRD|!1+fZ*!)qp}<-U<0nA zXl#;KgYR^|4)4NIq&+~|;Qzqk(=gf(_#z=V6{X+{vxEeX3;9un)|#SPDGv8S2jKSB z0UzL5fk>&zv>aE`Xxli51}uqT5_$>Ejqc)eDoa}bmiM%va0D+q8Fw2eqXrom`V7vB zmM_v{m9!7FW%Z}?7m!U@;C`jh>}$`gK^BoWgO6c!ZqUVl@K+*2wv_>R~!jws-D8*8W-Zznd_gGbf3+Fvwa0kg{x?$tuv3f130MF!FzjRCNb zM}adsI>T7bd>GVaAeN;$ZTEZy#)P_f*T+Iao~y9T%y0w-fJ41|b9P60>bStr_Ng&`yvVy-!%$rEaeT<~n- zA#jQ=%$f)q|0Z)E?tNodSws2snv2Pt`y6wv{xc%S7@bH`C0)9X6 z@BjFnS==)nFqAdj`sm!<>o%03yIH%TVO?m$4!U<;$XdI>T8puhwLfc*)c`~Hwd<|5 zKOrr~F?>Opo|m;-R9oxwiTG2cfzE1n0c^nakXjVJ^g zB)}+N8g_eSF)DH_j!KP=Vzjxnh1;7WQK(E-B*xigtAK){GK=oVqk(XXbQbrsg~xc6 zRXiVQwGq2yiwqQ7gCAHp^wkV9CLzPK0>5kXD`Rj7=$;5lN|5B+a@bo2hn*FEYj9v@ zab^cXU?I`&M~7)M^;--1bXlCrC_5|EYgw}xNUVulUGgYKrDeYM*9y$RQ{2J9??}0p zoWG$Ej^UV>eQNW6CHm08b#4@B%yg!@KhVp+fF?fBU z*ScIQN+dU_`m+SaAHq@u+>6(Qj3H)v4rD4Hi$6uMRL&&lJuR14I)Pc{2Pco-5r(XJ%+h$&!AwMUYhEeAC-?#?UP6v>d}&x-of zP9%xszw_uB87C6ErF^ut<{>B2!Y*~+R`(eUlap1f z)N=h58Q4tuP%WJNp_+%s(RfdFhK|UNjnvq3cyC2wzss!X z7u6uZ^^MW=6e(Ad?I?34Au=~&4HQRukIQ%W+h1_x!>2mL#fSH%KYS!oBT%g2v#%j} zl=ACmuZ5Nq24mp%yGL8A?)Tucw|h{cCR(OS_S@X0QH*BVpC(8pwXIia0-<>0Md84e zG_!E^l|b*8NqnP3hrt7CXP(Cx!k&3WyGN`B`<(ytI={ZGyhe{F^6Q~VH2Y3qC zN&~j40^1IBUVjm={X%5YZt@NMWU9M7mfUz9%iNpV?U}K#dc|%}HLW1J*wfV32nt54 z)V~brh>@0rLfNfNN(dd$so*6>HlHJTtx-hNkwjT3ieudijG}PoT~cEh_{f&Gh>a#Y zWT_oUX>hv>s(0miS7F2Rt~>{5N6)&PW4jy|kn{zqFdr!5NF_>*;+afaWa{6O_AD!0 z{wxb&6uJ`+Vr3%^mZPRP)o+XQBvE3G)4e<|t=g%^>wAZpJd>0?tZ@1smM6~wQ-L{0 zha4&57n256m`7xfdj(5esE?9%GAnF6nT3=ms2;C9?FQ-?Np`Nefuv^Efs15~vvOgj z5KgxKBnQHO3LInj8A!bUe@FfSCm-?+*H!C9nJRz?1ZI!RC-x>e|48tw&^`iQxuIIm zPo3|jn?TgEeHulWqK{|?{ zqs|i$bWS>7S<47JVk-b|U+-n|_gJ-sdP@6b8eg*wHY!+F?3g z(9K>nf=3*bx`4dSD!g(vZG>bJ0?yDll4m$WiRh`@y;y;)9vXDo(O{cXL$o;o$cq~) z2Qn&&YM}Y7q+1~QT;795XsGukYOn>LE$$-Vr8dbnt>!!>%k>5YFqx6I5Wv*yjEimA z>Qwu{xTn_J4CT31b7>~K8a5~uu31|vLnxDYFH_GKrc^Gpb77>ARZH)2`}QqqrQwQN zJwKz=^4zPf#Pwe~c#bHX@_Q|h*OM{aT8lnY@%t&sF+U>uz0X{KdBBA-Y>mfODR_kq zd>qfrNG=s%tlKPhs|g*x#~QL0lFfyB*oEzEk|JzVmnS$I#g{>l8Xx$xH#p}v`BW|e zyZyCTou12X6v{PjK-zoPv40v-)vclFHScRakTMeQ4P@V2AMXdbjU}Jlt)#}IPe8Ti~<&k(Q z;BC)AHr|3PkN{c-h99WY$EHf%#=E3gR{NdVbae)mWsCQT*87|iqnX-d^nqJ)Xq8YW zJ9okr2;QB813f;`qKKjZ-7d4PV3w7|kkO6KeYC?2zv*LLOfMoOQs~*pv?5-(5~!y; z#v1UY7k|dAE4b$PfiupL5H?v~QnPBSPIRhr` z@Sp~!I>Q*=HD1q>rU6GD{{478uelvB`;ut~ehZ5Fz!4Gg#BgvL& zr(rsE+KH{V`^`vBsXuB4Iaq3km1%udxarvyj}_V+#5I6a&Qhr^dpLW7p106%@sBc^ z+wpL=U+H0eDlH*4)nz8G&9b81cQ^zL!=K8ay;uOW+$^XOH2g8RZ=-DZLoy(V8#q*sj$nlwlA->T;Dgh^4 zMeHotX^|Zn(Fz>wPverM(g~|TQNdJz zJ)-=y$?h!RUo+mNOMoy>MDteWwf1@0#KNXtB%*`|ibAmN_&c#@S-7SZ&;B^L1BF_x z_RA!GHn~!uD8C)x)fz=}OKr1q{c&Q%47tV(_e|2~ zj*X6nhVY4E#~W#vxx@>;UpdZi7o%&vlhrgwx_{3rBQ15qA57AVQfCpEcte;XPxbk$ z5g8W=P!Sx61I;*wy&KOBz5#6vQb=Oa4iG&30i>Abi#rNX#ABRRE`wfMX1ZRZv6la2 zh3)0aN~LhdN~M^AEWb)|mOc!JeLV0rcy?#y??@oHbt|j`rpa`!&@0>lYi>#bBImh4 znATl78>?4`EgTW3KPR@-v|cDO+y5Z*bIGxj*nXL&k74_D=S4!wb?`}4KJ7F#%a4JT zQ@~G?CYa5EqZU3aAt>H_R{t(8M;dQn96!ty!Z?k8Ztrq4!xBOQdajwVQrO}rX zJC`BVDS{99g*XyQe?Zg#cqq5Y60ES=YVDwtZCr?P`120(N=7 z8c4j)c(qc3aC0vMbL&Udig%Mkz$P(5R!wW_zifL$FTjSu?w+0W6t=n~COiH1nOa3V zaE?}3K;fHwW4a^HGYKll!|Ymg?zYX$Hml-VrW~=8HO%(qinN%a+*dh{-I!X7$?EMI z20wD42;s@Q0`4IYKYt*z-%`!y@DOCGcQLwK;;A=4jtIvF-*r$uCqwoo5_~k21S~6h zwHl}d4|<8lRLkERPOEl-e(6>az}A8?$c?W8*C@` z2A3uZ0>z^NbiUq?!JxI4^Ezw`qy2QUn1p>Y%b(>sK$&|j|BUA96_&qRy<4F&|2_SU zHs7!V(0fY@%V=G~_;bS7Zz1(u4aD~b&G@Yv_6ksZ`!NDf3nA}TMNslaDm-$%L?6=w zzn--4BpE>4V-|UNCykB|ba)G=b$IinnTS&LI!A8@lU+Ir9Mp6?EE!)Sq54aBTzyR* z_6d_V%5+%rEjU>Zfp7C_z@C8ZR%Y3#-$WJyd*%u^+(+b;xxU08E3-dgr3sy-4rzOO z&^G@whv?DuErQNiekV)c)*#sO$s);j!& z8?&T2Zq)ziA$zl$(ulwk1l;!0rt++4*jX8qhPw zEA*j{N8!BTMG%AXosT|s(xWad6=>RqgTZ$hv4zSmd*TUPqtCoX$SHzQ`WX%sM|lo{ zspoisj5FXx?zA4%o@6qd5?32Y0RWYpyL)+AEVPIz+OmZM@Yd_a}HlC^V5imUvf zph}s+xa6Q1N;XeU;5V&M{lYp=Vj*W^a1U_=8^LQlXXkt6B?9c0^?-`s>41M|i(O0wv-4 zfV>Lwx6--c=))|ErHAO46!UCil;>nSNWPr-Atryq*n>o=N$|*H@-*1?IO%y#VUHQd z<}ubQX5WwpV3sJPwI(x#}UR9(d54g4GO1-HXdnbBrAdUWrcmg#9fju zE55DJ1faJ2ty#3qio>_*9RiHOirm`gBuYsB15=BTR6z3Z_4WF=Y;W?VfH+Idw{|dN zC#x{6Gngpxl7|n!U#}Nd0#lufXRm{2m-Y_9>-ZkGajNq3&r6so;fLAazSF6SlyaFT zzw0-K$2REW>**ag9(6;nQq?^1ItiIr8z*K{M{doQ z>Y)<~o6>4}xZe%gBmF5P@fy>tDH<1ouN<7KF3jXBgR`w!@yOSizU6Ne4mZuza~99F z;c><%0Vc?UXcGY-W=&so%gz#ZEEmxYiH?D2`vaMP&TQ#W;}Aq{1`L3M_h zVVq>grY?lfSx>z635us*BNdJzmvkL@kGmdbw=MRZhJ(JjxbX0pZe>xCR8<3fgTAwMI3U%7qg zWBlV(p&0vwY46HAQLIK#ct-vq>l2;E88k-Pz*blmzTLU9ulQ0&u((=w^eEOg>tAwn z`s$*+eg&Q?4%RQ@%t~L~lzn-FhBlA1gJgV72C`14plrN}J73~zP&jH>aVsq1j3CPL zFUi=<$QYztqniRX0C%QJW5QN8DEP{kWLxqdy58D=WV(UGx(x{4SgH7|Z+$Rms>fJ% zLmMwTyyGMZ^wD&s37!J4M+;;nUUa~+>z(vU9a;DlRwWyEc!#AKk8`BDX!JX+;TF91 z#WWuc;f6gluyw;}c%OyGd4gPDN1N-RXtPzO@;r_E! zZ+M~#a2U>SRbY&`&+J9VGEik|CsB!IlqnL--n(7`<>+LB`H@uBASX8&C852DM(}OzU zk5$mGsP+MO19V@VSvnjwS(4u!hC~}~h>?L!5tdnR6M>cpcDXx*nz=ZI@hx(^;{B&P zaZ0kVk3Z%%2dOTZ`!kdI9tyAXY^%^?u38&LB8j z^+r2x@xG4p&Bm2Ftqx$hml( zz$t3W@+RFn?R9|3i>DGneMiE(d7KW_S>8^#Tktc3{{!#&{+WO{qWHJ7%mQ_n^B5?CJ~5`VKgaBBb{==~M6{5r_+#8_reJv6zD9^$e*% z$~CNT+BGa+ph*24OF74!ZA22UTiKN!4J>_@)rxb8;^G+F$(rgG#Jb}6K2YDrl4r>Dh=(?)d?p-y+R=bsMQtNR z>Z3@uO8)HOrwK7HC9{Zw=1aoF#oQ}!3_Sh+SQ_-lGHJ*MrJXmjBhZ}2=g%a$E1v@> z{E8V}`Ds(NW6WuubBsYPN=F$KTV2YdLddpluW@f)NVwSmF5S$gy5^8Ps-^W?pB1(u z3NH=71SguhT+l;ILN?K1Mu%8YQ{DAK%%%(r|AI92Zf0CB3hYaDAKqloeF*0xF;$ix z_XGRRJ%Yg}$RW0ceK^|NSJ0HsFnNmCg69{Ji~7T#tF+PN=Q-zqV3?f1Mry7XOf_E( zLg}qN&5UVxi#qWQ(cQufcf&y$BwCnQz05}WET&0|m7;+NA_A*m0p5YfCgVbROmk!_ zL8)3ebB{b6K1t8$_IwMsO_wW^7k5XN=`*9a2geIg+=vvI!c4$V)PkJwWTwGia>XCz zTIULep{lmFscx=g0%+$R@NfHbUAq9GrXxLjG1uvd{L9JzF2t2Vvv;GfDBicqHT>a8 zdS%MiAiq!9hK~!#lXk--%pM6R6EK~qXKZeu#%c_YMO$+cgMgiXtBS4q?sT^d6D=fl zVl1-3)@;Avq}4%=-TDSs+sOPg97OdNE3rMqz^Q005u>QOsqPXSK(?%ULDvjdXmdEW zcA`r(5PQcfatru-Qax0r3Efp3v7iCO@Z6pboD4cWHp(`}Ub7u@?7S&HpJ4Ct$82Bp z95*d1Hj`llM}$el zQ#sI^`2hfhvZk5M~+5CpmOmu)t(e@0_U8I*UEY6iC1<~zQn%1UV6LH<} zJkGU^XWq0opMH<4q_01gT@vmclPj+C)9Iy{zhLeyexKX%(b+d8*2VVcuBruw84Bsc zuPoAY^4p*lo|Uf)`#=>CRbhZJAzEF*(?{1cRB1X)?@HBf!0Op zqRfT(qh&c%2gBs%z`&9z(;=+09+XRB*7!0=PjIm#pn!$8o^ zyLQQ<0Nv>82kbu;Hq$YS9;Z!d*4xt$UQ@w!^yoVAJHkn$b-yy zk$KouPE|!SF!Fnufg11%qv@q%2CP@Xf2ouYGrlm#8(y7#0=WLY*+S1*{n43sOy9ae z@@@MX5a*?`XDw?e!v}j47z}{IeOJaA8kKI=WoH!L-?l}|17bJY5ek`{ezOO@yYWno06MN9@iD_wccr+_ zewXR+9Sv3FOUrOyD?^`awrU&-v z$)xqIA+Yh^&Tm5B{7Z>_Izp)KGHO8fUC5A0z>aw2Lb}DCw9m2SfStW0ADPI#iSIDw z<=Npub=R*^16DpH+niT=5aSSs_h2L7Lj{5Ml%S?GyI}bIMhJ4-K!Yi_%3nq)Ml-Nu z?4?p#z?DIGVr_y|`*$9eK(iyLPN5;zmVg+iqvtpSYte@a)eQAWMU|lf-nhx$&^C!C zd&62%PZU$I`{TiF01+U$)7gL@ryut2!tXZPq^a;1a!q@@cOj@$XM@s8RKt$^S{ft3 zBAQsK(#>gd?yP_4=y_*q(kN=2i+u5D06h$Nj!!GB6`{-u^e{;~cC~VxS6)o^+b@eG zcL{&|Ixkq2V1gw6ElZhj0FaC0{VaXOY!`Yf1tw|IcF=0*@Bc(YlDjxx&5oAP3%?*QX;|?LGTS5G z2HRipa>eW!%~^@8KLaTmJTu!nYniGaobrl#VK z7K-iIy?TMX_08jr=|lb~H>(b)tUCbK9pD}|4mUgcm6PVl=3uW*ce${k9CgiFg0FWL zi`%wr(b%ON@Jk@^%h0nu#px}CkJv897~V;KdII#pBsX`1?mlASrx2_k7>Q9n45a&9y_De?!D2{-R8m{i~ZgK?ao+rwhe*2iU zE-$ls;AI@t*^k7aHd>QOkhlflKK=BArx7K1y>0IPgH)P`UMn+1w|%34vQ-1FoyUzJ&IInyI!#>F2BG6 zga2`;chHWmNEnmoNYz1ZMiWv4pw39EUT-tZ_qlloH0tNDNOws@9x>Qr_=4#Ar)+am$q@oSB!pCmUoAvv5McJC|%5ra)xk2PS4AC<1S)j!VqP1R{ye5QRqUSfKqPna~DnUOILD1-LpVC4?n>9LLM6co!OKtg|v zIZkl!H5y$-bO$za(rZD&!&C@;i#4B9YEUpsXA5LCM`j0Q_P(HYx)SQ7kpaq246x&D zFTLpL2QdeNoq-{Peear+i1bCj0ciQIOD;j;sGzmtH@|oiT5&yuGU_B-@&1lLB_pmN z@sO(q9MH*5HJfHaXIFV2iQBUf=V+uplzDM9*2A#bz>ZfOBzr=wS0 zxE4t|zaH*4xob95FZo2O>xH4Smqt-xPnX*b~hqcDqV12ZG-;*8`!2m}?7)N=~7bSo2 z7$;%BdQ~yD5}}u^X0(M!hk#Vld@HBt2ipzjL=?d9%hGSfFJz^qBvwoOD@h#Y^dn+g zs3;O!?sFpE^fm|GftA4s9#GdS^*!Khj!tDYc3Ay`1Gkx0qT(ZN_Me<#cA9znP&a_E zZDID+PW)Zdmz?Y1+sQRbAi9N?2=$Ht{f>4eqW~f7p5qeT<~C#^$K59Uyv_C7c_XmF zNZ;SJ;^?XU1Z#tBIvd5<+n{o@F_F$2v;(MgttYj0+E}t3~CD5*I*P z_}?l$3q&|$_y3CFQB<^{vXqoJg}jpxx0m{s@Mjna!YjrNRSUlmbB44nN~Y$pkAZ`jQKF1UwWUC~6xF0yJ%QQ}uM*AA76?5onSxl6m0}%V%uIV5zI?eWPGsJ0b zZb{BRaKLuF3CL7m^u{cHZS32(hX(s1S=p1`M{^iGYc(b; z^cLsod%%K5VFC#r63Yi+HF7l`QyZj(K1;n^Vt-SmeISov+kld-UD*M7I&z+(r%v_x ztkE1efO?9dzo@F6g)0Tt?B0&T84IdcbQD(6gQ5*>XX;(vbRF%mF+3QTB!-nHJ5*rF zU0LcwPP)~HabgXCv{MYWBb%Pl=3>IyxyGnLwb=kDqQ5&oT4lknuyr8Q8#{&M9lnil zomhKH%j`i6Ypsr*&c^hJ;6N5X6l{d&Nj!0Cpk~0D+hqdHXMc85!HWtD+jA7Fqrbqp zfi{dJk!_^a>G8twoon>G<&)$wO)W)~Xst3?lchBjs548e$Mh;eHM^kY= zy{c%>L(FzA<1aEWO=y!uOEQA7e>#kpSYDCS@d{Hf$|o-Lwe0s5)^L6cI9qpTJHE@O zURd(8>KdzK-RrF0cJG~(!v@IQ8Xy5z*KJ91pX`IcM!SscY3s}@9CR7B=5Gr_NS{8Q zK~ChNG!W(P|P=N%OxT3V9Y zaVkdtov0`KN15TP1EEdvfj2YEE&Cjp)COaBdjlIQpaxR;9^EEW=X zJGqI{7z5tk2;7543|GbjXFQDphABjtl#7cBr)G*g(Ll!eMa~Jwnd4L#OAF&WYNS6R zD71R~UWG7_g*ZDq}Psx~y;ncZ5f1aK3a0V4cV>kKeV#iq1 za}Oq$!QGq&Gl&0iiasV~oQT{{YdJKVoLv+APC^F_ib$*zvr(Ixg-XowF}5*>y(Ec1 z&>NXl+z$lOPM+w9Zq8`1Nt2Hhnq3|* zeF;COtWNBS1CiLC0B;c?*i+0UQDKg+vKqG+(%Jz1Sa>8h+_x59HvNl%mZH9S-h_Gz z_KIPv*q+XB&oYZ|DiSYHauy5_5PtO{Q4bl?%s@Og=w zQU&F4YZ@!6a-L_4ARNUjkV&v866;R(6g%oBI_{CZy#{nDyr_R*i@zVzskuJsr9l+P{-cHNlW569l zQICPz(1?XFLQSoynmEDnDb2(c>}^xp;0J+Jk4p)KuhrkXQqiuA3i>}xU3XwqRrWsj-q+?$d2dR3nU@eCfsjTQfrL;+Aq6bN0Fz__fn<`*On`vw zfCX1YrHG?q0Xw=XU|)4b*q>_!Y-`zFLF^sWwXVzWdlTHp`dbgNN4{K)Q}?B{s^J41Kh{6Nj(WigO1g46-*4X6M3kR2d#=D zQTj>-))UW(EvF}JI&O;d-qG3(+7}HeIJ;xIG{X*2Ni-5xokImKG0LPu_-AaC*uPmd zVEp22lv_ExqQnaCRu&I1a2BZ4%Eb#Np?jU_P+q3Vvmz^C%|kD#%nwPV;tOvBMdmQ4 zPb6^_5=T-YpV;yKhvN;sA9{;eJ9h4TmKcfO^fJ|zS+z^M`z14Unqs%<2&a0@?$Xg~ z!<8J^+Z-X!@Y>SZnQan%A?S$2MvGTY`EKK{0auSFM*;CtPf!BWRsNg4&q$38z9`n#;%s>}a_xEd&mJ zgw&@A?<|JV8RCfJ>zO+c8WeEuktxRDaBNH4?XB;Iln+uZW}|IQ3YZOcn-QoGwRNZum>U1;elg!ow3OlSHwwYT^jrJ70 zs&wRL#}0Har(88xyQoIphcBlXaW=SAMnjv?Kk^|6+X`DZ>$HlC6M+io@7e?Ent-V1 zzS!R!K&x|>Dv$DFkq&h-$p;w_)75vb)G(wm&7a zD^zT7AtY*LMxMp+mhHe5Z0zXjK+8VFMPYktC5E?+;DW6dX3I>CwX#hqdun?pxth}p z%paa8q}8g~pQ{EM9>Byt6#d9eX)IBVSxJ|VRfJZB|3cwuFpG)ecf)TEd2F%pBQkl@ zdrnO|tB_=b9Ze&7JI0p#oxFhYm6Dju0Y-1oc^3IcyiU?AWF+iQYl&O-0U9O;nDgT_ zc_eWUumRF4$!-;I(`{+eEKN$>jJH)ow znkB03W9(lpD-xM1UkeUK$R2ofRC89&vtoav+|cPl4Aaecrl9MYWz9I7yp6jh_eKay zh^-*_xmCbp_&ZjKb{EdVJEcT595BMQT3V=qJe^$nv&`?%eeoI@G8H*XHrwA!(^k^d zTAa%Z1bxjH51>vTQfijisnE@GwGB9)%%GQu-{oOGAV=51i^j)txoB}=XRDWJcLt4j z)&q-aE43Vi*KxjLb+m3tFNh|>D>CIqhNf+uja_2G5ML~Ctol0kNX`==vy$U8(#o0Z zD;EPl`e0b5-|_z--)iT_RFcVRS5@H#pmapM^&&1dbGK(*Z~%=x1Q zdsSYSLetRcni{?6;1FGhxtZv=R$@aq&vX_M}#?&1(B-?8@lD zdILwNG^Y4t;}I926+>VIZzEG0gBTlqv9$n$@&&s{E`honbv1^+5zTpaaX)6S56O8Y z-+|Ei9;N2ysc^};5}U<pymWD|k=Y2X?H0b~NW!&nEqdm6lxyF*0OtWt>W%ReIsMcFYd-)*2=MkIXbS@ye zn5l=Igl%RBm);Tu-91Yj>DCk%S4uQynj*QW9psP#Q30k9%JfeaR;1U5dpcUrwu(iJl>mJS_y)YTgkW(bQB80D*wrWZE)sW@8Lk)7>< zP2ILw_T+ix^JCd%`a)V@dsnUWQ|&xFy0_%{qqRBw5}5`W$`deCu@(g`!9Kg91MJgn zY5Z2k|KLH?)kyH8JzlG0#o{c&H_u3wp2oXKmi1kMQzGlSOiuzHukU9Dr@fz<@_79) zQ=bIYQ5E<|jP1?f9l6F3Ffs2#d>eBY1CuLZbd%&+2R2^RtjCgU?{l~-ATwL64703Z z`0EcK?+c0<>Uz|ZP@=T;pNE#*m0Na+8x&u*5Co|78k?H?B&c-2m=l1CW+`e$p0Ssa zwwDLb-ODGzUX&i;{#l>WwllkzG=UM>+x%r<(};P|rXFk9Fcg|*RStZ$_Y-|6AVjuD z{h^j&S>B$0X&)MC`QPTX(Cgzy^_zM-xZvK)_!#`O^*lInJujS$5BoV{(+~7> zdXdiUDeY~x24x4W&tQ)BIf3JKGK)US&*(jiPr|o;jNIprRehOsWr~IOrd$3=qA4!Q zGigMCKJr0GJQoi3ZJ^p5^wzX?hGK=8yHiX=J1w9iJ}J8r=ijdu1`aho^zPly`v!;N z4{#~z?SKiu(E>U^^pz3_U8l3n+>G6CDt@ow^-d z^H-SN+P==}A1WAM)7G{#U%e?G50thhz^7$^*a!%)Ord1nVjJY`>K?1@>+7;&m5{f^ zs;uGN`4|z?E@d&6Z1TPi$R!@jH=Acl%2ACfBpCf^NAstm71gq6u!XFUc1$DjThPW# zaELsPR!bH7sOKcKT8`0qdS#x`$O>9u!BsgtmYx%|@L9Tk1F4BDv-wVh_!=k=p!jjx zy63%F4JlIRT8|mKQL9G6Lge-Q1Z5504Wu{T2e75Gyy}%)@AN4}v`+VT4lOcE8w77e z^|Yr5cu5Z|FjjPQ_x&}4j=I=<9m!rn2z8hM_lTDI*_J#?a=6!RCAHCSOdv;NYIxCR z^0)KoopdwugD41FBAvI=nQ-BX4yAqbmL_o2ry@#QLyy{)r_pE>qdiOn;0x`b+Z+VS z09Xe@Shh71bMvE4?9EoFEAATF5qV6JUqa@A6r7_=RS2SJv!B+z{B0IofGk$Cbf`!F zJjlm8jXbG>uFY}gN}%J8nO|I)CP_2AY%*KCdPGJDl%f4Tx|mB}I>miXb)=+R%X7Mu zYnD5QYZDe&=5?n(a^8Yb8MH457`*w0SVfqN30m2qBJc(Xnn#ot0oL!`RlE+UcE7t$wkP5WQxlZswCl{0)d~zKOx<=+?gf^E#luu)v8bPnm%B6~t&DNd11plXQ)?GThYQ(vv z$1(~=oOhRtLqWKplMuLbmrO~ocsCcc7BHbkH6I=Z;)r+jb0m&%Hj~-@wUr2p{2k0Z zAj`J7(QC5}^fZ}cW)QC^SZt+6i%YWDKhxQMMhImb3o-kf)H4pfI?CQ^%Stphy(YZl z4-0WC@h~kOKvxbZe=WA-(Cw%`3!&>i@{RjQ+5o4DRRCsMvuH=mK_G0BJssiFO(Mc z1m{{Kr8T%z0U_Rm!%kfobFw8jDPjxAxN(pY@!Dp#bJ{?=Qwjsn$1%=}MHoDI*tZ^e zpD_i4lGa7KFS5dbCabctwCE+20MK4=jx3x%G1SrVa2*ja!K%k`1M4)Vs7o76By8_6na{#CBTDL;+*LOC!zd__K~po&EgfblKh zFg#yvVcUXY1qpRIwX~<$fj3CXjVUv!7hJyh1*uuF<8;^&B~VQs66d69J51<4_oDpN zs%@!vg;EsnzRag*NdDML-EaL}sDn&PuD{2dv8~9o1>Qww8H2!ku<2c>Q+0h)todmj z5HPx#va;sp&r~+uj}*&h^(Z=0OeL^dum^@Cf0SvXFx!4H3qsc9WMK~uEyW1fl&F~= z!w94(QIkA+;WEcy+dc|p5PmI)4^6QXQdYC!cD_ZE@zYT81NKU@{!WAxk>|bQW76(o z#zcQ5e}Qm6y|bOH!DM{&;|7KTv3G0)9w2h_3 zZcpRqld+8rH(oQGzWQxU+DA5H=m7TWKa=MI_)K2FrkMC+#fthqgvU%PPp7lB%9dF7 zJ@WSgj!Kxx4#1ZKRdxyO0H%hb*^Z++rm$6Mv`||NxDx>6{c3fn4T5-&nF#My{v~YU zJ?tcKAPu;om;fOB>2ti!Oi~^PU+P+Kj&mj%=LmiH1&%Uc99m{KTz2sC91M9pK}>~; zm8vvXfN9^e;QTDP%JDg)lgxYiPel8%TCz1W{Gu*KIUo~d&pHHiNf!vd%AAsXsu$j_ zAaAU@8^%l*I*<@5_bSF-a`T1mQ{8Q;&9XX6r^|FRvd5&yfTEsKEx+QJn(`q7X$ijF zon*F0h*U?Q4aYNP5?<2hx?MBeR7hrThggi239Q273WTD{Xuxc5JE$1o6Eu|P5~~7k z^NNGv#(T1Oy1qUoLkB|#e{l}c7k)4cYE8+jNqHW86R$Gsu-f}tKgwuKF`DK$*}e?^ zk=v|%KyWA3*zuvihXFAqLMeY1h}hxkN##focS!VC@`d}e=}U(;1)fR?9Zc7FHPP5? z{+>%ZEnEDo)8{NVmh`Y!?F5_}n>*=aj;##ZVw%8wv%d1kaT0%FzSh0SmXzpTlMkjl z08TFn!y>Z1;{jtZd|^nwIvX@N%P>QSO_-eLO3kG1aDcb~Od{$v<2QNPRiq?NW32;V z%>6ot`$mo zD&_5NC+?koIm}(lEQ=Mc?4Hi$TZx#Xu(P|;0I7s^Kqd=UdmsJFRnXUYV-BnChf_5U z!8YKwUwW0{=AibDb`VHXp=TjM^GtC>hl2(^MU`Q|=PYFBK*wV114nTdU;|5L#X&84 zJ+~@ug;38_R00rPi}}&K?qyD8ERCxiS8^_VQ>Eax)%qlQiQ7WsQ5P|cLl)#njXr6! zV_0`jw_FKa1FQQ9Z5(b#ole*n>Sd!&&nH+JG|0Mda=pxVVLiyweWWz!(_eGkdx-BP zt)6+61bE>sd6W3rq}-!OsI%^ojlnvbi=P!shg3R;GTrwo>bF@?FBBN*y3<$P#3X35 z({+tqPo5WaB~#<)Geg#^?ZNx`?6^3}>JiTr>jsfI+yy;QQ^<1rF)!gunS@ppU__IJ zsaGW&{_+y0gj|4_JDwh!*`q5;t$8S%k9MbN|@`WmV(kPYQ^_rn5FYJr$HTfJr zwR)=1zU`v)T8y#hok#wr_ucd?g=%flNauU9lt)PA^^7O!7|Q502d9w)o{Z8df;CTR zc^b?x;zCcHwv9VBg3iO(bJ<2OyAYOenz+z|q$(rMK+b(zHfpeSe(0~jS^k7SBbIJD z?`7H@a&VsFtfD;x+aGx7`7b`nJ!f-j^mv<}E99~;>rNC;!r`bj($J4!u6?Ie?wkG0&z+UF;PJWS!R;=4j-KG>C6m}IlBh@Ytl59s$sxV!i-!nV5wgLM}@L- zXpRSm_nU6Enx}Wydf54C(mj$`X3*oD{+(xbJe^_u-a(>Mb}te^D@}8_{hIta%|`urSW>P*U05**&l_pfJ5&7BO*ls*t(fL!%8*W6&EO zI;ixXx?49AJxJ?*dnWxV|DC9@kL%B|*?6{`0=By&c<4uhs^gLU32v7XGkN;b)uc{w zuge(N25M2%ceXO`ybndjw)yVK&E@mwyUUCvB+*iL;dYis56(#`!Z1~fhc7qbJ_49Q z*jl1qjBR^Aau%#@R!u%q@wASyG0oUY zaDAo1_KpgfZeg}5eR4}^a2v_!@YaOSGVQ&5pCgwqWTJQE-!?^t{3+G(>p4}<(l=Do_ z_e}GO@^i|)Vzm05O=YfpUDRJK%!ZTFWdOZa;F>g|mjO~5{#Ldkv42W|?vH$h#T~b+ zugp%M=d(-6)U&A*D`#d2)ZNgS{n1CYN_0)*S{SHx`}E#{anT4c8kQ*rXjlHycBby2 zg2v`8{;OKR&BPSG3>vL9|J0~crnhDBrtXjI5d=AZBu=hi4CBy(Nb@0_FeC++H;}sm z;Cj#9YV&eyq7_+4(pi!L#g;gOFb8iH283JI49Uy7$vT01Gt&B(cst%aL~8PzM|184#Rb<)CAlFAD#T zV)Az`BNP(J8!vEH`1v%I9!4q>qy3o`*u{$x`Tma!oCQPaKIc&Y=>OAnD0co}sEE^# zAYlc$^edBoQj!I0o!P2sSpj;~m8@CoOk40z=hb-Gk+$xx-&mcIrc~7gFV%090xMcb zgF5>cdgwL-(@EP`bu2<9g5S?jFI zuEW2uRuy|P@M1yM%F>51esh3Ma5;H=tutK~2R-U*N$2mJqb&$3yndq@0^O=rRkK+P zFRKNwYdmE{PNPDY4z~UdyJnXE6V4BzQ-kvNLtcQ!!#KwE@jJLw@PVCJLQ6-#vnBGgG2fS*k1;5;a``*2Pn3nmpBZR;zei19TtSO{H zx~WbTj@?YF5y6HUF$USaG)W}<`)`mRw0XEq19HT-&09+?WTXLMULGs;3$IjVg_loA zTW1TFZJ1E^czaBT)|_s;Y;7o@8nOq46H#5i!40?&FiRW-vkKh27_OB)+}-L=Yr8|x zb<*O2A{0{2c~ofXYZ=X-O$f9<%E?d4yTCl(v|`Ry~^16>EaenUz(J73^u^h`}PDpH2@z` zTseGJG@EpiGco6aG0DA|W*_d*Q6sO)A~qKXf)M+0lQm;A5>39&WIX}I?&Moz9qbbm z`T#_xLyglZxdp0(d?!!Oz*5~&0?5mg@1h1qIf*U{vx@ph7LVN-| zIqd-fi$UcN;e{Gf6q)o*}102iIsNYvnOWl2khI$j?XSPN&TPIPov=80O2UHb;f z4`51vN~e4g$x~uw@Kj~VAJ#hyb1y3#hb{a53}Xf>QLfGhYhQVX8&M+15uTiUp)>2O zi@ERI{jA3(Hvm65L*hkwnD}YccD1rNh`5rTQyMuK4*#C}`j94FAk$Kx+4i>_Gp6Kj zir}KUW`;u1=7NsoZ5KL=61zMsE8qAhP@<>=8}cqcqhZYWo-ly_K9}0^Dp2pW=M9T2 zf%L!iY&HYUSlb+?v@vmIW(^z~V}l3L5s_(4W7@MNdL1n6R_7Xb1}gP>R*NR(oj*tg zXNN2D4ax21pcIUt^rqq7X*R$)m?MiSF%Q`_^GUi*!a7tAXpjt*Qv%|NO@h68q?rQER1vwJN z!)&vyxR1u+jM2h*p}q5MrCF;I@b@2yh|q^L$~NG!ae~_~ZNMBHO*sm|=w(!Bt+G?kJKmx09y*Yy|ZLSTIMc5A`t;BKaV z?e-x_nNP!|`oW#BC7(aI%e3=}PP%t|%o;GP0VSj9Nl%YGw*jP)V4$LFR0-biNp(jE zTrGJ&D^ns z$YS&nH(FVq(S}))OYj73X~OSArPSS%P^A}~MhDB!vY<2$kF~o9B;~AZg1%l&hd490-(SXysjMZ@d2&uQZ zl?MX`0;7D^lcYX{S$hJ*RS@W|O@+H%W7v}hdt3Xr78>w5{Xks@*V&Yj&SPw7SL{}p zS2OJ%7My(#8|m#70V~vysaAyBrXG|B#rq3o3M%!TwjB5)rP`+4oZ)XBD1AX-FL!FI zbzhgF>WkD`Jo$ktO6aYWmh%Ri03>D|DMO{;j1O3z=PWWtNxFIYx6Cujc6T%+CbBFU zK$XJM5gB}|a84rnk_D{2Lj8^zRWKJ9Jh(vcD$kFw9~Fb{lK_&sI6)R}U2uQKMW`0r zupru675l^G_;5MUflm{HvK%Y|N9?w-7z#SrvNUY4t(%R-wg^4ce!jcf?r47HlB8C} z`dac#Uu-7)FFe^1m~-6WP)oo~a@S#V?d#g&@OJMroNgCb_>QqIUu>{T-k^bN^(G)7 zghn!iACvwy5L}|OUH;Hep*)?y8YF%=!v$b?kL*5;IWW5`B;|IUdK?wY!}0Mf(4EM{ zUx}ev6xBlmN%q(19Hr+-rXRKq1hYzC4`AFr#eEJ095L9$+5Xw>9iO>r8e?99@xTNc zk4ke9&WpfXg3n;eDo0{vWb9N>riU;d`BZ3smJFP7^tNtV>mdz=am$lD z+iP`Wve840!20f78+NJf*eW?c$tJg1@qK)-X}yoHe?Wu_Q>Quqk8>x}f2Atar)yxg z$vrvx`DiRS`@8Ln3)%(y$my6vR0MDF=XiF8^*k4zoP4W>8CL*)PV@3>9nuw~E@x~X zH(ue4&-0qrd@m@-=Gr=kS$hfC(|3D-QWBEgmy0c@#6i{w=+j>cF!J(zFO`5(+p+3Z zKhz1?)ML}R!xA(8tE za^tfrsL1#W6FgI*42h0OM!Ix~w2*5s=y=&Zl0n~{@auzaVf*3Ga}Go<;b;?h9&6Tw z@Qj3hbs+1a8j(*Od-B`Xq^$BViE8Q2>bBq^W-SZDEvk_=S--W$|M0HE`47+kw$KkI z&bOj;=_7*@qva;mLxd;8u@k5IP$N87iP)J-18bfyhQ?sr<1Hj^FqV9g|Z zuYj5Gv4HkoK-sHa*l=K1q`$)oV>A0Oz|PGJpq_?>%3v$BD?MtP<^UQDF?C}0f2#0* zWo)vUlqtdgV;K%e63)y781KwA320RrT^OD;)IxEjB=vkD^=NG!QD;&lI4)NB(J!5i=8%1%JwT3Dz_+opM z=P9@8CQ6(FAMPdD=;NAkzEGSOk#Plv%r&IJwT(Yx=m!W^8!d)5pCzp;otX)PY1(-J zoXPls6upFk7r}-~d)uNnEb7m5we#~1tuH-vQFsXNcLQYbnKgX>|-12#)2dRq=5IB}~kc8Y>hYtx`RFpZjt#3*=}Uki);{66r3BVaBE zD1o>UDXXNte?1+=+y;{x*vdsv-A4weS)sO*h31Ow3SDllvj=U^khN7fHzWBBfet{E zz-o+yTxmRP#%em-qX%}iJ(sGZ&U6ncIM*spb0f;^#z9c-FGo~wXW!@o=oPFrP;8X0 zDi>n=(Kx2_|mTrY07?o?!hteyNCI74{e8@VdkQPdy3C3nP?STFtfE_w|G2b#KArI5VO%@BvdT#ftcpto)X-*xfoT2 z6TN*MAl~8)eJ`8VWIN3ga~bDETKDyJm-Kvn-G)UIsj$>Kfd=)OZdD|vW}v(%tTj6w{x zl?xgt|C34ARwpvyLMGeDw1;_e#8zict#JpE#(u}N+qlsqk7OB)-NtDrKYV(FO%ulG zpf%joKS@^30GBqKEUP7ls0ZA{h+k!+(ybBwr964fR%a!YS|j@ZzrEH!>X)a9o)uvkHoWG>|B!ysBQ{o155wSVy$8H(OPsS z!6@IHn`U)}p3DMuWL+P^%H56gi+jw=I#ZB^>AnVYcBu4f!G=}+O7ekg;QOLo5`YD_ z^fz)3VuKGPix_TF&>F&AD5xc*70+Uu24vpoLqB#_pbfp=5C@FPhZm0g+}VJ(u+u7W z6~s!Hli9J>yJzHqME4#I1<<*E zowaquAxIOttwZbP=lu(0Cl$^BDpe@W8$z*<~b25VF#xphs&)`x&O(*$m zsb0MWIE#x&|-*m?+w)G>9GliD#&ITopU~{1Z`^@@&lZNn=g<^z@RI-Svu| zn~vt)=G=86L;a_$DYlj>Oe4yy6?T~QS$)mmxlVM*5%|11X^4!408x2F;d9Ri1`#?B zNfw07k}W{NSqxJwaN|p!pvkEFA18-;Gx^qlbh|28jUQBLTHFuH)bE1z_^fK}Hn0j` zk(Fos^rGy1Kl#Tbj6?pFuWl!PDM5qQTWBH*gViv{6AV<-ToK5W_GXCl$t>D#it$_? z%H{Xv3Vb6#xRoU2KQrS_=0-+Z6-Yn*`Fw_uuOQ($rrB!{n+YlLQD}d0vC~UH8Z}XH0LDYv*uH2 z5v=8I!Fud3UA?xnw~KTcK7g$dF+=KcCI#U^D4k>V;`~34A-LjH$@cGz!nLKNg*}=W zC-O3YgwO#G8acCcE|>jz)EX4s>890KEEW~hyXsVgeRjnj_prcF`MsgGpT@gG8{u48 z(L8Pl&`Gf_+c!5);(M&6wotaz;@nrd+P0gmwh$bMWRv(>?Bdz*Zgr9wy-uMQxwMom zz!N(wG6T^&>6|@pX&;dEe{4{!8LXsw=|a$eP@DBz&s%2wyaddrCs8Ga8!NNvA)~y# z`%5G3I8W()3jeF%ajeOyw`mTs3pBGcNYt(DX#pHK;AartTA)0d)pN?X;IdpqDt`j- z5p8G=9dmqR;#$A7p?p&kaefwYTzURcQ>vP8?#OL#> z-<(xcvirqtyLiX5RmHmw9G)eQb5-|E-RrO0pzI#M`LsA$wo;(znM(Z_(LxdbYa&EWcD zqeh35PN9T7{kPWS(g{L~|Jx}88_@P3`J?j*R@aEo_0e}aewrN|Zlhor_Fx}NH7Pjt zhttpLIQ8+v?UYI|y6xQX-wysNWYeBH`91g14OZHzgz$`03E|02n*mfDmy;Tc zbCZAEjAM7F;^-rQtaAY^-93>7ATwpgWS9$8W17X<03~A%K9xb2$Bvu-DGdO=4?xsN znQaBU{PoQ!5UiziEL9-@#e>T+_LB4H1jG9eS^rZfoJRbQb};CypV|5jSTow54yCU% z{u!ZIDB?;!KdGb;?t!@N|C9=4h}LUJRYA9q<5JpJh485qRRZIPn`ttx*u^x&S9J+_ zt2WSRbXt`-+xg*vb9$ggh}}>0Bmds>KUG4aXDN&z@IXNDiAMp&LkONjrT_;=hM--) z7+-=0#%eu>+;G~?Wnvvow=;(ug#0@ujV1mv@z+p7y-sQ0uz5@IZht%D!6Nvl04~y* zCiR>;;(uoCVaq<`JNXow$*b@@=?j7ADg;5hIhwK;{wLwwGh8IsZNXuAl}H7gOA@<; z_Wy6X`Lm*BAl>{5krVs3_%72Xoxjc-8fTvs>S;O!BjJd}i32)Li*U42){zsg|v*h)`O)hrCRp@zhS0W{r9$bE>4 z%7FX0K84B~Lze$cUa-1RCc-df>YC)kH#uh}-jXjwyBc5GWhxI*k>v&nXCG5ukjuv} zeF0}Gm}dKBy=t#;#KCXn->NpCHINfN0BNmBr8@Yipk+}J*ZwYxVooKzpm*(DIcWXN zB=q1t7D&YbCRKA|1b0ow`C5*cM5}_!MkO@R6Oe20Ht{Pc4-&=EXm&iz^$P}%KaqPp z*G}X1xMD1m?6xr~S9hV^f-8QjG7}uZs3c&Cr_>bV{`?!gC083IQNgv@Qt-^#QY9b9 zkK3tR52?ti>p~X+RyFizNa-Hzcr-=1Xgd=fVOtd}7@o67jKx-4Iaui`fh}^4Y_7OP z{f40)!=u?99f655VEyI0Z@AQqK*myM_LWmV%L@WH8&ibBV|sbLZvD0WHfs;lq>~!9(mKg&)`X4qY_BNSuZndn6wn zBsvQ|)>`u89e7}2&7(do1$79(Si6LoYAMb)Z1gOT9Iptp!C*%+Q|uG&XAr2!5Tzra zd6wyZ!iQ<`sj)!Jq&-w^NE%$*Z7Kn2APgnbx=@Ko6biJ(sZfEOG{-X|<;)($T( zC0`H!E%QO1t8hC3DF@IW&faME<@AscLoLFQF!^(|UfBY9Wo zlpei@^H)eNFs9g%x%0%%7*;R>?g7?J1-opLlk4lC)P_Q6*$y2<&Mf0T$!lD|3atal z7AaVUc}F!etUGR1K*6)geu=(LByu(~&e&{!*2P_-oSFRrOL&mz2>8R-fFux z>-O^|#wV#)S;eE!8<$u}n|#OJial*f$BMB&X*+Y&DJa>2K;O+-zcd>j(9uegypn{d z7rSSch0-1YarObg(Q)G4i4R@U`bi zf3@rzmcDTNpPbNp{Rx7)}v&!feZttSg12EUESs2 z+Zl~#{})TCpK)YaBSvKE0V`8yKWIhKu%XkVKHISrq zJ`DxO^5KZ9Sw{4jgWZr`(;eyT*Asfm6yt;WKH@IIuQhbpkgk^WW_7Opk`e8vbdyoiE~zyLIkrZtw1qa}Y{%C^R-TkSB2Pjy zXty#~;Fm{?J@rLVz-j?fJ&cu zj7(lB|5ag+a`^&H&gSYOrb5=^2_j#moPjVHZ4 zV_QY~4OrlvutR5M2$^9T$4pts0%`!SfH~ruw6O=G8=`Ebxqr2 zaGxS!l3Yh@lXOmBW%Kz>5zTDg=)704BlL5r*KY1MGACtzL2Xtu0f$>dQo zC`+bwM5BOu9A`Zce{`BKON_4Q2(SDwAyG^g%bD?+S4iKe&~X-)S(ubgP);x)bU3Y- zEJYaz5_GKNP6q&NeihfN6-N%Ew-jZSY_zyOGA?kQ+!mZg&U5%f!uUZS!8D>M}a?^NsZ^DBtfe7VBR@v74P`<+_4ap372ROE|PjO?$x+tbf5V79qg&jHBR1 z>4m~QQ$jIBjbXCc)_l-3dm% zYX^$xHi$BRDlDipF+J33o7c-WKa$Hjn85K{i&!qg2n?r>vbC4IKMHq--#QfF=R z!nP9YPKP)0US45e^Z{xa0EZ^!*+|m<0%{#X(=fUn!iSqBebFaLqHO7mJTUi_scvd2 zoQPKe-SXf3zHm5?KbkEp5AQPNymWd`t4rmu{1TvZ2J;4TJc@EMwuFH#6K!`$FA;n} zvU)E7Q_{BP9znxMKVa~!U>Ajz}w%G>P-H5Y(Ay5aS=V)kpE=|yZg0q!4ELgBCGcg#) z=^$F1($vJpP=Tp?35$M+7Oz4ef7nSzzEHdsQ4~Uh% zU`a06>V4p3&>@cb(xRT@9&oYDgL(S$z+d zK1@U?*cJif4;WS(rM0yYd&w{oEyysL&p;r{;>V@`mXcr@pdf^deYy}1V@JFjS;%OU z4?Z!4Pw9clK`*PZOT-_@yVT^nftGaQ*VK`l?m-a7eE3GIO zRizarC&W6u%(i2f-5xpTMctgg&W50G7V<1!U^Pmvt+DlyfPf58|57x81ACA>S*cAHO23Itieeu7`?-4 z8d27rY1*EK3#IZ(Uukf)=$1dA+?DB1iMF*ewBV9OW z(Rl}w_~UI_hbL^7HD}Q|mk_;A{ARhrnqyfcW{HA1RuEhNJej_e77vu;kAqI(7T#62 z$=V-z1puYX+?xQrq>8fA3#G*%9YUrEF=Fu_yqi-33!BlH!488Gh`ucvYfVHudg4O~ z)rr}1hPMtiNIbsVXU5PtyyTl=(+76>)}w^Cy_HHD<#ni?QajIfrOujZEwtX{Ti_jF zb0{Kl9oj_MxsuCo^TsB8vGg2X(+uzE$0&(I7~0@tzyJM>oFDOupP76!WKKlI2_~;a zJt)^;1k!&q8-ss#1EUR$@RZ?7%-qcAc9_ku$ynT@gcO`VO30HhUeq>9m^4x>+J$>M zf20TmR*V#$1;V#tny70#xXW5GL$d5I`1Lv5kxo*Ds9S-N^vVh$J;l{|3bk{iQg~=^ z0wWDoUM|Y5`L)99ov(8F4h9d0zk(@9$~eI@m;sl};)A<)$d%4WXL06)???sH2MO=|K^RDIV~{9!WD4=PgqLbs=P0xw-5ZC9^981D)6Di4 z^vk|ZU|X%i8`W$h_RMLAv~gH4J({@PSJd79yt;M7f^Zx(WUFVb28LP>(ra!0)W-q} zH{*7V8`HEjdK*EtXq(V!eWcICSlyZ_^C_uvZ(q9eSC!qPW}fHp`&Ly#-j;RhQ2O2> z&Qx(Ifk%Q<>2&#$Q>W4hPy%t>VsHLlies{fA$+vhQ;80-TR*|N`mlkuWAg(@2Bt#fA(&Qgh36BYx}oHpy%?XJuCfK-vc1L}!zK7#oz)$EE{iQp ztANmnY1GEq-mJy2yILCR80iKv!aCEk3PZ5%iWS-hWIFp&2Pv>~m5VMz=dIB?wFZz# zY&JsEb=K!*-)5QNg95zv(O4sub|P+M`Tg!{yVSYfIka_Yd9@oGDlhj`w*su_aIrPS zW)Z9KNN13EOxZCLrE(`?csfF_NZt_kg|QC;6pb7F-ihzkdi@!Wjv*-EZ?Mgr0*j+n+2nw#Ugm?(d1hXI=zYIdGtnx*u&VvTwTKX zQ6Kz+s}61-@jdeutH5B`F?u{%ofDfU6)=MiI+nS_e-AC%S9_m@2coq*voFr}`N!zZ9 z^F0EbD!W?MSj2By<=GV|W}oG(P{2%pcMI_iN$ZG@2@vwacM>0`s8@g}{}3%6h+UXR zBIx0t2^*A-#5>}zSoFCcvB}yWh#d>kCZ8|L0|m(RQ57fXI*shP*{(L;h6d%Q4{yJe&^;@yku#3ajxivUvFa??kq24_U-FWdT{`F zs4LAE886J08RY9%y|hLmq}8pL#YV<9ka*D{y-&tgL$-C{Q~Sb+dj#TA)Gn3=z(l~y zVmsrjyf$OITh18KE%O~h1?QxL0v$I8)NgX-UbkMz8f=!b^{`H7+g|fs)>4yQ>g4a5 zuz*6$cgx(Atxs4=Z(EWs{zPY@hl#b|)lJl4l*6LfH5r%kNrPBDp^%Rd9wn{zZNMv< zhN7;&%I3tgi{Jx95}Z==Rdqq0SFdF3yfkfL-sHOS`3v*PfJ;zIUivu(71TFfB8r-= zo6@W2Mf<`{S~Y~j-8TwKrn5mfdS^oSdta8f<7W?56cu;3XSmAC9@}6EuK{7s>^U&+ zHVRB93hqy7Ougm1G)tVFo?icAR&dgbS@{xL!u?sgwUhrP19-M1VB(Vj0u|%C0WLe3 z2@nsAl2$?e!Q{t}0+?-CvjUaTieQ>=tv?OkahBB|Z}FQe9RxsQiAP@S@ifC~d|f(? z^f(HIzTB@SxpqI(uH(V_>-cGA{q_7C?HPWGA2)4)Y1XvHrsnrto$K`H#ZWKXeySkk z^yS)j_ZshUZu6I7P=k%{{EfNh8?@P;v!>{fkt|0u1kl$AtLTe$ozHVA$WtutcO82PO6VXQT&e*n`U&aF#b`JtAk{8z0gnlPJ=4~ zq(~{|nGm`Yq-5DpczKou8QthS*Tr1Dkor!Iw>OdV%^dOc(9sy%ZsvxYOOuYR+j==O z96ZYjClx2pvfv%{CkPIUq<6TC(`cP7-jiv;U^Q`^*mr>jn{O7Gul`e5BWxa>)r0@w z@YIC=FD9)Groheu1qIG8QM>O^q_BsyiNEme3 z7^YCAMPOGt`1MXY;;MnfE;K5it)q&n=JHDkn88T+kvz{pGNZC zAa%jk&892%V=aVs537M3#u{!EwsdYU84|W$WUl$-Ix5h!%O473vA{uD0z&AU!f702 zCM@-|%bDvkHmJP!O6F~-9af9WQ~XB?mY7VJ0{KH)!_}s?0Smd9IrpI5u;IRcogj znwwk?7XP+}I!kuBz*!|aV%u-(%9#mmx97j>@paOW@NtW)QeOzczII%_nKdr$Xoq)d zd%OuibsU^b;4gmSN#+YbB7vGs7SXGYqKLJF$p_ttQfsf{o6&Bd)2WDARpw%FjL`9Y zCsPAyVZu^hC0r>?`CI9@XgM805cuwxwF-AP+Sl0IZB2gx=MXA)07`UDX15-}0CyaWx=s(F$+oQ;Gf<5?IOIq7nb8IG|EtJGS^ zUIjM-3!@v(`~9t*<0R=H%-$$xwOd>0DE@t_(hdVb>xh?#A1EbZK;Z?*3@Cl&kGgUn zTv7Psx#jbJ(aYp-8Qsc#n{VZ2LjsW@8|*MhiLGaoF-8NQja|;!carONPEYZIGOLdq z?ZjXa*0YVXbbSQoMBZyTt0pB05nz&A4DJ7QT=#Fdj-x{0eu!cN9wVJeUJLc^bx3f{ zW~6fEdd@KJypC&tg0JUhPd+m)PjDZbXcK{_shgO#5k6!a`DpeO!IbzX=?(_^awL@- zFt58Q1U$VtsRv^DcpN4AQPwgIR_zT1+SxJH`kyzoWKfTj&Dt5L#!6Vff;utA+7u)wyqHbw(3x`Wy;Pq zru-(&Xu>CXvKC|7R&1tQd8N97ogmESZb%m};6(HThT>hT9A(VreK*tZql)lE`KS9`y1Zq+Ci^Z}<7Gw)?*G zZ8ZKN%b&Q3O1ilztKe{#;#&cXVs(t-KVug>JUr|~poSYP?eEo&rq zDGySHbuHysW4ZBX)Qhj!uOYT*)Ik>m5$7I<@mFH=Qe%@hNIs2AaE-E%V7|h$1utq5 zUe%&eum?PX68mx~v+M7I?eq+3wvHjDc^5XsBAups*f4luIc~FM>YZp_x}y&yTorwh z@C-4{S{vbDUP1e7wi+8%K5a>=wzO zX+|}KFjI-&t7v11|2tDe8ZL#_6E1}eC#LhMzt;4Va z(qpv0ZGPY|ERTTfBg7ogd3(=#=gIi2X9Em^dQK1FmtR4Z=%{bX8fuS7{gHChNbY?M z_T-~+olIf!EB2Zf_}f$_O=IeGHXhgKOwc1{F;nd)V-6Fw{2YEy4gtwH7kA3tsHBm5 z7{6X%4+^+DPxFAR*A|9(Dog={sd$B!Jjb*zF&H$sjn^2AleqdO6P^?0`B0!CTxF>j zOUVjK$N`Vj2W^lLUQ(}BJG?w~!#=?pVVkkIFV-H53|ZCSd7Ye_-tUJ;*-=asas0os z|AI+YH_Pin+MxI^NBt1mozhJit>~5dx;8mE^E>PDnN>axCvSNs)vj1yxV>O*o`*Xz-@U8{jV69<}nmrT#q2?mXMK`W38e zmNEHdfi)nY>J;`+-fY|9r5n5ERg+-EOO7jo!t??@BcEe4hAvAhaNkE_I-^!3ADyA$ z0bz)-)()iBBeckB#CrNxpHYBS`q`X)u2g~_wUjOzhHo)N6_|G}hyXAKvkEOP-l4H# zubs96WOhP=yaTUFmep}s^TsPQ{RLt_OTt<3kL2$6h^G4a<@stC<2SHyX%pA!DuG57 z@+K}U=f+pqZ8lQtu*0|0Q-y8wePot#G1J;6S#8lTHJG?QLCwCIyNKtC>~TTL;l^7e zdt)cb;tqzJ@~lJv8ukON13)8y_}Dc6E};m>3u&jP(?^!jFUol&^oqv$EZ0{*N*1wm zUd`O_js8gxSL+mU!bQ3)TYEX3CXC=8DNEoi1;<5HuZ1e@3Hk>9#ITg1TCF~XHjgD> zIJY>I`MU8Wz<@$E5nfiPR=FRO??jC`rLn6ANJ`_noXjTOBlgK~Sye~n^BNLv%%MlP z5X;e~Py_fE-qt6I)JZvcCWIz{gXCv@@>Y`fD8{qCZ2KU-OmU2RnBySMX?o3owmUoB znnrL3Os_kofOnIC7&q(&J7T{jJPc^oWOe{W8*m1+*x(#k0bj=-Ts^1)b=`yW$&q2T zvN`}%@wh~J*=E~0nV_T@Y=%M22K_bMi#R>#L(2cARl!gnZeZ6kZ~KjuUUF`h*?VPS zpa+cjmazpYAh^BU$n{slOtlriZf#@t*NK9WO9q%WvauQoD-mX zfgq$>JDe)_80;K1x#Ah9?7UDh3O^9uelS`VgG=pQ2D2{o!z5oRh9_Ssrn<3cYgjch4J*nwK-Whtsna;u!^YB*BbzUaTX%Bj1o(~=Hv;MHF14yFE77At zIX+6Ptu7x|@`3I5th@;PeLCq!XKal2Vfw*TSYB0C@~)jIyGQB;d(NI=9;8Z)0f(ex z901J5SX)mjkt5cIcku*|T+a-2$F$Z7Pp6BR*x~YR9K+7ES3DpGE}Tiq2OdDA##9hM z+Bl-HXS-xyY`(-0Pb6|*$J+^}*AYGDz56%_Z+DkpO0EVGVG93eQE`DsIOa1W1B_iK zQ$Fd<#Ky|4!&@cEO*(hC2?6 zrnQgJxvqU}lYigO_OCw5jSj)B-$yOjrj%PJ@1t$QdoA!NZ4saSxYK^mWD|UCV(}Z?f_#D;a&l_+DJj` zuD~(TnuftJ8c#)2V$~IceD*mGr$Lo{5)!vNq`xLey@y|Vd`V~3f9)9&Z(2lYrJs6e zuNULACbu&x7BE|&>)h|6mx-?q=?_TKI#KzGglmK94P-2!3ddzM8Z^SkIK`cy6Pt1_ zOgI@|;)SFx+GS0&{K5|F;KeKK%~)%9df1vIDIhAyBXIwZK6>@pGa;5`$^o&h4TyFu zTHxdp1^%TH2WRy3-bqzrQaPv>Us(yC2s;V@71cjDi`*ydyG%BsRYYK zUMljroF|sjF-lpcb=c!L5=z#`_6Ku22O}At!IKp}q#8ra^Vmr^fS_ptlO-OnqgA-8 zur6yx)C)7a=E}x%%qJ8x$FocjGK4r=H#oc%L-J&eaM+&pTA|fii#Ij0>Vgd8PC+z& zW1(E@@uvd`p$`Cm+hSLKEPhdt{-xM9Pm%UDk+%Hcba0U3-y-uKC8j1LMHdo{ddy zrEyreQEqSZVXqmJo+>YFRY@dsdq-*U59caZz z?>#PzeJbTK{+UafNSaeq(n>E$Yc;Z*h4e z=lQkC7D(T#U~g#6|J7ZM7Wgc9YWZtz{R~{n&Sg7rzXKlX9?@SsTBmn7?IwT3n^o0j z#m~|sSmA(&IM?Vy7_iN*`$eY{bCX{jf(X;&uc$;TFpJynHlt?q8Hk-~j;HOg;c7Vc zT9MIMG=GtjHI?C)HP-WB!vQLq2n1KgVWWw{wv9IVA;o6L9z+4j;nVPTk3p_0kuROAC=V*pMFTOdD-295}AH6R_ zT9WC2_P?5`(h6yW1>m~gg2T$3bMkXnu32N$Mv$boAcy{}h_8^n3w(r<&%J^R;SoO& z78Ku#YFwEJuDF`fI)%GgHU0%%+s>szpv<(RmyJrIN>FNtvY3TzFqK^*6b^Jh2K$Au z@V;%5uFT^nV9y3i((MS%?X!+-I|DoM5z_t4aUyE5oBcs#f01C9%W4Sj=v@JRn54vb z(jMUyL>EEpEZC~UZ~Iuje3WW!JH&4p8lOf-WslWZ$4rY!Y4J16>#^eP>1sts(f&-B zes!^v@e668_9~R7!Ig-9jl}hmi+;yvtT#;B5W*0YFlzd&wl@$Dl1=|&2%LjF_%mcBU?LJ@y14VJuY_>#r{&`0D-qfB;_7do?^*63hDcB1{f zg!#Kx7Kt}ygyR3|MByx|`Z=RO@Xb(R!u}HhreCw~if7p(MxoXZ@=uK*y}M z;Hqvbx87Dj8L}tu_O0+{e$;tP7#?nCV$%p&OsR$ZKZWR5!fF>~6Wv>ZrT@xD^u{I% z;c*j%tcu>)NI|dKVrbpqApA<=M8j_ti)Q=-GK((|5Kk-)nd?f1&y|~8EvdTHG>vLY zfo9HSSgBeOE``W9lt#RjU5`qI+Gn@GAP!n79NFbYDglfMPhiJifyE53zzq9scvlm5 zy2|6_7r+JfiUid`)E$418E25JeMQnc#9v|TQHP*$-nf8gSu%7 z9z4j^DOQ`6#&r?oRTRifZdxxobK5PfI;tJLw!F-mi#+Cx$Zbq~kn9xR4#ti;0@iu# zm^il?ZTcLT*mXwWd&@7c&%NN_QY9+W?ztd^j$N+)aKe~ZJV;bybB@j^^ z_dJ2l-{&H69fQA>u4H>~*wI2!yxdt2j3X9*N`X;q6>Pm8BH>PGFucJ?P~aEx9se~f zNR$%)*u!1~{)+UbjUesx40N{Vb5`d8$a%R_x=sWJ^&l}c`g4S~Ug#{k`|G^ebl5HW zPtqdW1Ytvjv{R{X16oi_8&`OssQ}k#D!ABf|B(oj-E&T?m2LHJ!V3)fE;1)-%tBWv z!Jv%Iw0m0cz^+28Cxaltvt9NQ8vS820*g9f;Ps^UJ$r$?3Y2ePCsD`;NrHpyMmpxQ z*F#t>+lb2lIO+DRwPE!jb33X?I0~_>x3>{uHGKESve|v9%RBfnJeN|``@}$#x3w4T zZ!CT_XU_^XppUo1cM3B@PsbXi1swHwWYsKh@4^mTy90ff`m~X-1Mc6>A$`Ke>_nxZ z+iut9(^NY~$>$dqF>mj9&6ZpN6kV?{(*3v;!M%=Lt(mbFxiHp!h42*{CQ+69>^=~C z@9x2X-%dn`_192x;XeUx|6LIl`pmd0w;*N+ws-qwIzyzrZnJxfVntVd=gW&*XE6e@ zdD1wJ`Y2o(q<#V^_YaQi0HSq8?8LJLEh?QZvU#e|pv)*keZEKFpDU?mphes{Ojt); z*AqBLlr3nN`ydXBZ)cvtjD-3%{XdkOt9(M5$t0FnZY>i;tnF^0b$H4)&U}I%K}oVd z#~y`MqY!N;j_Uu3;%&WHHqMlVb=K5q8@yttYlJ+?p%(GsGv904_xlv$~qIRiHg553RxH^IgUTl!rBKTGyjQ zd-*(ECv6@f0hlMuSy8aJY>jo|B&$n;q^P_lotuG71Tuuu27Xns0eS@esP{%qXkzk* z&hX^DT37(=^tRKH`zpWN*2#cy#U9pZlURlFSj*@IR${FQi^d@~Cd09b@=LppX-bgQ zHsQ&<%#0*efy`H8btN~xrF&OYX>|*+h>ALMd-|?*Rbl<~y_dfs2zzv8yP(3Q@d6>- zaDgyd_zR=CK6Cy!Hm0FzZb(3`!rZ1WojJ{W1at0TE<6sKdMgqG!bMVrghN3xX zcK|d=bHkGs0LVM(g`F`~W>?T=C@$fH5a~M#ula6kmRpFi^mq&@2r)L&{=?y^jWINS zwn+TXlnAmr(Tu&t*%Exo5>{v84{I-MJsOrbA%x{#V;su_aRW^4(JFFw9o2 z;BqU-()t~qc&IP(JG#xMUw7(OTAZI~Hqh0>#pun{wq%q=V_ogM^ zdsiQuF#9(${t=Ka9kiTiIhF}$|GvpA6Kf-|<|s1RX~Yls={c7@|fF9LV`BQa=k{zod(vrJCAO?7zN|#)=SprnJ0%G;)je5_>3sYX6dQApt;O0xI7GICjW96V68Ym zgWh%XFBBs}*}ca#Y_pkMr1Gg;+$(zGNP@Z}O*mU}yo`;0nxVsEY&Xv0p!x`7tGLw2 z=>QIG0Q8F$u~(Kq;PhgURs`xvIN3@QX^`7i zR+d(FWzH-GPvSnss8`E*w#qCYy~2gRlN44ZD1vdJpGU2@3hR1%A0*7*0l)Yb`K=*F z{|bVc%PNT-=C$A_x33a;m2C^-?YojwF$=FwsGJrftbhar0X1MZw?5V!RL&pCu4nLD zweHREw*DGC6BnrMw%2}AdI}#pim-P3FvWhu23Zg002BP20Ai!&xI&^j8ctdx`6;4& z9v_WUHpr#xHT63Zn>BJ3!60HlSqa1^(s>aV_>fYcni*1SEsYPD1RSU>&p#Pv?Pu4(T+wXC3%n~PqJogC|boZ1H zAEg#`mo^hD&t6wOgBKFd5%~zZ3(5l!>Odn|6*XNPSL}AN0k7knj+s>14)#wAdOJ;> zL2R;{zwY!#3q|%5!v$%^&(*BhX&<`)q*_aut)x7U4J#>&>1nJXQS64H%B0%jNR`p6 zwY0t~RGUS2g_>f~U85E~&H#Qlo+h0(4eIg!rtW>xajN=DoL&Kxg%#+n5^DQCR~_~{ zWs8|uD}}A4xc!C)@e6I6m$=X2G96$QanOGrkwk^-Gid>~5S}D`r{b^QuQa4a^tC~S zXxCRiv7mqw+Km#rTavaiIRjJ{X+)}i?v@-=?&KOmM;Tqg^fLsIx{Zn0E$m@o$EhUX z(NR?69}1OVEL_WsdvtDGMv{6H%e3YbJ*Jy88%&{q(@DGr-}NeEvmj@EmNfR9Sc}a= z_ipFEB@2mI5EHDORAqG+SFcz*s;b1AA{ej39d(WnUOq>dn2^I9CV-i-90so8d=X0B z$S`!{H$DApyvKOND#rQ=Q!u<8uy$%MIaLsT6EN%N^+&%Er`d+H2c%ltZuTZs`H?@3 z79CyY?+4HJ-w&SG#1rGDc>{*dP_62?1t<{gZKs{PSk2Psknsg~lwPFmB zkzq#UL7X14+kgQCvd|bT7!XPK*yHyt9%eb?9^A~>EzDDTmI2!HbUzeKU@ApkSCSPU z!r|I@O%fNOFf|R8DtHU6|67@Uld+yzB+=P=~EKrkc{#?itD8_ej7q*{;URSxK&XdDS=gCvdhFP+w zXQ{l}c7QImCTMKFAwH09TAhr)M8b4|KjzMe*ASbdGxQtRJEfn}*+Fj^9Tuz52d{%Z z&8f*n{n7tO;qm{Gaw>4KOAd4W*HUhO^f0L#RdIzg`QyiWP8qJf1MI!qdE-Ev&AG(A z*VJ)M=1!aE2PkY~%?&R0H^!&A>V`U+HYV#nK}K1f%_7_aODv!x9SOL2BN32BS>A*KbwfGNJdXm_KG!>80eGp~Vj?e^q zZ=(h1fZgq@MAm_u#1E;+bbN%{&T}S*utnYuzFlHFPqiZFbH~_c1yHJvQBz0huyZ7w zDK@UGnI!A?g-q*n;(0W!xwNCH1i7XoiQQsK>j|Jd%PsA$HE4`P_pnNI(MQb_sEB5^#nlSEJ82`49gs;8~2W&(>)ZdLOYn*M2sJ_;$& z<>4`$8sga1aP=I5B8C)wh9RB9)DHz?hEXj6L-Kaq$>koJqdt~=6> zxrSX$0pO;L^pf{~ih22aL2MvI;}ee6YKp8G!-V=Z%~so* zRUx)n3~xF{GPVFiLv6`rp8*=xvKbh$F7y!L*wv(%v1{P%236s$Buwa!_u=NekV!+# z^|#DM#F@pcT<19a^E%Kokyz5yx0GK1a!uUoTisKZDH_h@WiXkuOm(_Vb@(laGnW49 zuZFqAmki8GI$2F^(H>y>Z$5h6-`+i;EsA$$D)o2wph}x+zEEQs4Yvio1MhSBZ7F=h z+fp{KBjZiUG5Tkx%^A2#U?;guHbUhT zM8dS;plW;911n<@ZKad3=lIB#YrM={*)EtXpMrGXBh#*ISZ@n?O#1*Z)=(D#v-4Js z4$>xAkeTGeNASp;ps|RFd@Eiiw5!5Afu>VMX<`VCIGZatzF@`zAvDLrYcq?{H342P z*y^W7fh`t{B|;`uD|{5AzdKuOPl@j6jYUF%4AGL8cpSoyd~f3gVd^njz(K(~FBasU zZSB+QQ31DE*O|hrI{z-jM|r<>SVy*AgogL*l8KXs>Z}zfOvL9$wq1lj_lG%<_H7n< z@KL#KlU1xco=y{PBMBYpo$6S8$=Nna*J^DZM(L6}zR*if<}p*q7O_RFg)%0FUH{+{ zA>m33QA}^Sj3-3+|CpwgCwUfpQ^-Fz=pTjruC#g}rsz*J2%of(X6~gQ7rzoOlRjCn~=IG;(jl~9ymt@+BnTb0Hu1KBYaY?yGke#=p2V< z)u%H5ihCR8j1=G3*~CCT+xd%so5omG^q9%Pqx!hS>seTFRO1*~0na9U;bzfOw?h=0nRq$4o%ixH z`&XCQ1`JkP4ytwQK!+&*gm+3}#gcc#Ue-1Od+Sw^{}hm3T4xL39v8suYzKDiBC7J4 z8?~HP!16tvo!4PAhofw4wi=TtH0p?DEm&C`n_RlKq_lWVY3ClvjO@;aoUHH396Ci{ z&mqBu4p^97R>n%#oUpdE^IfW3(%t@9mJ|^)N*@>L=4|PvWc-+3mU!Hw&E~K-4ljbm zaXqZHruP`tN?HWXJZ9Q!T%LyU%A!D$pCs4A;87w@kWE2*H;I`(tDdm_X92bkgv}|82e6R3$%b6!#}aF?+JA(+)>Q_Y zme<@>AhF+R&hA?uZJ%jCdD}9~e7KcGY*f0p^I|ugGEy4hu+H9PwKl@M%iV(0wLgx{ zE^QS&kwVTtVm;OjG|&yVV_sWLC?&bP23Xc%x4e#yPy=?Z>~W;G7L ztzvz2X{2oc2l@eJCla+llZV^4k9x}{!Am)|I`&6jZuhER6eh#@#%5e!tJ04&rw>62 zbEwerU&@u01c5@h_A;KW%p~JV?kHKHos;bR7Ck_?@e)?8zDGNNT2F4=fYv2fr4b@~ zNMO~G z#D>Vb-tf4KSXOw$+g@koqpAkMd{`7U8sw?w68Rf2XIPirqw|LbJ*73}F^J zTdA>PUH@_L^L#UaK6bxIb<<8-xcGZwm`kG8wB>Fra_ug^HL9iUNud$A?*`)eD!o8U ztt01LZtbK{` z28@8Gb8#tSzoa|vMn&jhAfgg>$DPr#6+9n4NNFq#z38fpoi_6ZdcsmD&-#~uZ2?tl zLAuRJgp=U|S^K)haPHrMbn`oIYXFJpO)ZYL$Xw+S${y)5&?z4XJqALUma*j;3q@O8Zj2BLG)>_so>!z%{ zb}RYg4|-wZz@lhJxz$wFZ1+<`K5y)($VxNmTY>s$*MHlpnX=Q#XMiZxUC-9Ri_3O} znc$J;<*H{3>~=cP13&d>FBtogwzV;;gaO9+VcZ=#E^)rU1*jQ#@&EzR+B{E}!tx-+ zB(;*{DNXE_h1ZyTBjv?T>+vfySPPD2bZaiv9N1-U!P<2LjOSN>nk)YnHjXg2P?Reo z8v7WSTjw!;FG(2YF13uM5>R#Y^?R~7Az5~&AM)_3q0yU;d9aHebQ7|~k0C6?!!`-V z9ughzNHi@VJjaDZ8_;Bo^2BCf9?Ug2tYy4Xg};~ZlbqkvffhYoz`c79qf-LxQkD^a ziKTZu$XJ@yaVC-R_=rV)-g`V0F%MAa=mVS$T}7Ax^p zqsh@uFno4PGu2Svj*zqw+Zg*FoVGF?VQ*XWabRVwZblU4PMr*Ec+9f2_ zSmA~hnU3{b`WnB07M?d!8!0tV^0uFKs5HzB<1j4Onv&1|jB88mM{;()BglmkW?Tmv z4U*Y3hg*A)`ODWj=dNhkgXo+Pj{rBn0qXk7Eps4hN2uJE_0K_M21skGwWV2pdXyJ_` z(;bDP*^YFy#uD)QqMnXh(&;k?MNQvol(kX|yPb1_1_TcLjsmKO@F98!&9UbmjX4kM zw3%?4+g2@aXf{83&BhYp7I3DUv+1h>$5NQvF>x~0z~kj1eGJyRK4-lJJZAMFgX%)` zoy4=qikFs{k(AJ{`?3%n$e<7sv=7>WZjr+#B!r>T^O=6Sllq;GO=%(JXL5c@`iZ38 zNGxlVy2juubjnKJ{wtOixYO{|dgWzmuf3fIyMHkP$p})9{^+W0*vt^CV0QwREw`-M z;5$U0cOE)k6jN0+`ka%#qp#)v*|tQj{}zlXRM!aem~TM>hReE8$z-OnM!ro}Nt z2N2TrzbZY31*ff`Y4)=9WvARvcb9|c18W!yKO1I#w-d$*ZIAz znnGfMl`~%wZzIQbVCUm7x>CwA>PaxJ0X}|%s@+VYcrnw@7mQ0;h@Z^ZdZ)2F!PrQL z_HW9tsd`|EuV&;H-LLC72b@3NaW;^DgIPy{k+ zGzU8*)KoBxoL|XpaO-aaDF^T70BW&qS<(@C82%X&98gi3+M}CQ)Tz~D_zWu^bDq{p z>=*D=F7_NhG3FkThEI$?Ig#HrwGHPcd_cyf4vrIq)WLDSfrDczN!8?>E9`)O4W0!U zMb&hm94vk~@UAN_t}3}fP9FFT))kXo5)z;Xgw0lQW3L^?`Y+mHGyZLedG=+{=)5km zxo+_RLHgQNgXf=QTCMHzyysmuS^jJn2)(g*~E4XpE0QG%jjB=2aX>yYCz8R85!IyO!tfP zd4;v1m~+SD_AyhR8ourgNcZ?gquAW zxOrwmo+1uOG(&FqfGv(jXV^AYPw4!Zu|Cob`0FawAOc8ry*{j`xGq3nvFjijL3?N|hF=+3P0fdy8LPxnS*gR^ z5&y~IjVE_7XI0q-eJmb4B!|a_UV= z4XEk#zV7S(my4}*h5C*-Q6J+Ux@sUDd7c0=8gmKE*5ihK_Lj>=+9IRV*{ZDTA7CZ! zlxm>gdPXiWkvE31Xac8G+`_daPsC(2F*O;5%fB&_Wr8y;F$?2i|BB#QV8Nv1p5XbF zxTNu%uE;W@_Y=ELsRRtsli9!4o+KCdT*uh8OgzKjdo>|uR2BC{o^w~i_h*m6FK4wS zXz1Qns9NYlCtA<1)}3pLA?<9&KHW+^d1+^<+MZ0+a}K7wA2{U)x6vkej%Yuc>LJ?G=D*tb-ML)8k_`cfHMB6MY^5ZhS?k0es4UD z6xpxbkH4~=m9o(Y6Vj=&@SucOCi$Y|Oi$!Cb%C5#qwv)Z;~{QTTV2){j4uUG)ar_> zjz0ryW@fZ07?H_o;d3mw6*Ml_xXKL{3$Y<_$AA59qXJ6q z$+qp?Dn$ZK{pN!FzV+J?lgpEPWoKsT4FY>0Xm($c!)KECPoz(^?=$F*G&TiDe<;tY zds?lurdmyI+HZ)-?_}r6(ty1cPu45W?1b=VIinVM8qTZfB$ao|{R|FTLZdg)a`ha_`aPr%RL(H(1n9@voCA}_!e-T+gz zblRk{^KrrV0uq5SWd(7`iNI2@u=#kKOPyez3}LULpH1fC{q#Qg*0_0KqmY_K2MgsN zHE|-b?={;13w+#nJj!Zb*KK<6>?M%ENMz9U1@M;q;q z9oFL2&lvm?0YD8XsvF|p=rl{G8D3xOAB%*&k}+bVBPy?x)qY2KVZUQ6gjy*9_EC7^ zN2m5hY)jVZ>9{+RN!2+qQ3(M>GAG}fe{s&mDV)THLt}K_ssTvx&=Fjqu|cYVqu_2J zUMh^S3#*z(TZ@J&A@b>S$|WR!>XqJefDKe#ZpvUSOGO-+qNf;!RFuW1AP?SfR6okK zB1}vYd%qCt*pZT_Ycg}i7(J~gXbtikC1WiTD2vJHVzqw9{p6|oS{1)GVf`QQT78Vo z_c8>W#Evn`>fM#SI0jh5x=1e$8oA+u4in77g(b80hjofhLu%B|~RE#&k! zc}Tj4I-0FXldL5pNl3S4Rp42TLPHf|p0a%jQM$!F>>@fJ`($QzpQpi`iMI1Pdj>g` zx2I4TtAyqvE7lDgpI1%Wx#twoc-2ff_cV%*iGM*n7@@JS`HM(FsN&kc*>%>?!F{C% z?@uj=UaUG-Ego1;DAHJ2s?xEv2`=$?gDmQDh zAWikMZMy3%16x6RS}4W7uaP47IuHov2$G-Xw}SFl4G(~}VjTbG1f(tpJjd(XRtYJ7 zY!Sz-C_O;qORc&4i4~E&#uUI1nxdaM7b3TsHmr;<#o4aYGm zHO<+SZ-vIG&h%73@3hTorV|{F646oksIW;;_cN%U)^V*$G^?NTA*(S{U(cg8&E>fI zR?)=P(rORYwUyR1f1*%AG1XbddyN_58w*j9s8GBsfF9v`Y7=2uUxi&M0 zwi}dbv|!=5sdNo+i+T)aZLAE>KKMkbwX<68{lC+9b>)N4nUHJ&$eA^dFIp_gof5P3mm}IJ_HVV1I`o z{fXo@AzX_O3E)?Y;K+S}wFnZ70CSoCuqGtlAftetLWK~NdUEIV|IPCimJdA}%7&fv z?2d1e<4jb?)+lH+J#SAkfen{+rl?*LoKGGtlC8$L%hm zse29Q{(g&)3`*npG&{!ORNp#O4;!g{MDur-T;~>c>2xYQ3vAL(KFt6sr}=0P(hIQW z=!~}Y@ABbSd?qa!bUUjPa-~LRirOYp1Kc=M9Ids$WRaWKzvKLh&yKW5y1?v5WRvah z8R;xZ-#KU4Gj4D}e@0$Y^(rSC-C9^%Px{V}kZVL4RF#%hZQ4}PxUR3isT$FeCvf31 z!F3>@J}uYQ$118PY4n!N<~v3;)vN|fTb^5LRc-Mk54xQh30zTExb)j(=F+66iApI{ zxsvEX^2L54p~%sWRC&B0)#$suE(v{rd<|@QbSY(l1`avD$SH#GatniR*DbfR0Eos= zZCGb260*>%d`@^u7o=GO==hkw^r(ZcLyWQxS#Rag+|v6H)9Mqn8B~w|s4krg7rqc> zK*+Pja26!`q#Ci4(K5ljVwqsmByVT@92YIm$gA9RNA~ZXP_IY7Sg8i2FoD>u2uL7* zmEg37DxHEcokHHK`SvFKI3I1E-(Z=n62Hy}8WpcPPZ!fDvpNk2XplhVe2zRIkP}i& z?Z!M2xjLI2ve36HP6Sk%@;YoVGwo9;BH+iQPNh=?hiA)^I=W3yWr4u|3{E26i^@%) z%J>A}+#mS(I`TI42;w}Ng0pTOWsIn5o=2;P8EX5z?z1z5^=MvKR=w$fa@(}SA@})= z+nI+Yo+cemboXZ<*i+d~wa^H)y_=KU8UIjifd&>*h_{veLF+8htgR;ZJThm)d+;B= z*K9xkl$HdxM)8m){KnL)LCVdj0!~Ah3Ff_V{cASgwi&@_+=Pp$7_Y}BaYF(kP*5QgL#J$C<@%=E*)+BvNw89I+g3v8!niRY~{Gusa<&V#M9%cL`=x=mSKWzW6G(- z2PO8ipv)(A71iMjs!+40%FKavid=O1jZpyI27I_$}BS= zvcjM)v4k1u&L$U1zqrjeb4P+XXCJz9C> zG1roKM5dQAeVym4LYLcE1YZ3u6cmtsbta{a+0Fc86L3w+5N~rr?Fh43Z!C+9UCfy_ z_GC&Mw~J+s-^KhB28iu~N|t2W!tO$`ZAZn_&77_PT9 zmVGYb1t8_pNRUSP&6F`_DGQC=PW)nCpE~>ex(I-NXX+h;EZw-9DH&s%$sFfnlxSt3 zL7U_8OyTJ4qqGVC&>^Td+VBqUVSE1f4$d<#tr%?$zk^> zl?;0sSgSe=eKAw^vS#}&ZMHr0NR}6aT7(*Av)60zww|u@-{{Pt#KDK~RvmokuL8a3 z6dx8oj$r%vKg+E#puycK?66Ln-P74#*V&mtEz?ql4xhr)lnG`Z z(2uQCws3RV49c4oeca@Qd*O^SMAeINlDzTNsZ=`W(LkiJ5dlzX+0!_%JT6prMS|(foj6Z4) z>m%MJDGNb^d4}oTO2R7cviaK2F(nFY`KA?XI@C6+YZ6Z26-LdPvZ`-nr2{GCil^#B z#jL(cF*kjrXwa8`F1o8|mfifm32<{LPc^%$9hLacPgGC&PEndb;2q&6J8AB-5}J6HxcBf zt@qgD^rBp4aq1v`LWp7|I?6tV_xyegSC;++&t>!!n^pWjwawj&hC)bN>V7xc$ii4%hG8lwn-NVb+zn{0H%IT2)YWSE8O)qI3XPCBz>GeQTa%P%(k7KZgF`y#`eSx7H+U z&52B=NA#YllKYAaLv!5=yH-|1)W4~8w_x0t&LIzyCSgP6 zP`XG!yN@XtpIZbbY$_J_FF;UP@d{iA~}%lEK9f^lc-CTpz8jW*h1QD z$4s1tS@sLk!%RPwfD#)969a4h##A>9Re7lRg3N+#HiDZBr{QECX%0l^q-)GuHOJ3Zry3fW@k6<0=eKnrt4h!&-6Lq?8IBmgCVZf8?;cGSb;IB8%qc$kVa&7z|Rcso&)kH*iT5N&>&{4nLuKImB*E9`* zMq_i}eTq|B|SLI7tB{Ry)U21MTss{l5YQN^PSq6We|J##%qStB7 zo8{$SQ0C+Fij0>?%eR&}*tN?osKWYV@s7c<(s*Qe9-uJ*B+kzhCl|fw(C`i{oAkoD z)-r23;1w;;^%D%tGd$MVU~(h4@wkpI&zouwkJIwa_LBo>dkG=c>q%x8i~v7y3lq+y zl|wIVUD39gX;e;pPS#hl^}^PPlgez?*bC=QDm!}BA6Ebbtl-k)bk^_Utb7sLBDw~QbNNgzK0a}c6d28|ISZjYx!WqSUwX!&6 zL;-lchm`ZOXxwod*e|lbCg4eM z>HrlfWithl>1Z^7K)HN5e(Mn?%pa9X+Uw1(#kR2@O(wkV*<^Msc~ab&CeJSZN(DD+ zM?S`AYjICO?zgPCy0U6~NqGxzsOiPW#!-rTPz^8e_-cCXm~M~pwbuRLCH*5UL?M~B||;VEOIE8|f1nO}yEl)9bw z+_X36lkAsIE6ROZA3yu%!m{3X&G+(iFTSLA&8>42^FAp*YxRWwMatGWhhOXc;f01Z zq+F_6h*k_<^^LS_O4#0gl|f`|oYRaCIA73^YTt*ow!bzRq0L|4~! zRlvIHPrv7#VA=2ceScsfZF1+{_nh;br)2zCsoyA$q5(6aR0j$$YCfoT?Iq~P5psi-)8eG zlv8~TrOmyX_;EqI;SBG;A2}JcE5+6R7yaH&I}y^Hej=nf*b!(8RZMM<$Gc;b%7@Ty zm_UKkQno(Yc@q1)3=eL3Cn%}C_^k4oM8~zV_GGUP+V1QX_i@KsqC424`6akEw=yB_ zzk|8)KyR9l%LE_AQ|O4uFcrgN9Dll3?_-CcLF&SvIR136zMEZZV=%;^*ni9Y%rbFM z8tAJ)B=DLpLV=!$iG%)%pVA~P8r_t-|DHx(^iH<* z_ppb6XUQ!LENJYbV&(H8zKxbcLmF$ph8=feBK2h?K<|5lH4lUtUk$SYgNHnku|eg=sysyUF-}8x6TENWa@kLNq18!oOJNROK<^FMb_mzm zxp>EPX?Mp6uys;f^V>)>q17cKsRE8xiPxnI!?;LTmy}&i*Oo!Z05q&&+0EpY){~Tl z1N?11D720i4aKd~QO%p?4#geQF_zOjN%=_9w_v}EK>)MQk5WeCr)+4$raE#DMO;W( zpD?`G)NwlI?&Y#x%eC)Ct`O~%<&Px#RLJe%W=Kkp5VLi@~0ADjA$-as*;ZdNzmj(r-7>LOhFh^1ULX zH~}o?UnCV9Y#0}oeM6b2&c=%^<|dqf5L7*^9ytVXX+Vy$1jT3a7eMy~m%M`O0Xctu zK(3Tl^L==#YL-TY_HF*HuJH}Au1RtbT!>Il=~FH{*7ZFICw3|5epp@|l)f~um+(is z6Oi=)D-mJykWV5xp$l{rAH-g7y4K>9#s63}^kz8ri(98N5iG4lgxFVJRw7w zC$ai^6?{58G!xF29VJ+lGQCW4AZiEua)Zfrf}>Kyj#5gv^RsTJ*e)1D|ABwcN^?ldmSGK@NJm9Cs{Mus9gHKmSvb+hvvM_tkRSG30(g} z($Z)uB=#@zF=lUS#}m;TLeeO?-}?AoCJFjCZN7 zRSurGQHL8(Xr^+U;e~aSR!*u8uI?BWv^(s%!1t*e-Q{+qz7-O)$zN&%+<4;t{Ya#e zl>JOy2NgH&hsZ0A9Rn%#VAqwgJz@NEYc^L`y?F11inZnn^^jN~+jhGhwyUZuGgN7$ zLs>@Dqnkwuhs+i-{Z_>+a*P&sc14b({4BOK+6pOD7&NtgJZGB<(8zKVwk*&Ff*p4`luXh6x;~j?lRME9f8jXh{CP)-=+zUL zd5J9qC?$}0{|zoOXVdsDJ8(H+uIV(O^r5eb|HBxKM{0`Wk2viEJtA8h5j$HMox*GF zh;1h}a0_HP=~81+PZVz77yIc=mp-2M27GGEUOw^ElK0K$)R z5Y~!NtTe%>9eU2Y{pq21lb@DjTI6-?xKe}|o0Mtv=*f01B%jepbe%=s;u~F{pj03J+uB(8(K6&o#R2{PLbJ}+pfkGQs;QY{9m6(DE9 zx-~|wNoa#sW$Y0A9(c2bJ2*!)S`44O_y~u1Dv!4ezy}XA`p(7gl9!~weV?>ji16@f zwK03U%r>*YfYp%z|YI~;e7{<8-Wp# zHZR@{)&$i=Yj5W`t2^2agSYU;9!_P-+B&TAJHnBdSq0o2Mw@tk>2l_)eVUSED~-a$ zTI{*d!o~NH9knl^3Q&rIO#TY<-6t?4A!Rp*SGe;v6T*D+c6F+Fz;0K+alDHM?1Viw zY*z3sA`NjoXDx4=M(EG->f#jc>xM4{;I1?d0nxrRX&A{@(eReWS8>}d z@p+>aR$;W~9!6X9T`$t*D3j(A;V13%B*#@5gA-ZUY+sn+!k(dCGcU}@6V4l_YEJ8( zC(~Re#L3MiEstbtcchtju)JwDUd>%8Xks4&2+(3rO>^Byxh;~O5ugm1apu_(#uh5{ zj%nEA&me`E@$an0=8SIzQ8s)un=Z`w^M@GeMU&RrXmT-O-S4W@V*m zVeo5#+HG_Xqxbx36KVKoI;mZ<`JR8Uimo7xgX>RWS%nYcLT0)%J-U=`R%YE~d`;%- znNEE+r>_hRp+jZN4R*)AI=ZY&=}jh zs3BW^nW>3KA>6zsJ5QcY=EJgc+)HjpKPelzZ}nAvx-W;{;WrNYL0wQ@%8|ohEz?90 zZN_58gvohM+9ow!J7b74N%O$U{3|~wFthyr;QP7esJsmMW|YTtmT$jD#HZw$+Ywpw zvMdKFz2Tj7DrOFR4dy|7Z_jiFKbLIt3SMOH^IyMcIvTa`fkEC#1sA;SGqd&de8(d) z-DUcwcjpmwyr&D>9aVmq$&hiLMCmin$X_dBB;ZuE&Z-s2MvEVsTfxtT*KyCOUP6}3 z)q{C~S&IogvS%=R+{*^xb%9{Fl+!3DKR{b?)J%t5sIA$OzJX``>OroHEML_0{w8{} z(H2734&3Jh%n7d?uwRh*T=a{(Fndt-4m=|fDh>ZdiO;l zu$V+^h=txW5GnExeoYgNfM}XnD-VtLmcR{wAp>>!WOVE$vSfGmEpQyA5HLd2a%7xh zCM{~e1totu0O52R`r;!C!P!DeNw;*Ib)(fp{A0>XQm~w-)86jV^#Q=b-N?hb76kDD z@l_y}YKd{h;(t`sn~CmcGZT=7#y3bi2I>In$siJrSk1j#*$wzr7B;U7BN_&>m15G4 z6YZvBJYWlhJh04RyPNXsJ-`IjO4!?8MEBqwfZq_l#xA;!e8t~N;Yrq%%||f(H>E-Qa2{5OqKkNCf;q} zr@;UWvILrK+smt8ysTOp<6Ih@PkN1%Utc3t$tyv|lhQ_bjEulEl|QO|AvL7vSAqZm zQ|v~Z$DXALwl~n(7HaMZ2wm@oRDyA$8+k^!OizuXIPj|2RpC8_RdjiOY$ z=q9y3l}>k!q6!I@` zo)Su)I?-?^T6q-^oNk=r)0ak_6rm>1HGTmCCdQY-s^CY8ia+V)s+fn6z8{4+?t^do^_B|h% z+Lrs14^A?2(+lm9f8~3A9oTMFoX={>&nFqhBN6%#e@0o7n$<2sn%Zw?wV}EdR2*O| zSgpCvi<7mJjf%v@Zs%28|DBY-H;ah_5vwS#|mj(7u!Cc1C7{Q{6N6| zwI8@jE$r#hCAQU}%r{(@5jK7}bq;cvlG!&p^d9Ehuu5N?>UqA+1XU9~!MnhsvUlL1 z4TbFXXkz_eNcxs0V@^Qto=4e%=ivGUhIux3{F%GnVfqWad};Z2u1b9`1lW52Mm%@H z(2Vdles&O#9`52sr%Bh66}Pc|Zz&*}r-Ai(=6d`DH2*zc`{`dWe}Laa^UKhA1`%3; z2|{rPieQclXVx&?wLowvfkN2LUWX))HE;lpmf3n|f#sfrc81hVDqTTx2B}B6xk=5_ z!SVbYx94t#+fyn5|IWj*8P$_n&MMs%*jOmT>!QUTK8>p*$e9Mm1(Neva!WNDH7N~? zc!#%qhzb{{u4Bgc5^j|+#A!==8dCg7JlQ8X?S`(tOxV_*o=3oYk%bo0t)K1VpYgi3 z4&sk;`3#al2D2xSD6dTh_HFd7qec|4_XJaIAr7TMND-w2#xxg>aCof;^ll@)@qfKmT*g1^u1}c!;G6j&=7p8Jh0o8Rt%n?V&+J*Xa9tOgq(`olF z>kN#D-r}UJ7fEcinrUB0JJ9qG#DV)6i~3}2!An;W!$x+lOWJL)Tob~4+U3D?%^x-# zIV8-!|KckQhNfe+BWz0Mnk_w{q-QE-ByZ`$L3Yo&B_`YHt$^FoY+sG=h8~q+m3*x( zvLk@8A_`l;tkxc=?HJ$TrA~%1Js8FiTxP>6B;vD5;MBg8r=4sk83oaNj=<=jzo{+R(?+=XKtt~eqiH=EDx_~)D%gq3u7X^9Xy3Ep$UJOM+z%K8_KE_I}*E!)VnAUO>`pruHo`QH$ep#UEhfN zZT&G#b!Yk(vrKAM#~{J{DWwG&oseU{Nwihr0Wv!w$G%c4hlvcyd|4*!p~_prD?sqA zand^)KbZh9{@zJ<$<~G?${t}_6GaehIC46phqH#Xhdz_()-1_O{BUMlMQ2ONDV!!S znorUcoraM7d6w*!=&50>O#;6nhL?o1!uvc^zo5|o>^y$ucdX3v74V^U_PcI*mZ@CG z)D}H|=KJnk_dGJYbfoR1{US$=5j_?@yEARjQGCJ0z`nYf~v>5|z*9dk4dc97&LwNEW=7rPx zp5}CmOn;EmDz^%uf5oQe%AH^xrPfS=o5-KQKlo6H56FB7vsi>z#q7n~`4;>tsh0X; zx^&>6!uhzH<7m_6n{c~X1ATwL1XK0f(8uC=P#*_zj)6GGQZa5jK|MMwkAKDKI1|$* z65szI(SB)hGqB<2S@P7)C0&8N1zR>oF!m<5>H!DZXU3+*lh)nCKs0R=9;lUS>QXr9Gg90#=>RW~Y20 znYo*T8o}$uCZX<1<%$%)F^1PT2ffKH3RztIOUmFhoHc~VMt5HDi< zX+~b~5edIyEOepv9G2CoY85M@MeVxua3$S-N=C=pLd zX}s}Me$?B$4p%7Fi>>W$yBQzq#fR24cCB6)wUR906a}r!zT$kxh_+=62z#RKh zI3RxDtWbQl;wmOC>!4?|8DeZLvwHB6S}fYe`ps#?wbNWQ+tGw=Hro1TH9vs0+HPU@ z6NNq}ym6~Ov^|7v(lJYI&@)}9Df((Xf6;2aQavtHP%pTIB|51FLtk7Ka8^@uhdNr9I(;eCyIE_L1TE#)A&K zA!0gCY#L^8sRL;h#queUkr6vS2}>A2@b5^%Nj6YTKqn9|6>Y#yRtTN2?psT3IFW#I zgBx8!@M3Vg)FB{Whhp7z{zP){9AoA(z%aYDs%E=n11}HSt!ymJ2VlMK;8Rq3%CPKz za`_LQ_z7Dlq~tzobYq+s4CX7{kd*C!DNZPYHEr)|tqNcV7F8c)Ysmw1K!fB5E%i|Y z9DNW+!`saI*3Q7X=zf)5IVjz(q8dQ{p>Ny};>Y6E8XF-=ClP;!9c2}m!7&V{X6krU zL^|Wy1}K@lJuBX4RdXEE)50q zJ{g&dRhqSCqa(X9Xr$o{$+zK4h&QEV9L(?<8CRx|xmp-Yx%rb+&=9-?cqSV;?1}pi z(o8XG|AA32wwSOr(y-j}+f`1w*SSUP8?mGae&}c($maPjw^kT${ovi2B7Y$jETFI{ zyap`3NTSijdnm1;fDLJE+@qR33^)t`pkT)?$qM?Mw1*={ekTF=a=y%kF*t7{`agr6d*#G#iUjM#||_fsS%e_Bo*edA{8NPqhtr zr9Uc_=!O#?$jV(h??9SM3RxORMgh)&8wIr}1hfPvPjQov|LE`)9aGV_(euRO@c$uS z?QC+y2>4xw1Jj1yO4p-PXbcH32U1cm)3=I>of!%Bn8=vA@bO10VoF1pkpOEJOET8pC|HkU0nCOgbc(bVwEE9|?9qQu)I`si<&qv^T?m zg(ZY;2xVKGKcf-9ii_kHNx`OR)kxaA0kAEo#h^6B{-`S(osNGq`7Bn26=Quqd)=hX z8ElI50Uk2|8@Tuz@UCrI3_0u5X?CRT;!GJ~-4_vD_as=2WJ?a&yg^d(?J8FHYD{Rk zL4LvP*&F-BEa)ix9%AuYmG#(E$S9q<(M{yx+La7r-~0HkOsewwdJnKM53;PgGm~o< z80q{|fAZV~#_VAi5Ab*)C*9_7!8NK}H6H{u-cHZa_CuclNQE-(d=sK2kX z!gO;ROMQ#Tiv40zL`>1Z`^^=xbKPVC7{#Oav>G?HCoJ2=Y@W-XT2NTQho^*_{t2D{z_oKwDbl;EhkY8 z7Hr|+gDETX5VFWqszF4Y2Ez}UY>QK#?qnXfJ|aVb^2(!v(g}zL!Wik)vM1()tWju~ z-!o^LeGB!p_KIxHp6h85>}5kObCBi~i;&X*y_YfF&F}EihfaD;v%1eqqj%i&PojG? zX&+Y}fotM7S;>|2{BVBu=x1E?%_*Th0XX7&v9@y ze*Qs;wvC(1>}3HOgICc+tqrK9n_@`$xYE*AOXczCIAZ;9E5Phxw_WRSpop{(ui1oe z0NU|}bD>4pIF|65y=38!PyBo1z@LhZ8zFLWtPtBr{*Kce#imLtcz2sXkLJYYvU7zk zMp(&OVQOa!7rR=g)kN=Rgi>zQvKircU|H>=G6OU~U2cpbt^;}Kaf9k7Q76C)osje@9kA8O~*8k&=chaQm~QTMa~0ss4VgGDhdzZ`foI~nvGg$Kse;SbdoJB5o4a_kchOSm_MPe!)4Almg5T@L?FJH;%y zj{L#Du?xj!NNgQ0WP8zMM}#wBbF^nO5E|yh6tirHF8|2Z;=mWogME%(Tp6*Rct$@* z^zyxUs$P)2trmyhiZ}44F3pCj0{>OW$6<#w1J0cM8^Qtt{F&&$3aPX2Q8~F|8L&NS zci@y$cm*F0 zd$okWaqLD>?!|P1ac4qiE&P^x0U|HpynwdC@fgiyAYSEKv=pJICB@S21-%$+Q$67^ zR+WGm$V#!*S+2p(LY=4OPn@TvwmMTaXVn%BD;@1cVsKXii}ese&EU5Y(C{ibUjxGR zI{EB30N4M8v^NQaI*b_qVu*vjK)zvs4rZUf`u1q& z4$_u!dWW*wHl!goMSn&vKN+Y|IYN18zg$teEV5dy3AHo?+&<}PCDV$1WF^m9VT_)) z%>rH4(1S9KzFVi^+Jtaf# z+Pz*xHrkyFGv%amsxfrP|5z-~M+X?+?S&1Xcim7LZij~94(m~^P|`s!O4Z4^ry66@ zo^h&A>1aW()P(DAD2?sXlG{%OuyMpnD}=ni@J1Cq)*ad_Kr?^gwFF8K*dgSJ#FjvE zh6i&YC{NwzIcs8tcJEJ4Hdk%3>qG+eGy-Bp{~mml{TyS9V-KPryZJ^R42KngiFZY3 zISP90KdAJcLOGejz+!!1dQVFwH3jTCO!9+;70=>RqTv?%2PV&?TD(KCuN>GOQVxe{ zML{@tmn`Ke%%#v`M_T7A`SiR@{c5s%r7`rBwAP<|^qrrzO0ukV$6?V3tI#uY_>{Zk*1kvM9Ag=JpzcuNPdc;c;7%smU!`Tc87>Kp-!BTqI-p6mV4Qt@MMN1&XN9IU3U$EchS{FBk+5wgbAKjdolI~l|@AzCsh>B(D|v}HP2yU`?L)EFv02@HuIsI zP4+vD13h~}XMZO2#tbre_@;r&;vK?j|ZAHpYXbE&e#|hPznDk@Ie> zu#2ZF{Bnk=-8u=qKknuZqE|uwz)K zsZM^r3O#pP$y*kS=9*_|(Asa2)ft*lSudkv+c(`{sJAs*{*-E?fI(6^Q*#cvjD4%H zQNs06xR-z7EsojQy7_m?2UjPT@d?&|*L&yZRy`W*Km^lG8a$|6{QJBS2pM2{0n^`R z`HL=aj$`12&VG-5a0xpll?r%r0O&;BgFf;p%BecFC{1wS>29xk)TXPX*6HnG3^aad z0>IIJIS(mz$`o%CjtNYU?+o6Od~>xiDpAZ`d#N7m^&(9^jq>YGqnsnZ{pP)qg-%e{ z;MXcmy^=Xbqsg1YF{;d#aA0H3UBdcpd*G)oke*F7i1xq_&Y%P02cH-p!fkvyj_=m9 z3E)BnUO^Ar4fYP!U|opQMQu17#U5Yq$nlJ!%pYMjc*i>rkhYfRr`>?VVl&S_bu+KP zi-9o(_d!X!EVXFgp-8h`tdIf26O+&yCOw|ALmP|5yZbofu%4;p`4eAf1?DI;_XnB( z$%Du_1v~gjSxUHN^Hwrayp4xcdYbG=i)vtPHA8{u2xuw_PpD;*qJM|PDB1WAYr;*B zQv5!{6LJeuvL;gV072(_syP`=>D7wQhDQ33jNfLXoQ?=%y;+uOnf?LGKluYT4t&n9 z9KY92iAENLdb?!MNB;UwDQP;4o&=s;4@t(3VW6{)s@*1>u< z*b`1Pn?CtjB#$apD2S^ltxP9MXwv{0#wt~xz1#=)rpk^`{B}*m;oa@=d=GIWT_x<= zQfs4qB%iG?g^vX`*2JXUntmT)2KU8Qn^*F&7bWinIDb6tl zVpy@TAunwit@0YDxtHA9$r1tu@%cjgQ3m%lumXMhvyn*BrZqAXtr7tD6 z%#;gWIx~rcbh-ScGsns!u_2OAkSLZL@}FFua^CUM7JOAnNh&FKq@0_b8ih+_hHnpV zC6|U{6L|6Rt0|GV0q|EXJ*NGrl$2Z>Vj2&snaU)$;vw}_m525rgJH|)n_fB-PvO$0 zZ1X7%jY*MKpCS}}qRCfqX`*fw*ASHb{2v-wP>RsN2yv-))Qzj zdB?|I=fd4mw_Sn{u5UjN%`AaU-WGrqs~v)>%HCM-^9udl-7mO!f)g=H9g6`FE4mG! z>~BE29p^Kd0)5AoIxfVPPZgdFgp8uhauC{}9L#g;LZ-;kw?>6)SwSW|J4BBgwuhMnL6+Jjv65M({EK+m_Dd_TC;Bz55!Ke74f?0cN# z7j*#3mE{vctUlG$HW|2Z_MGwwcC?E%4`2sFSwgx2Z6Y(%8R1FT(t_X`!S%Q+3usRT zBxOE%d@!&s>=_nqy_La>z8|kJg>-~GMFIPD9h3tA)iyTYv2P%sL8x`e{*wn&kFa8# z;iFeQR`hWP&E(E9J^(_zYQRoh8qZzZAY1`^X$8UQwHce&;8o~7;tL6WPUq7W0MVl$ z6dbk9XO~2BC1)d<1&m4Cc|(dmx{f5y>QkhYH+%soZE@l+ORER@Fw}L#xBFMA)CDB{ zD9d54&SCNg#Gf|;II(*IZ8-|YH#0e%bal0h=GmxQ{8pk%W#dB9zB4^X9lGCBzP!BG zSMI)0qkK=r$;(4WGLY(Xa}63sH$7cht8P0b-p zdEwKog3^s!S@*`qBj;RFVTZNk?sj8P=4PWwWHZ@oljM979sE$e7A>lsJk)OZGrlwX z1sWq5wcBBh8<*))g*J;(we-v+LI0Zu zkAPT13&<1CBENw$O9L5JGYa2jEEx(LixbLRTY(?hGRd54=PF=^ErA&He$Qq!R4xBA zSiL?IDMRl1BFF`bS3(A>(qk$;qOfN(=u>t%{&oQSe#gOc=@_uOl$0p|%o9#N#l<#u zCDN>H9%mv=p+avOpoHC*UJwZW-E4*-UZSM3q)$ES`2ScI*tG_5<`q7wPuUh!X;qNd zy_f#ffShW;K6E*z%=aWZTR)2P0cHlm%b@C|exb}NZz+Dru0o;u0n`5q<{8Q`LWgbO+lb0bds?-;9a9n~E8y2n?yASn)(2|-v-1XiwUo-`u8Bv}3F3ApA( zEFxaDcodOWgpm>U2Q|X}V6j%v+V{OQ;C@gKkgKb=2OfYCd%tv)qLKe{K?usU)PQK3 zcRY!K{ZrN-ZD|3<)7Eo+_A9uk;FzAUuYVa9Ud(eFu^J+)z&`7OpNOf<>>_s`uBd=vi&EBmH-O;PBJxOv>E-RAKBmAp%L=T_pnXP_!#r1Ur=hKLmcYi#EU&GXAcU|7wV!!Vdwiiu-k|glYi*>)g9qpsR9jkOy(f^dz=NK;F|Pgf2Wa-qMd$2^5q^Q?G&!LD`0M* z@)IuelbFrUW>n2f@u5UR0YHhW(Z$; zDzI>99Ykly*5zGB)-Z3$hq7|2dI+WmFzPR{VJF;byQy$=aUns(_VKWKd?a}iJ~gqz zLeq|ZJ;KoM%8OE1TCHc9-Lk66R+u@MJBtyL$0~|?yI(TXyUrPIe!=p_w@LG{MS zzRs;85VN%rEl_vVy(l%Y{h-!#g!*DRS<33X6|HEp+>7Y44dA_}sLIXsHvT(v$$%It zxiNwvcE>Mv122j5N32IN%f{Bwa2-0FHLygxPnz%{hc0)eP*p`1a#WhXGEi}<;26f~ zS^j^$@FuA~1&55YV4Xxk=Q(&#L~q@^&12bd7*PixKIp|>ObDD7K)jkk^7kU#yP%|X z8&%<#nIat?7(d0jMf^H%c`AW^PIm3E?N+fom>K)XIZgDbUwJ4hp*xS+Yw1Zup`b1c z{X{fUfXmq%@9rHX1HE`o5yYG4+1AvE4qgs;S#Ov$i{i6FiOyDh#f@Yvpz?5JK3sNZ zNLj{*$i$UQuUVrR z(Z;ltrU;3`dE!>>=>}b!GE7*c+0+2m2-`^ zpse`S7w0t3Z+vmOv2?|ooPG#};x>6(8}_!{DNh`rQYnptC1;};iUcLMC>r_WA4g0l zWK;7cXTdRJzC^WA23MRe#(%E}i)-p(w3fjQUs&SAVPWlDLu|iyQ3Q0ZmOI^afwvxp zI3+E2yE%+Cb5!L_@bztAlZZz-@N-uprdF56Y7{Jr=@Me^N+8`}ne%^@o9jH<0j;(f z1<#gOhz@M_WVq8y0hAe3nKQIw&XWIMnYmXg6ji1IRpuGhioc*OGau*LQI8;Noe*{Z zzon(htUzg5eX=(96PpD3~O`42u}pHqyk#o$Od^r+MJYXzn|o&qMVBQ~9-YKq4$@}qD*g^bvAsOK$A7`I=>2@+PsM4j*8-PcgSc%T38NV^sDWL-cVxiRT zA-rGzO)-&O|4%WwJ5@}?c+eUco)H+RCW)c0N%;PV(!@vZT;Dc=Ue9%ObjXg>m0)ue^EmXs)AO3yc1>UP^t`xZI-A*-?)CQ zLj#69q6{gIvBUUn1azKSe0TTUE?F?;ks=2C*7$K9LwhJ>&x%5lnp_#fk#VJ-+&%>I z0u-ZWf7^gJ&n_4HSk>$G{JB@SD(CpCiC&h5i-x>{bgYS9*m*_!F9Wr8id?gukdcy=#J+ znfMCLN#uFIy4G!eONR6xLTfV?$NCSX4tBZ~roRFoV{fHfVzWTo?MbJ)ML7FkW8GrE zhM2oOF6~i=H*nk`zr((8*qA~7Ti%i?Hpr0o7C)*Tcc+$JzakW64BJqf{EM_lg4R_{i!zJh}X2 z+Bjn%8E_s|KoR^nRlwKdK@7gUvLzb7$w3CyVCB*Cy4%+>nXF>Bo1;t|p>Etgu|T-x z&g6<-qhk1b0@i37K8Kqt5)<q| zK)l0VV9AZdkB|aJ+YELEsG|bl4z(mC-v*@Ef22u|saQrh>Zk^{+-wsz;SO{z4)K3; zj=N3Bgup{T2+}CPf=L?xGwSRHmxw0`m4r>JRo2t&OiiuS9oGY8+VCEi5gq+E)iFrc zy^1;794kd6YtbjF{Wkj(CL!`~_@`Rl(zrbxZiqUS0zidV;wEfysqAg0Kw@#9siHZ*Qj-6k<~g0}@v&&neeUvzy_z&ftD?T^qi5hb-wQ^7 zQfa>H)2P>1bVP4e(mj+Pd z$xhL<>};f}sXximy9yy3I#RA{m`&pC3oLUf2LH!tsNH>ll*i!-d6AEJ7VEXR({xu5 zu$YO8asioBR5^dc6m_o8igxfzNiExlF z__r+cCt#rw7yqZ80gP3dC!_W6Cr@`Iy2pBBnfHLGiO7G3P{hwn0F zTmd|BH*l+XR89pP%6sBYWcEpG0Os2D?R~Lj7BVmE{Omnqr#a*xWfTs}9#RN2R4TJ3 zV(`6-qsmsf_$cWZ8=z8Ria|sj_;9ftlE$&0b+s=(%+j+1&5}|n(Swq5ae6H{Me*+; z5N4xs+Dx}V=&VjFnw9Gde4V=ptma7ZvUGaRU63s6GqP1a!3&*0^5i}|F|K=<;0C|= zaPhS+2rAfhP}8K*7~7s{7^JjZSV6l;lH1Xarcn)u|vtshC+nr4aP8!ruh_b%3*Xw zoAL+S87$jg1HdDL0{QZSeCkTK?3<`%F`8J|fH7?n*Jm-kn&&U7=9Su9R*zrvDd~J_ z2CfczP-Xg2>1Tv}J@jmwf{5vBemL)NcN`pXyAn)i@i#9wi;jKZ@2VQ%59)f_pk=HI z+Nn3$T2XBP(SO86Agy z@M{!#iA)b+S;9CqDu|S%_1xURWy=oHaJ0(QbmaW4n}UheK0%2Mlz`j0*~YqUEwLas z?<0-1aQv4t#o%CmoT8c`KHR*4{O)>=JqDzsi#bU^t(U@gbU?#hw4F-@H10_M6M#{#)%8)~>ToZ)-X?Edf{wXk9ijE5zm$6Xkh)b%t4r%_QMB&T zF0mH`x|(~jdALO7pVBmZzs@ft=QT72m9>rW(OS~I9X3~cr^AxzL|gv^19_@xQgu<# zuAIrh&8jT{ZPx&%B4KHJlPX!o4}c1ZmDE7D{&Pobf2i8Q(530@1)0BsI59DO2_i=s z#&sJ+PDwp*B4BJ12GeDa&~azcGRG;-Q&x?1JC>~)S&ZwlP!JT8^=BaN;vjntq9@FD zkgnsoI}i0Tu4=zSaR$%e297Nr;QM&sEC;)t98ZDU_pnwgQf70gUL1kpbTzlHa z5HN21&omR?Yx&<*h(57DsA&&$ww6n1JftIPD~4MXwUbnu4LuJ$Xpwo9kW-5{v{~z& zUi;5nxm7i*NDW{+hmkp-*b%OcSG6$?bFixDGaUJiGaMBVNSS9NOHf$oJpjJ&G=y~r zf8;f|w;S`FJOi-Y1eZD(umx6So#^vYi#$A;suGxr!(w&9d ze2aDUdSLFHUtmbxesd*idm;BO+3&RMnR;5;_nLDReo4@MS8+DP?SgXZd^+5K$GURl zNQB;u9Ep3*N!cC6ZnKH2gApH+Z(js4U=!EQaGT3Wbp$zY;dH-@2Rs|6xdfh^*iwc0 zU@gX`;s)qed+2jzuOKbr9uP~5izNP{L16~B04!VAsq)L_%w~)tw@3^Qq@O6Gqlrjt z1{v$rek_zB{q5^sZuJXGjy5<0k1^r$K(eE$G=wai-W(6@65cuTZl-)9v3@FQ4_#&z zbcZ`M3C{UX)2Q1n$ zRb>BA50`&b_%h;$6@pg<%$QojUr`kXKwU>zc0B}8QM+H?1e6LkA@E0XWqYMnUMR40 z?8TvUM4FNn{0H2C&juJh>52OtILB7o@V{NQ8tVX`eFxzgpe_eZbBsovEOX?SEO3yo zI5FEWf6%37wEGYNW#m<0KAq@re(0rAubE_oI1wZ*vuX)}nQA|$U64^CnL^B@nv<<% zGsQadLEbcgw2gP{0Lc(Glvpd|81-0shI=fP9`{+r5?5D1N+y*%21&Hk$^XUNxe(7_ zfXR_6y-Vjh^>4UwA*S}wcb3(Bv#$pQ5yICs89CBkFBmJk45dh8KY1Z;#7?ir@X{wP zeuh&T?X<#gF)JF=r0Gs%zM4BF$y)xoUV~vXeiMOkZT9ILOoec4yU-Bg<1T(5rv)?` zBFL2qX{!y~1fWy&GK20{shQC%%c$cBPB5R8&O9V2J1O3PK;ph}XHUNmgtKix4+E_j z4?hI%5K*i^D;o!;Y=@FxwnG|cHBXV)1L@KgmiDS&yHRo6NS=?Gwf~A@EMrRvCVs-m{zJ?E6>d7vM z_`2;)vr6o`&F`puv&Db(WRBQqdE2&nU5}c20n(!1>*iX@u7#;n?}SXco*Q*! zIMVOLB5{4JxC{j6jckOS{cRe15Q1%p7O!yS&-@}S-wBfQE|+u4HtrHD1o%OtV&ZApgpyVt>B< zIn&{Ij6Ppa`U}F5M+joKT!;B++D|`O+CgLYfFBB!Jb~A9=_v=6ZGUl4UeVAl_^pe0 z=6x~_8#+sG8c2)}fU}C=FCR1-r6bem^4$8~NCX}tbwrn0pp^znGk2E$%;ufslvGXM zN_%jw%-n#-F&IBZ`O-TLi{s94FKErBusxj>fmYEsA11RIQaTYbjqf<4H`M0BttrDus;3m(N^DpEl<>xoJTy3;l z&@{!eHqz4OXJ7j#fD!pNiSX($3}Tk~r{e!3Mr+d&vD}Vbo9+v&W75rj>hdgJhZht$ zqBae{KogkUJ?P03EjNVtp`KgPVPqnS_m zJX}MN!D0lAE#|3gk44})?NY|~Yghxb2N=V7HUaWUP`$xpEMgh)(=2lY+JODce3)@$ z`4H%G4>QYtl$nn)2LGSpGUrt^2d^`JNTxl^bqT3YvN3ktu8_=YNOrF#H&)}%3k&%K z?HXvx5gS-N^q`#9dL8%`o2??bS-Hte`Uy^)fHB=8BS-kye zlCPB|_!#Gd>LVJ>dF%`G=U(>bu2D3s_Sh3Gs6CpF;28qj9Pdt7Z_0g^fc4klGvd!U z{Wg3(B0>a@rAvv0$osnlH>5ShFJWce$tz=;try`J$uN@QwQ zJd3Tx&k>Vf2_b?EoVh@!DS1n3w8{KmRL~a4mq5<=2$n*TG?uDdpvs<4!aotZ%$b_* zmi2p;{6+UFW2APO?of_qTrDq8Mm8x~$(jocC6Ssu=a`utk9nOR%hDEgCeG%_Nd$xm z*TBA1-2(?h^qf$R7yr#mFM0{4vt16gnzqiuVl{?ibq1>kC%rw;!T}$KH(u{&ht%mK zVA=7C+Mk;7io%gM9pgJkc7CK4+nw{kPA>kA-;wguf*b{AS#xOz=3n5e*jag< zMECQtVh&>x8_FDS`>e*#U0TSAYqVQ3r()^b!tyGbfv=Lo6(QvjFa2GTrbz|So=#$oxcTyACe zk(Oy6R!yX$tDmX)C*uz~cy9inItz}t0xC@6I9DYGZ1Zd%?{jH`GTkp=<`k|7yL zBa;Lo;DCq)ETCxYVlUSM7VKWY-mqWmy(;R(b`|V;_40qtBzk|p^?hr7>#r*zB*SFN z*?Yh5^F9UO+f0{L@DI272~(`vG~q2}W6}0y2vk;{6H7K00@1u%g%P5p)-qn_f}P$@>ECB9A?+O~2n_TXeAoG0})!tY6cHp2gBA3XN~2im&-;x1{mDHn`D>2zhy57wpp5y(xOR{QtiRUTFTe z2|mG#CU}n11fR}We+&Gs_y5@fr(69ka2fC;i%I~ZJpeCgp&m8RoD}9xX^+Q%Oy@%W z|MLA1m&co8E5EUh34jbBwczuxK1H zcC|P7(%4M4(-~6WFlcR%eUlu<;TD!M_&7W?Cvn=NQ?BfZtMWvBIfyjzSo=DyxAa0x zO{z6t^FPwU_H(M%-cRPdEc+H5EO-=7ZGQtYL{R=T>&458@3)H0Uzt+vG`j`aG%rbw zeKEkhd>r%{&=Qvzl;zDSvToD|+pbZnlB0%4MHyn{I^@6B0cW z{`RjdOrRYRMRjx6DcMfwac8W#`ThU|gs~$&t9hnjHB9519KK$2TcqI{^PHqv9nA0V zPJw^5c0LQAbUqsi`w4p!t7E=7hkX~d0R&9KjnyH@0_%ronj;j+cnEMs>DaWscKQ`# zH`?h$JpelBVIZr^5q^6Nvl?b7I7hn4ns>zV{AM!4!f6VO8-q~-xl}>ATD3npO8JQy zIXAJNnY6~i9Fsufcfk^%QmKp`)x_W|W3^#qFtX)6|EsetUTtSE-L`EQ<|eWjft}bA zl$HkRJeQVDN-U_CGY#a)QFbZqaPqBbB=>!ekGUtC;$BNXfp3P^cx@MQ6qfn}@l#ET zg~aKm>mieRUHnbc?ksGPcVNoa9O-d_3kiu$0sBRBH~tMKZ@5ZY?=r2mg+eI+4fjg# z$qp9Ms8s{oj@CamfNvo{)pvTeZ+Ol|doF3$S{3a@mTxoZU(#SZ?KDZxAmuV1o_w|x z*1;panj1Nf`mRPaF6r0v`i+HnXzi(fa}!G+Xm`G)DoYqKCZEA*3w*ZNxHP*?6m7K6 zVxYoi*kjcHjw+u~`CXvjD%6m+*Y0H(xicz%AS^Q-+BEnfB5P5v{4UihDM`yIwRf3t zf&xYLN>$o#h1w<%ZRhafv{p77a9Y`*F2^}JIl8j<)QiA{OiMea zYuSip8|^&HmtWs@y?-L0^Bes#!9%A zbwvY)yw_jh7@V~GCdEO!J5Qd9`B(HVs+fb5Y*9u@G*_QU#xy5r8ASHpz{MCB2ZK-s z$R|O6PynwuJ1y0U{#~Vcrf=2!0AYj_%gL`!+W!2i)uRf5WAb)=MDD!E=Oo<^KmPd1 ztP~2IW2Brz;4AuaXUcoxxjItT!DVk-u@W{^I4v@A>>+Zn%kiy@t+apAQwpZhE7kBc zj3w6P>bZ;NPRh;C$+5wSVZNaB3cNx9!#o^N)}+GHl>JQM&aX&@3BdfI!9Q~(n)2r) zPe=YPE5XYJ;`P%UI-~B7;wb;wMbkoEd(MwG7HISh3N=$ z==%sdkwr5t`AkPY4Dj_KFwjD(Xi3YM%I%Je>O;qi;E%*G!N&r^`2kczm`{6Fo zFm_mFV5DB{mCp#3VNPCUvLj@^=Thx>;qZ{v?iyI_WG@ze;>7XId++ z&X(^K7de&Ulyzt;TX#ySZI7k;y7HohKFaR$PXI z=z1^Rm{Q#ZVNds$gWV?}EcgVfPEJgA_K#7@>ST%jsa1Dj0@D4Kt90Ck`e9OyL-E0% z{?=hq1-?SaLS<{qh6%M&wQ~W?`#}HmH`TfB!3{7vN#1KC<&>3PthvEqC`+L|iKNrQ z`sD8?!!?k?r6&?k$0t}jWy!Z1^fce|XFrS{o#^jQXfHd&=pTG}OR^oj1l>j7?BLHb z)~*jTHj%+4@mo3Bt@YQ{7$YY8;GoIJQq|g6qO%G9cPV^FpZc-G0qf-m%V}-taaGwZ zLtEPTQHHA!XtdLi*xhm9V+&Z$is+}}X!`#RjBu3Af09qoI|H}ue2l1quAGJbBG%sA zQ(Mo*$4l$(VS#vhf}dX3$0f4C9cDZf?`7wK?w2I~7`!58uc~_Ir!U8^_q_yAW znd?X3?SgDbJx|bfVV)&&rG*MCXuM79j~W!p#PftFp)q+*7wwwA>p@feYoCwlRd2917@OYE*?3vc=4g538^hR$k=(gqy9D<~xjzY@2%uc3(SH;$P!LDOt9d zd%hFCvfr8bRw#oo{bTx%LIJwrV!=PA<(N8gI$g8vg$DJk0B^eG@U|~Fn<2iJfF0qg z#8qb7Wq4|3cy5WOH6(9Z>k!$!Y!X~aJam?;U(o^Zd|4bLvIWcH`od*#V<8^-PX&{gVt#HQDFLd z`c|HfyFIikfjd653-^qvp+0>2CU8@K)Ggaf)%eEv=?Bm;ydl_7D#5^SG+Z$~>^i8o znDi>`bqL?cf4cxLZWEQk-*uQ&&{}weEn9%AY~h=-fiKFOFBE)H>U`lzZGKZ$D_rDd zt}0hMsM&|4TgQ%ny!X9p+}YM^sz;@=3I5lo?Vc7~zu5@#s7ut>$eLTJaZr8s}R%P0Tew$T1WOyY^MV}yX z6`3W>6eScG5104_ukk$0Lmboj5H&iUCV}elc;V|CXaVkhR`eRzQ4XDN!kMl)fLR|T z(<8LUUG#F6RiDq7*E>>w`&G$rU**ZO*ZNgys|A&&=RYo9NWRzvAHD3cS{?uii})7Z zS9F!P3<~h9mXdSumC%2!2_x4jz*ei`1H$Zbsx<5G8L?^PuHqeZ>;Oxx!WCV zE|)-Lp%E)>dmgXG>tGjR37*L-F~YLDeJnuM>Ly--WnIS|%b6iErcI9V=&R`%^5I2# z$eQNNGY3f1Y^VHTv<$FOl26cF;A!vY6QmNYWIxEgYu3xb!~mkJLwJz!Y-C2vTAM-V zku~W&&r#Ml=K3!Pz7X-tRFibC*vJ5a%fbP{y~sBQiiQevn!g07(FPBw@pu)lr1s&- z0cw3}zyZROIQU5UsN$HDgG2BK5}xQtPH_g1_=*7!cS@5!m}`qLhnZ~0pXm1ySzz_7 zR_G441~-}ng24@(JtJHfDgq)i>_vSTIGt}+;pdaPyh#9@KI+H6`)F)E=PCr@ zDYnzkYE$A*B-}{?PZ|Z`Sa_eh`oZulip&K8zq$Ed48Y#-Z-$wBTPp@&PfHcf`0E$J zE*IizOtU5WyCgp+<+T=G%K1AIq|uvsPJw-n#kQ%mM%~jlqE1ezJ-igi`V%U98hh)% zhzA2~p=os=5p*lx^asNd(E3^CYyT5kkGk1z$K=sDq+8o^B$`Fi5Q|OZm6+Ers8^&M z^&+g)LlEwvmVu^W`b`FnA>~>{1Jpi61Js^Tc&cw9Qa+-?D}9PV(lc^`P5~7H&`~I5 z=N~wGVXmVQQ@)e>f%dE%_O0a3p`x~x8GafoK)tGT6hl9PyEu|1f%Z3qz1ZXZxeIWntIXhMqpGR|&q03|NciYuGjn<5GDXdM2Ehg&UISgEV`*+c5=#}%oR z@;aMd3WLGO20E}?9k)6zW2@s4xRrF51t4!#cLr6EW3S?ao1$yw>LixITxaQ;9OzfGGobLdQamz1EMKyYR)@mFMD!O#5G|9bSFM6^lT z?a*raV8vnSf53{-fH@mG^el$_P(C%NoRu!-`pv0i@LepsK=Ka1IY-uoHd!t8_X`Dn7LL240?LuYOlEZ{p?bW-i~ti=XJdm7fS(eyd=6CK`27 zQHwjck$WdI&(A@Ap=F-Wv~bCGl&)Byr;$XX10N>-H|%waYdKIaFw8U9=08BM8QzkY z@3)Vq)O2DvYo7|AADy3^Ul!@?cxdo3!Y+vQuo9Gh$GxrdDg95>Yn!(wiF*A*z%H}L zUhyajoG5%7Hl*dQZ90%eLzEqj9aH)-FP~BY%q!x{XM?hK{0Vw}t+({)Y{yAfyhowo z2A#t_OQa-|=^siz?Dc@r2YcNu`J1EZ=H1eNQLmx@1NDk2=8r^PCtfi($?o;izCTWV4Cs1MC<(p?hN?E^mBWSLr6E zrZMRZ0}RmAi5Tx+$dH1#PV{M3zf#%gz(i04Jnm@~sAJ|Y&IED%RRkz?ZbB#Ba*das zcCSI<}Mq^oWGxB{z#U7Rb@j%ZBnp}QIRe- z#W2+X8$A{kAaTTF*NIb;V(J;L9r03om>n;(hh@s;MV4Mqa=zOs!gn(>-<>SNuV&cF zKa&RC&o$i%{EVQ(e zTSdoI^%i?CngBzUuZU9trDE~zEOas;HB|z zrYd+`)LgAN-fFrCPtiq=dW6DppD^I6}FQ&pM zqvC&e-Mb>%d*+?)lg5@JOJa_Tml=GgTe^*DaFZD6ae*#ze!#N7aFs$z*DF~OlkI^_ z-I+%^!{%BS?@H^n?m~3k z>|`u}_;xCVDg9UhyFh-6Ft1m9bh4MuR;sEO%$;(H8!hE~606bJqsH>SvUHVqm}Pd6 zoDy>AW&^pI5=zp|26H2LOJXpWF9bJ>ndd8mOr50zlALn7xx9~Q_qasoip+Q#`9{8N zq{Oc?-4#q5#LcrqrS6Gr5+2Uy_0p!v{o3LbDR)xs6RBDmPi?T_BY|rD+cZR>P8tI1 z&nDn^b%m$YRyW1!3heRV-hL8#ud+1*$p^R&>fv8eH;8s_zzyQDx>IU*1ohs!yWOdk zU-{fq31dVSuy6C>LYqoCt(_|ve~^zTvf#s{zCb5TvNN8Rbd@Q$@bJ_Zr5t@GnTUZ2 zUH2ERUDUOH zi2hByZMaiVqq6I5+T-?4GIW34%M5I1WIuI)-5mq?76U92i%rkUU0r%^w!M0_7ewkj zD$X0WYSl!WPa^;D$)q)VYEkJ}k$(^9-Mo5eQSt`O9qG#TZ6x^O8(t-tHsxlnZ}s%gFwiW_C3f-xutwFaR?Fr z#RBkn9D$77AKkm1%3?(vl#R{~x3%^?cYC~ZB^o_QS*_5N0xCi0ek_@f@~OlQyXa6} z1tty6{|MK^thFK1o|y)$exn~wc{q;Jy)-w)1Y!}+Ft|G0vhD!cBFj+(`M9|=E2#(y z;j%nE#N{CC-M<%n8uP8JQcr5~Vtf0LmOHiUIxV+$)g6P{9aZ8fwNi53-m6z$88Q5O!^lU*r69Rh-j5{JY4y-mLpAb(n5{A zC*V#c6~S|PRpTH!Wl(AFW%sy?mz41SQS8=WHLimCuJxIS!!h;|lhZLmhntiW70ENa zV>mSa6;5i&g_6;dudcCN?=Wqw2+u!NA0>g+-y!>lpTzn58DJzzB~tI8d)=kX=&ili zJ#hLjpi$DYT4Y7n%}ob==i{s$&~(Fi6U6#pN>`shX#8!CrUGOBD>K;+leMIPq}94= zK()gaSec*QiPNI@>3iKH6Pguf5yT|0AXTQLw|XU$R%UUGAXAy_IKw~StE`5J@Y7jz zdNw;CSO$?K9CKp46(gPuE0>0?&J%5ZWv~M5#nxX3Tivgw)+8-VL%uV>GDs@wR{5;> z+(PpxLUMAhhK>5Tvx&W?SLAPMKk#Y}-QMjxv&H!8 z-1`S^|JS6YZ`IrLk1yD;Bj?u%PnaL4?n${W^smgjQs1>dw2$XpJK)8fqh;EKY;l$2 zci@1TwSa{>&^4{WGhBnG2#_0I=$HV*%Cx61%pJX1U)Zpd>5j>Xeewtb#DH;#%Lz6> z1GzluExuw2_$O^E$I?%pzN33Frqr;T0HY~c1oqkKLoz%A3*8%~QE|(-zIXHwdR=1b z;@c&?g?KJIF4j9scny{?fF(Q>9MAbIg_W?dJ&5I{!preEIklA2D)dLdN0H5eYc1-y zRKgq(Z?!#a?08simDo_K7TCr3(#h*A!`F5a8@GqsGyorc2nGC~qHz_SF5??P^TwPy zo6k)abiX?R)T66bz|(R*1>ytPhe?VKTAIEy-^C_7zT>ZQ*r9FVQ^B{hpXA2~r#(pG zIL<++hGHXyB{^KtC(xFb;5F)s|IB}~`mJ|ytL9L>!yIzLn~VON*?wPd=}&rY$%TCL zpW!R|LfUum)cC)7!Wp_>$a;PI+$AI0hB?L#rB4bG zn43@G;rYbFMbC=CDs1&0k)`yfNI?hk4=5@(#inKnAyN9T!vpzPSi%%q7{=91@0&6DihjcV_)eeTQ!zS@n< z;cRb$@!3o2yrdW8>#AjIAhUF4dP=813 zn>sCpRUqeA>s|7IyE>B|C;C+1jBywo?^@dmRdERyK7-!ny!WXG++z~U9eqHo;U-?# z6g|QT!X?Lb0;*EG^$prF!wIEwYMhG=yzlw?&QADS!IiH$xTe@H)xfppA z{p|t#eplm>IvnSPwCNA~$O+mjt&IqBfnj-4ntu(6I-Q@y5_>^{ObSr#Lyw-S9i>B$ z71@2rRkGr{Mij=Q(`asU1kP)}3ULLvwcWb@JsSb==ou#92LA#pwhI-Bzy4?4>Qv>O zbhZ=F0B%TpH`OGeKCa9EU{WK64i^D(Q5|j=PkhQmm+mY4gpP`}P$XdeW2}tMJXwlQ z*7G{;0T?#fe>7Q+;W|i|ClP<1`|T<>Yc*&ivlql~L*Gf}U6PFHzE${|POlm?6z3sl zQ;5fjZJ`5>g&%B2;cwsCxR7e_TVg8{9eQTxMYMcHvM<~W7aKU%TTJ>J=lcX(Mq-_@ zylhhEbi)SfbY2XBxOP_e5O`*#uKh}CSN!Qa{+-zDDTKIo* zkt&-*iIhcd^AuIrc5C5Cle@$`CTlg$hO)sX|KwuHSNn#f7Fx_Ax>3rAEQS@wa!-D1 z<7gVx(>ao=aal%f%xY}15?Au0?v*wK#(-6w<_#_;&G7;p4bTfUMjLJ>SY)j19KOu8FX?t} zLoggKEK_#lPmmt5Jern@z5SDN3@;;>%bSvs%diT~mFQxz8Ba1PUdU4uyqjpYhX!jj zgXnGdZX5|V);Cl}7xM}ml1UBeH8|n>BO9ji>dq*xr~6etOsY#_5vP!-6!I$WpD!d| z;lq;a9FEm8!fvoXq=UGF@k0(hf}`-zBfCAMQ&~fS{VSd_XumL$9FU+D_yb3zhekF` zC}~nFaNA*Fsu+gv>2y)U_*NU2N>lVD$#{;@>&kLyrm=`u$ckU{KT@n-6zjy%(}Dds zAWGtq7Qq1cum=SW$TS)h=^V`*eNY!0y3Bce_YvU%Ph9 zinM~>41whx(jI)Sho&srxi)&K$z}>;hJFBh7HWD&nQyPVT(x_OmI{iJH{YN`5>$yf z=h9A8jE;!Dwe65szJReG8G;QF0(J)twS&OS>u6AY^m{2>@x7GG(WLz#8TnsH4@f*Q z97g4=1P^8ebLD%?QEYIYy>5{x?tuVb7r#mXHdz+)Uc+dcCe}$bQfL=Sdl4lH{+bi3 z7d=VHcl(urk?d z?o7DZFPL@V9BOF8)ei2Pk&MFV(OHU$>+l{|1z?=kD&5!lKC-IC+@v|3C7p#c4A>D; z9>I*Whs=vKMnH8+I``P~yz<3Np2pklAt!gVb;kx`pnO6>y{n=Xk>)??^-j{#;D$_G zE`tjbdtFW_!ab67xh$Vg{e8fvoL(1Hsk2m_x%9xw%N6tQIAF%R-7o?BRWpurEkg>= z%aBI%*EwZMzDfu#ul9|G&B2WtBHyITJ)_}I^F29!eNTdB*W9j@wG>%H1Wm&BVcjWU z(yH7h!s8OR37e|Oyh#`-(>EZ;iS&y#;|ailgxz0NHZcXnv<)mgX9Fu|uTvHFviB~Q z#S?D!H}46xt#!ZottFL4V0bPm<6Pn$sG)K-_HP$fn(|UeDj_-K@!601X%BaG;h}2M ztfVR`k1j=7*VdYdp>As@0$1gzD1ph`6g9)%BTHk6K2)SeH=x@3WM*f%SIb114Y8-Rn99A^fV~mC|v4)j^ ze)a$}_p|bWcI#5fOdMnq-%0+tPcT->0Ig{cGyW^Q7QeZApUvdFh`q!mD!dhr>f;TI zb$Jh9GP0rZ@Hyw;1{=?IL8Xvx599ophkhnDk2a%4Pr8zQC7ZWFN|$Z&^Y+z)O~zA#?H32FngTQaGFJ@eK{oH+fv(-7_yC;Reek8o!EFCmn*8rxCW|JtV&O$=yEjK0C(k z_4tQL8o~xA1);R?r*x}uK2pj*A>)F8*6ue(q%k>_IaVN7I>0*3<-CdfZRHkBtTwR@smH=|s*l1ltL}yui*ruWnfNm;2-mByD46gX~7@q0C}6 z5Tv%oz6{AW2xhKH4#Jxmqzl1al*HZOe*_G%MaD6VMrk|~KQh{yN!^)rjHz2Q+c)6y z*kBjzNEP`~PGjxQeDjdTQ-_xp)GZqU<`JkEj(vTh+wjE>`AK-GDOifG{s~_RI;%2b z_lkP3Fgs%FzGN_HrGN#;-tJf{o=iMCn^oX=NJK6R5EO2W?=iePww(n(4VCR8=?b<5 zwb&|LIx$GiZzpDTK+!TL2za^y0elA-*^)K}fi@0{U~S=0R802E=PZ&1I=43hY%1py z1FoQ8Cqu@CZJz5(WupKR68j37;wiatJ1d1krj>~A=M_5sC89YmWECrM!Gf2RNYj6% z(9~au#*nlrRkCFEg-25)DwiAs1Ze1@sgx1K%)hxOWD!{D(SlHJJi0#}BF26Y`_dGv z<%6u1*rnk>bPuSTV|;vOO3sR&JbBJkT;xrth~B2&yPkCG3AEmY_EjNzJR}e<2Fduc>GQ^tkAIM!bFsagZN+6i6pwZ)NCeG_wdf*C#~}B?5Mr5@ zril~NOQJ9e;rRvj4#sV{3d?=tqcZt-$`LyjZ_2UCfe;T*ch$IEcVrO4b$u#u0FU@B#Qtfa@!Ou^ZsgLl zIWCh?Of%LqvmAwOehU2u5(46HQcV(4AMJsg8}p|19(Wo8vB@6gPDaJx-D+V2FsMt=Adx@V%N~bqGrPDi@LtfeCH44u6cX@dk0e3nffmV8iWqQ~cpM8Qo z0)1(v!LGV z_`!!_7A6Ci2)S6nzJt2 z)BsS)S>jV1mhYi4bd>e4ai@B77P(z00+A=V*u~l10x%68#1)2g8sn8*I>z30ih6vj z(J4di0;-0WLRWhu$oelsTJaiCMX4H=J~(1}wf>dAzyBa?>|g#9RSxUM|Ly=43Wh9f zk|d9lYA`;G#@~>!2iz&F_ILU9&K{5~ty}LA^tr$;uu0qe$1bo?wpy-rSu19+lx8Pk zBCK(@j6L9&gj(Tj0(ZLU8aL!^D&m~58;rp52i^GJwB&|xiUd=||L2Cl*6~v8l>d82 zI9J=f2sUeuY2`lqeg-#V_d4)a3NuvkZ`Iiv5;_kR7@UWs8fR;OEnjL6;R1)LSoa0utCnH0mz6X}t@wx_5Y`4fKEkc7~Lx^cbJIQ7PbV}=cI)PgD zbe3&wq@Y&nu)-A7T?21L>eXu=r|bf5Xt|d>ElU$^VP3IG) zYppWLDXX^1DH~ss=q|~9ft1^}@>>a;d$O8(NV+0fEjq>GXBz)T7cl7iKv~h(csMN}V2g;$f%m6X1@jq@~(*XsYZ%Lt{A5@d2RieMPx=BWYro>b;O3+Wr ziteUnS>ErakcQf-z-?55W^)Uz=`XFmRyG~#udUwk(zA-yvIqS0=am0ZTV3t?v$o>y zWNDS@f@BS6&H^2!)y*!R;C5T0YpRhG>AcRxqH14le=9*Mb$E|R_QU4HI)Pq1O?T3#2-j+Q{xDueZz%i z+}dEW7j!pjt*c$hTI)pjpS2c{kUwiJ7)GJiTBgT83)^B~@YuNxj_kxv^!>q1P?>cgyvo zPWg&(BQclYleYI2mBL>j+V|EPZZO+X+Byt2-X*2O9iH0Zwhhcjd)!9uZ%U@y7~#mTx`Cy1e=vYA%+|^> z%v0FXbo)G#PE^_X+-G0qW1j^1znFOygJ^}Z18y)~ZmxsUV&)hA%f7j0>)7%0+K~>r zf|i1j-MWznSeDM`!CAz|8r=Lgjjqs<)p#Vd*v5_R8o%^y&_e8+@6;1W8f2sl-^Ar> zpx=r3a<19B%MA`YHV_UxW?Mk6qzd>bcc%xA(luK*OtVkz9^VZk_;WT*3s4D~wYSLp zRsszO6(gv?48UYV5%@ z*QF8|uOYu;;6}dKraxl-AGJ5VzRhIirs6Mp$a(Kyn zx!egHt(AR=t0eR_Ywf(b(GH6}K$4Lv|KR2(JnNgM?hB0821UW!6kk$ zQ8YQ_&2gequ_29G+Pq_ulaeOsC9JHcBgF{8|x+ z0&o1#O-u4n_Ad!l4hBH-GE=~R+syoS1VQCI7vrK_gfBUGQS_D!{kAOH^ z5-J;mxu;HFXyRo9{L{UDoJ{5(zhv(8>+E%TK=i}ZP+Ob5tQEtRl$gKwpRc;h6XO_r z$g%HJ9F&&C-V59$KkygnN~bY*9V8_ zf`HYsB%OEbBA1(Q1=ILdxs;ue6Kxo-81P1f3)+*MeHffw1ZHSQhHJ9M_hmwsf*0ny zLBZw({7)WYV3K+0HBA|ui+jxg-BcRlSDQRECe5*GK!)iQ(xexB<}6B6epkKuLW@h` zMRBQIJIZObtiaS?);HC<=DleIwE)52hVwl91 zQpg@OjB-JnNRVmebU+^@NGFL_>=O5fR&T3n{T4= zyny+P7m3}OKrRe32N-2Eh~aTjGaGacTSZ+pwa(^NXBwOO9X!FpDM6*mUF=ATmgkv<37E;AF;lPUDv1Ea?t3ABhCkr`^5QDq|e;*ptRKqUoJ{m zt|eE{m>S!EnvUS(l$yu&@Px;8n}Y**mu?KcpXGDO!?eLTI-qg`ta~aK-|>yfT_}oa zr1GTDs+cw!{&n|>axsNDa9PTo%-{2k^ulS;+B$nN{zE|}WDsqJQh}ZF9+Rs``GAG1 zK46I)8QxAGGb8UA@iCK&$zN+o^cXFNXC~l+`Pzej>^hFhSOE5-e@2dXzDBWuKU9nm}Fu-W<@@sIhYN969*L@ECwU4-j z+KM&zp8Y1~;^76q@KG|d_R3}dgXOXaDD#tMuD2-K3!Y_3Hc|k1Bc%m9*B` z*ZTNlN?Q_-w`&NNo$vVOp#p1?f9gA%#8$UuMZYh7cSOW63J{k^9QqoloTPZQ|% z{WFIjKxswmV%u(i#EldsBOHB&nO2dc2%M;KqoXhSG*<1Ue6RQ?qs^-HsZ$^+*}{92 zVU7}BWQ%g`(E>)fBCVp4udH?ScXiOZJfVoQz3KMbL`CR}oE2nh(m8tXM}Kn7DJ@6~U?=xwNr4RF&HW{Um2D;wfXzx|t`{%)|(1S=qc7{7Ht zT6~u~=g=dw8RUk}fT!mx!BrWIHmGcyA2BPPDbUw27L|DyA)Xk9Lypbtb}a?kM!)>7MkiTTe1HisON88%M-(-! z=;1&qrbbzilR!1s()u~jNf7x=J83w3E=j;u%Nh5RG+lCENqVz~u4CG6O011WR%29h zF6ri7;CSCmb1-3Sebb{?tg{=s+CX&kx&Ab#O~9R2e+AF>Q>(&34W^`>=`gJv!}xQV ze_hb;k3X0O-L1LED+y$jUB=CXS7(!ap8JJ3g@p@YFGgQ^t;i*QJiO~M4T8$o@uq#p zM}KAY__DLf&T}dI{VqI#hne^ysJ<;3T+-eFO8<_O7-!YID+!M&Z4uH|4cr)ZzRwqb zg_|oGL{J|S+arvZ^vZQ;*?#evRTMZEleX11R?M#yUiX{CQ`Q|*%-^IT&R>jzx7@!; z!F7S;SU-iOiUZovB73LKGMG7oGS~n{A8Pcg;2%rU9nAOyeEKiBSq!6DMFQG5FootR zOPwkKtVIctKP9vK!JitK|5F9 zqFMTTX%t47yCZzeOry;*2c-2CY*w(bMBs zO>j2UrEkN0yDDFmY8r|x&n5MF;vWFGRVh6yFVljmOjE&A%jSae+-40)DBy;qTAhbjYNRYn zY}Ug?xgPR)mkKsM9SZ>@w>*z@IVnT5aAm$HNpdUDjNnt5COB@=V#Z-CcnTwtDCXv= zOp%6bGOFTbj5V9`ESPgKiR!WF92kPRl@olfTBgD7VEzVUl=MErws~O9i!2oTE~5%i zcuSUrd3+@HxhLY}FU9Sb1iOmMXF??3a;|BDt(UicV=1xaB#n1Zz&_dF6JO~|@el2U zbrMgFjmry<+CkmF(D`65>CiTcvA|G z-ocYO3ER0*avjqX`7nuOtWBb;2BJV~c~Gi&h@@W+sJWVPxvs-||`J&YO+n(jL)ud^fV zpbo8rYg#7|J{xR~L}Xh2pf+3OJ8(;fi8(pCpcw~i-Iv-?<&TnXgT2n)V2^X?zLTSQ zbVHFPJ1+uy&l;Px9Oqk*#96ZDYl^za-nO4VQ}~ z8KF-{bBYW?3Kms;k+|6|Ex{0fAP=8Bke9HV9Oj4}$$#F!-0UH_1g;fR z1$Z7j@i)g=1RZ(jeo4G9ufY#+TCJ>L{J4-lbtyRn7(tv!wQy3my!8|a{l*NCM`e&l zWu6Ih3)9Pup)no9asV=y$mTJO0}d$^V&-?G%6a7aft3Bs^&irnV-x2WFZfy%8Mv%p zV>@E`voI@ydt2ti;r=-VaCnM=0Ev01$(v4xXZLf@A*#52>sO;8QNFKP- zeoXs~wY9IZhfi<{?5^mlA`8f15EZMjg_QSEvA)l;3>2(?XU4d9n0{e0QSNuL)9nAi zbxD?w(`K9s%T|4p*mXTId)cb5#poFr0x|kgh#%DDID*l%UaeH%dT#qjIQ?*;JjK~I zS1W9apd9iwKWWUvXaYQ96)?;6)o>T{O70G(&Eeq%b9kw1P0}KIWd6An0fPk*yP0aG zGZcK+V|AoUqCl-c)t9IrCZ0q@2Tr#li{;yzhbzZfc;s=G1x(VYc#-S*2f-1lmSKmM zK^GY%7}5Wt<=FYaOrw#18+?#pTbK?NS7e9wtpFRYwzROUFux8vWHNk5VR>;IREyuN zcKi?sNm(YRMvd*%N+NcB;zwOHXn~ajebN*}&+2>*1L5st2f_MWqrp1<$uvyOw)t5h z=eb-5ZZv_|*|;f}p46b^WS0{A$S97*_hQ0z4^!@uhOqpFJUne7FQv<*pXAy3{bmd8 zos*-@P6}tV<0@%6MwTGV2NUFP$OamwJED7PWP( zUg2~B2&5=0D?o7`1YNdupZEHB4`?DS@dsHnyu&xu3GsTvt7fSqA7uV7yc`|%6+Xnx zWS!g*>AFIKf<*enO+!>jg`+Kyg`H;QG(|siz zw{yk^D(o$bUSPgRy`0->-@@9H1`^%Tvjx3jiH|Kd95h{+hE+NWRpf1Vt@iRtDyeU7 zd)6(gz=Ly?uNMjbik?6z#?`s)0saQ7cBDJ@J&G?f+jI}+()UV*<5}{x?2o_c?`5C3 z2c+p1Uqu5Wt>0TA1KZOxc-grxy3_0(_X&(xSSUpA2FkHQk8o@kbT7m&W9`Z}LX|C% zc6&H=^~r~N-qeA)^ND_FgDS8Pn!BxPP&hlfKUJtzh;28U^;g427L0ZsHDek{8J^s#>rJPW((n_zm?(RPQQ zR(f+9VxW&)qJ2x?8$#t)WKV%(F|^EA=n3;aFtS^S9r4ptrk+FQiGXDeGnXaG;9*7b zY-ly?I~Wys?t>yPx(*b?hG@f7u^d5a&0P(@;<6?wU9evb_F4c+uNByUk#2NDi08tg zFvu!YHj+~+la2`AocnYv&HRJ=a_M5*#!?tS!Aw<~cYj-uGC~BE@R^bC>#wwUgexwnKmk=21AUao3DQr)Q86=goHb9Al3nPk0`EnFp_0i^6!zUNq+T$3nXYlVBftphSO28!!TflA@NOGN| z+~zWmD_(877M?d;-p&1B8^~} zUovxQMx^R1TJ2oh&g~QxjcsiW2Qqve71xJgwHRx?Jze@xPMtAI_~&il^t(K8MGW(r zIV*liqrXs2N3=&B*xI-VF_1a*o=h69wlNfL7(=e!S3ZL(sZ$kS0q*#Q(_CUdW-Oc( z>!^q7r)HYdBi0HHb<>sU6lTgS;jbS}>|eUoI3tr!R`?{9Uz;o93a(imCPX0|+;?)6 z7?fqWOaV{_s1$Ics8gRs)mVwvrxFRk` zS%r7!bx4bvqo&x4^F|)rH}^vlr&D0T z1Fm2Pv~syjf<|=KQrW6nD$5gjNmW~X)8v?T78MF+Wx zNy;X*ly00J#o^Mr0>OnX%r%l~lEcnyu8yLvS&>z3s5`H7zAuLfF3}`?0nfaFiu|cF zEc7CcA;hT|p|WSY=|N?=GrVtUd(drnwIDrSHM0vkp^0GOvkf4d`9SuF{-t(>ozKn9NdT5@lyOg zpZ%)B?{dp6u7Ri7JHo8@FJIu~=)`X0<#%x>fqDN^zr^Wpa&AleO*vNNuLiOzGHgs!Mv_`VBd4ru z@1@)+>#nhBq)`s(;5Q-ZYuFGtT;-`YWSe>}{mV13plJKxsStxqH4X8bz?^fGD|elJ zT|V8K?ShK&DMRBDb}m~f>x>S+DXjV>dM2Be*ujp+sdxLA?#w|ykUbx#Zrm<_cSfYK zF}fK3GKy3Jf0@??mq2rVr>wpd?0x=AIJIc2hR|)A_)S-LDI+ji>&Rz=4f7|3Xe-gp zmNWFg>JDK0pCQCpQd3ARR`adQzew8O)arRosZ!DsxAU})#x86p#Wk;T9Fur8@1sQW zr!Db3Ef+&1H_t=f7J!av8;Rv2{|Nr%i(g3;){OXo_3uR2!kb-|;5^d&f!Nz%C-7$Wd4GPnVdp=hxJscIUeQ}1*2Gm@ZTR1sak>ibe?mr5R_u7d{hGXxYQr+X$(?uj() za&XCt27Gm$Ebf%(0vXu^0wCfuO8cy&>3-BDnUjd8w%AUn@hu+dO=&Z(^kkh;uJH^x zU}wl|eS*=AYAIaSZzK1KG_3#+dm~Mr)6fv#O!bvGn0w;GSQ8EnIEgIm8(Chc;;2X( zd!Huy42tg}_Jz}T42jrjT2)(;S@#xW65Z$X`@n{b!05S)yJabyi?9 z#eR`SCT#@~4O7)f$0-V20f4_PY-^nz?ZOG%I>oOQwf8(ule#e&%m>_oYM9+YbgIG@ z@{tMrz9KPjQrqwRrm?nT4cQ%wt_@RL@??ok5kh`Zfc-MpagA%0D;a(w!pwI~T1c?Nh$VDLKKi9sZ~^y#vgjA?V2YrJQC}PzSI3nztz>P!o8bJDD+V=O`o?m(!K=b zP6F|c(xh?g=C`ecmM3PD6aW-Pw3IcDQ*-w|sY_ETkg9x-b z&p=%vDd0IyNOtj&C&6%ZDck%X!r&M~KRo|r`T7p?Rl|U5;n#-P#xW(A*J8>_<@|93 zsgW%Hj?s>^5{kjR<;enI-fwPcDw9JlI8aCI#xRMeB%{?!E)R};^)q&NWpg8zIU?QT zUDEO69aXc@oGmdaNAox3c`9(xcKQ7<@X!xR?1sPsv@C`89`!rf>0Npw$J{B2nq+A` zK$5D2=Eh?tF%Bn!1Sv5d@rdAse^k*Ip>&ypWHneq2l6BKD5`Yutofd;{SJPS3d?FK zNDXz^L^lyij4AWln!Ax$?IHT7!09fJfR&V+zh;Q>x;6W6mbq0T@pA%%d8{70bqKxc z2yCWeT}E4D{~uZ39T-)WzWttaZku}Vl=Lzu4H8L05{inlB%!N7ARq_=nPeu(kYpxg zCP1)E5W%isi@TNu3wFhZtQE2B+7NX8t-WAd*M=2c+xOf6``hpP{;G6^j&4x2@Z_IFQkHGZ}N3yO)BIN?Lhn;vRp*A}<6E-K4T- z9p+1<`cfY|*wgmHGR<4a0roI34Q^s0(?1RO3T)hk(?}nrV0%7X0|)~HRq;4`r=mUS ztD0OIWYfLt0JWo_-M!<19BcZqKJ6Z^&hgMn&WeaHfkB;NJcgX?xV+3k#~YVS?v7#M z^+irXVO2`-%dsvU&WucA(=O4qYjI#?)d0AEC4;ZtY>No#aUZ?torFOI zIH}HK$XpD#0n7atpK=$SJQF;XzB|c*5HQFgd%NfRYujXOBndR`2?Ns_^-m<;^6)?T z%VhbhURLi%3b{yAy*;1&tLeE=cf!Uk`JGUg(lO1w-9NarIjm?=)vcCXd}`HS-Ovb? zh2=O>E=5C?UyEt<*QOhLNyQ?dsk2av-7ne>%^W;lX9uxe8OoYK0w@zau2+%EEJjgu z8kuQT6Gx**Wc+Uqb3X)nLvMfU&eL?nUF`P_{r)X9Zm+4Ln4GVh8NJ8*tbtQA5H*8* z^*5|gb&X{h3$P(A4OEtRGOX$Eaq}Ik(Dk%s$E0A;n~ix*Dz@rNN}D?j$^?segp9+| zt~?w+pVdLhbz`2g&MzJ_^nE_#0%UL<>!OT#yK1-)vS)o;b z&zyVxkw$1h?ha0YH%QLc=s)wxYRtEXiKj?(DxR_5{M8RiB8N@3bTYC^osaF~4f~K%X39XzZ=1#MHXgZZ(uv4*`vq%hm@q_!QiH`d$WdUb@U`_b2 z2IRuB!&QAzE~@&|IG<`g-Hn>`NR@s@?sydGow{A3A4fy=2i-vrOG;#K`_|r~u)B+f z!UsX@c_j<=k6lrPzn15>;A25q&oqSf+^=cl5ecAV>@@_59-PEHlq>QWDVlC#&r{^xD(is z2NSzHS#KJj4u;KmE)9MU>P0e0;Ljv<_rhJ zFNnY>qmuTRTR|S_umr0~)ZoYaP^HObE<0cQVQ|O^PI1HB4%@UbDeO4}G_^gmc?$}! zG!)EZMBgxTtGD}FOywE7m)v8i<&gR6VqO}xi#goBpV9TG6NY)v(KQz-z8I*E>rfIC zo?cMk>E+R80Fs9;p$llcZB_%|2!-vy6xDejX-82Kvpk%7(I3?J+5ljqf=#0=#Yhe+ zcdM<|1(w^{oP8?h4J#pk7)VQlpQrG~)jUh@1%(3&iKYWn4q&s5~9CF_XcBz8N1tmHB zGh7HbQ}4B81C+~f?UXbAKy`q!|3Lnxd-%76)(dA!>Tp#*x|%q`Tp@8CMOr^%oBCZ@ zsD}dlbk`FuoGC}jzB64x!%H=b?$XBT$_1E_AlWcEJd&dIBqDPqd2W24(ae78IM=F9XcAI`>Nk|?P zYL-M06j!`P&gef+DRtD~)7s{oiV`mMkjDHjuDfe+L>x~mZ7><%e~w$}Q3#iKlV=G)PhC%j0fk^0p2;#+6PVU zVYDAS$Gde2bSw?M+H(~w4`s?n&D(=3W6uLEga3nOd_ z59xb_?g0RpI$0N()F^%gwDm<>ylkJg33pLze+PO2FM?qJra^mZvv{8*>NTNdndWW< z4A<75yf=W6LE+!YNHg{jY*v2q;J7>xo4Y)1%~Tm7Fk$O_B?HIL5t{PKa;|b6PhdGiAc8seYEqk=sT;DqY1}d~3-IHlP zN;jDtq(Rf$5x=MyoZ+YG*5nG2}~r;+fNfV+%A=tM?rjtp!6G;hXXwgf(~< z50cY4skTISMu$MFh4EzEN#7SRx2dj|!g7UoUCJUd!^WK%1 z(_osC+(jB1?OBYbVj2Pug#KsDG1YQmiO-t$a4^`6BtrOQ#3Nrjt;z~}(yN-U;KQLs z#2^R7-X71Cdzf|H1;l<)2LbjB51MZFm&6C2W^@*7!HdCHBBE1?k3H|NX&sPTsRQwi zor%6gj;&hHBfK=LgqM9^;y2ob#gR%Rs-3ou#1}-MBdAJiHF}h(ze19RZ{E$=H!SOl zsh;9An0TYP*3Vd`zX8tpF51|j?gW+SNBC9XCz7eGuqzr#a#Avd>pX) zlB~W5(F2*>w%|&3R-D2C*jv~UeTXr^V#ZXrAIb07P0#r$mfHlQO_-4|1>=z~e7@M_ zT%@5t*_o^D;>vA+U>?kE?2Sd+Y<{(&G~g~-UCQW3z#4GxB=rl7BfSib>mu?+Hv6q) zF5Cg*9atyx6UR_(D%$oS`TGU}zU2A9B20Rg)no6h%F1B>5K#a2f^LNKWMB)U*^EDs z$?gqU$#FMPQ8-!XV0qLJ3<@)n=otYH*-X8GPZvuwT6s0G&8+wEES0Hx6Vg)%U<> z=AwLG@?SxAF&IL}JBoT^muAu?YOn{-FEe}THaSEV7xTC;GBw~sH|~0q*Pt5RkO4@o zvKcBzo|#Bvg13aUi}~DY*$|JM!Pto~%0slkKJH7Mo!x>15^$cW)OJP(?zYfj24h9= zA#+ao%oXUnfoNUg*a!3R1#1P{3I>qK-1e zrwWG?czIogOl-+w>3fNtt0=p*v2g1-p9A{o_{CWZd}<-w|2gqOtFj}gydz*b6hXqN zEaLo220LJNpR*`A(sGM;mEcHl?UrU!1+`3XI!U&5>j60+Z_8pxCR`~9^!{Atl8A}+z%4BqQk9xHYsIBoZD3H7N5`lT3w1<$5=&utlIL+0^SH z8ASBQ8m|=}$+$t1~hfmH#Y-&+bKB2GdkB8gZqP?MfmcE#jnX0w=2Cud1N~Tmg=qIlz;kF~@ z!&rgesg0en*4SCuVx>cQRiiC=%58+D3jW1wq&^(1ffvf98M43iV7^$NSrUua7)6o9 ztA=d}EUDLaTnR@8h$B@c6+J(T-{7oS6-!p-u+3iTBLLWGsxh0|`@z`{;19pX{OB20OZVX(NCH({g3;>6LZ1x;(>aC1h& z_viU!6NZYFLo zu;e3>Tm|Ff3Hgz05LcQ_h>u+67ndvaxP$fxtF7PTkK7E_iTu(Th+RaiELhYK&&fnq zfDKiGfYh$DjrlxVum_Nfg>icLCqFxdXgtjQ3i(G&DJxK}DXqtzhM^H1@1$Ad$ZBoP zV^4=Z1ov;1ViZL*AWn)Bxjcaz~maOi4RmFAnEoYnZcHzcH`xpf(kdkZMLlMJ+ z@=YF>O)euColNwcs!q4LJTb3*AxaEI`Wm3@Q|a}57`ejJsU6S7nNM%$(zZNYtDExj z0mN!wl9Z_}dH(j+49H`YBu&PE$o~NwgY)U;{H&z=C=}6aX|$F9ccNfJ4Na3H=8oB( ztHSwd$nEf0zNZS!;t`s9XRf)3bYJy|5kplD&&ag4gxA6+dM*zkhrOgoCa)@~1zdMB zr%`^C^LPOyi(L*@&rtI5ktigY&(Pe@-lRJTs$D^(3qx`j93l!s%^!P(6E#-&P5k= zB~172x@@N^KB5DGMkH`9D;MOIuzdM%Sd0v zCfjS@q2|oIit%ey^AF5HBUKR1$I20M84Fj++GCF$gLC-kiUy{BWpl;$b82L^jPgU` zgX-MjR_I;rUc^&&*xt~!GQ5}L4PMBt?hZp-!xj#E-~KMPKpuy~%|6UKZIf!{3N1Yj zuRe#yp=>#m;a9v;IRX#c5(VUwa6K8 z>g>Tifn)1A%@+w%8(tUnu^V%DS#^h}7cbTUKEiQ=e*@uy&W1$Zv&13J5+X-&Ua6EE z2Z_HHtbCc;R!7lGubQmGn`qsz%|L8uncI_>-l8h&nQ<|R1CE;RM8~U&7^|_kU>*}p zYGhSRah62opNa2Otm>;wE9`(RymCrWbWM`XT;xSNd(dL{YX9U9=kELLoJyI62)7i-S30jpb>Z!{Pm zaLk_L4^5rp&oWOW!KeB6xp8>SkG7R`+7>m@nf?riNwteU$cJI3!lzG?v!uqW>2t=5 ztf4=f=nxyxkjg@?7KyRA*x%+&0FmOc^EebTXL*!SE+fkoN@lxsnrhL98coz$5vPRe z>>)GH^)0`SEBV5=d!JQ;`Feo&q9# z4MOggX!L`sY-M$^B0zG1UeLPi`}6}J^Eu$-p>%N9Z$k0-eX)NjLu)NhC^pwpz*X2x z#ci;ZXp(!bo-nc9yU#W+IpV&yyeEeo)H}NZerq-IL84<-1tO$ZK}+GvwHT%@aHFBa zBw&01Aol~B((0_i3GujssVzf{{KJ8w?&y!%L%&-dxVD8YItzaUjE)r_ZLrv{xDYTC zkKXL1H=H%$?$thfyC&PhX^U06m>Bjs4@*HSgY_w(xMO_$LZf)@n7HBmfunU{%bk=f z;BNuo^?lJe3o#}K)Lkb#YMeEWlPk*iT`8?)W-jxAUGJUTm zesDJp&y|}P{{kLF!m4xyt=Oaf8W?E4l8J`&=s+N{$H`W^hTidcj!OT-O?y}~PRjP~ z(=kxfDM-L=aDRsL{pvD5IK+E);v@RPS8sz6xh5U$X~rNlnh5yM8phtxS(o{I6_=2_ zb@`=~s@t=3&(5maKhgHZ@co&GE^hzemRm{O06*;(sxmu{HSCU-bbrqE?@7f^-PwSe{H4!!1kNN$TSfEw4XPhhOSyL>_DhYS% zTx@Yh55awlyxaeaO?sB#`$+pH&ypWxJ8q(&bn>}90G+$x7=J+qt8%a>t#P<)(kU%t za&v|?eNKj7{@J2R3do;8*%ZFWZMd^C*v|&L2S#18>(@;8{kHtFsXvvPPBcQPPbE5{ z?o9p&xo#EwBKGlciU#gIfF5wKx6B24P_sNBoui z&_#D-`));V@CH|_IR8wHS>9DKnb+e?ZYcHpqPKARi(s%4o6MYl;I(auPNq-CW z>`Ri-C=8scJE|*zFvbrPu9toy=Goh&Jf((arqnF|%wDw>ryK-UJs$lgTjYcw*zk*i z3<-O%(}eyP+!%bt4%FYz(^TK>pHSC6Kf)MZf`1?Wn7e|@09uzRN z+ll@c%oc16Bt9IQW=$yR;~ir%tva|So|2ieSsKXcs}R1X8{`FDaU00sdT#lOLaf4rN<<+Hi0NXm}{JBipvKb@IjI(1D; z2W6d12emq#b&z;KonjBmE-j>|bM&ip-{O8uX_)I7<}kTXK#9z)ld|SnPUFeU zPT=B_0NkNBYc}B>#^LJ>dP`@cNQrW|9>n4bX!seToV8=|N2Bp;0}WVB&1dCiL>Fe+ zaMPb*k8%M8yB=_5$*(P!ZW|QO|5|8 zldxy?9sThkQ^QGcb4mBk}*2l-HK8em42nFv>N6}@XC9Au$YtqExdKzoD+=LEK|6EB zR9(3@I5UPPx`7r9kMai#e90*;wqAwBHZvaON(;go7>-@;z0-C;=pJEp_cMAv)Q52a zveBweaJJYi-B{{!G#b?z{5r+^7;D0_i6=`~uRTic@0Mi>C6%UO>h@JkxftY#M12lF zkI)pHmqAm@Frd)ACllbakKv9aU@9(87z+tUqPq*OwOz5w2Ss*OfR074T|)U)^T=1( zfLvE6e_$j$hg(xH#VVq|n93i9&J3X(n}ZaoHYgZT1R6Uz{+=<4^+D$r#Wd@nJ?Y8K z2F=)!BMZoHZJ?}~?L0d#9fUqjFCcAQFf@H#P`V&~TpzSXzdZXMwV(+X(%gQ&n;)Pf ztNZZDdb>)C!~yo-YaBDwWY2qSd)V%_?Ny$L=ZIPqtNRpsiOxFg!x2AL2Q{8XivIFL zEBz*H_;2{v`r&&2zgIiXphe=)YPVqS0cfqG|6IY}$GJ3Hx#@qG`!?NP>uGzjgW-^r zW0d!fEOx9jD43qtfu{D#5;oO_zJF)V%T;A298F+8>D)ftId!9Zh{T>^SoN!U6!U*@ zQYRBDH_(D9iU78EXyuc(56cD^!{Mb5{&EeD1bgkLq2R*ex0{a6Az@;0LUU>G(CUvy z1XI>3_WD0c-}ImLe-#Auf}bQ9oKnBw_7)gqTMo@HZBp)3<-hm9Z%PyPKs33QunW-A z|C6!TReKizwJvv9tI{9|@78IH!CqvmY{m{os=u+Lu@Ta6_|x<-R~q5ns=!8M-ms%1Vx=iofMKy#6oJWm|Nc&fmvaCrxY;7>CReC4B+LLOO`EPHzp! z4{aJGR5Rj$cAj$4Y^CcE@z3d?n|09Qe7&Ejb8*h3l2xJ&9~W$CPZ#7?X*85i2T^{_ z0)vRJ8|J-(mAsr)_F(SfL~uvPtAh!~i8SH{#@MxXR28sTqvnO0*`w1!{Cu&&@|(J!K1GXayf^=BbOhRiL6QRJ1o9m(QYcumh?WY>Bq1_@!9RB3HE?P%h zB}|`U6Jqdheb+yxvL}7UF%&&*_3{-HR%BCA{0z+LOH{f;r#i=0OdW^CK=H(1eX=#Y z$Z7ZItxlhO2CKJ0E`tadU@Ur_$2G#o_oU{&iC7ILjww_y3V+>$x#N>Vw|Uvuq8Hy^ zxqF9WAstXx;l(EIxnX&1_3~K5;^i<#JZ}Y#Sl}U*@?mFb_dt!!455*v;p)aWkAYXS zvoKoe9E6kKbsN!Z%whb0v?=zCuSTiIpDc5YqF8&CuDV>*Ea*u=?F!v7R8!)~NS861 z_U@|#LMcq;7gcRM-zJvdR0}P`Yyp?9ww}0d168{F?br^2Xz?s(YpOrUvo0+&l)Ig+M$zONK{b%1(zG`{bs^#4k+n8_iJifl` zxD|Lb-K$6P(R1R>Fozn+-T9M8a@U7M?=Ym0Dm8rEWV!4D8k$s!KAL@M5^O-^e%3S$ z#O*h2%0#ud7sY8`s;U#5asWij6-)k=&BseknD`R&b@@2vvG#bDdEJZHpj>juMK|GE zfab8W>%+|Lw+sFX#lo>KaCGnmnaglfO39(S)ZsPvw_ttj=Zptn<$e zn&`FK#=0{jOCj82{>pV({_sd*i^$(|pBBcihMuO{7!@%{19WlN%;GnT)5j+EvhsC}IUUcWJbN*;f_jcd7nU6)BTT6>9RffVu)Q z#4Kwa9_VWL<5iyK=TEs-9-!c9(tu|d(LZq1`PkFY^}LeFPlSSA01LyzeATmPSgwYVCQ8*m6T5^xaQkvAFJ=^A}4cH1@_lrecU}VNG#<&x|@bo+L9NUl!sOxtafHcQb%|@ImUMKRA zl7gyH4I>;OtLzrJ)#LsKVc2U`U*r_8GRRs^-*e0UKi>-8eZNtINywGTdwXt~SdKFc zr^!sYtis3A+NA+yy?5^sX3{VQbgV*81;xZnx{|2TRUZY}>4Z!xd=aNxTvqul3VrIO zr5Q#>;Jm|r&d%4U2`{yA+dhYZ=kq0QLoEH9sOF_}E0$%>-G(genfKAZ`JQciwgHK{ z1uu{PvwKJTnlztmySn~B!40zo)MzT;id`h8WVwGvYsGNL$@2BVZ#7#DA{}V=|1&PA zmUCBRh)TA}Ru2y&7q@A2mhSkHXeDddxNXlZ$LgY9*sfme+$_(d;3S)o43!G?Y=_mrgR!cfLn3tZwD&b~3M z@)lZo{?PujH&v8l!f>pUt@jy^a1*8n$a}Y{b26P?y;DBY29-=Py1No z2Ee`34O+;w+e}~YU$tOrp~2qZlQC{gwq~)lngugPEBs5A2P4xzp^sdFp{>TMRMBfI zT1`x<#9z2QJn0dkx*kzL7-^l#D--SibkUtIYuV@Ks8r`Z!(1i&1n=li7+WpayNs_E z8R^MY3cl_DOYbRe+?K%(^1z&`>_!Y?;-6>N!9VG0R*y!rYraBf^BPDD;!bv}36~hS zKmkF=u71p|f}D;S`o`=s@Jcdpc`Z@c%Q^no-*qkRp>9&@oqV2SR8MbH2K_-XvxDF} zW&~|A=gzdjFV3}Mzq@*IKleaaG*NYr&SE{J+yaXHL!8gmt%(VX>b&9w3xZ(*ic)pJ zaXf}`I~1m{Ky(>qm*@zAyR3py)4c(F7@_b1-C!jK)Sv2B!Db6(fl1?$)sV-JW@gH8 z1}YP|G(^7r7o`;&cz6$T#C(?2L?NR~v$8rtl(--65v1`Gv*|$>Ey?3gyVwRBzQ8el zRUp*;0lC?;R?W2KQ!iAkCGeZWa#*R1!QTT0z0Zv6N!^8Ij{kp-&uF!jqaCz37n8|9 zF^{S%k@mMiTN_!y&+vkZEO*lYPX``_{7|LX;{5b~$8ba#dVi-#u* zvQvYkMGS8~(Vqm}klBg`9#BdwwZ*>Baj1ZleMIVW=`vwD&}deaTu(ceFbp_nM2 zTX5ENJKqD6jTw0d_~cHIhB}6)kjJ7)nGyZTv{s`9j(V{E#QTy?E4m(F31;fi&RF~f zzv*JM4$CZ+fQi?u3cc@c0WS}+wmDXDJPyDinsyO1)5fNYv`I!FjyxrD(8`s&T$sKi(r6J&wm6fjxpd zbHHDBv4lq%LkfzNqd33PX+``QplrV;%m0x~ZeL_34|NVso=?uWk~FM?Oa7o1H* zGjGo|z*~WXIGd}m(Xct87T{j^-j_HV$&An8pOKa+h0PSh;w_x1U(-taYQ&>))8Qwx zK)hc8pc%%lhwsD1#$FH;plz~wZ0KAYT*}21_P85QND~U0(dLLsS(HLM@2UM7}LdG9UUCl?xBzlcUnR6!_JaRHT!DeFi(7BtL zbr@&L=^MOe`rll@2*CLrr#)O*N8)d@(UaX>`>KWw>Fw|Ot&z6qx&e3in_b<*34 z)$z1ii?-%iCl3K8h=h}!M=4e+Q)Rco$(ox$;1O*@*9rEbZdG)H#SP9U@vn413TO}0 zBQSL&^9M4t2cd@eL=p20ng!pUVeJSpP*~|3jXrhKb{9hvIon-&i##8G(gIFXVf+cG zjk+{3Md8~ZpFe^dWNTJVsX> zs<5zpj$;Cb3l|$c>sgjLa~3z&8=)ENjhrp>56dr-qnk-bE4;#xcWJ9#U$gm9><}CX zFa}z3+PuVSgT4<9%^l+jge9caOJ%to`BH}@->Kc*v0fx)F0G6#uf~o0h7+9uhso;u zEHhc-q7(UC@EQ|+*&f)gn{J$&QNJ?P@jZtb*yM0;EEVpa9!C4ObXkNz;aKmi8G2@n zr?Bz`YHO7JwB$CvX5hxaw2Z8GnQ6jYTa5(<06&vP8#x!^;GgJoI{hw zda}#>N4kaiT;PyQ|GB`CY5$>NKPF%p_K#Wg62gqU zryQ7-Q*YCou29rhooRC|sfQ7%EnZgV6k#2w zS3n1gA{@zbi2m}Z;=Hv#P(|x97$SKOSwgD1-lUCY9nKkKH&wi*m z98E|&jYj6XXX5^iv~X(=TJi}G<|}(iJ)1B%aQ{dR$QkK6k^81hBX&2_EBwkH#V3yu zjT3O!9Fq;^fd3KAV$tlPOUnab$l71g@<~=KyIK@i%Jv<825!xxbpNogNV+wMcAGa3NqMK;AF;fB4>mCJj4)aFggk!yViJ=*5-Jv;a-K9LL z6i!cn7JTv<@gMiF=GkV=`06qHZ63UGrgDJ&KLeNQ3=Gg6Vms!=M+D~Ey_%8}2#*Us zaYW~AGZFi9)nUUxBpiLjztho4fGPPO)ie0}#~yo3#Rb%t#!Y0~iOtvM*b1^!a24l; zR0KE82#B}MreQAKbGbBNS(V$FjPzZU33cAx0iHoLS8K410#3{3@3@=}mo@oSH=V4` zMU@nL4g?Otp%;)t@KxBt$UgfW5 zL2Xt%w<5hdu55hDJVXCdM`-1E$c{%cTF=m2_X#$09K7L=-lsx8k zZjf!ZF5JqTL2^no&!KEDm=2qu(Qi5VIpioIZL}*i>!-pjvl;5>YL_+ohIEM?TNe$w z-r@C5=5XF!fB;M&X;f~;Z-c?);8j&-T)MLmW`?dg%-P%f9b89zaL!9!n)$~i;bB)5@ z&Mgkh+cHX0veF|?b5a#kk0Ux-p-BayX-6Y`!V*E5uUfI|bH&eeR#P9CM4$tFoF8m} zHn73X9{1BT*;f435Ne8U^#gW5ohxlnrFNK5e`LTDDo`5pilhY8xQ+=~I7UM9_9%H` zOv(jTp7=Ez!;rZP&)2%(hW zREXtjR`PtWHG02=p?deg=>bdrGgJb-2qB|TnIrh?>itcJgtBsc_4w1d_bz26@TEF5 zJhM%@wcv6rI`}yty{w0Mm(sjp>)<3vg^s3^<+6bZWpK|P+A?m44L4uHM0 zCP;ttGR&f|S!c$d(=LO`w^B;{$Y~*(V6c!z=Stc|95$?Tv|#eGq7?ug!DW3vpN(bE zDu8rzR9<;3)hhW}Zhoxd_63UN$-+xGvxW?7#gvhB4iXbl>-Sa73be@9v`s1iRSb(} zI>dVmrW3myAjrQ8$S7cqSvB~?vNa{!W62y(AUdCTMTq{EE6NoU5j9XWsDFZAxDcX1 z+1`faSLk^m*p2Nhq7AMcDAVB?4^>q}zQA}c8v}XNt2wkhOL4N&aC~t<`I*wre{%JF zQm=9O@14Tk=kegt_2dpZeHA)qa|&DKYKW7QmykWK$296(Z*l8Di2LO7%o-TnJx`Qx zdi#WW4*4HHhdS}wj;WUE3iVzxkH=ZL(c558R{JG#CG8JG`l^0%h#aRfowX&U-Lj=$ zQG$(5`oE5<+f-#Vp~*kFlm_if3|&-YBdr`(8p+y`Vk#&j{WBD0tOy^f-hbk9HR$Q} z2&qH9?jSg*@Nyaku)lbqLM1 zA72DG56pc>eCIfF7UOOIr@g4d?*K!S&7`b=^js+m%PLqV zVm1U$558|K1~Q1SlQzxa-x|Lpjcr`bZaCzD)(IZZGdyzWS>43c`D9{OhVf%lqCJ>@ z_1aWQO!=A+vjTx2%A`weM_Ln%I(($@AaIru@ z?;?%oDO;do4TAtL)6Mb`YQR`Hv4H4pk2u9WuNjsuDYsq^0YT3?-8O)0jqZii0u%$4 zN#<``O!_qD{)X5;xJbB_pwepd=vxQC!P&q>hfxD7#{&wxP9cyd(Yo36>xo87xtt*@ zDwl9v8kp&n%Vvw{t+YCPXZ%YY1Xy7+fh!m2m|0BIYjHhoCCscwgk>{tnKgXUeqw0t zNKy|{9i}o@sR~>TUgPgYrECOeylkKUD_Yuf_Nd*H;rNR&pC z4=J=oP#>wQkZ7%o8y&D*nxpE=RWZgvFFI7*{Nr@$Q<|{(`l8>c+TT>Ql$49exQyHC zf)8N4E#$QDgIYk&(=)^AL8d%nD+=MoJ<_Oy1kM3rm zd&R0his{}S;!hL8`P|PbbB7`PEU^-qeYP?AMuU!K?xP4?rw9bU2Gc!X@Ndbc%)zN< z03~oFDyO{Suwo0erzWHiBSau1#amqK4y&Y7TlvU%WU3)9bWoW=U^^iZ(Z|%?3P3TA zK5+!u4EvT?AS=X_B~tG8ot$Vj3HL*q!X37fM3Er2Xz`}m_fzJp8PW$B=LL0 zCXK5BMJ=N-;f{3pbOv^ot6jhf`6nb{8vJ!2Q)|L->@IWCp9~u0;%ZV;+}+Jwz`)K` z-CdwrtMK3dMt=duB8{-Rr0Mi0qozLKQl^mWS``-(>=gU%_Focih251LUjsW1>Na=)?h5e} z(Q9_Cp~q&ux@U2_KJ#2y# zxrX4&rLh=2RwBo_{;-~~`}&}A0Wzl(9U}xkT{{r0L~huBH|=W>0zKTSPmpVD!fj=5E!;eAk#N>`ExfcK3Bg>QbIOzq> z(-x}Xc3GRHW|=(X<(z9{vaE_-JkU2zwI+SV>umxO=+?gp+UdYZUdp!7R%}@LFV7(> zas9B;rH=Fc+GKEg!lMkj+LssqnzLR~zf@Z$VTLvjnr1fJhhO10RlA6DoHe`Q zG>u}q1@{Z=+)lMbr%9CoTIf^qELS&i7XxEv5GMyX@dL^CoMN)qfnpCA%r1~{alUO4 zR^%qli8dF4dW-4soO{M;J_b)>DX(>ltK3-X<9zH6$H+*OJanPO+AI)G&N1mM)pj#3 z)uzyTm~f)iPq>u(j5b?ZD_b}F=uSWXyIVZK=p2n(OxfX7X8Qh%XR^h|3q6x$o16nk z+cng((U+NihaHWFJrdTH96XFZD02GdUnyI&$@cS1tL=&mdPYzqq5eL1^YS&b z@Y*Q7XDwedapvwFh$X%s&PB{Bf8LJ@XPldk@=}FY{N@#(kv58MlugUmOqjR^Uh^-J zCGQH-tpIxaJx+bPCcbn!qD*GzVs23=7UVDjEIM zO*MgDxd1A=X#49f0`urKVtLGQDia&14&`MJ^w_g`(HU~kq@!|pTSjR_?y~eIq6cll zKBUd;HWwgTDBAmqvP2tcf6efhO{G;*-{W$z3_>7&|-U!{GKb zEK4v4v!!1BpZa)2XsZ~XO1jS2@4@Wobk2XtwxW?7YST+2{eLf{J94bpYh-3&pmUsq z-3uHPZ0f(|Hemh}-3mE)Kz%AlKb-&{H_655ofWFtf5F{Qv&cS>-{bOS2<4BPhXiQi zDIVxfFL3gU8QqaPcjsuY=YoP|vej@0-}9LrDZ^rK%$?s@^fC5*P^ zhhz!DFaHQz(w^QDZ14xL@@YmtTsj8DUoc36o_5$TYPp-e&WhyXRyHaYKf&FGRCs_j ztqR@g#zXUfzy3w3X8HNA#I|QPLG{xc{)?I!`@6}WgY|$qucihN!dktt7XL`=H5l@o z%}j-PZ8YHQTzY+!s{PwhQ!C4_fZ9TotWI3wp&Z**arZs7cp^){{n;ew_K?5gtHPnq zS)Rg*NWOjzq4l3r7vy6LYr#Fer@&DyXbomOi{<`oBoR`wP&>bD=$2WYs#7uAppy{V z(;eH&>4r%Y_kxM)=zP=8+{_w2a0-+N6i7b)yMjC=|bnw*x8YQzTsr{2q==2Z)HL^ zoV?D#izW4YDa+lEO!Rg-9c-&h2Yq;lxjYKwJ@tVsDB%1f|@bj`h-%c zURY-AS#YCY;G7kyn>6<&%v z+IGu~K~s;_j%|W(w5Q0!O7hlGOTv|{OYJkcR#wQ-_-9=a{smu!PB51;$K(<(K!)|w zQOLQ$zJNbn3T=OKDQ#_y+D3AbGz$1m+JxB$zKjaKh-#s?%^)ZcfF5BZndB&?`bt;^ z-v@6J7%AH>|Dfz2Bv_Fk;^Cwi6nBUG2CY1x0*ML5%y&{T+gtMArehVv=8-ysu`>F- zq+D-;=~K8PS~I6}$k%R;NG~AkzUt0YPj|g-K{h{4kr_N1ZyL6Cy2kk$3z)AnMk5)G zVCEZOBfQCK5195G6%Q;N$5MjIy|+)|z2E@>wFh48r!8=Cf(jRmz@AYwY)WteH}4|8 z2|s~S5hT{Y8*iLqu_yLTY{lr zz>Cj|;xMsI>%QX$Jkagi7Tm)FdfPG*9HB#kC{VFewrR&2`kIC@5F6V_;c~)@i9wt> z_Go=(YC1^Vt9UPpo+!i_K!+3YJNe1LX5y2Vkbl-6Y0ZG+Fi<#d3C-5ZnmRZoI0xIg)u_@=5a1(i;!6EBXt5RxRo zQWCCa_HY9%F35Le5(jH^Exs~LWeCFz8nDa)IbrvXnKz3E;E&s#SdIT%Dd8GmV0j+y zF#*m1rooA8)3!gtO`gHoqhfA*tS_0m5$_$vh#lE8<8bmsAq{rJy$T;(crlEZAEo+m zcTZw8_^L_^2*!ZPbE)2LcYi}V3iQ>zF#P$3fXv%u;a&)d@d&HO4|732B-@H)*gPS` z-@~ewa%wj^Rhwt=CnmDl+%`CBbZww!d~sDY!P(cW1?1fR?#N<5Z+5m)_sg({P*s(E zM~5xC!BN2z>WO~I*)wn~#=E~y>}?I(F52zzTR|83CPFeGwIOo?Qx9migd3}6Si?Q+ z1Pb@XIr$r9Sa&|z`!zCDfJB;L;BYYF{TKatpOLfox9S^Kl4M? z=m(XER^pn5hgB+z5-N71}n)TvVvZT)YE%STVe0>I5W zdZQXjLZ;V(L(bSE=JEsV1aK!$Shl9}gk=NxYi-3ujvOX(YlrPLms1(6rNx14C^0&t zLv!ZCJfpNPu}TqJ1&;r|9~8Xj?Vy}OCT~x8!mq+Ckf;^l9-}E-`CVt#Gzq4gaIDx2 zQOaZDh+s!HMyDbg=at7RA0qX3+HTw5M5~6$BR8qz z0GB>W>Bylm$irklNUCf|-lotmoTk9!TF||GETGN@RQ9RTFn3I)JevmLVt_KGKRM0t zM;`%6I35YFv;{Vk75+1FPHhTO_fvp-Wf+HKM=Xvf2 zXcF4|_j#A6$nnbmA?v&2qbjra&s*-j)8|f0FYly40tqAmENCPNMG(P2K#GM-l1Va> z%!HXqLKJss7HkVB#sUiVE;iJ4Rm8fYVqbMvSFr7(uISq9@43O<&-e5B{Q-+CNoMBW z`<`>2^AsF~fImlCBh`6_6TEMV8RW8c!}1(w)KvSO0}*UBVCtEwoI~1Y0*UnQ5;}P# z${;B93M!vB0dYsE+rJ0gb{2WM&YguuCWzP+Q- zqD^$nAb4v0!o0gQ1b*7G)s^~DI80rzN#11FzjR^bu@6sQ1lyX^b!Ri4jthCNbN6h} zDxw1l0~AV+Fe9%ymmt4&sPEqfoh=Tz!H!A*I6?`)vDyz9A3qy%b{whW)LJKmz_|4~ zu7hMAF!*3CS`=3Ub_=S*;59B}Jfkh>PsO(2B%U_`%#`T)l&Yvhzgk;aHB3(+sN=so zf~pcW59V>*@il~&DxGqQtw2EBHTWWOwI0?qfxq*pq`x@pkkHbt+rFgMaq2`|sr7W! z@c6~+>!RKUr#69+-0tH|EmW^J)v7r_Vu`7SXV+QD#qTiiVa-6Iapalpjp zh(e?V%@us3C)h3xI4t@q{zFZbptDwj7XVAB$2{|~YJ2I=zxgU&x@C@PV&=rV?M$~?W>d4o5EVAPxqzHg^97ou9Mkn z9r*8vskOHrUJcX)sDd@(mWuBrnrJ%SmApfva;imkQMIoRpOD4(vm>?mc1JKe(|?FY z2x;vwu2kuMOAj}V(!LmXZnitJA^sPHdz zu+y09BQm1oAD4OBkB+u8GS8?{6K7p))Sl6wx*N;-QUs%|JlJeVapQ$2h|t3mPu%@CM#8kl|8djhEt=5 zZS})TiEkphC{Wj(82<1Shym^otR2}-gJiterM-rESx~EkrZS%zqb;n)qoC?F{)+JT zPYaS{{OEvKuNlAC?Au7LU?iQ5p!5vPcKh2l+IS<`ph=i%pA=6F9&Im+bd45f*FU*T zGWMWG>q&co#&)Q`kbbtqJ8UCc%#kUc8FP%bWo*_-cr$}Rw$m|x#JbhaUg?b>_y)mb z=xExz2U!zvi@qymBkE`TGZHK-l)DzsrsFL|E_pp5h?0n$%+#ce9 zkb;RzU39bC)#jHQL9BOp8_5NF>gQR!-tPtM7npD4XGMyAJe;kqw~J#v7|W39(b{5@ zWd_Zc-s!~peg{;qHN?jjO6y$-kE1tWQkk^d-sH7FfM@6NlNe$-uv|>Wg~zr*7BAc&M|+V122WS@o*wnE#RX=| zGJ6NgGc4U+HOzTu@zwa|BOBq1?R$O?_OmRG`#vpTN9BLzz$0rJRi)5zj8Y?BRU@RE zy2_xr`+xH_fX`M}hFxu+hfN-&8RkM*Wk%z}9(vzc-G=BJ%kg}J0g-=QIuid+o-bA_ z=8gDi;~-maL)-3g!FhDVLh#aD98RJ5HD12m5MM~BU_%kfbu9DF2+)QiJsPx#`kj~x z9w|5npb74mA+;7xT^URYsWY6~R3Lp#%1pk7hCiSElD7aoMJmx0;%y|(FgD_g4{M}L zh<%l3_VwCnC6m>>2FIQ#Y_#||f3wkxxWrDrQMAK*5cpKSj{X$e_y)_8?QPAN;Meaa z?S1~0ZN%aZ6v)%#!xt`t8(JCI6h-=E;vh<@bY%IkxISKuz7A(&Uw<&j1I2K$HEVV; zv-aC8Hp$Q6dH)7$0Seq3Lma~Rd^1+XXph}Y{e#u1il~qH6p--51Po#AAapJuEsKXM zYKn=DEo|tH^mHBpnjF)vVFm;swX?@Sw*#yxK~zKj%B|F3nPFW4)vS=iJg6?`W@jGB zv$*|is>8Lt&c_xK>p`BT=mg$^QR_oEuK+c^IX7>(uNB~asIg9Dhg*!mcra?qNCW$5 zwoyC>zra2ce5&D%<~n@$UE^OiGPgpMRjejUNlSyp&Bw~$Hrm~}`gn~w^R(6w4GLE= zoC%Fu@ERWthoW;d0*nB=g%R61Z19KF5nktsxwhvGagYnI&@xetDqVE1%UhH?nVsZj zmw3FnxqmcU=9JSq28UZ<=tKWWjZ>Ce`;11 z??LUi5Id(#Kb~p#aewNgQnUMwlA45y9?FxoezBZ=sbMK-`QVJLg(=VZb*E?IGh-sztzE1hbVJDYq)L_fN%fPGa$to-xQWx9l z0RwLlwRFTz|Dv2AHst(fVqdC~!RX8RSZM+lcp*Tr-@ijht(Dj}MOo2B)Mx?InWaUn zr>G9o_O?=}!Aup_<*~XsE1FB6an|dk#|r4&0$-%6_^?;qT3dtVRkzYygP;vd$eA3Q z1>Dd(jE&P&CSEOPuNBb047hyS8!X)QDny1p%_H6`921EHHpY5$A+<(h zU6Ag7E$&mQdU8FGr<&^8&nqrFaQ;Ai%E8n~n62wx-< zG9#l$Ta*|p2Y}HBL>>p7M{;>S|I&j@35Fr00FvtJvl;B(F!CH3u0=;Vn}3I8bypnF zPzUzec2!de;`h`se6`qAsb0F?+TE(FkR*ROufy8qyK+r25L$|3<=h-D>~v>mN*d#@ zJG3kpKq%6g^FjuJZ+|DAt&{w%7*1dv;G}Rz#}cODh-nS^Qx^tnFtIbQ`$VFO&?bwx zVY&QuOc;ZBj};hzu$5LYdOniSH++#rAM)ak@5!gV0gV{y_<1ZibRNqYx{PVa%o&@3 zz2Dw34fX{Ib%mr$2^%RZ^8rgv4gS{a1(lH5Szib?V>7rk{eAm9yf0jx2SSQd zqsKEeEgEU>2I|o# zV1c$SlfBBsn6dbp`^Nf*Y=yjuwJK{fuJ&a6YrzpaksvVYor*Bzp25gaD#2J0HuiiMuK!8h$#poY89%^y+$Z{izg5n;;tt0KH_0~ zq7D1V=p&*e+25f%vvf8|$1vUO6Z!eOfiPMKmBp4xo82|;R-lsjeKp9}G8M{Cro|SEveLxzmR~8p50O6vgIcB#wB>!8RRRVx<65i&~aV1{% z2IZ!DxaEHO6@tv2;Yj=uQhhx~A`OnXVzp?Ap4FR2NNhhj{fQFK%fGh>)hA>uH_LyS zmdY4vBABeNbkmjk_WvFih?rvhBuUrFl4QrAqzKW;ZlLW0uGKjEN9z9~xV!hK&vmlZ zdINCU-eWYn4DRv$X>1TzAqw#a7yZRWZryg7XM9BMrziBKA}@Ott847(TE#N9*`j#v zY*EhMWDFz|a6qPrh9_l9^kx5iICHc_&*c**jhj>@0`toGq5t2_77YK`^*q%6E!OJu za29k11--^5V8yEZ=x$)y*D6^lHKA)tb@*YtAC>;pxjOw>e2CT{odM>K38)q6B7NY9F0u*M3qHr9;tMRrxJZNAt?o-d8V@h`J1e|k(%k)A3AQGJhTt4>AdGWeY~SS~jAc^j?v?Q^Zc zGJ`)L0jBOTV0izuG`SaeH{#HC5OA=b zpA2l9;o&?|o=s5knB@dxZRcwA*2Ai{_gshE!NbXY>FVDz@PLvh!HRYO*=vVokei;e zby}uT0D6(^INyrT{I?GI+(fftS_}8jnWb$>;h{?pMl;d4llxna=D9WNUE&CmlgQsR zkp%XRFarMAReb8luCTX_Oz*#3=9GiyF)-w{kH`r%>OWwN%;6FGTL35j3gJzPhZ<1= z7R)dpp`fGP8Q#Bu_hYrz1fqQ76B#iN*(P_ zSFhc3C*x1#7`x%nhAby9&#~Afj;s{+3Ba~ytb&&b%pyQWRHrh2w&zwv<^YYxDWsO_ z_=fS+lhn|mhN8Res;B33H*-7%Sv@m0`vnH}U?5E(`gw zAJ;zC1ZeW9yY)O8%UefiTOEJkVwHn^=4^m|R_)AYm+9CRH=wynjpqEpY!N3S*4znJ zU9#E9mcswO*XQdAbAP3Mm zKvhr1ij%v(=Ca31EjTG2y~98@O3$CO=qC)}NVPWSwOixLL1QZDY^fK7a~(C{lt-`}kHqgF*5E6QE|+qU z=^u!a!A#;rLxX~3GCA9rccNzV?b(_uy%LFYPUAtpKa%mxhA4B~&Hmp_l;(J~og{X1 zJ!toss5U0SsTP98i~UD15A&Yyzii%I90m{p$*63C(NNP}PI|-JWWflRIoVx0hg};O zoS*sGOis^bB;`A)2`*e#?0NwnJ#gHom=@%<$_GIM5U@2PK1Dda28?jJ>K6wWMS$km zl{z~$0Q==+woW&L7HOJ2EoPsE%Ol%khe11tK<&B-mLD8XqT?z~cgeYpm_0Yp`^XZ% z_Le;lR;fLi2f>G#k2MvPtOv~+tl6%B)31wN?=s3QIcgWqeqe)hH1<3l%EOKa4H{1Q z4lF&acJsjbHxA&}#Kvl4qRIK}3fy{~0L1%~>kIj1m>u@p<|lh`J7npU_K1J^ z=shZqXECct0Azl>*mwM5H*X?7N~d=VSyh2Zz@?t#(`=(s(<%mlL|1Oj@ujbH(K&** zuqLcj2NEi*2DfI@^Ta-+P^O}VnU!G!%kv2xvCfWMbXa&tn+L0y_yJAG2rs`X#wbDf zX5DP{jRVz#c*n}^Vo&*6fpo(a=T<*5dD_Ck)s{`5#c=(%$5@`#+Lnw|FOP0?`_nNE zi0K73j86wcxX)v8G^2eR3mekii=wGJK?6VYJ+78aI#-~Lp7Bu zd7+1n@dG#j=l5?m(aDo2*NeJ`rpzq%MKRF|9Yv zjv{-}%!!;A<*i1i-V2>=dU2pR4X$VUC>yQv^9~Qhmf&L1_9D--OlO=fqs7&OUtDqS z(Z&2^gKpPNWh>o-h5(fE$Y2|`+&Y5KE-qq&cC+u8pqc!V)6|d{l|?hS9m~UF#-5X# z)nNT`17B>r`1CLSo) z%X$sUM#46HNfK)}w$Zf$cQwEkg}Cq0U}*{Z0md$Zegni3_8#qWpoe19UH-;53~JZd zMw3m-r&r)LmMgCH+JRAy&lL|yGjV{^R;l{>PYs*t>auB;M4&pq1?%BhXKB7(V7KbN z<$$vwAG`KXZQoIQGLh;{VYzzPXi)(r`yQsJv6WQHPa}u~Ftv;&$dUOXAx`k|lXdVI zrj<5Dqsy!CZ<%OC8wgLMS}y+PXD|9olD+qhQV}&q9~DU!&=F8(+%Id|yA$jDAene) z2|m0t1qj3Tr+mZ#=}32FF*_^MS+3g`uXTunj4#&h*tdSd?N@U^kNehq!o&O4?akSV zTXNqT+_!4qy3Zy55ojheayY-hxf*l*h+XwD*fJgMp}ia-HMO{j*KoAmi*71ojrm}H z^J55M*oyflrK9s9=3wv?QOQ`^FLS9!|^6Y$2V zo~w(yY}%tF0Agu2SDTB*+I$OE2Uw0>w3g9#g+iIW=ochE(io-|XmmQ}ut0mIeM~GF z@bKM&e$2r#Xwh^%yJN9E(08qb-a>l8?;*OPNOTDL(rw40B4erWJNgggFc8;4aeuh9 z4$G5I+_)p?2M6fPg9nSK)-B)jF2u(gYyW#LRYKihc*hAo0k!;HNgh$RY-Y<+edB_p zYP6J9ji(xPV%{MEPe+R_+LuPPzG7y}fz?-@Zo>wjee3Z>p3GruBm)?0?9%m@Y#c(^ z=Sl8?$R^}(E_2{zVsKf|gtM=H9j$1x+{qH1!_4`Gn2Ix}ahc6*s5 zP|Ob+^n#9CV7VLp#9swX8Rbj;ir8R5|HfkFwL%~q-aAp>k3wg^NE3C8&4p)EI@;;9 z&ik+Pe37lH1{e3cykXA()=!5-MdPyC+A923R|N(J{!r&3KYsZtI}KJ{!Mi2TvBRC6 z{kfb+pp9qr81c(&E!F}fa+hO`>a-R)(fHSfeizYfCKiloMFIwL?oKXj>FMu{S6&NH ziOZDE+DO*egY9n@iZe0PM+B>ILF6jEXJY?V^#BduGl0|%8dGY#=GF&@{hRBD6#XU} zEeqc*Ikef%z9H>ZXHBQ-{VB{Kq-%3rzRJ2Hs}5|q0VyO9#m~5EG(W1ayvnK}QRdhJ zTB%yBmbk*H*hM7_p5#!W^+cDb)e2v?7&wQ+WZ#H+Xcp4RU;)h~2fKjSnUem5@XV!y zxOifFg&9Rs&GZ6shY2~quVbrDUqW7gCX6P1)I~rh$0)>WisxP9<3nk15qIh$lBZp* ziF1oh`;ja=atRaVf}p~By0_UPK%45*c)QYVfYkK z$;dwg)ak29q+)KDaV8g0UA!dO51jBFK?e_&`#L{ja`?2B?%c}0Ga~8?;8j0Kq?P#d zv(;jOWjxkoZ7DePq$iY>^z`qj0-IuZ$4WfXzN&py^i4VcuH+~@TtNm`=b;5I7UTLm zewJluZ@6T&X=1>Z?ZW;GY#4r_qd+zqMe+e^Of5S@-B0u{?wo`0UIub*ybab?E8C+F z=hN!4)eA5YMbQv_Eqbkf;fpKIX+&Yc1BlD)1~DYLC$lTSZU$KVyN$;_;1-Q27t_yk z&=Tjo?nF;V>IzRY7)pt_)4jhFAG<=$1uZ@jUw*dBSJ5GBV=08E)dIYRP~$n)hL%AM z3@mVtG&Qf#0{oY%d_~VreW7WSJUa1Oe6*k;+{c^oJ~D~kcb(!$#@6U?v%HsYME7g? zuEmy50x(qr4}5`CgM^>d8=g~*jV`jRW3-L z!Ap_i!K>m!J)Ej}9a^+&*xHeY3hcoeNRR#pe(<8x+^pN? zi_Z07ntQ^cj9ZHp3j-=L$`hR++jaOUvxatKl7M4SWFUs_74E}(Z2Qr7c7k94a$p|} zer`eZlTAErql5=N)Ga!wf>mDV$ER9F=wH0qvRdzIhH0{z$#9=MDtvu!IM|h>U%(gO z^h&}u&8!?v^bT_&0qr1jVCw+u^(ReyW?imvNSMOKcE`|-) zMrPCtd7DL1RrWg+vcd6oy3fwq7gstP74Z`OwJI& zkUJ@+GaHik{f=Z4S8>NrR7R%qQt~F)FGqlAb#NhDtBm2>nf8e`kNv!ue(y zY`>qa5BYnJbyG)xHQCsc#D38lEW4T~nf|KNOl|R-vCD8!MqfhbJOHbe!F33%z}%=& z0W^d*`plquO@pkV2c9Up)y3TvWS?eH<~aLxxN0lGF9iASAh9*Ln|~C}E!wf5D=1Du z&Ti7`)U?>wvMjad1H_d3+4Zajx9djUdKg&Q!CwWd1{s4x3!v=WMV7tm{0OR);(p`p8-+;XJ00z0`?O&Ebz4iS4+rvQ=^t!x24bzoxM-&1dB~e>@=eK3K^X3)V5@~%L_4NC z&5nLA?7X+xfdL*)cEEBXw#|dR4E;-nQwq@wfQRv1s5y{${09G~c}(Uygdb6mPVHhL zAa6y(7P}%?+B3AqDX-F~HzXj@e07dGAg4 z_*in1fe*o8KWOkeu8gkiw@*Y`)Qu*+t@kzJga+5+A9isx4-TELIbLJp5e+2P#UbY? zA?~zGsL<<~7=G^$?yQVo{liy-QSDek{k#q}=r@~LZBSm5Zs+T`Xy!1(p9J*bCJo6q z;eBh)(p&be!^Co`jbfVoYj*R9i|O@l`ZiZPmbAxkf?A7_=xMInojm z;)%q1ZAorgtpj36Y3oUN+Gm|=1Cr5duD$^oW-=-;BI_rr+` z+S7+MdP+k7)i`b0^okvDd%v1klm3-=c;*^+QRWIkbNPR`>H~4KZ&__s-?EV=yYeHt zd4_m zW7ql!p%+)N8ZhJjL$Bj~S_YPC`m)}AYX&{pE3j`~hc2nW2fXCkAiI?9h^Xe1PM(9$ zWcqFQ9X_k=-n z{4{JC1oCMvR+&$iaDJW1&al%*kVbLW08tD2!2a~L?o9yaup!HItHjrKf5k~g9Zuvb z-e6JEK7ymfndjRNiI~L-k06}0KZU3a9Gmvnea@|>erFbcL$Xr^{lPD%34))`_%)3VTs6_K-`bBl! zENnVU_ygIpUpQ`J&VGT(qhDzD;6`)~n4AFYxN>QmBQjz}8=Doz9@l*(_m(h&&y;km zdmfkyk)C;Ss^xpJMYJA9mx|e_FRqYs#e!r#zHr%~5j)zTm z(`Rnp35K$(7U??=>uYtc(Z5F|@ z=X0LXGA;^%-zMcL(y>6-e&XJ51ZgLc_XT0H{U%0-6Ko8&-!q)>7?oo@;lV_=Cjqt` ztTB#pGfZpP^EVQ|(dm!BsJR~W2!xJ}b^&oPg{|Ss9r(&l5cQ3ul9Jvno1fGl` zyLc25*X>x4-$M=K)cnXYjm?zvETq5x1&=TGRam>h0XGBMs`y0Osg z9akPmzRIymcoqqpnM1BJ)d`N-TzheMiS7^+Je9l!Qm1FRB}ghK=RukR zo>ZRK7E`tGCNlSI>T(w?dO5G7Mabn9X^JM*I_SyQL2EKE35Ckvzx2YTQ_IpdV|SSV)zl z08qmdD9}EJYsZlN9S6Tzr=N;hI!Czj*;3NCum+2_`a`z3(d&9e=;!;aaE?7h%FClr zUNfro@o&($5F4`7gYdV%lr=UY92Y~|R;~{s{QIU+@>ao~4RM!X=X3bA%5QSSnO@p% z7DYzq^7EOw@F~Uux$~BJ$o2rwEQ}Z$yz$uSE-i<&P2x0oL*u00FH2?+6nRa!qs)xg@ zuMzy}o5^Qil|#F|wP^cAp16w9Tb#Q&d?o4REdE^xP#i>@)Zn1!$ev*H5H6QeYxQt6 zS!`^aQ86%3wQo&j{n^wwuy4)4Cw@MM?ZDq<1_vwaR}HK>iqXTMMKbnBj)C>DU^w12 zrGhrO%xI#x0sVQ$OF6WZS+*2i(Id0W*jz04&j_ zi7f#OUy5Ade!mSyJQf@uvB2qi2l?9^MBk2uwf75wFBt#@71{G(TRl>rDqec1@&!g4 zWnhJ~fd83+SOF?owdU&y87EuZ!D>IXCNW-jMg4AH>LW(aS5l_PE*gCeP^YL`uj~l1 z^Frc!%^78U?pR-~Wi8aPtAvgY$@LV$9bCU}9sHw)vRFdkj{mE-HQ65pW_WfUv%&?! zI1PoP#P*~x+elGgFdR*fE%epA4nkNPp9ZSL4Xecr{9d~^pPxf?ub|8*qh#N@FOfD@ zP4)G)YEluuo2XgmXG`{!G+Ow*&_5&*4b=^v>VJscYZN3;^iUrH=cDb@^TW|pKGSyk zNsY=+*N~|2v4Sz9I{W{i+%tmq1-2avyL+&IiUag}(_MoZ_{tJ{S+Mk_TM(EElhc2) z47$16=Kkd90v6Pd!af;#u;h$f(p@x9u;a#Uw?Yy??>Ml2=Y-PTsF`Scdlmkx-bP4H zI7fYt$%@h2VkbTv*i+;GdFhtbXfn!+%J!{8iHBF`ecbyPOtU*BPYd|KYJ$sRLu)i> zb`@prM?H$(I~M2uV0B4%zAE5lRSd%~6WUOZaRD9MO3A9`h`{; zu8L>QWFUB>h~3Da1M2f%)~s3&^i4zaJwxKSi0c36iVSKE37{0c#}k|8ZiXBy)?Q{H z>uZXvg)qs>*$ht~zykE-J;ks}X7XZSNHeVc`x2M2!G)u89e5>jyTw~;vk-%-tKB(6 zLrm;rdK0m$+-BQG7dC0B$0ciW|GsU!P2wlih}IDtZfJUjc>$%=LeE&FO~ozUc{bC) zw7_eQ8a}M>jrlw)(ryqG%9!NX0ys*;kw$0ZIMN$np&9@J%l5L7dwU;iv+nIZyKWZ0 z2{jVw1UoKkcQoRk1;nq(+QHuF!P`q>x__9PgBgi7my8LFM>(3zDcr2R*4zO!47U?L zFEv`SW8CyMZ)gLEvfWMp(lH0B1&OW9Kk&ZJ((q8J^)`S&)z{=<-_aU;-GL3;_pK}O zus_+8unXO={iT~6o?|ct{ejoPKXeZWyJa*f(P>4;R(+Il*I+Kum6+S7O=0K5Lg=_zju0E?ljA3^s)ojdkR&!)q`5qwd*1t>|aBltug z`qwV<^>5`37^xt==k1RydPFF+0F4|&UC@q_S_mDoDUR+AR#WLgVy zR;oIJIGNckQB?vrCyah2aZ_GHbW=v-pGo8_Eq}==i%eMY(|>fao92y}Db;||6S91f zpgw~W)X1Q>(J2=a2Mpkm^a{BjL237wv_(Cz5=ly5|9i}PyI|oxyMkae3ffF30~1ZF z%bj!^43w7##V3r)$T^y8pJH`rlbIVy`;n;2Mz@eLnX|cUA`p)%;;#^;+1EUx;)erJ z{>#)EtBYP(g3*fKGuDo<9cB=mWUTmo+%f!b*ofq2` zB<6Jt#Us5>@p)jxM|-Os5_|ZcU1FVsWt(R7eh0rA*lKVR_@gHXU)P2ls7fAkzoH__ zB2`xdN=x+Eg!Tf0;Z)a|UT%8&T zZZ^HqXqK2`vK=A%&N%_E7dOi{BCsOC`BVZB$~Cdt;si#{NF*TF@6M1h&Dqxmfp}-nP=Oa+d66#={WQl+BB;_Lq5VCJHR}-h`+84x zvw!5AhfW{{>m@ajXqHwB8E_V3N6-XFi9IC$Mtm(3twJmYlH~;TZntIOK0+XZPz&J0 zF>uRbhse^7TMP5f#PpE>mW58b(SS);IMK7%$IkHaGp*H>FR{eO-vo>QMg1$i-D;-r z&HULJ=p*oY`)R?Z5Gwu0Q2Hcu^t8Rg*YXXc7fI@J+En;a?G?HCe+h!a z#wU`V6)HYHD-?EsMJhvxwCi|E+C8InSLSI+{kr#A`P|ZmlVvR{azL#c`P1S>~Jd_-o3#?=B%-P+Hde8$YwfK%j-of=~wFb{RVqK;5{DJ zUo$a>Ihyd1tJ%7#PSn{F%{@m~`_>uFI7O@rvwo|GNo#(c@pc z+hn&H#^3FH0R`gtq@zC}y;|@8oj8drx|60atVmZrkazKc)tL*@NY|VRko0M49$yFY z9yXQxLk#Q7d+kc8e>2I9O}!94V*TEp(j30-&BfxHVm3DmSOf*#|5f3f;DMP%FnMhj z)TAv|a(4G;WZaw8XvvcI+iF2tJE9meIPtNUFz{@)u@ZZY+P5Y1cUr%yX;m6awnZs_ zD=>2SU9{u?jIey&ic1=YU;%kta5s(sbnPf-v3S)T=+eX9E8sNvb}{cOp>t{biIF4* zF^d5Aq2iNsefH~xT(i~#U;;nqr(LNEAQmZ>^9J3ov5T%i3mpWozim$0y^ z$Uq->EdhrLt7Me}G@BQ~%@GSaxQO)uI;b4yP`4HO;`s>8t3z}3K_V`mOMTSDBekn?GO1u?7R#=0s}Eb*&p z# b%fUwUMCl;&Wl~>2O0uScE)7kCAg#)7(qJxo(M{n(_CSc0iLz8xvW&_YwGm(8 z5*ZquiUwS~$jcAp)S>F5gK9lYLOjQZePH7Ozd2Z9`i5+1X4_X322?ZoWAJ?G+giFB z;BX=Z-9{?60fOJoF|H%w3(>MK1YPJM4aZ}B)3O5>+-Oau`!?XINLSvY;}Q7P#X)Hb zjdB*i=}d3LKdPzr$-A@odQLZ%7Dslv9NIxq5${@%&u15~OGT-p;?CmoN;Ov0seKzd zg>8q6W&)&y_ucXe`nOhxV%BB&V#k%yF3G7QfB1we-TB8Iji>ui1*mlMmesVJe&!FP z=0}eh%{OSgAkY0(KAn>fz6`%4z_bGFD_aWK<#Jxa@<3Xd&A0i7w_oWl$hhAiwgWD7 zt1sBI3(3YQHJX<*`a3MM1j`3bmzeIO1&rn9&^hSG>_{s^68+nG?CWf>FT_1=auk;) zmd_O?3=|>S;{VcM;iS$eF{4|GmXFEWRqA7Q4*Zl zxR{S0GaqvA{`k=vk7bKVgdLtGqsSknEe_H#G`c(L2|y$|HIZzO{>Pw$-r?9)P~cr} zI-ViNLpi>x&O-KVfYo5(!Np96^C!gFk7VNF$ zBVH$S8!&TFCpx{A}D4$=s=P40`jY~@@NpQ zK*+EN@k}$qN4izq2&L|krK;-z-Mg6txbV(Gh9SxhxpxZ-*UvOa<$K5a2F9B(!# zyNHI0n(+)Jdmo_5jcVqy`Jood|0${ z^eK`4akFz6{>03d=#Hg^xai8Rk-uP z>e{!V@~l#HW@nMssnZi&y>x30(e8|WeUrlDqw2!G7bJDVI6F`5BZZL5i?&Z*$7JJ>G{+U`0;u+)L6 z4))oHTZ~=KNoXQBX8{1uK;iX+FGqt~!ntjnQD zIm2wgp{!141og{E1ZCIHx+nnF^s&z43|bybH-0-W?MAmsXLI_Q=%2D=eBuMo#{czl z3mL>aHzvGfuvP#m08gHAn==R9F8xHtr^0x}Dw@4(S#2s3`$+<3_|=O{junac2;*V8 zgKnjU4j|zhEC<2neH$<)Aq*YJ35JX_`0)O1?m*^$d$6T$6pInb^`maH=LMax+D!E> z_6Cxd*|cWr!?(A{5--{;in9mj`_nu-dKzu~T~iQ^XWJU0J<;|b^v1qOENK_(acYlv zw!V(W0wey2eC7osWWUgDm7b|KAhD5*I)n8Aueaj0fAX1~uWeJuH^`CHH!|hGjel;zt+k^NMySB;3-!#M$crY??9_P1mxtG%p zPYo*JE+*ERbS=Bix)Bc-hFZyH8}u8i>&_$w7ZdB&_%PSk!FyMTPLfJepO<}Z&V-xP zxaTc13n|5)8SY*h4~jG~zqiRcMBX%jvzl$!a3?fluQJ%`-AV>_F6$g(7mwgF0yH|? zLF*;$m2@W3xBWC(UC63nW3Bcy<@;UAELB*e=YhCM1Wv?W-`!YvFIt+BSNjlAele)L+{ zr6f8Ia#n)vd$k&LH=oJMX#9;4pB74>2QfZ zOK*c=3ogeY2WGrw1_Dpbx)(ypWX6)HL_5xNQJw8~5Ke>8sM5{~K-m9I`#-aag*MJa zKV3g7tI=xO*O9T7=Af95Ev4O7C0FpBw4f2M4kFz>K@kklw?VXD{cvz<6m%8Q2`qz; z(<+jAoM?!pVj1|jqkivVSn3bnW|TzY5Ajl!y3C*n##%hx5e!&8ANgC8@Mnmnn{5T z&3AS9Lo(M=`b9hM5~K&`Md9<*Rj;udvM>rGunaa@*wkK zQN@m8jrhy1*WIlk#DO9;TjnVEVN~bbb66&|wrc`0}3mVCZUqd!Pft>oA*ZyMQ1!2LRscG0Cay3@fAcvwcP z#$z;ML(=Hb$H3ZDbJtTdobX~DC+4tE47{MnoK4t)+&+qXb>{H?CSC58NQzvxm&{qY z9x65XQ?wi7@5tbMJf7K%&mV;@uS@r^g&s8!YxXh|{ga1dMKH|iIH#q6%nfe(pZ`ID zlU6$NqTM=nKTsQ7l0!G}20Z5JlU)4boCb?>x8EQ~zT65j8T5JgWloImM=!nS}sSq=mVQ?#Ud{|--8CL%El(4t$;$( z66s-6j`dk@Y^IBD!1$3bW(5Q3|F~6j@H?FzCheF2Yaw5?j!LZiqEDhN^m1H+rq%NPLhfGcG2r_dSvmkepKJkGG0gBJ&k zcMBXRTkd@TOKUTVb4Y#+%HMPpv-i3%@r) zz25=sf)Pk0&Vuw9Dm0_JePWYaU(UoqnWd%{4xf3Wds2bf_(g!>QxDO$4d zX?*FE>wLq{+=w0$zDKIqRvJrh@G@o(#Q(zCY%tk}RB@4*YaFmx=_7zLevijnwaBWP zT1a*Z-8HLfk&m?&CNE$m#Figx^Qn(buDKe}Iz);<4CdZ2W748stye^cfP9 zh3gT-U8p&Wb$Nn9TR5#2dCTnz{J$D7I4TQjW1Z=($ThyZKupW_s}~%+!tjDeZ43%( z2w;1DsW7Acj?F+SkTfv%1of*j>xQ4W32|7T`Ad`{b5t}{#V}^kQ{0V7BoP7J?`E+4YuCst*5 z9L56M`3k(`6XDWwkR1}!VkZMOjKv*QB3@7XnzsL4&V`kGQ4<6MyOe-?=<8W zx)&0IW*jup6f0D*$X`q0zRb=J(%P&VFmx|>P>{TzF=nh|cpw^YH>s=$2g<2=zSLWS zB}4O4=$SiD@q=4tg7R(2Jbz*HM$D_>UjNTL(4M`wlH{1gs#&o*z>EoMy6V2(?OD%E z^}db2VKY^~%{RD`QMPesuhTv)a@P68ta#tO(OC^Pd zGq+(l_eUStXg~)!g(ffrHak!14_QNh#@8;8FS80D| zSD|*~h%a!T(-+^F-Hd_|9lT7^J(#{1mbXG73CZ_B9#reej{|1P&Zsn7uh;p{qk)%n z#x~md6Xp-Lsg9-fFI^Akb9ny`m)#B_Rv6TK!f*Mof>(`}QO4vVR_uIV)z-o(V;08L zrIq9BUS-X8HFatIV)DgKGit_9j6PoJO&GGz@?@ShcGfjyR=X&$^mM~qw58Hazhwx9 z$ep!7&kiGz0f%=FvuO@DjVdS^Ok4^0_Xq6SFU*+wrJAEhGu0``Qcv0BW}h$eo{RnL zXPQPOes+?5#mIIs(eovO7Q?WTtL4Ed7(d0arkz?UScRMx$QGr1c z2BUi&?Oi4k7e2#W;~?@)i$SgTp4yHDUOwH<@-*5^7SIK`$9O@We}l|jovKt zfZ=|K(YqRWr>q>F7$jZ@v6s2ao$uU?%<#jUBp7-I+2bX?==*j{obrRJnF=q`Ja)GT zM)#LFF7e3Qxp4}V)He2`Y#t#rT~kO`!2gJOkKo8)tFBZPLFTXgF~Dle=UbL>>d5?t z_MT`aQeOm8!q3ID-yyzd>~b!>yagv{DtbS!-M6K_1y?uRI(nM5^m^16QGlzWy=7)# zUeG_)+E6^JvbW@h$Il#}8!p9$jmN;i4^Mp7HR}iGPQV(6$M{rL1YT!o4ChfRE)AL| zr9-2Uj((9r>;}fASkD9y`&TjjcrDTktx7!oj0R^A{wHj4A0R|VKI-8A0fb>GVY*{j z(cR@ThYG#c-aM6lnz2I;Ycsn9vW)h05oo6#0@rOH);c#+ScmM>WU{{#>I7 zgD)b@(jY9T{K?z3oijlR1@&in zOhq3scaF27Q);Zt>P5RXZ4*!c?GT(!V`=O+MvxoTsG1hal2i=KfzdGL_m=dxDZ*pb zIEwq4UME%|WiC+%PRrK>h`6x#@|x5xzBGRq1pU7DKlPLr3~PPqsgaRv(vwd+iJaI* zFFLL2Ll*9fg8S0X%|(A?zP=5xBruvsLRTI)HjMM@hP2bqPJ^hK&QdQh}l%6Sx2=O%nVOLLRz?-vU#Tp)e5 zgO!VEiFnV@WKpZyVl!}@*aiVQU|Q=hghGauo_fl1Uf!I_=H{}GVeOZ}9og6K(&*!$ z^y@Ca7?0_Ya^M;T6y`x>HB1h{YbzW}m-~ToDQlK?^O9J6vrexIAm#I6q!C3LM4 zN~%4!Q8b}3-cbe)x~F*V8jtcWAmJVGm<@Mb&1U(0^pI8>?{aFRQdQsU#VWJc_^r9v zf!~cR^@8De(V)+qbjY!D0Nd}m@Wn$9-zXs^qL(CQ4Tw;#nHqCMoDp2&URFQgMijBtMe$R_Ps!EyBDjy)uJ|&9+?9 zfZN;U{UR{0PPcs{*)&g9d&1*-LH{F4I67m1#&&0kY8;avR!xs(`=SpR-jD71Q!UQQ zbUNvaYtB_K+1>5xtbt{*|3}q#z(-Z3?Z4-o+os+-Gnw>qQ%He?G>V{+BoG9pBvhp( zlgxyKBs0Uzgb>?M6crUg#i*+*D6YMrE9$DNU`NI7y7sPXSwSqTtMY&DfZzB1_qT=+ z5}3L7+;iUdecD;I)Of~F`zj~t7ujTe8R>e$=KfAH@n`rlT#fJvj&^*$E>lmwr)>nF z`Mx$46r%QLnEr&8?u4DmD6P6bbc>cf9(CeOdZ_`yFirTO1NXEyo13NRT#H9G)SI2- z>5XQonUXh%A=otruXC$cOX4g;TuS_Y4Gw08C%z?z{bZB+>>!ML;<dAM zCbZUElF9=2c$!g9hc{Xd#+%%1rR8SIYTQQTX3S2Ha;|6OD<$$Yi$1jkK^?NISG_vA;S9a20=}L#`l5h$Op@QK?(4JnF7-rsy zxWTsydzawvxH~Mjr(Mx6c=4`UsI^X~4l~-0#N*+7qq~!3R{lix_eokK(~(^7eB{6H zV8(*Q_KtmfPC~Qsf?fKH%(|IbX_j~}&W=O40&-Zt;=q}op~gyc99FD}9%|I?&=C9@`unR=HT+XVp0pd9FqIs_1a7e3 z57Pp#Iyv1mTTgba4)lY(6^`eE*j)Y}n$kRW+>ZqL+s6DFY&*&M&c-fOO5==19Qv)t zd(qM%QguSbBpsutt?Af>4U;B&iiXVwpf!x|7q$lki#P!~X&(r{2d`y$W<8lz958PY zG|or+)5L~!x-u;*y4hgQDDoyFJ-)$Ef8^|CYY+-^EI_sr*ROFi_7uxVn!jpnEG$nU z(Yl>XbJnDc5}>dKec-Dxo6P~sAv5KVvD8nPUjNlcFTiq8**j~+g7)S$?R`V-{S6QX z_k)`1S>;1NY}1EG7?257HVr6*TGcZ~z) zH*ZlSe2y%nw94M@pM-Rcz^h{EnR-2w>anP2XvTv7%2@s$8r2)WfOtC)?GnEcz1+w4 zGrBW~f< zI&#_=tB_v;D-5S6G9t5!yclOZUX+n|k9k%;Diw7OpHIrj_P@DCCvP%qQJY|X{(~eg zR@zeDdV^UEUMxe5YZ^PBfwi{=WE8Ly&d6AAMo+A*t~V5$Cs-+wDPUN)?hoqWn;yAI;omX3I@h_&Zu4?>auSr-T;7fXZ=lG;tUJds1KT7y? zB&=9HKHZ?a)DK<{Ml)ET!N|awt|rSd|87B3^D%+4t#>)jl}?QHM9#DHqsSi!U7pFG z$dTqC6%9_4Rh0EB)dND7cpF~kI z5PnplN3wPTn~_zULs_N9WHUQ(jvYt*F8O%%7OI_j`EXFd==&_7+J|Ft z#-feFX@VxEIsRTLn@j8P1@s4r*s~^e3w|QeeQA`dP|&`0Wdwff(BK6N^2%f8LXzHO zw%_gaSOHRv3bX0vtdY|maTOVb_2zInI$a~s>7q-^o*23C5!fxfQnn)+is0H}{Rfui z(AxrJRWo5~cACl1x7Fpred-ERY|hqy5l+RWNMo5eg(;tsvXHrB%i3F+F=>r<-3U?@1<%WunTgbPvS9+{7#QENgzt|l**1TRt8TP!d~d#sTnA93)#1$+Z=4{*uLEui(e${pCU@y%QD zJfDQ34d$&C*W+jLTYS;n>EJh4@vmK(VQtdKq6Nq1sL^O}I zI%Pc>Puw|1T%48>`d(q}g8y}trKGdl&GG~1v6ch(R4ler2S~g%h>ztH;WRKVdw$$B z5A42P6dkzdfJ15U*)P*i#=mBcmejDpE|$bHDZT%44_!jL7Q|36EnSQcL6*Jz64K!m zKo{hAlXIVNu)|7g3i03|B|l4aiA=8$_0taQz^HGmLTekf;s6bGoguM3a+X;|yZ?B1 z=3?`zW4;DX*K1&M|L?yvm&PqWp{C2>9oWpTcA}nPKxEda%~GH?g=Z4G8D2C@`WjDo@=>`o07vg`j6u-4f*-Zr%|vElB!bBn4Po(CRQg0r?S(wSfSJp1BaQ zF$_wYA%gyt)j}Q(*+ePME7k!zD1-*R>iQsx547aTz^`i5n!m&F9p|)Fg!Ip2QMmsP zqUoC>8;O}jIlx#6UZ_U+Tx=0CdrhW!Zg`Ny<2N%gCpFQG?{Y?uX%H}+zE3v>&gQmk z>5^W+trlv002Kc!st%ankYY|Tt3?Nj6VxrqMS5pMt+VD%om!Em(@A;_24}ZR>nxf!PRA~6vNO2+5?=XHZ~V1Fd6wZY zKO|dRc+^g*>fZ$43^PcxMg#5_T`6dPQp0#t+krCMdQLzELwMyEB5im(DU(^V1v3|N zKG&;zxXi#rYNT~0q(@f!4)diGIJB7j8oJx;!((suoe(xFBD`Q=77-NLM*M6+bM3`( zv)Dr$CA&{#1V7>IEny$WvP=_@kh3TPv{X7~iT1NFqL^9C=9z(mHe`~pOtZdRA5M@0$pb_n(8cdx?;fccCOs_l@p19Ojbt)!oTqB;7@P^(lE(_Vt8`HQp{JEQEMvx zZ5D!bsD4Zhe8up|>M@`sqB%Q1?GQWGELepMR=~W5YcU(%>}U6|brv(qOoCRhUp2cD z>%8WG`8% zqxVU8h+{Xnq)m>r{)sMr$WC8U(R{O>eqg6h#(>#GTV#gk!>{J_eRxNTWt_T3B>81F zTE{L$>?~e$W!OBB$=*d5NlieH@sD+3mBbTOHxNB8#FNAuC8Os%8|6tJ97c4b#Thy# zGU)%@XLMKS{37A$`pKE?E@f;DLjBni|hI{l{Uo_AP3x%eu$>`CRd`a zGohwLkmUdrAD+M?YDX0Oi$GsAV*~CLgkqbcW*YZ`WDM|p!2@o@Xx(6AV8Qx zhOR+>Z<%j&sq|2$)I#*MUks91E^A*9-vn9~X&(|>L9|6^jZB_mm;c3b0{>t}zSp z!Bld4I)IZzXyv~EAoGgrc*}bYw%oHI~=3ulhj*+QVa3jj08B9sl7cmcT)-mdU6pesE^Sj(73fxWo{In@!qf8 z)I@YX99-E{;E++fUKmLB+q2nuIrK{|BefRvq6c6+W`662aXQQ(f25Aql*XZp1zy~4 zk>_4ZgSnfIjHSa2&kTZKQ##WZw}aijPKtN6*EWFulSbakTf7KY8HZbW18NB`o#&^2 zx~CygXV@t|Owk!ug3eHBCWj+~%b;O(8i~&xx*ru+ErPyW#+r6NKI3n5U+85SR6Kgv z4Ot#o*lQDCOJL}((AXgb6z@#d0irwLUy$D2*(uG?n;MOBN*}?XkcBm4n~!lA}c3xokdY1VNt|@715> zc0QQr4?X7;cj~;8N`j&D5tK{CW6fRMNbE{$!xFddUP73%# z>e?5Kts?9$u?Xl-@2F@ak|1OBgm$?XB4)1AOm`=NS6aNiDktMmf{sZ`XLsL>F z;JsxkQkCd(&hq@qjVj$K3thJxW~GDo<}#D6Gs{QD??*aI>zE}-U0d(B3?A$G%Qy}G zM^RbvHyiu2pB}Yw*$`K1;&+?vh>dm27P|jW6dO$WK%+@Im1)wQHg=dRhkf+2QZm?I zV8Ts)?M-IMi`$#*s&1zWC1n5tymC4RCU^sLv{JLBO?xG&1$uCjhT^9d$n)*q-W$B) zJsT_#!Yk@dlR8nx3^detYjmgRr~~d_Z=NS=5z9A8iei9E@U^el76> z`el|p3N*^WM2*8c*oEb$v$=TeUd#7{>JUMjS<^oldO-#d$52(ryWqIwT|t~y|J!Ao6QUd-%#jN#xFva^`Eo(H))Ml1jnyBf2xowx%3j}XJb*m z0#IieYlD|)V(@j1PZGv}PnEW-V0ha`)V%QhBo!$7EpRwX=e9=TuRFmNAIPPZZZ?av z+ej^EVhV(;P8Ie4ccx*UqGMN^iU7!1iH%Mof!yH=F%buR5Ix>~cIh13Y72FOBia@x zCC{>@#ZIxa6{wxO+3_PDwgO|)*y%-5eY%*;i8&bDj{c2$`ENPweqPg1Z~mm#0`S?Y zpxUEhDjAAgihQJD$YTHMHR5NweF>K;$%1{Mh$2aN#2{(`E0p6=9n|Tu1A$-DC<ZJIuWsdVjxv&^Vbw7dP!K5s)I zwbo9+VWr9RB-j58T6m7`jW1C-0O4nKdNoZhE2;zeZIdevPLoFb>hwBn`rjxYSc!`9 zk!>%4kkDqaGzZtFy%GW>f!MULS$2Gx`Myg!C0(bfG#CU4>25o%XU52MPQHUe<1ex!JpLnP-SK21? z^(u_V#T`iOmF;IL{PHyVk+ECL<(-+lf%I<_sVHFXw9y%;aelX=|EA1tE@x+k(FTl$i0XDD>7p}eWU#4b5kM`ptFcIR#l zOBaoEcOG`=w@fxAm)4E;nfn#**tZSpNuyDzGy#W z^sVzkASLxdE_EjCvxV(&h4c!7KU|s<0|PeIhA1V(ymD=m2K!hv@*>J_uc8`j}-aMVK+_S zX_4nf^WW`y92?I@Thl;8or&eQd2~s5<%4$pbRi&eZWv9kxY>)vh2e-dpY8%3Dwh0^ z`+Cp!NH>jb#K9YU-XnH%BMc?WEu0!S9(B5V6jQ5^+|q{B0dwBBL~)IcjHNoY5i^X) zt=^MRGS=NZMmo1r?#zQuh^FO(+t{l-7VHJ`f>#MM;E-W{E}_au4LuHsz1GC7-!u{A zm+b1BD&ed}5aE4R1CKF@#qa)%-HmTg-BQe%&&DJtHI1=4s|83ZVzgVNntQ-XI~4j+ z;gE#B&km*ie+}I+@qpFN9;@yL+G{IRYOAY2J7uS){t6gMJ?whi9Iz0)^Hbf-C5{cL zNhw;f(H^$h`50cP^~TZlMuu9I$Nn(auv&z(c#Uj^tgxQl-0a()%OoV1LX(f512}&0BnXBkT?7L$%_O?tH@O3E)PB;|2P0+pA zN@vql6cv4v2ZYqtejEc0x6;;z`EUkkZ>lh1Uq4FcuR4{joIRk6t1!O(i@e^NZdtsE z>og1~zyt9S5_Q0Y*XAgkiF20e|5LYcw(4`8S98 zyo5tzkDDfY_h3?a^RZ!KwJ!b0YT+$&ygO?4wPS47@GHsRQT0IJ1TL{d+-t%fW)hjz zVITaag=}z)89=iwSJ}C`5eV@{i@UMUh6JhP&{b+JZqjZq?0p=tx4ebP_wWF8(3nf4 zs}$o-b5N|Sjz|BL2_i~CrcMN17OG&VGJ+#gs>#_aLsur1@%#P2%51nPcq}&5?3}g|QVupf86cO|oiG;&g za~<=CHp2Ie752u@=8YD$B}?I>acdaeYNrf^!FCg*L4=Oj(Aa!!NS_l!Oh6Gu=UWp^ z6vuj}@LGnFd`lter{(~qTyDm`Z0VKZ!&sOLKMf{@v z<$uWr-C*H#o0oAU{y?4-KVB9bD0B|lUMF!SsBE3X zPqCtw$xT$$RH2ct`5}n`1pk{%ZJa!gT5u)41#`Ol7g8SK9<$Gz5q^Eu^}u~ii>3D<6Ao#%#b$h27=gnA8)e*LES+xi$L0vO6XfZ?xTN>l z91tr4KA8;*c1{`_=DV>t0NaJ4V7FYG#(r|JTO>*<9x6-YpL*#r2b>z{CC2ZQ_)L;} zx!zC8A`puL;j2}aA%x8NC_6@!W1MWE6O|ZO?=esh~lV%p)$TPL+!NtybkX==CX08K@eJ z1vxtVtIXQDuj?5{Ybc0DWv5O4LW$z=wzzOx9MYE#wn=rwRdugyn&vwy%T`-0Mo#n! zng3JcY4)~qv&pRZogT9W@8y7|p^5IfkI@vnwoavPJ4-$Yyx3mR8(u;*-&qvzJFJM8 zHTDj>9#`www7Eq!%pII%ljB~Ti*|k$(Hs^(0$x*qsN&3HH-l!5&xCx@4+qX zDM-bZNV3Pq{;7h>+SbxOZE{1lHnlp8ObF)qP?Z#J+aQ?9lNDy*2s0ubtgJVoaea_+ zn2%9}iC$LSXATN3-XeZ8;A|=y3LMGiRW?uJ3ebljnaIqNu4Ux`bG6XGH@J;i9$By; z955eI*saVGyPvGo^qEtBSFG3x_N(TGc5}O2*gkaztL_cYV0L;qsj7#i!bhZxVIlIK!h)GHJ2ljOkQbg=sf&Q=TSa(0UffHE#mM5|zA%HoFo?C$bmM2x(1BeBq zf&WWbYSE1~uV=CyS@eih6OKo1Ino^tzFRZayyaroJNXWsrz4U#w-p?xQ0!_|+`+g1 z58?Ya8w{HHy+}yltX^$ypEJ2(y|WW`r!THIs~nesfnZs0Ct{B{KQ_%Ie8TqKj}Q2Q zd7g(qk70SrHD^w#ap_nyWzZYKlME0+*b2(Qqs#H$h%SPIBHjuZ=*+j`XP*%=EHp!MEq+AT?;d{6zeyGyYcp&ZYXjuPh&`c zD5egeD?PoPeviDF?0;AF^T}^i?f{=@nWq^erbL(1Z=OhHLy=toOGDS>Q~CsG!-sb; z>0`VIMxPwxA}NThk|NMu6L-;OTXL80_GhOp#=XElNz{G z$9W!WwY<yCOGql}x#B=q1>&i?_)UA6<% zp2wYht1}L?u)7x{A?*J?@i;8W=cYGVmnjNh}I%D)`6DWBfJ2xODa%|iBidZR^qIGq;<64()g4DH(c*cyubY_shT zD;LnvVv%7S)Z3wgAN;59p&{)1NtC`8Q)rl^#nK0uT>c+2=NpB<_)=uf(_K5E2r^sy zL*d>?8LwFcrK`z6+MHNn?p2#neMkPwqsQp0o73RqO!sF_Mz8dDCLxkwE_LIn1k5)s zEq&~4e|cuhuW*A>jFwwPvOGFG#a}RYioaM}n&SVRhA3)(&Be~eMgiKul@dQK-B|fg z`Jez%co_DvT`<5w_{^5=?<4*7)!F zKYGS9ba4g&a&*Xf*VkorCuqjaI`<>2y*yCP473f5b^p z)ZNS3ZY^M@oPw67w+513U4sKB7me$UgcUAsQthqcdXUnO;m-q1IxSsHV&4&J-J?!7 z_{-pV)#0e=55OD_6a+q8OdCj@PV9LSO@vNaIYi~naLa%NeeI;<#$j0Q;{?6SZ$3H6 z*lvgPPo&1s3}7aao05h%@N0?fAxxjSQ3ZC@Ux^=L&g)3rn$Auh6>Wlx8-my01*#>9 z8#Mdh*gQ*DzUC#LFYuF%V{+?od3(Q5q!`S9C>lDNV0TJUQ7o`1iyLlvzA~yO^sx>h zFqDC7^7sOHYhEVt&qfK*CvSwVyq&EtU)%AYtM>wCTIlr-rIy8=(8zh!c}*jC=u6M%nvWX%?8ZGsj&*eiPQ z_9q^Xqps+{}6bSbodn zVUD?3<7*gZ-dh=a)J9ENIHryGn^cERF`P%ImLY0e+KCzM641$F!QM|P3OD!=a@vR3 z-IFFAZ_Z!!_@32kdVd);a^wS;60sArHiFZH2#~?9Nr-!Z51B{E8-)@7u#}(fgES-> zy1tzK$FS`a<6xe308=934-4w|g58c#pTI1C2dEB!;fs9DmUk3d)S*K65UE#Xvs2Qk z&5hxnnTC=gkSRs+L*#smHCf|`FN7ISCf>=DTXF%y#RgC1En^>G1>+$G?Z3k7i>e%S z-GYfZI-2q+FeZA4Y2%FQlRkzJv;XfbW5K4J+P1;KyuxuH_^+mNGjC;)+CZN9cXDM< zQNheTMWzcjwSNJT=M%SyOgi<*BkF4s$KrtyZJVt0$+gjBETY)T%FPLCfjLnBCvs}ozTg=s!^ z>`}qK5be3dxf2!GvD>gt9JC#~4=LT*B>a8Wtw>t;;zlQ}aBm%3Y1Y-$0#-XiDGix( z=%{noR0*eBmi!&`p%#-1qQ9dgwA2kt45l&ZJzDq2137}nJ=}E{6lm6Mo1^oeg&M#Z z9rx{Q2@X+{=ntE^7`~*r@9qIv40k7W|2}ffOIbDG{uOK1{llnjmSn7aTmGH}EZi;B z4fjTna!`mPK=^B-6+)jYe;aMWEOywO-J)9zkVq`H6X*3+vdpE_U42by!L010BsW@< zT(2ixd0zOdPr#=}eF31zsUHq4pl4)!d+Uug=`(Cx617W&C$20^$sViV{?G;YT@G~_9$=Zha4VI3=D%n)_S*+o{>obvPn9ig2t|^00u)lZaY_;xb3e<>G@Md5yxU1x z;w+f9#A#|LgJkFQcw9}KKkSgoZQ#l2&D=w)K%(SLj#H`GLezZJfioTi_c~u%)mpCP zk@f_Wd+a6q_G}SSHm0)^(rCS+NNLgp2;zi3TR!Y?ZunqZnS@7bg{2asRFf<@lq z{3?h3i9mGWi{~$V@qBZSXg$vwH6hKmp)O;og$Iu@sCHgx>1E_uzU*lK3m$mqUj@Bu zgM-6gHF>fGN`+y@-PGZ1!_FBEWw_KcczXPsG&m!(gAzZPv6;47%!dYv&a@|`ozepE z44TYSC2*kD=XSh2&f16g3nYtKwK5<|Au)L8v88~TSxrVQ%V zvoe$BVlrW)@eWboAgJT(R8}fGcF~Dgo1=KgOt_u&hP{eDnhSp~#H`VNzgWuM$>oY% z&F5i`6b>zLb;O}I?@5Hy%}DS9KP_jD%Sl5_fxiv2Ht#nLZ0`-(h4VwB?b9p+!-q6!wsKhfLG-pNs+3{ito0dmuA>w979Qp2vj~;O z&tMTGcX^7!iGK*;agpir2YzP!DM3qeym8%CV-2mm)S5=;`e|ww%d)&wL+9YuW-@SG zagU3f>`8A)Z}%Q=4LaDJnNbv8AZW(N0l6JEuXBURd9Fdl0-OVIMw+tVmyEI1$F|iL zb^SFYqZ7-@~qDg!)1jSIjF%av;|WKCq%L;Ta`g0NGBR8l2?#I!k!ee7n}WUT}5 z1|p!r_zqti4p?k-M791ds|V|g@3z&TaBlPniO~ioWpFkIF$ZngsQ)p|3a!nhN9|xa z)T7Hd&u^H?MUoNAf<}D-v2|G(|K5^q#Paf>yI|5OVn;AC2xrJDEQ_?9qA2E!whn1q zc>qPuJP>TIlZ+_xSOTwj*RR3*EuV^=MQVi}sjecB)re(Vwo9;cX{0k0fH(_;_#26U z-VMP_rm}3cte->D@$4(P1J|r85j(-yT7L55d%`G`!lU(_6CfW4MQ=D1JlkCZjp__{ zV+_#HQy>**?1kxOpz|qV^nUB6 zCmorwSLxpJ1*ljC24ev;bg$lqa%ED*#hhmOSEJLglt6{K(km#v04$)Sk1o?|6NB;D z`QGp-q8U0Ba`=tGS%lbPm8!vr?b)u{?wAa-pEWrr1i zHw``=6J$^C>3P%!aGtj&Of=mmJH_qFNdH%^%)E=(6XTDos5HwgYMZ(AT}odLUG3iq z;hwJik?X&56*U>X*Jq0#_+wBF&BixXEeZ96fAng(6g2WNt~Q^L(x)8|SDABB-lBIb zyWCkE85%<>CJGhgFaIrbgnjKQYI!WXSG-d|5P3{lj4xc}RPY^h`QwUdj(uAmIpb?+`+bp&4A+gSe5LAqjTCrn z-9C!$rKrG=U|`dcoYkcK~A+gU&?lKqm>qO|4Yo$&Z5{yO5`SC1o&H%uWr*1MJd>~0lepKchDkrG zZDtgebyk5i;wP;nEdo;IM3|DCmPz}w*&K&OrvbO=);w*$x*p$(5V%iH40<^m%VCGD4g}EviPyCq=(Vh2F}i{}8Xf6wPLkA{r_BYH zyl_-;D43oHb{~GYtG7Cv|A>S(f19P%8Xjeno<`Q_ABKltm(>g-Mlomo(atu}vxL#b zcJ?O8+w5YU4V+Qy6zScUtxT})q8q_>H{~hRxtDjJAUTGGga1`IE)*-XF4z zifz;s48d8(4v18K&(Vl+Vmz+^lJLW$=#Zq`Hj2LTy8h0UDRxU$($bx6gig*Om!soo z^O&B?Ke077M|xs^Li{%+ro$qk$7~I`>ZeA+kJ;!8Cl%5`bv`-}Af_`>n_<3Z(O5?A z{5ORBgQx|tU|NniDC&x~_CykqaD1(7ltbfmgJg_b>DY=Bqjpl=#Ia^NHJU2}Yn~)& zU1?!#)itRDr%Bj%#XAAV@4!Xxe$#KqE;)$J{r#b5b{pQCECQ&btdcU22 zoXsxx()O%IWa%UaB?rH;pcZ58(tL4?XR5{5YghR!AzvrF@j2M`>MPRBc2O7~`x+Ln z`9^NX(fQvw1xEZ?C!oJF@XZ2NPk3v&^f0dhLwK6IIJ9;d$B8!?w_6e-CTJxs>cphF z3D#V{LKZ0PEQjKB*i7Og_T41ubrLL&IRAloenoXS(uZPxvs=6-Ji*J;)qgk~VGXFn z!084kIBW)kn>TQX*tO;KwYN1D|2t%o0v%g7$R9q7lC*&@O2BbB_E%2xs9<)h6TE{w zBUH?4@g80xx=wDhT;?j0QxFNtX)jSa#terlMN3`)y2;+tBkcu6k?1cvJ!PQZT18u7 z`-5i)Av^CEuoF4DWa(##$B~|xD;=HC#%y$N{#I<$$Wo7Dub0uj%uM7Mg%~3!#>zJf zSX^c+BwHo?ei^|%5%GevlG$_*Coict5n?ASJu&crgka+{MU`o+c|PCh`i|ED_%o-Skc$j%+t)04p$&kh9W~E}tO11Wd7QqSojjCwSgnwte@?ZtMmeUOM zsehLYbXhu^@myIEelEa?yG{t** zyRTP0FIJSQpAjYCUr+2-i2p}n7Fog{kdu%E{YGu6B-q(NVy!*B|`F0Z7v zsP#x)N^FCDE36=n0;Ye%oHyGbGi%DT^v*G482&FrKA;S^c04I-2v98K9!L-NwOjcn{IFZo^#X^v@Vr}{e`2b=Cg0`{^@d7K1MB&6?#@xR6 zLi(fmxYNn@N_ZsL6C~av7D>wGA@ey(QI_Wj2>g;(q5kca8!ut%LGkUC=d7r+*m^7K z%2RwjbAwQ4%e0AQM>kP%ckh3N{T%FitS}Ip!|WUBv=o=GgX(}2-iFmqd@<)aj0Tt% z!Dfn`EOkJG#%mSifLxM^H{Ffh(B}>)RyFmZjX&f$Tc!!U)0UA6FWctL#yiaZny$Lfalu5G|+j-K^TBjWB7=hp5J z?u2E(EU8yxCn!&*b^#PH2Si5rLW!Q`bT(OrNax#<$GW&?U>LGW&*&XTd$~WkQFC$n z#%@h@ajqt9;}h|*o3S^~42GIz%3$3=X6%`qA{rMoXog zlGifoB1olK38!sBTC9jnVh?y|yuTSo>gfnAMRN{kZxhuGqJ^+{;thmuN9`}VZ3=B>fB`vsd+VP{92{_ryrKV)fDEB%zn zkWVE$Rlj*I0r=N z;(D%MA#rx1>^vL8T~1d}4es$}3evy*h*g8@5Uzhe$eS%%5SugHDfg@V9Z?kT2jMB% zOskLeM?NTnIl)lnZKbHQ0%U=9JL`5?56)f*tNDDs17}O7c65r@lydE)|v5%m= zxrZ&f>%Y-OQpF%#c`b;@gs3%|SqAv5WpFoiof3_~L#i@p)?>8pW?xhI+FiChFL z8rA51(<2t!>%lPxajQ;lwrcX1x$RfQ{W+|nWL_rp>tqMb&K85*hSxPB;fiAx%k2*aX%H(V28FN%VkCKfz_xWC>qw zF>kX}(d7@*Jgb7JTBO51+*<)0)?tm}5XYEVaXd^yiQPpVvp~!q>is2$y0|t|)0eny zNxod=Z@Pd&PHAng#d%q{xTjTP2$+4@rBVo^_Hzt4LOm%23{5BJn4zw1UOp$kH3bzP z$fXw~`NA}Inx1EV%~o5?1`w`RskFgEGtzy*a#_!pvW#*>ub%<}0vJyF6zUa5XrXR& zJ>cdax{_2$HKtjyO<4MAY<17%!>I)dg3Hq^tneYCE*BP>bF(Cs!mMgzp7No>fn5bB zW{g7MkB?U8QlAF}1?;|{f)GQH<#MqB>=EDhUa-#pk02VGHK67Ob7plNb`Z;3DgJ>w zDVmAT^*P>ld0uSEGy)rPGb^P$_Ko5Vgki}fM^jXy)q?|y4XF!FZn_Tcc;bG7q?zt;r*++cC^C)i_1YMtK2^_jE@Gc@wL)g^lb$16O8!Qxu0>0^)LC>= z=q-mx7D;@cBravz`>HW^gTv_G>VrQdM#D2m+@$fTCIhzKmmxLeE0SM&#DHay@~fb& zB6M_!yV65@)pZur(o&*6qMd+E=nm10iy1Lt;$zleGWxmQp5c6HX4pJ7;lMngz(&7e zb2gLG>l!`B_{nyo^7(vXFsy!BwKlE6fgL`YB^VB{cG4fPdywN4b$N}h>rJj}w)d18 zbT_VaX)W;qc;=CEu8TRr;&Qt@iKwA>XnCxoP`*pD{e`n$gve;(LBDf@%^!%{v?YR8 zu{O&;W@WM^N9azw-A;FD9W^-k=Y<|9;(yVw1ECxL4M#+}CmfQZ82+z;#n~Ap>7gxd z`Y&Q@p7GZX^oBoh*TA&xOj*Q;ZQ){#XDg~53$#uQf1LrpQExAzOM;)LLC;u%;yR@jK%wSQMS3lLSR9q_6F)_ugmAGW-l z*ftr~8x7nO&3Dq8To_EUGP2ZQe|Iu}5!7G56nTbf3K>G$BRQa3UZk@7m_P6*f0G&L z?p|3)i$}pSif@=V5OfhJnG}|2km!6z>TIzwuHIr=N=?41*Hf$6l4#D8`>r zX(N=LiF96=h#cUwhV#4B<*5e!Lc6q=lD5~==of|V$)f<-Jl+~}q1lWyc!gf_XcuIt zw>#)nYN`2X)1|*d_07be71_s-XE(;CKImIG4mYd`sk$H!-tMJEDo(QF(4FXhLIz`7 zHjOV}TZ`*ZO^$~}U~J`~EcqsPjS0?=U}&~)MWQg0bGlH=S_pvEW}RBf?{tanOfZ$E zs$i5mOVt`6^J{F5NA3I<;IuYTYNxLd+wizuuY{{rrX4ZzIX-?~8RcVwWr#3f6KRyZ z%*8?L&ywxa73#{-_u32iwdjTHTqosCay<(UQtg;|q2yt^I*PD?j?W%rGyi0l$2nME zHa>D|I813(CvkNSIp4ES0eLfyvU{saC?#U~jYB=5uut%1#Gc`5i!4_Q5PUmO*g`6~ zhXd9{-Lj_lVHf{&6u&u_?({WU4#GFMD4oNZWgHB&Vyg3E5N#SNjTrM$R~cI_*slto z?~@)>#mzR|<;dha$+ZRkgYnW@;P2PuvOX#>w<-(;6xW%z;bI~G=Hq9V(>GlF%5@xs z$P9-CN!X!&mL;y>bfl~iT|(kT1Tgs68o$?^$qX~6%otjuQMPnxI0+yq#qxZOY|qGi zw3{CHY)p~5(EQn@t@wCUmzOUUM#9JC%>dnT_%lXVu$sP|#W+>J z8g#lzZn_AbGjTw~=m&o@{5@fr9v{QM%2i%q_1L8^w1MDt+`c{2Zs)Xx)}e?Cg;yqe z+#D@rlJzk5=Sp&uO|m!?!-tEFHTRduzjL*uu*Dh-|CF6R?bnRnqjTZh!s-RpxrIgb z_=CkcYCCN`IxZd??tES{<%>p@KV|4y`D4F4?TN^sL)+9+GJWTM^ZSPXdUxk+$hoHQ z)#7K1zsh?ye|O$h#WxpzU$4QaVHS|Uh3(Lj;zM2KvZXEk{k>5rM3&>O{ee3on-AR{ ze2u}-08hYNwzR1qGl=C#0zjG3Yy}O%ImxIv85C$MX{-z13JNB$mjN8YYmZX)7SP4h zQvNfT%hN%48e^O}Z_%=)(;|r$biDn`Q5@FdQLM(V^H;|bmh0HO$dF1uy3bg)bQb1P z(^5!Avqd5bLE^NsIS^Y8BO>At(#}c{3_Gp)%E)H!J~4UYvZae~67+)Twv$l@VNc?B zO~U}jauf=$tVDUV%}T@L?uY20?X2Y$*vbIiKu8MPbw~hUyAM(7v+R2|079v`U~&V@ z(*_5YxA&?1hf=e>Zz2AJDjNs_P@I)L7M%*2+t^()f>iK(VUvv48hllga^52;d9W6z%;@v zZ>z7y>=xs}K!0@=sg(qV#b`QGT#h5Vs}GZhnguWBcO0SFQY=ChN% zf*-Kx4_)}O*`LX>p)2Dbi^uS~@KDSS^Z}W=kTrp6k+_pJW3&;K89l=~`Xd3Dgq%jT zgSGI2Ck%}Sy5OUasrw5IParN}5Q*xUFsMbYAP`)}&B)*)QcX05Bc4qjAFK=j)WN3$ zJjGhx1m#(LSX$H?80_!eBH=IzpG!{;fT#f?IWBSka2pkL%_Ui!E%D>{OF_KRP&brv zy|{~lU4GKh-Oil(76%P@>%KkK>c{dglLM*5Y#8$+9??}Ge+UZ>tnLH5>yRD*Ms_tO ztu>^}a>+l;MHmBEnDU~JF4)TDm#p>%JjMgN@u58fqw|s3lDjMk=*z?u;}ZexoWM72 zYwyF~)3*@I#>e%yg&+9#XQIVALO&NWqKl)f1`Fjirr*i!g~R3%J_#l3C4@(A2CNw? z6>2gUtypk9>5CPNPNYK&s9_B5Sm=*Y%i{h0i_vK5D6afACD&Uv0Aak;t;E)+h~}YU zVg;fT&n4c%VI=9ju6PGqD2gMyGZ62c%WGQJ2L4G0-B=3%58@!ZVYL5;2jL&Q#`i@H zc85C^T1Fja*uq}y~1qD~l7QV5vZpAXUsz$JJDu?pC9##Q#}A{9 zT^VW?b+|Z5Hr4X~2c%T_q_8|G(`XMitsuNax{@$*oB@OVAiRSE1u$R2Rs`H5hO3E5 zI*Qk%a!|vM;POGR3d>3GME{slwy^uLZ{R6`9ZHXR5_x<36%_omScZsjTWaPK2j1B% z!^7OV_L%)8z=HcPxhfzZ#iNZzI*Dh>8V^C!QZqrc0>_N3xl?kyuOK`64M?Ogqlm=; z!-Q53_F`YCS5cr%g_8(^*0AaG8f-&{*-H_NB!U&%n}EY7%8$EPYYdM->_XeT6scf6 zQ56v?{hMeiUj3@4$QQZ8b}Al=WFm4SHDV`;7ARCh{0;(&7Kdx~e}FX*-^N5h7L(wM z$#{>P4U?(stw#Z!CC=u3oWIMbAwVl6VN?LhbENwP!Q{DIo-GMfft4JOKK~nU>ITy_ zNS?%V3L;@^;*qK^*$ud!!1>ui2l}e~ieS3QG>DtH z81=1?PD@#ZYf|xG_zE?n>I#*%3vCOCqib4}^nQ@<*YT~m`BO2K9P9`F@f6ZO2NMSv z2Qvp}(|AVtWdAeNQKar=;vvS9&oK5ar+QfR*`{0b@1>#@_+S6<3a&qc>bpa<)ptaB zTm9NeHrGL8JKJz2lfa@2-OLtNFGMpHubyr3{i^3D0`Z>Tw9IKgsW()&gyH2M@2Ore zU@M4+ZT1*WUhOcOeT6JPpwSx|*z~u{+=!nllBl~Ll^f&O!_U$hEdt=z1SskyG-fdv znqp*&dBv+TnN0NX#|GdSfhj!}LnwTXbP{&m;B4EuXoA}6$C}e2WsQaIXY48s)>uVj zF$*-H)u+?!;$^WRC9A{tWsFJ97OIv*)D^{eyB4R zF#M;HXJHvhQ&_o~(QfD17m7%^*TD6Fd5KpnsUdLqF9HwORVmUc6EUgMf{_0$7n+2l0FPOwYgGh_M@M-6teHie@> z1@j5)Q0#SLvI3T6S01n~kSyYrXMqwZz}#J6&$ma>^bA$R=}lP7wuxw z3{K~W)>LTRW=5Za%2~ro0^$ACg4JC~0*L}V2>tNjKzOQftP|p7T>n8*ju$&pt!9eU z@`$E_<5JIBOcZdJPzS0lR0Nl(R*rBEJQKcg=(#pUj5x?+b7?~9;qqvf4&WGwh`vI& z+{=V=gGStbNCZ3k!TL; z_@T(@Hc0;e%V5CD8f8zwWb5GE))N`*4>rrThhg7j`DdP(Ty9<~_|rB% zn><~6xX=WwdsV2ImvOe8*R%}=pLdF3nJTDY)`bq*K0gY65nA=w76<(fT9mJFAhOFg z-7?7sR{Nf$0g!K^Miag}+a$;lJ0r0@cKTW6A1bZE;XtrzGE7~UbMW-bQNZ0RMkYAj zdJ+^g+q--Mh)W9QiPYG5^w9~`twI{JTSzZoRosr=1 za)j-fE4j}+5fbk275aeqJ4)kpJVSjdz2WvG+7MJIX^Y5&?XRp}<3>&d!z$|x{p_Zl zDjQ=YUjZWrPd^Yt%gy+(2gFMLC&e53)eSRF+RwEv)#waT3|!O!pvLm3o!)}S&(lN^CS3gT%y^V_{$W9$Kp zlz`zMwA0OOJ+@+O)pNtU(~v&*e`3OJ0|dQtmO2iS%$HpqP`Dy^?m>ct(F`$}KGo`R zQ3@v8aBpDtz1UzoT;I|E5^qzi>WOygLE?8Bo&fG`zJ%(pXOn{-vD91_@{w;{?yOZy z{6*c7{SwEajYATZb1o|9Z5r?z>v`)BL@)O$aG))v#zEvoy{6Htehit7%I|p%Vyrvt zj961E&Xy6j)x=3M74^;#hHU}&cr5?r)QOq_dH|0qoj=m=c4sDkkS$$(Dz`b%2_xem z7~- zvYNC9t#Rp0hqtTU+1QDJ*WZOX6uw^abS8Bu&Mv|9+*sc^j6)L*V`P>-4x1`+3Ez^H zb)3Fn+kkK2rGiv%YzLgh06on2<)k>5}mM`^jfsZ2$tT1?ML2#q_%_ z6000z7b`sUO*-aD^HM(JBuQ1{)qzRjQxuS|v@rv~?}_IR^^0;q=q z{bRE&WilF!r8e;oPS;A(2x)cjt^Qom7I35LJ1PjaLmqa(S%bW;8R_~gBL1UAxWCm- z8pi?C18<|t)S|M;MA}(~gAfg6SARgpF_v~n992Uf<&*qBroIC_sxoc+dEfW+Dd$Yd zq$ei@NFad}uz-;ybP)(u1TmQ;6BtNl!ptNghz?)_Y}gi8v7lnbf(1Jw_KKiuFW}nN zwO}vn>VKcX@B9AiTD_2DQ)bS2&-2{XZpZhJ4@@IJ<~s|_&^k=!i04}tyI=4%E-U#u zle>cE9tudaLe6O>Ct(hELTq=SWW+zmF(oEHFlr$LO_(@Xa4|-bS9-9&*09;>IsUk=6F zyhm9>W_-?Ts++@mrPA4b2mEv%Dh|wPh>j?oWhwO#twIt#Ojd5Nif7(nl^{BS;}SO~ zBx2nTZ@qgsYm*g{# z!5%0mwlzD)7d~Y0Q*!AWjXu-N99#8Iy3vDHsK#al=8tmsW_tWq?A@7fE&YgNukmX% zoob!lx92qPLnnH zCtw>kG}It%Xhba{hQ80`SGd?XFEzO3mV!nH=S~>>wIZl|n;hzSf8KQtFb1tE7V3OK z`H;6W@uMoGKQ7{{j9~IM63@E$lp;#$bhOiklPCdkh@BZz@LEUXfH|DAx)Ci&dv<4eJ zfgRy}MNq-92l1rDxcQ8WJ}RS+bI1&8-xA$ZT;3k}5h-hQS4Cee6Zc$cZvhl^i;03e zHs~Q&vGO(YZA0{OPKmwfPO{Un$gN)5E_~rD5c)wmUGE3A3k%ueBD%s6;SVIP@FDJw zw-ieGhO|L&Z;+*ODMmQtQUfEsR7(uVFjvuwag?A{sQ2>8tBJnkxP+U|K&4BvUX(12 z>_CagcFT&*3zF(-#GyNQrpYG-X=K_P=vr4ImXP#3V^Ev_ldEeGAgC6#!?_48aE?cP zP4KIT$~h3()YEoNvM+k0TUutR9bB}#Io!m{gf(M-aY?i%>Ri zf>GCk*E%1G7MPP*P9vq+4*ukF-w~Er4+%9Y2>)Ljj*I zQN34so^*5@O<-_FmRnu@Ugh^veytFfa_wx%H}WgB1}?#W<@2VHdY;mf5ye03SGGwm zh?Zvf`C>*lXVIqwl|v-U431Sd`7x!8$Ry-zC9Hj=K+Q~dTaM){?e&Tn09 zrIj_WUz=ZyLy>VqA8(g?PyPr1??4(1eh`N z#HIP{Dz>FI*PE4AzZ*tZDePROY<_Q4)-K~-6z{m0mLRk~!TGJh+Fl3)^S&VDe=p@x zIV0duYYW=!MaZL=|98*`*C@eyU@23{JxmGOCllM9iyurpN5*DSA1O6|l5>?y_=F}H zdP=qHP{9GcloNh=F+{p)nKkEuW|!jSDr(G&IqhXYA^ z5Go3fY*Suc!h@%4G4W*@dk(|jOHw1Qwa&k5)XAJn4OdBkiD?9f!n9|l!xEm*Re086 zdcfX@Q7{_mck&5dBN|2gBhqFm^Be$gbrEvPG%Pr8$&ShF4qhL&D^`H~-cQ$KgvLn) z+iJ%e*_!q-lMDm=Oh!=jIb;GDU}cPD-~XZGz2fRNM?W3@OFZGyOn3tfSM?c5&;@(E5x(v>a_ z{Ahuo$sSj;CnGUL*2G%+L3Sb$E2iSASaj+typA~A_wE7+cL*XURUFSw0W2O(ehz2c z{g_Y_kwP8G&S@&-bWrkj?AHm&$g!m{wjb}1bFBk%1f%(e5Zzics+R0*ZK@;7hvory z+>0&%a)2pkpdA6qR~N&{gWU~Hv2DP;v5>Wiw)R0xdYx`vEZ_pqxCLB|x~zeP+TJ4v z9=-+gX$F3V8;zVjHroAwWGp4oLOIEsc%$Psc+A{`TgOpMICUY33ngrT_u@B~l!FF_ z&1_U8UqC+l0zr33;zi~i;4PVXe2wm(dkk5#_qdTPQzKD@!x*!EudlA(dl8NYC#)oP zkh7dr`rlq(c&)#xJF)@f*5GQHB}GL%b}{nquz+Lc>+X_XTRye{uP20yt;;Lz)fNvb zCX&MEI0r~uC3g+;YZ7wU&+|N6r^IDWi{d4vl}UFPi&}aivW41mch&K)T(S*Qs^Br-m?D(jB*d_Bxh7zsb@xAh8Y!6% zDb6wJI#*Z~k5EfTx*NyV(Sgl&7qI_!a8~bo=pDQ$-c^Mnp6%Wg32BuB? zidY28Z4#0Eo7^}Wdwb$1W37)y63nP$qD5gR_*Vin#2A%2Nu5;N@XEb!=J9Q4p3=l_ zrvJ>4pm;Cm_i*`YV#pB2#TqyOX-?Nqyas#FP3^d;S<|v2jzZdNh#Jxj>`qk!ko&wy>y?z1Hj&?gz7IP`XgH^3-MX9`jMbB+;c=L0_wGTZqfZ+XKS8p zi8kx@3Exhd(nK#{T{l`)#8+$ zbzUT__LCH4e~>QB0z&6wQim$HtLZv0vd6nPKAgG&u_Oe49x6AoEnoBwtp%(~xc$Z; zUF>C}b0<2{2*2g|!*eb9NlvoNZg$lGzx^-Daw8A;>3oZQ#pXMRZB;dSFDJUs118^> z+$~e958S=`Y4Wf7(G#klLXNe>Frmn&U5{Inj8LI<#=T__=-s9ax63xB)@%*v+k%X0+L8@$etm4k43_%A9XbCM~rIr`d29K3m=uxHu)_qiJsz3$r_#jB@Wu+5APgWim zuo6pyW^RrOkf-?!Q{=mR;ZTrdiQX%;N81ZH-C#AwAg%B5<+Hm~r{|_1$9oBk%|R<- zSn4|rq3=4LcZ&!Cn!QW=;K+)ljxB)ncWz`AAlc`Od`So_e_~>f;7;<6(uN@rn!r8G zvDRD^Dg__!qUZBlK+;Eh#*%b?p63<}L^ibA<3hP84R+@fO9vQpi*2g7i}4sVz)2hR z70)u-9|SftFX%K0KIPEP{5X9I*}0 zd*!&x{kCaVi9c)TaszH4Dal>Cj8Z!?QMuTO!OetH_R2ihNQ2M|=d5(L`|9rK;zCkG z%@IsQ7Ug%%pg9nA^`&0+uEl7(A`xu?fIVFDNNZM23{)#s87*`J~iJeP3jrTu!cr zoV0Q>nGfZ7O6+;VvuK;wN@fGA>psKHZZ_t0;>wL*p|f%aH>m53_dZ!FPJ=eAGcvWx z-+sPEuajqr&W07kxF!59dO()1BMgY`30#9M9yPlZ6fsJWjjrrA%qy3#YE5LSPa`~e33tO=8rQ*QTkzs|{I^)|Q#_YlWZ>+-C$AA7cb8lR9D*j_?A;s|<)KxZ& z1ctP5I4MZg_=eR?j>bMxeN~qdds`y>`hNunY?7tVB*;CTedM*jqWXPIzLtj6Roy^2 zgEx??k9Jn1LAm3r*WnAVCHg{L_dlkgZS1fs;~0t`v6?yvuQMprHQ=)wzA&ujdsH?X zrO)w&K%+H09-om#r-!X`S}Ep&=u5&wOm4vj*=%RTShQO%YmeU#j$j*ObxOOF*qd7R zDN+HFH<}<&z9RNFd=UK#h-Y7^(C1)fnQN<34`JVV8ft{uoLgFf{anS^aAs9Jz-HrT zuC089sjo9u%cLSI`DhdVI0At_UR;?NVzJLVv|B6s#ue9gM!zc)oU!CC2Cx~|P;aC_ z_|mcGU})=0VGwdNYw&zVb(l)=a@$o!qSJ=rQ zsY?54twUu26HIP2Y3vdIT#4eyU7V-psf<4Nv>h1{54cL=iHAJ&E99B*qabD4&b9Y!0ox`He)*6fze` zm`wt&Eb=4Xl`VTO3?P-C z(NH(9G(c<&rP;Rq&DFcw%o>m~Gl3EQMEpB+ssZuKan+(HsFUM(0XnkubW{ce{q1MV zn94hTHP(hxM@);yfzMer(!Nl=3~*N%%W=Dnl#byH$nqZ~^=j$~LY+=*3fa+)C0Zby zh6Sqq+nhlBMa!Q$Ug5Y=*D&@Xt`0I0*LevhPKgr4@u;#XSY>cXgshdP2K@HzLe!~Z z25lYz1zg6zdry{CcN(z`S=8fapFskJmLx2%=ihn=ot)M?tgLc1gh{aEY7kpgnl`06SvJNu;WV=;z`^LDkB2ts5bL%=})P+DBw+ zYw+ORyK7+C2Mhp-Wa{)b8Ww8YCEeX13&UI;#uzF|e+{zPq0)$*m3$QDyOUT4?K5Flh=(e?xSVU|Su1&a9a z`A)%Zv_HL2qCK2+&a14FzQkmzX^&R-IS}c)L4W5&Q}&b50bE4~@CrLFLL^uU;oRX` zjY@c#Z5s@~*w0Kn4Q|%3!sv{A%WWlUOuc`#mCi7mag-V*S|smtWr$6CWJ=(Y(e z^FSzn<`XAM6t&vIxEbvURd5c9xv08|*(wb0#1B~h?qe9ef$JX+Dh6Y<71?6(w58jFS zP}-T1{QwzCbS7Vr_DpCE;{tEMKYMrG#0}J`tZ}|I-_ICincs2gTdOpYTml0p@}I)d z&I^o^Wa`|U!qp=cJ`RDCh1 z0|vt_(L&N%GKcU|lqi|YNQMJ?aZw;VCr??GCug&ueU;#&7(16!z{9R4b!T3Fa;y%$ z#S||+mYtny)sUBpOCa14C$T4=vWl#@!iOc}7Z`!wSF`DOCcUVx1>KBPzf?M!7bvxp zX08<}#A)|(eiIU+`yR<-xOw^&TsN2d>2;$PKQVGO#|ZX_^Xt+EQ+`gJ<3KHmDLD|o zS<&qZ97c9^XSC-lnf+K$lU&*NuB&-zBHDSFW4(E@q@*MMn%;uw^wc08Adiq|E^?#8 zE7JD_sVA6~oXXif)NG>$ZeiY9T;Itk&VU1ges)<^mu9i1VmgWHK!{EB4jfT_B@w=` zRF>|sr0>m2yCa*aMsCiK61T5;npawlnw(tr-z@-qpaLgNT=9Ra%3h5<1=!@ z8=S}_`{%UcpG$cV1&yo+nt)8b3+XVOgb1N_7(oAuP0D6GPo;IPdoVF~0IZ32B&(jw zE9;J4o5vThFk~=2@zj>!kg$CmvsQMP5WUb%C01m6xxf8cKymBjA-&yK>o{#2?PN!I zdzpL`;*}F8y6eJd5q-zSpV#?%RsO@4s;LDFR?;pKIaTjy4h57Lr!``Rf_?-7L*X}S zE0UEX3_Q--?YD>|~w4gHmTedy)Q8E>^+VIaJZt zGnDa4+^+c^b`tz3soCQMBIjvlt}nHQFkse1db{7wYRLemv;25xtkexAzfcG68;S2I zyeC8LjIy9S`p$>5i=H5K$IxSThd-7&ug$hS{fucMhdE z9X!3t5zILWZ);Ait11eNg(`mp*{4^%lWQ%RLj-+1qEDe;e4BbRIh;9g~reSZYu5^UZK#O5iVUJs4HNuTT&}2g{8hXE&R^};> zSl=>Kng3sAH}1RRq>J%av3NBg=s$sp@+pxXs|YJi(lDha$(sAIc`O2qd<9Ae)hB1c zFM~HtSzb^)cX>exT4Pndy1?`eGseHU9w3bjJ}Kx5BDWxa)U;Sg{&SscQ6c}Lj5WBW z#vx+lFyG$Z0*1jnEg@`@E`yH-YB%V`P=pfidRi0Bl%MRzuU4TxE_!kLWw?+0QDM6X zF;JaFn{m&edKwSTjZ_j(ejj4JvYbRmsf5lOHT|WRSIRBG+`@_5^j^oC(Set@)NlWY zjvoSqEme|+KJzaCqvSL?vFF&)KPqP_YIQ0RW7ig`$eA&#iY<1Fic9jmBATS|Lxoo2 z0xtnl_?ZH|0@^Y&5Pg5BKjpQp@V?>-J6=#U21>D~(?$HIV3T8TotX zkADa;!cMIxqFZs63%3X zj8|(hRBa_z0?_+5(@MU{X+GhH^LiT5aud@l?R>Hj^G&r+M6ee+~4=Q>gKi$ow?1|=>p zve)sJis;D5NWT`c`?yuPh0|D1ACCeS!VHB@1mvQ0M4l(BXF69IZ^6>tm%LLh zY43kjZp1~DLIu}X(!p5R3G>04vnmWq>wadWUnj^Co47$gNR3Xg=TDpll*5R{g%}oi z1k~FOk9#(1L1g;Mg}I=K9RqKMBCm5&R-7$tfbKpb3&5Nf>G;SirHEB3f!NWql{`^v z0TdNUl)A(KMiFL3mna9ZpTRr?n-!#)>2S{!?#LE7T&GlyW*~QCH=Z98^wR#w&)j*- zmi8O|*iMNaVt=VTPgTMZ+`B9LcFXhZ3fr!Puy;#GtYTGihhqXm8^5olE>aMsXai|8+Gwq~2SMKjh*q(yN$k@OdB!9lqs6 zv&mUOiy8k|V{b4iJ1mq^bdYU~0DUE-%lJf(y7 zPab;G!@jf_1asJmcHnDBtVE?;W~@PzoDXM2&j%7M2&x;X7E@4(ro1D-8>f+F(eaSZ z<~nD?6w~VupTvzv8UK^v!fmqHt6c03sp-XrBh-Fgo|{<>?-W+wS0SJf!biV*GZV+% zeyi&(lfP@#qz0=*a3%KTCTz>&kct;Z^5tanH#xj-Lpa>9Z$pzKW*dp&eR4dpHOp6Z zuZ!=}Z?u8*ILSJZ?%{r4#V(PVJ@aAOyleZmeuu}g%BlbGHXtX*ay9kp5vNF9)dx4 zqn^NJwCFU8xH}YBbT+0Oob=6+*EKQ0q(6|XK;lG%qyXPo&NCS`&8C`5^sS0oHFlP1 z)M-?x5yT#Lo-1IBWmFV?MqT(Kv9!^b5M1#3QD!>oHGmDy)Kj zPo{#ZFWDy7pqX;FVw6%ac_H!10RRl_Jr^)m{w|n&Dz{71tCYrMsU02SFGq+Qj(T!b z!bj-xZCw6J@Vf-^7r%nk2SSn7gnLOQ52fph;Tyqf7qml*(D)~4NKLxgZrJnqCOmgVhTgnZx?nb`BX zN=$(>5Z@ID;HsAPxY$)$V<4n?SaHfv?^F@92Tf(~f8Db|7xcx>SM%%*ASOZazM-Ns z-H@6|w5g4bA>sjfXGWJC#*-=5(aGe;(h9W^g?S(@w4vdiqeAQp!s?hC+o0hfQ}#Om zf~u8<(FQ3m@{R_}|2G41N3rF7+co;cqIrg#pnSetXClyV+wl za-mK!CpZF>ZjSmv=`xacc=)He&XoYcdc@%LliTWw_UcWT3hXaktja2n+2hCnHvB%X z!`l%CHzCTysa@Q>lg!Okz@+**VDiPou$}R;AhvEb%MEaopO%aJkJrjOW#2lG z^dr%;MeIHj^NG*3urjIh(o}~C->!e%|3&qXBcmXMHHk5(|#Z`$B?bC z&RQDq*-a;*R>V3iExE4h>M`vY4Hsh9nrbSqZdqe(21GmDa zncaUYsmT2)l5^}rr~&4Bo5A}>?+B*h;&eEFjE5C>%i66 zb9#YvE-4QRHq4XV{{@Mci4R)x6G1JO2KXbgqoWIhonPl#(T2iWkQD=Y{t5kga!xVC zlsEetBVFBt`wM|#B*qug2fPj!>({`?eXb8QBvRjAAl8#KzmPUc`~we4fJ{#oM9Xe) zTPKbyLA_Ccp*gHwBLaS>!FG8b}w>S%vHZY|MzS91)O~x_C3=yQyZ)E4$AM zAzZ0wVt*U%Xjo5%zdCN;v%fkftKp*DLJ-h^p(F*~80N)_?E?*>N@IpFX`_6!;kN&JV^;`Qk#>1W1I z&yw1hc8g1lE_NogzC>=3`Wh4H>wKHRL$LIkqLtXRP&KxDQ3(;J9|E+zD2>OEm}}tB zPc0Adk5#(4$REc0UrQoS_)^~n1S(uQ|K*0`7PAhUg@i?fn(f{7xp$5euGjsW#Q)2H zD9{VoTS-T9Vq6w4W!K?VJkeLu*E5YbLIG9L=ZDPi4I4gz?ykx+WpgF8@ife5AI+`W zE$gO2toE|S4;uV9+-#jLT9U;vI5g0~#S5!imH<(`5MLt^Ioi(`(5v9KGC(-qykw+S zrmwRk!^fIjypfV<{k#Z=$rLx^aDEDUe5g1&n-%8Kvryf_d$l!x546BY4?yxQ>Jb)5 z--@ZN7>F9uC)h1`ZEzuji1;-$#>o$+J_nkF_!CNX{&c%4ANe|5Fhny~}9F2|e@;quF zaVdf-g19`z;k4YibZo;3%i%i@L59@=bTSfK0cjpIZQe5Q$R{#3rKk-6`$&7@)0H&W z@9RV2*C)CQDUx@1=simu>){sD)^f7|LHUs%3u#rz>i;EZMSsiYKY7i43_Tj0HUy*z zxd?0U&3}%y09UT4p3D79_otaOW*FTd;Ogtl#xPuil=EKeGU(A^qUz}hUsYZfPJUlD z2cW{m%Wdso)4)s9G<008XK_Dv)&pW+aR+AVY{W${-}sPbBikE{CHt+e=-*{ zFPdoLea#it(o6CuIIRCqMY*w$WcB5OOXs1?yc<%5u9YF_1_BP8Vr}XEMA&`*{I|4Fb*qK+xc{!T8j#p_0fic3A6@DH81*Z~2V^e{PhR{6RS>f*I zwU&(eYqEZ^4n_~3`N}QFDTm$R3j7SO?5_MM4P7?&gVu0m!$%u#@3dFhs{(}lo1I~N zxMEfHQbge5t{sXPOUJGQP2s&dcfxq1NS@un?AX$GWELX!o0mFN-lh3cIWF0!)!+*~ zFH@sq^L4@{CwNGerCwPJ(Co~CH^YM%N_xkYu4$=Q^(aLy28VIQnfK7z477qjK1^Vq zk#1fG=mye|PaHK&xRYj8p2?Q^x)pV;ILZ8E@BjE=OHqn%%7(?kuy4rY&UF>ejoR?l& z`#&cNxP>3+;*2o~*|5>nu`a8<(S`oi_C%A!KW4}y>mIBed9#pzBWHreWcrKAV%Jq$C-*`;%%}oX%juk(#2snpvwWK-pShV9%AM{AgOP0iV$KB_AsFpdD%;hFB0;4 z#)?(kkm#0+_H2*?%PtnYp3@i|L^C1|D+J!1y6- zRvcfCjK(s9zEz|vTxa%TWx-@0v7ZIGq=@lgq44^{vkSOxzj-%~RK#wCR{*bi4~%zm z8h2zOjSyU@JZz}VAj`YD;u|Gjs@?)wXdu#tCrMywJC(JdH{sd*kf0p$pq!z~@(RCT4wXT}Z)UqdBm4o(~R1|BY&CXto zwaIRO(pAzMk$JNtTuBe-m>N#-(s1FAzT`cuK_s7mKO4EeP~-xdgnr6~AN(z!HM1@t zo>EJ2CPB(6_-sG!yqQ}hC~Z4QxgHB|mqR%U)k8463~2K+!3OssR2-VVlrx%~D}0e{ z7M&`WM7wU%`G5ynxU^&2J0xlUAudZ|jl;_h)!YkIWq~{f_KF(r{T+TZ?R%?s)J!~! zr$poZn7f@4C$O?m`i;z3X^(;f2l`E1sU3$b>089l7w6Cdu+kV!9L=w{GS4?N_7T?BU7e^Rr9flu>V^i^7|F~*6UQ%-r^ktOYL|U zU5V#7Diz~z@OqqCs|eZS@dUuN7lA|8yAhWdi)Pi}<1=-q9ApQRMp}*mCPs9E&faxl zDh%88ry|;KY*3tHv5^EVBSTRw-tYOj4k|xgD-LhL46}jLQWt~)_Ken^XWbK>yo|G5 zm8tmSq870GfWdMD>{ZsD#4{<`rCW5BKj{Qv#v;j!T&yzW(=Q7iR(odHJwPI^!`Fbz z2_pVo4pMY{kWGc&8?ZYMSm~~6AKYXrWIISS+vH+<19X$%X;qre;YJ7by>H$3T3R#k^t=Sx9TM_GH(kAvvh9mq>ct^U z88%*j( zLz*NFaMzC>yf??9kQq_JxW&7qk!k1<0=TrEf&?T0UX`H>emiSh69$H7-(=wVS|^Q2 z#kU%+%d==aWekrMS#$%KT1iNn{u%K%J;6k!5YK0|z{(ftd|0EuRFa3du?sgk z9?BmXh})-#M-^HgWM!nKNH-ohvf1z#)ll(U7AH9b!6?c-4!z)}tUf{4oTEIuk&j@4>Cz6=ZT2-beb* zv?@2K=snfc3rt5_xGXo@ybg+;Em>B_)fQhb&%uxr?t3cVH~1oe5Y*}h8}U5vKzqDw zv9!gW$g!$+%i;&K(J@8b@8Lhf=LX1sS-gDdPdV~@g>7}*Pq5>_ql6?Q7#MEOAs00Q zgsPyNEicT&+GvGu#(2|c&go2q2V!3bA$hNZt7A~qA-t!r2yuaB-Q6!|iH`xd#O!8J z&F?te8px;dh8^#C%P4Cf9POr2Spa6x!{JW?NTCguA0do{coC+Ny*3 zwN)`YTRj@nClHC<>|i{B6n|UC-B>fWVOsU&mc3%eoq71be5H>XwCBSVZZA-pSIn?i zEKp{zXqdKlSAw9!pntlQDOxYy87yuCBdo?SNUe{G*^FZLcg7Gcvpe4oulOdP8kss- zS!aOY`sT7*>;*!bBgB8DQX7q(bbGcn=thb)Zpd<0+tRwCjQM8_g~G%wKc&_t?fRYM zw_jAV?1xbLz#YIHhShV3ok99;GS4Fhd`^etB>snBb=lfb;)lst5r7n1dWlS^-&Kze zMO<4ZXg>N9PO^tJfBRY4qQ{Hdyg3d?t3(I*TNS0~);pnb$h2m3tk#9?<`l7IjID_`}lU^G%gW;#cCk=olCx zKNMCpP!O^|gK0t*)0nh~v8@uFA-AJo0a;hEAu7jE`a1Rg6_b5H=MdrLQ%kjzunKM3 z_Y!|NGw^;X7^=8-k+tHP9Dm;!GT-w$1YaPQV}TkFR}yVzj-a;b?>6r7eB7j7M<<51 zl93^Cy-T0Upr=9JjMW=QW1368iKm11wVXO24k##1gg1KVCW&q?xX1Atb&jTr(Su8G&YX)C(N1I9UI#a8ng2pg|=(+VgLi~Na?N#02a zpqo3XwP$R@QO3nM@Nor(;jF<{f4iYx!;}d!U+JPNB=&nA09c>Hg@k|MR;oAX9A>vF zZ2;Bbv%CZQ*?oR0ld{?$uz-C0BsZaBxaVP=r_V8KF_7&LwB5v@+mZTEQ#NJEuWEo9 z;D&uG#79f)&ybi-fGPQ1Tx%DEk*w6L1tbgg!!1PT=LBaA;t_)&6nA;JV|pRY$zdHN zRm*@tVQDHTwmPO6^iNic}H_J=O4; zi{k`CEW#LX3-aZXJ&*B82tBo@aVv77!IEC>TOr(joud}-4UhOc+x{Ba>SPOL^ZvT<`ON*+j8(^Z+*H3 za7Yd3stexlUHC4U^r9S{O8IsDNT)^Knr;v5@z^yZmXw!{vJ>T{b@uI^UQj^}h*GJD ziv#o|=VOc6xiY<)Z;kw?MoSI36(uH^%!Kj%Q7y%}VXwr_HWy)m=}s0IEnv2)>^YhhbGvJhu>3t9r>P%g zTH~EFfJ)M(!`QHqdzE~CH=m8`sk`sxeEJ2n)te<4oS~LP&Jwk<#!0QUV^3z}$uC3i*w(47o7lWPb#Rsb=wbuPj=RJjuSg^vItVT>~18+*}G16zkybil-@l4#T z)b`lnL*&}zqECo_rq$a0HUuaOo$-5SF8$85JU4p^!q{t=Iv|ukz3CnRN>D@GrgOGb zh(*2WnS3r6-NGGQ?FkeF+n}o~c7d)nv)(N&r+7nYJCV9fYjRWye`EZ2PWc+@ z(yiF{aOY>ybHeJ`Q)-2O=CrDO^vE`mUz$^NeURQLK*r14rPkcri}bwG@$*K_&nqp_ z!c;aZ)=Kt|=6*_I6pW6J7VS{54a=-k;pdg<+AP|Y zW!u$Hc-LVX@3!HNy1R`20FHa~aKb(@m9i!j5FKk+1IL8OJB$Y;r!-v3T8qy{TB+SW zY|t)K%i}oQ$x>;yHrsYivl$v-{u2<(bJgwvOs`YH` zl2aB>zy$`+LGF?gl3q9U=?J4g-K?szgH%+9fo4KX%SwFWZS1JBV_%pM3bXU%oOu^f zAaxOyBBMv10BPqh|=Wz>RpOebrJIqUT8qFFe;ophAFp26JXuv0qaYSWq1nzMyD*E;|PN1 zMIueu{|1H-ct>+840r39q*16M>T|DS1-0v#)$x^;S9L2Jb;@EyXg5{am8b8ud=oZN zO-pyW4}(eS^e3!;I!dw!ndJCE(C?XI)9|WRPtj_u(2QF}ZS{osy(*i@tSM)!xy6P| z$=gug#I)ReN}SM+Ihur>bV3TF&*_I-vl9!H*5-2R@Z z{hr$$A8p)*Je`i#x{uDgtD`k`jqXe3n$W(PbHpm@HrI9lzDs>{&P^KSR6Inz@N->` zX3#6rrt-3@p?k0j#k~tpJ(@~Wl|$V%5Kr9bhI|H^XutSI(Xu62bJqlFVL#a@0c9-n z*j+Yx{DV6f{h{zNjPK|2HSRWy0~jwqV(Zt`LZ^iN`Fq{9$>_~wm~~g(?V=mGXQ@OZ zIdW@(nszGN(%}qDItdSsjVe1+;)i7O7~*!=Zt~DhtsFd@Nz?pVE3buicpDly9&xR8 zqD&nD*k=ljabpvy^_28>yS0m*^&ioHBkju-lrMK8s1~o@a@E(XGTz1*uggCcaE+Lax^0keG=s6%n$~{XC=P zbQl_(4HMn<$vJUcY8MkSU+DyE44}_51$AbXM3ZMQ`bUsIt^&$J{NKIiVF|%tm}pV! zgOwivl#cvqj!%>|aq~rz_yAY)WSXwj0LZA9*<6K}(7?Pnu$u1Zmh0MZP>JEPr$k=xBF zfFu*!O$i3WH)Ot*`;zbRtmHw2fzWCrYwa1^D|OS4- zxKjD18~LyB0t{AX0J*g&uU!ujYw}D2%-IcO%(7g&C3@ex*0CWYJGFPX>lk>Bzs3wB z3_oqd;}jST#O>kRq?Qa4+~8|;)}b3h{AC4ZRh$foQ=9Gfl8*?q}4N;F8wdemF{mBfcJWd)c`77 zNjFvxI4E4x%!!pJl6h4L`@ zXHC+qIE0sY`;lFH(Ngrn8RW|%3xe1R}s_eEyr`3JU3S#p07bkZ?Rc&Nu51L@^wxVmErEsJ=|7ctrS<{G!UT{ z;8{S$vaRGXhA+|~OABDheS=#Szq{#OnZ^lrzl0P+{w!C=3w{Dqx?Hp`k7`tw8)6TJ z%mFfdHlkJ7P*EINMLPKnfy|4yP&OsBQo+7-q7b^`U*R%CRSEw z*ZV0Ep!AuHc^IJqYrnurdQ>*U-{(l$cND6+Ovqkt)z2t!uh-00nIXK5FUg}rM22iO zamHUzYU~9K#}oz@&NZb7s|9*`W4;WYD<#}LOgyNyz#W&W9sxJshyas<^d54S19{7C z75ssMwoJ@YI=o$JbZAs5pZ^0XShb3X6yO5fQNprI=D^kxNz4TV6f3iXJ@c~ZPf}{~ z7!HyEo+-q|}SBA3-*F2zLD~q<&qc~~d zCU+NOd%V({q&E;8;1i>&4-yac0-?MP&PHR8hUl>(ejRyZC=xU>) zre1~}m!FsGTH;s?)Keg98=5y7r#K2kK6f=jBb59zp#CGvIVcBEPa#12NXNngf@&Pe zb%x7C%7Eg@Q*Q^*U*w%j!zTCr>P6+rim6OHkND4A+lb;6GW;&H)8%2y{lHRC;@6p6Ahf=^ilS$pNU1p*0Stp#{p8fq6H`!qC`VatQ+SBp40#=Ouao5-Le70iZvL zY`TrV}@32Vn8lrfJ9~~6u70^03 zCCEx_6)GI8i;A1E$8;&&XD{;B0P`4Q%Quiz;x$i2Q0725d3Wx59NzHNbw?k!zT*?4 z3$W5fVyokJMeVW29##33&x&2H^0Ug!eO%Jhe=vv;$3U8Sn2BB%438;dw+*F-yuE*M zb=QZeV974k5izAyM7Z3a;1c%`Bp{WdSl z)n3Y#CX)v2Y>1wddW&3Nm#f%g9%kl}JgmxoPkJF`-hQ{VwbZjf9F5cWHAY8yX@sJk zr0_;X!(*Z}|EOs(5NeEx^e zmsl~h6cmYDy@aGBlb+2x*@;c~_H8-{JFceg9=6s)r>eIVydQb5U`k+=Vq!pHOhnKv>AJm;N zlp#ZD4CnhL`rXC6S#*ZZ&M6TI^skg*IhFUjK*P}P<0xRS%$8fc+B1yJMKq$uUdtZ? z)buG`x*24jB)zLr2e~g~;up<5TcT|y$CWt-S6YAmmM4~b1Np}lva5Uq&g77AtsuS* zN3@F!6?x@s%a_Z&dFfI+2K!%;;&}V-qtfp18KpGD#V>HtS|q6{rK$KRg>6*5!wfo9 zT6d+raFFp=bomAs!bGa$T@4ERfzh8Kn!;&Gsa1WOi`KhK?24NyRC%@YM0I|Vx4^t0 zFP|EnK%L8dCVm^bmFPN2FHDPGfH*)EIj?M;V@5Bx>gA)XsC{$)P-Hcm5&yr+}=Plw>eN%~8+xrXdI ze1%6y3=)n+$VF}_17zb(`*9EfnB7NJr`GL9iWw}$d!-L_YxD>DkeIz+W%cBwrA?-Z zPL{&aa%NYAN-Tz&bua_=0-v%DuL@Sm$?;QYJl>p9Fb#t(%W|4Rzy~>AWBj~$#8ldm zW=$KXH0nr0>~K4Uo)4vUwo4ax>C!%w_k2h-_>w2dy><+fSe=c>&ofE}>HiLs4TJ*O zI{!t7a*v+SWZ;;yIjHhWIbn$OqO6iplx;q8RA3D{T?VQSa$VO@!$Z$%(lih7-xHXX z+QkHkl}85sbaV)7J3_oK^E2~@k%iAlKcO)^&Rk0m0A1eEw@a) zcUpS6X^=n?QUC!#6Plu^2}KcCV3JJ8Kr$0%5-_;#02WjP5yZHQ1q*gmP-&K>sH_#s zy6EDHeOKMJA^NH7@_+7x{Z{w;=ck#3%uFVC?tR~Lp7RvS0|CuJAAtSh^h{-#KDQf< zmNmTm2O0$uZ4WT~uM7-+ZxA!=X-4b_x!zFaOcii5n&qmFXH?sx?i)PN;`$~ax#Nao zU@$(sPJWr9`2S8Qu>y^#c-(UpR;2XX{~J<2WcedNGJXtN#fWCMmPlcEtz4v!z#568 zmPz7fSL#0vO;R@dw%Ei_6k3I5sdE{I|XmyyWBX$i`hNZ;fN>Qx+V@1752IKcR>ao47a+M_d91Kjh zo3H07M6txKGx>J25u0m#1~u5YpQ4y8-{^MeW}TbeBaRW;67bAHVX+4@k+%CBP;av{ z1!~tw6ihw=ms$oh1)DkEmL*_2R}bf^e>(KfMKJlagWV_Q+1C4=eW$qL?bn9MlV*oc zt|foUS_DHaUV)raCcJ!TG;uRnEB^xNzbAePps@Du8J)+>`7@lDjuO%u73I zhTEj=Zww!h9~>ws8tj_9+d0{Gg_sPh1(hav7Flg+2c%st*~a8SCSG#lxU=ONZBgI> zrTJ67$^u;$sm2YQ6^>ZP;i;q*)NkN4%jNHQk!UBmub??L*T4d-e3$B2=yHz&o(1_Z zD_Ye19D^2}TFALIt(R>=5HQR($$c8R-iFsdbHNtJ+ANGkESv4tKo9?jv8NO-DulyW zyKD8DRCIo{$7E+9u~tt^uu}!B=wzh$E{TIoyc?kQ=c-L+aGPdiR;I7IC&-VeMQy#{ zuKfcnun3|>)Q}o6<5FxO(+i55Nv3NPB&3DO~3`h`*Wf3SECq=SSUgk4~+u z+s+uU+Ed}EF|pd3CpNmRjI%l%Hs}M#ij(!zZO5N=?qO4ht#cQ%^GVD~BR}V2hjQ=R zul)z=NqHvPIG>9F9z5jv8O$?)^1SJ1KBw{y*I)F~5tm{S|VV4J6_!jWlGZ zfy4)0-_wQtf9v)Ru70I_=A1MlWz_*%ywe{_31x0?m*!PUeP;Nn9J99~ryC6}re!^oHP#!N02yfJUK$O2aJtxIV}<`# zqrB#0V;GY9ip<=AR5~T!WLkYzj)d&9bc{h8F#C`KK<6M**BXUQYmFk~Twp&p8^-V) z=dia&r?yK+p|wLw3b=9`E1d2-n6XQ`0+zyR@Y@(ue&RF%ozYEIYpUme#X{1=+hiy zkK_+K9RLuo?oSN>gtAq>Hvl7c^bS`navFHI|EMG3cZsip+Q1=bSlzG(LGq<*9 zZXWoW(qDIPzH*2wK1nw~Kxo#Zvbu+)0V;xAU9xYxn^8!z3^YQS(#Vo!5SKcphDX7} zbWErz?O{4272;#vtgoQ7Gjf#*(^$Gw!YdLkmp@76UB@JJSA7e>Mr1HxI8%hWFVvbV zp(?aqWU?CyC+Isr^Vj2oAFC*tCMd1^D(N}Nk7+U9m%1#Zb$`UgAH2(I2O9S3;=J+Y zwT>F#)Xo}*n@p!a1xKY-U*@uJa=A(K9&*f_TMN=`psv_93^(iiR9si*&QrpGc~#>^ z5^TAP-6WI)n&TA7Ui1XQ=P|jIvj=rvlVdj!pJb`S0@}ztT8a$;yEzi??}X!VZYG1! z=l6SP)12%|zvGSUBFlO`hXT1~y(v1|6(IcyoRGG=UJ z+)9F|Rg{P}8*3xbGJw2kb(ec5V25bigx;H}8*=oo7<&u)4^l5>KI=tDbv?@M0YIL? zd9b;G(bVTYiaEjC|G^AdsTBg6ZEA3_B!YGc;2>;1k}E=VS|&V+%&wh6zTjRL?wpUP zx1Nr!yBM2Cfyl0W)A~FRurPHVqB)EVCk%bPBz^_vCaXu|dlI9?KK% zT0mEEK;Giz+u+a5bK#rh#7J)sn5=*rnx_?O?HT+p zB$^zKqmq(dV@&Z^M=25R!#>ewtBGx)!tT7aws&S4p#BjZTx%w6EJP;)9&A@RIKM67 z&xQD%R&!b+{AG!+?J@(D-%|MBxn!v~*0jH z%qC#l`?f#n6MyIW4qv@hUv&yO7tpDwtlb$-^$EpacY_K)RQO!ewfXR4Qhf1^B>x9i zow}L)-eA9#cL8A;K5iyz2TFp0Ah$-YyuAYk}ITgEsk1m?2>G8 zG4VUIaL#SF8f^-}kzgZgtgcTCP>1W#mQNmBf>xNCAq(q?|E>@a2%m`b5T?yj84co7 zRf2460nuvWEyZ+zv+g2hz3?|Mr7EPm(166+ zw&&0+FaMzsfOI$5I#@ftBsN4t@=)8wrDo3)Fg+@6Xqg)A!5p9gm~!R$j|TLAqKcFTASw9j$Jsn4nJS`B{Mg`1Ff!NXfBh9D#Ce#hD9P%r0^V*R#ofCiU=r1WsXFArz2cigVn0nBlD%40e1i) z&v7V&bzfw>pQn}=(-XSSg0Bk_tj`EgsiKUR7{OWPg`jnn35-jNNh_1^xDB)oLAT~o zXDRM)q%uKKKS#Y|bM^Y*P;l-XFw$_rrf@uCXhp2#<3W}v@K5b5CEzWyvW(kQ>8i?NE>6o~1zccA zmCHI(Ispd=@m8VnIM$P4T|ApB2d6T%4v8VW%C7^aXa(~ z*31Xh6GQ9QAXF%40Kz43h&~2ZBW=*odY_Jj1TRMg`ZwBynh|_1n`S#%`X}G$Zm7qo zJ@t_%aPIvcd8IDi<4wpv>}{ZH31FUspC_0;7_U|^{sZ)zkPnLw#fYwS$&+&2CeQzPY-py7EoWS4e$b{LHn!xy- zI4w@p&PzmNIXn^Wc6Hm@SzsW@g@DGOn4=Z3=S{~H`da6Zu$3zKlK?>7;!t53+s1$k zq-5*BRCfkI4A7PgUd7O@`of?326aXrXGP~)O%7%_8p61^FQLJ86>l?dPTHot9qs%#Sc3}mF(DsAK4i}Y zo@0cG-T=6irVjvXH1?Cu5Dq<(%=jPO*_~$y110FZ0U2y+o+@tl$xf#nCTTqbT8mjB zG%TYfea&kC5KY0mkX*1! zhRKGw*fvFN6w}g6)M{t#%yHHPA+DB~fd7Sy8(BAc&(0J?6f^x>Hwo;fm&A9+J&o1!ha(YDiF~MZS0OL!e*lG{w6Kw$R}|FzlkS@u>4KX~Jf@ z$RXb&xi2l1YrMd1j#tP(;bZwN-op8v@fN!T11JIx@`iFrkEDEGI%Yx?wt9{&3_G}? z5$M=>{67K5I*%4L;+qNMraY@}YP3BrB5(-Wy9o~Q~xN|jD zF@ZzS9`|Dhv`G!bK9dT-wpOrby{x}x8PY!<##sc0Y##*5t&M`8g|iFMO`J{xOBwS_ z(D3a@coYfkRxdm+UbGF~jaJU~z^(#ZK5HiEOBGKNeXIw%V5`vUFATTnI>n7)R`@Bd zhO93ne0XqO4wGNXW5XTU3aHx+EBCBR-8RUv+7u5OHGS4;r}*@3#;MK2W^OZzP_v5*5yE2l z`k<43&?wr=3#b-S(hkW!aP#rZ80>MkfV_jD&L2$LtxZbxR7GQd_M8jqZfruUN4C%rW2@u_5wY;9A3V91)>c{~dq?e_?4O52$kxA*kn&+7rla^XpIsco%e z54iG-!O7|)294tUM#o@Im{ycOfp=ix9oLe6B++vV~pcWQcxH$c<`ax zV<$Ov!3!$#5iJ!xlK|}y{J`!3ueQNk4BHM|g`Ei+*6sEC_OJz3EL5F%L`V`gJ&f)6p zQU7Z2K?+?i4a;QeEEqI6idrHweZv<5ba0DMHhUqcTu1XR2v@dLwmzIybD?D&PML~3 zlZLsdODAvUD~T>pV}=ZA88W1G$dCoO{JgB&o9huJ5wpqe@2U2(Lgq#NrWq~pVwV^`2Zh*>G(H;Y`wC z*7z$st@VGhhqt2PWLwe540w~5m0+2&|k8@rE zIRHqJ4Efpy<@wq^)7W+1%y0~SH&m9z=F1>`J&;pm&Ac^R%u++`S7gznO#je_ zXE0k2J6XNA$Z8x(uYjl$tvVeg2O!&Uz)y%@`wnGU^JzJ}$dv#As|^+4BMMD%1goAV zf7c=@X8C>AM{swwro?7DSiM$geU(ov)6YGus4FrypRN%oDCQiWnDnN;064X-$91PND+`yyi^A)3vo!9)P|{B zv?F?pm(54wV@R%XP>KyCMgA+(>>Me0X^39Vt%c2e4Od2oQW^12z4e#~g%JH?u&s{b zB-$|cNsx|l8p+jbyuL`#tIlQm7Otce3i80>BO$Ryj6$(?D^nZkIx7)L56hDm`e7)? z&S&S?^X-2r?y^ejOhVFj_r0q3KnC?9%uzJ-K!J8oF1tt4Uwvlhs8o)>u|EfR-YM)h z+hVA4ac%X8ile$(ozI66`w6?~-hAcLqnwwBV=d|0=BDe|@`=%88Zd&9ABB-I(>D9cQGa*W^TO6CS7r*QIgXL+Fe5uHwVHf&R23-zcN zk9uP7(Gh>dne|8_22%2L-;f+hTQs!47ff4AK090HAU{q4^M~u$ts5y z<2+bf#Fhw3gaVPF0)87=KIRheP=c7P>iSI9lF48;b3>MyxL(+^C=3NtXjk6Bf!KgZ z!Vt2paoP;n0HZUnE#&oiY$oWZS+q=LAhb{buxQLvK*utyi1j{aBlAll?N=2G-Itk! zFqxP5l81bL>!NI{H!&}Z-g1U~EZ0|yb?Nv-)TSNpn;_x1`EO}jm4w8OB*ooZGU$Vt6~H#OUpJOU&)KJ*=?C1C#*d|Pwx#s z54pDoOzmIS*j{S2<>s_4p+#v5>4nzcg8s@84&_>FJS4W=_i+9b+V`Xd^36Kxh69pK ziLAPecn#w|=3fF%RFc(zone;JmBcP#7}3_}P_H?o2Ox0)bi2PI&$G+|M@KWywgg|T z$<@S7ZN-;5Sn*)!cVlGq3sHc@@K)-)&2nCUJ8ZH&)!8{Z9bp1Sff=8=w| z^=yhpkI#f1pVJIv;c^kmtI# z712pqX1Jh&HEBq%d`R*Ua=m?t*v^2-zdD9>MXJbE)?9zNn=W-L2lHV{As(0PwS047 zs?1D$Zi{mWsOpc_k1GRqnFBsfZpTtpV9dQ zr%g{!h8R@d4K>!>F{j~y@2L$Iw5BF4tF?LQkn)|Xjz{mEoB&g7j{{LJwx``mV8^I* z6P;~m|IMWmtENix)vnaW+kv>B*X`GC${Mj7ZFtS7c)K&6lfQi(NH|q{6Nh$H882h%LN1LA_qdv zyKM*>1EV%Kp@Qo6G^JDHFs<#_>~^iymI2^RrLE(FQoqklB$Nl-8I!g-Jf{)^p#noA zXgRl=%1Z8R=QI`0!aQN~-!Nv@4gCp1ZgFAqZtiS=Fs^%r8@fQMVZO-uqQOp7ctp}U zoT?nQ-~UsLp402mOYPQq6_iVc8Tqw8qvc7K5>Jb@3BW_M0ANj##P5Qm=JgyCEgI&a z-^msT6wnXMk?Zi@TXW~uj;lS)gEfcwc$*Ihxwh>-YK!FNXM4mt*#w|?ezXE+XOf*F zisvFLcpHEXG|{%(TIVOweY$BILMU;7JR{A@ z?;LcCyE)zS-Yl@|c3^c^X@f#p8m@hLugFbC)&8?rd+R2yBY)!$s_REiea`=^dYLXd zTLJu>_yLm@a^^AiPhw{)ja|Jxy{~w*@mzU}%*sklZSv4Ref>|Y_Gagq$%ouU-PQ>1 zUohRJkLLW3hPyzB!3-fM{a>xdPjUhoW65Dw z!B}CcPLqTQdfU;;l~@wZ1ZSY?nEJBzHd z@Z!(+PCjdHofVh12fIeJ0^`sh|!m0*>YGqRawX2i z6+FVjx(#w49b{R4C5%PDj)aoH1ybG$dxCU59Kwca zywTA2U>A*9ZwT0Jf}9}0OvQ|Ix}1heYDuIiu*aU=*(pI$097AL_D%+>?rn&QK|V#H zkBxAN*`mSr{(1@gXFnD@_a8~cl6;X^gmTihJBz510Wlt8c1J2W>*u5M1YNiq$d$Fx zd1n+R@HYLYb?zYtja4aIW$Q%)h9Kvl@>&wT&d(8<`U#W!mZbd#a9_Zh&!*J1Sjr*^ zTR!J<+fuTpp+$7?gCeJTkc(g>9D(cdZ5ljc_$0LJK6)=uhnez7Rm>OCRw81o@*@{> zG>}rv%C$b&`i&n76~z#*7)5N1TfXW>kQ`MDQ3^sVhMa;w=%#D4;50;_SfpU2wOQpe z$#FpzKS0}!? zvFRwSl96|G3fd`-?AHu!#-;GwMf5B2Qbu3_f=O3F^sK_Fs4Qt={YlQz09*SaXG-$H z5*NYUUxxrnuj9@s#DPpyGpfzN6!#IyZwa_pkV+YUm8{C5n%t7^$XFkLUSau+|CP~P z4nkypHsfd>yC57QngsL)f>*F`LSmoUzi_>`aB9uTR{Yv5_3cd72Ir}2huKlV{n1+_ z9|@}|>AIE|$KrQl-})WNqm15Vp~;~vD#72)0#$8Z(Eikq*|aoEY=+kV%6f0GNy(vu z`B3*xcZwgmvWD2z6iD6#mk<|SPR@H+z$%5+PJsWYDmw%0xXB>`O1|mTLw>|`s_Q6V zt;HXFFP+rW(c7E*E$<(7y|*NFwS#YzWO@DZk6k>N0~zG=qT8wk+ShHZ%WA+Vqh+Yd zikKX$@xuYfpE$77G|u}rCS<*_->~7m-959t4D+Fn7!?az@AgIR4)TM{xSxquh@@dD z_?g;hN0B~~gH9OWBczS-#N`1oPL(NWe^5YRT)f%2ER0p4du;8nuZYD&Q6fA>*@l$` zqZM58(XPD?buta=jJAPf2b7WPv>6nv1{g3}y%Gc{z9Q(icA5lxg*UT2rxDxhn+D8r zVe%!zA2xFcDUa}!cp(ScqrM~pjvVx3j+wHa57M1^S<~046n6N-gK}9XgO=o@0MF=A zg2SRc<9s^Zl1-{Y?*wQELzilW3;e@c`iADwz+~fzko{!YdgIT7zaSD)VAL-pxA28n3wL}D?|p>2l-RZ z+{!P2i)GO6JhsW<+DVSWj9ds2nCTH?>HOa{t=+B$$g({XXu<=9RL9o z5|M@L$aohhZ(^hHFRAy}fKfLXktQ&nf+ZfKYq0^{lqvTW$|%X><|aI}$ws%UCU3|v zC*7@oDKLm?1g#YBYPb^^N?V_`4@o)k*g{h06hLD^(|AtGDs+jS#O)<8Da*hp4nur>haPUR)6OX99_u8i9M>RXOsSta&z-G14Uw5gWbpa^&X2Qe;TAACht47+bqmu0Pmgp3 zySp=M5zJBMrvoZ>R&cjpg_9q+8_-*Yv0+~sRF9IsuP&Rf@M(xrxteK}$o%7&nbQWf zG?JW{!`3L`pw7Fq!`5uNRZSLV zq`kO)#{!^AMpI6NB@>L2vBKO#>icXDP#KIgkxB(QYe8X-GLvwx6 z?*dt|^**JAJ7-F2)xTsoq0>fTHlT02i2OB#oE@|C-2Cx2O>9;ke69RoH;PUq?rbA{ z8Rqg!qCKr0B@~Rz3R%{^gJtt-_HC`L7}iwgt9t`P)zWOHsk9tFU+yajTW|4_c>BI= z*s($sUsG9o$!JPg7Z0thy2QG`%4!{!=UGGIfspe{qBk;WP7p*Q*)Nw3aLC%)hUC#< z2ZgL!n7KD@VK!~13!BzwvH?v@{4y>#A!o!%*SL)*bVs;6&Ac}K@}L^1tRb8~yRzzV zBKLFos>7^!kzqu_q!z}Rj@1s^ZPF=LJWhXE4tXzNQZfdB4XVBnbi zqMZq+604E_vZT1CHyS(YQ*TB(r-0z4tI}HPFuvIE ztZj0!8ShV(SytqeN*I~M@Vd+?rW_QN;Pu-FA2+rTsRsVCFA!y#`XH(0ObZg~NR5Vbg-gctPDyx~KK4*h2cUrev6s@k{x zir{eMOD!5KwjubKv3pC{>7{JfVA|_o&*C=`YxL6d8iG{RUg#ZTR%ed8AXhdr@v(!= z(3&Pk=l3R>B4B}9Sd2e(oLgsAr>sezsxA#~rmQI3^Nhw6R@B<_xyObwegiS^z{IY~ z#zbtaKH0;0XxmuS$v*JC~hqhesjfZyu;<@Fa)P&S$Dk%K5>uY@nx(SZ?GUKtAh$ zY2H|*fgDDbt-`+H$plUX2;r7HAO;1`6!=CW@`a9u98Not)?>`pAfjVV_9n1P4W@_x z(@iDI-7C(r`WM{ftx9dRciz*nXdnPvnkHOe0phsfz5gk{8*uNZzH#C#axqH?PG)XS1K>^_dQ4Pm+KV=~5X(b+aw&a@I5p$7A*bLoVUrnUvC>Ay25hhex1H`VRizHz&6;L zV$dZpzuhTWQ1Hz<2mJ^E(a#%YRkJEQ>U4RDHLy{u(%zgAQpTo3`^A(8n8PoU)~va; zv*y;3GmOu(=GG5Yt?ALvSkaQmqfT?-F6ZfX)fTP^|**p;7&S_cvoJxu?6PaNBdte`qv2v|*G@j|VE??yh9`GG5_TbXAX(z{F zal-inY+uTT(7=62^FfBFD6g;dqfF|p*Tj2L+z&Tb54~j4KfF!pUa?)f4$Im=?}yh^ z59XM{kOg;C`;ysdwt(G%s@e_S zt%r4x{pXL5v?vYECTTWAL1u*_cPwA|0`<(LuL$oeYi z7lAG?0*m@GAJWoCdo&g%v5S=Z6m*$4IphsaE}0z04@5D;9mrgWz-qez$Na2|I6Y|+ z07=c4S$Uy}Jxm)TT@NFCmGdsa&=>?2r3oz$LQ4Z_Y<_OwX}^aT;^cKCnAi690pr z1sHm2Y;X&cpA%?I%C+2e8KV!0UBg)|dCr7jov93xFah7=WoV1g-Lxg=Du~yhOLSUl zf;~(gsLT|(*Q9S8i)|zv4s~ue0;^n>jT38;j7E_0ESK{nhgA#gxSEN2#MZkBK(c#* zz6fuw-IiaijB1HkA_zAgmntq)WvdXAeCz_%KY40~SwGk@9~T$ii}M3?$X3?QK(Jnb z|B2UjhZDyGEX-WfNc+-Pl#HC|r>K`E`w*R412MvP0oDkF$xrWl*t@(2F{o=@O{q@I z;wrZ?xx}qSg?bfmrDo`q?Hcyuwb&zTtHp)D@D z%_kGM*nRv*&Pr4o>TUw~8k_$YF%pu$e{lL^2s3W6pJbBRR{O_o_U5Iu zIPAB`F&Fr?r2E|b8$+~{vWv;*e7=rdE|v+th%}C38Mzt5Kw?YbAtn*@etwwUSnF_jevM zm3)U|!9kv#(uY|!Tl7+JY4V2le;@3PrBGH zp*>BWsS5ycn@C$zK!#|*^OV;x`*N%pcUrFX@)OMfN)bLp%O~R-0N9&M0ZRibY+<7) z&R+)NLG&U-bVjB!s&+KR@!Ps_fB4Nu`hRt|H-GrSLjD7Hd_cU2;Ok851AI^hU7t4! z&v2YITGj&VM=395GiPF(EFZG{f@B}jE{qxG=oB_Abh5eX3`L6reLU^CzU{$nd@VtQ1P1V zdxrHH)!%|?r27?EP$?^tMMaQ zI7>s31|KUU^;&c|iR*wJ-l51FL;Y{uiOkM+r2^Z_K zzGS#$-n}7;fn)P#dJ22zKDor*c3QsfFU@21{xwFS`rFE_@hDU1eTIr;-}arQ{0jjxggEMD z8~n<{feAL*WDUu3V*AM5!Pp{$moxee1+5LfOzQ?;jb+tHl`L{-!4$n#Y@AHq!rGI` zbnIfvyM8{eNX*SF>P~DA)LZf1AE6|AE*qvZ+GpSsGFp?*^0O#dfobpOn(~RpzO`sL zM&UtpDB|8cv*)e?LMra?TsyseKj$TSsOo($ZQyKw@J75|*m**%HC;EC_y@zowdXt+ zzgSnEQw83+T&`V|T^8*@!~0uOjx+WkGpq9lA$716YGs6ZxRg$zgXuD}pQ!C8jTDN8>3U|#Q zb!)L%xyNCi?G-DUd+i}_b8oDK#j}g6CPXsmQ{{A94D?j-Ig^LYOg>d?p_#_s*=_%0 zb*$x&a;kD!tG>7Y@crJC*mXMs4|w%D9K$b^{vM1+u7GUI&#c0PqFWJ-0`N_b1z%IBWs0k&z16MaN$+` zZ#(_P=6iEu*IWNu`Q+=d*M>Sz*>QHi*X19?R`&nJ<*)0X@ACH!e0_IdC7P@B$K-(< zcAC=v1rqeK9VfmA`j`GFKk@xz{ja$F@aID9MQ+_TcgSzhCE$O&))pjrFq$_4UJt<5T_c`g+{d z25X1=eDxFSgSGbe_($9fudnI;fV%_ft z0VjWz%s#xIX{{e99a~%rw)$faWp#g*w`5E4%g4&TGXCCQVEQvsIc3LQF5a>v@2l>t zhhqM%3tU?|ln+`pw*PQ8ozp}I2b+i9bITE*iBZp}T^pT=!=9U8=9fe9DZr@dXZEoZ zlc&$Xk37-lDxFy*q|H>)GylnzK5-bm?=ye0a`~9la%c7v;SW3mxh- zFYj!J6Lx zsz%u=voD+{fdAYdbx^k7~PG zl)QtG+g*yXKET8ex98h0OM*`wNq@RC_=^Y2{M&!9j~L)|vHOnneU;OC!PnDg^kVvj zq^!;V{eU}m+YiXNQ4OrxQK+=HKY=dwuRjw-tX@dBl1J?~k-!>0Q5kXt4OU zi*na@2Y%b>d2)fWt6eGFu_{2fvQ5l)cS;Q$+EA>tKcg%-Xmnm0iXF)5USINA_4~yS z$rI1^Z0HxSJXo^6JLfZ;qGD^j=s;KAu?3-39p3BO)Sp_k zlD)Sg?CVVP<0A93jl<-KV`B6wEwRegcdvKH6Y{q&vb)5oazb^d6 za|LskUle$x*Vq_$-nLM=EvnRhbs&I2=Ep4P5T8C;_iFIfAkL3^z30T6_GZy99xv-2 z#i@s;>~clC_WW@Bj2P5hKMc&Ww#cxFeX(#?|8|d>)xR<1ACh|OzaBgMd0bN~Q9^pY za+wE@j*`Rg5DRu_i&uJ=t`0pld&fzS$n@p>$a}@V_@%zk>ZRV5i?tmK#2v%ssG|o> zx>an#%dkHJzVwZ_e)XR6^?yr$jZfeI{(^7o?I-!)rT*-AqALkmY}n>-+IRc!H8}my z{sNajW7Bbp1JpP0HQ#pPwvFIAMmDcA{h?&w#xwA>I$_`z5^(!Iy#B;}oR9P$ z$?)f-{{6h}k8wX-@Aik$HE=87;9x&5`t0thQcm0{8#OuQ4E!uR+<$8(_KNH` z@I8oM_D7C$;MRW8_T$8f$K}|M$s71tPX3AeTsCl@asR&0ZTR;SKg)UN|9_v{mgD&N z`5QQ^`uR^y`wjFDY>gvpCPyQkZBt_H@g$z(|8CSRS^n=G!N9Ja&;9&qcHN^c{D1KT Bah(7F diff --git a/Q3/Documentation/English/SearchIndex/5/_0.si b/Q3/Documentation/English/SearchIndex/5/_0.si index 2156b11805958dd6c683ddf85700b11c3d962f64..efe4721f63b580b1f322897863d3c96d076267e8 100644 GIT binary patch delta 51 zcmV-30L=gQ0`~%t91vGJgbUy9RZAyO3?~AIX5*iH8wLcHj^a* JP6Tfd0c0!c5^n$i delta 51 zcmV-30L=gQ0`~%t91!7NZj>PYhrQEo(klu+w@#5P9RY`tO3?~9I5#&rGchzZIFls- JP6UvHgxV@^6O8}> diff --git a/Q3/Documentation/English/SearchIndex/5/indexMetadata.wl b/Q3/Documentation/English/SearchIndex/5/indexMetadata.wl index 5c298e980..4a9e48b8c 100644 --- a/Q3/Documentation/English/SearchIndex/5/indexMetadata.wl +++ b/Q3/Documentation/English/SearchIndex/5/indexMetadata.wl @@ -1,9 +1,8 @@ <|"IndexedPaths" -> None, "Driver" -> "Lucene", - "CreationDate" -> DateObject[{2024, 6, 20, 19, 5, - 30.581826`8.238038393971532}, "Instant", "Gregorian", 9.], - "Version" -> 5, "Synonyms" -> None, "Method" -> "BM25", - "Language" -> "English", "ContentFieldOptions" -> - <|"Title" -> <|"Stored" -> True, "Weight" -> 2|>, + "CreationDate" -> DateObject[{2024, 7, 3, 11, 52, + 35.441079`8.30208191508066}, "Instant", "Gregorian", 9.], "Version" -> 5, + "Synonyms" -> None, "Method" -> "BM25", "Language" -> "English", + "ContentFieldOptions" -> <|"Title" -> <|"Stored" -> True, "Weight" -> 2|>, "ExactTitle" -> <|"Stored" -> True, "Tokenized" -> False, "LengthWeighted" -> False|>, "NormalizedTitle" -> <|"Tokenized" -> False, "LengthWeighted" -> False|>, diff --git a/Q3/Documentation/English/SearchIndex/5/segments_2 b/Q3/Documentation/English/SearchIndex/5/segments_2 index 2f8db139bd347b145d4744e05085923879d433cf..21bb8cbbd05b6bebf6bc8fc6ad2ce73a01ed8057 100644 GIT binary patch delta 100 zcmbQmIEzuy{(6o$M{#O;ZfaghF#`hwSGd*VO$R5(+Z!@|-OF(C)$56hk^*RAFD80v YsiBFz0_p{V0~(WGKv)b6i6Rcu0osoy00000 delta 100 zcmbQmIEzuy{(6o$M{#O;ZfaghF#`hw*TcBHDGLAE_g>Dsq|IfwJ#eC;qyUo8GX`0?unjk`* zn*-hos`^-uxXGv#F{V%9(ex@@69Wo8ZKNYThNnXGusF>LYHsr8$Ve3~8?g}_NGXi* z!%BXNR$ZOC{Nc$PNI9^q*RI!)1z4A`xH)D zzalE{SCmDq;-9ffVFZODE%6T|hv|9nz*G&+_+SBXvpRks9^4VHsx`wy;>fu2+!?H+ zCsq21q0s`&o-lz&tnfh%aKvwSz5)jevD~0L3@G5G>x}#o-v{=iVSN3b7~)CK^p@* z&cc<`Mrh#aC!^G zoaBzFt~o)?3iRirsB`=V9@PKeV;V7zm5RS3L-vnIsR$v3Vu=jfpOEK26EuoH=lT_G zR-^E!`W0PTt=Isi;!`qoQNDV>)t^OfG@gbsD&W&&6RMF@B0qa#a(dJZBj-2Z^eN#Z zt!8Tcyi&*c;N*}4c&%1rroSg9VEjtJR)`#MSOEzc50cj zNSt7zO62kv;iZDY*~cY7dGFLdn#Ur~ZQ>BL(XH_-Wk@}(5$C8Lg_&Hz|3hx}Ukqpz zOG8?P@maH`g=f_{6b0oKjWBus?mex#j6X4f#t*Do*FajGJ_x5oEyvv(p1QmtZD2dB z_O3G)cA0wnwGVQ#EH%4AW{yER%S9zhjtkONlm`?1c%oPQb4IQB{*XrDd`hc`h(1kL z*rj}A{K_Z}Mxae_d|G?5Ma>9W&2=j{(G_0cmBX|hhIOB)r|ziniIHQRe%L0|)f)mE zJD1|i6I$_8rdRRr2ULpI3$Lkn(X<_2+Jo~ITBBDfb*cnJTZpaGHs7349 zdEtuwHEkY!bh`>yjgjdfjaG#UZNn+1i}od0&2ljzgI8gddl-QP9v}Va>W@$Ni>~1TMNQMM z@LxKiVhK>17;>pj>W+rSI7^Q{zM-b^I`CJH6BzyId^F~F=5?b0nc{@J^&gZGF^tk48E2KyENVPr^Qx$2^Cg=lpg zEa<}y>!6nDGQwrpVd|0vm^3htO-z&auvTQE8dS6gkJ1@*bzPExFvW(YyY%FpZPQ$$~P@HY~$hxNj_T`DYVpe5v`ZWh5tZc&b)rVTXeaX+NF2ba4LL?(20 z8@y0N>PZL6pnZYnRZ*nB-exyppM0Jg1n3Z6K&~$jh~E01ObsXWsDzwo`jHNQSfbSDuPmYfs2+$0JYjQD{cJ*)k&3bZ)%S^;nX8K|=*l;&b+jpC=5C|W5vpac&Da;gFrPQPY?64G+w zkPUGg==}Mq8&|yGfExUVFAa#hyhia)6185jNhbXNrRZ0DAJZ?*Oq-Ao9iPr5Bn5)s(r`J^#&VUnO>0N$F zCvIIhjjubvC(ZDhC;=&4giUbp9^|B!8HZ$z4`BT)J#L2`*vBi-f^~u_Asj+s+(nVT z5Q$UUu!!pj@54S-lhIM?pHFGU=D?6*|Anh#MKWh9C_wM>1fgAcpW*K)E5lwY2yeI0 zBNG^ebrhmv{5*gEW1o0F13qf}Am z!}YB?nCV;pDYZGi!n2Q&+dpKIpt~%MK^` z(OdKA#Mvrf<=KDul2-h2?|@=K(x*uF4JiJZ#E0E?ci5K9L9fWeXq^o8GO{u)Dn{qD zQK^qlA(g%hWzO*6fEd2AEws2bsPvd1MrMi$uTyq<5u33MkIlj9$H)Eb8#&4gDQ0F7 z=n$;X+d4NWUyGnJ+|HA=KeNRaQSw)Y#N`76isc_dSQUJCpI#&&V}y04h1LjoC9w~E zxQ?#8ak@k(=m*Q7zh0tzvMDo=84j-=nApFn0bB$4=1fd9BmcwC9Tck#o> zmvv%C>{tBB(15~oi9c~_DhMZN5@bV?x2=R~oHkQ8OVWp9GgdO6;jA4*KLM=|uJT({ zopPZ?WIHXK=OZh<4S9THdT0&q zH{dk`S&O`GSH1(IDN5TV_c2D8^hg0lr^2X>QgA&FT$uXFq+0wxWg3N9p;i1Xt5*D1 zPOJElnheL~0OZwmL}2Si33iZ|gf;^#5&VPGlSwE72|pNDDKhhR(KdP6iEL;NrpC|S zQ3b$&1K0<*9hiXOO%f)qou)s&vq&!O&N=b^b?(gRC#YS6>mMw^R1l3#jF!>y6t_jY z;e3n=pbx!pI|8h@i%VE3&Y=!^`^MxZJiN_arS)b|pAW}#vaAj)DVZNWEA+? zlV&^8lw_gbd|<->3v7t6>I%Gc#!EY>56Wns@a|1rmh}-fmetF*s2{#FD9&Gwk?32M zV2jF+mhkr9$nOF2q7iIzQny9g@&Y# zZmY%wj7d@;ViTNV@tEqzzoHd?GBBX{Cy}g*ixnKCG*)$(%OPie@3Qeu$Pd(iPVl8ECR*iWCFjbW?B%#C?V1Nfm=YH zzD>eSPN~JuFDJ#AC0)sgiesn5Aw0PT++UKb_+4`PKh|j!X*XouuxtRp?kho|gI3iV z+Io<>O`l^$_iri0OwSH^kG7&Eq|#`^j&c(yz~mP(s%UN zgM|EU;-R6kPFPThu>;()`lA~ac>!sE`elvize3x|u^skvmb{6FM_k83U-;7!;er|Cv&N^x>=Q1sA$5Miqi)NGRXHkza%9i+@^8An zJ{^1Be4x%fA&`Fg8Wlw){S#W~l;;S9o8OxMeMr3C_CX~G4%~dfDED2U>FZZ$wGHdq zc$=id)2!~IcId2DJ*HQwk6pd7LeAYHN!X}H3ZxqPwU4gr2{b-F5I2EnIG+`9O zBUUNqLrN1HlSSzb#)udCW-ppREsXL?aY=feTgP^3g)nq8{Mool{B5#`zDpL<->7;O zzjaWf@L!ncHmJ!NeTi8EQ4r^GQ4bb4vjW35d0v@QuJnhrvn?4HQ08IvS&f*RF;PS3 z)tXV2Mjw=rzsRDAJl>zQumPH|-MZ4RoxM2s+55BFBuNsw!sq$H-yT(o8z=h}r5QJK zyu@r!2DFNd&t;!$$tp9uhycSRIcI;}ABOWgN9aYsMt7TQd$f5TyZo!N(dfjUV`>n6Q)v%3+*@2Y*98yopYq zRS(|?NtHL-D9)E+9n3)P>({)H=A3me2U!vU#{GB78joNHX|rwgz(od%a4Hec))%@?l;QRy2z zeKH3nCJ&EOoCiV@4^_o2X7g~A-ol&D<&XhK(RuPm@E^aZ5jS5jGYgVW&Ze0)5`R2Y z4R4Y|gJ7W|2NwEC(nnuhCWrpf*9S$%)fV_9Yn1cS=P&whu2GpY?Vj|r>v|?R-GL%= zW{oo7^VLsUFGQ&YRAcof{89kNQR&&O7q-a0`}5o!c_B+^L+dx&FT|-i>B3F-r?BuT z?4zVuKD<40vv{c}?NTHyd6Femfsp^h`^fo)?Gek>26fWJ_+gy95c?D&RtR6+b3!u% z`pDIWn0wy#jPpVDPhj;@9_@snbjge|!Xk3h%`c~i?p(J%{OCqlsSP)w;)Vij9I3lW zxCu{gyGi77(fOx>2ew~$uz{|QZpsT(`gr?9MN_10WZ@^Tb~wFOpfnx*6!wto3(iBQ)-O4jB)3A&UxDV>=R22v%{K?3pMc|* z``-Qwo!bi!{Lf?`Wrtmt9W%*avubijU+ezzDvA&uv=;)`O!}=m)8U67oeC;dv7bO` zI5}haBsH`8a-A{B>izr3J(QklQLCcfhL?VG@s$i(VY^K7<1Wg~bg6rBSsqtDZcF?q z_e%VCpm_D8J#O(kkVB2DCUBwbjNwfqTKp8!H(Qrh#1*!K(&OZL6FNVE##?tz^HH{Q z_oGwYKZAYU-rzji`74Zq_UqUu*xGaSm*6)~^M@JiGiUwDsgnfgA*L z5Xyn)%?#bX=7GXj{1WS|gLlx?8IL$m*Y&p3fg`)q=05=2tVJk&<;(`V%g%k$xfISp zBnQzPBwlXehHMwtW;!I*zqT%4cysQKb2j{DEC=x%Eao8jvVn@9ZK$`{Mb2j6U7R{hEqr#vv5l`fIva*!gYe6#znA$ZkDwZC%K!u#>YwJccp?$@HT>tA^( zKD#(uWw#`WS<@?Vyuym<9At8kCD)OJg(U3#K6oehpZr)3KK_&WZcnCfXDlgyHOxyu>d_+979!GVhT%o--%|@5KnlMpP+D zQ&?raQp-UTS7b`>hDgF19oa^EFEzflC3os^NV8276j6kz(aqy6sh0%edE_qvp^iJc z>K~DOqjg|W6TH6!W`#kutlE~fwFWjP*_N0dhsW!G2$@&sFBM*0?k`U6f2s7U2%i%IfowBCsv={dm*oL_pK|t zL_-Onyd;mKY@y#PZmFL&xrr-PGoz>P%>KiEWYJ`mIOi z$2BO6wS&boou5Jdodp@*eI__GzQa3J#Uzy9&9Dy9Aq!$3-cwgl5bYqP6)p2y;yEkH zT6Y-3-9d5b;VM*=J3U^0jVcfLs5{A>3{J6|t7lb@lcH6uDeaOi(C;$WLyvUg#&^MWH!{?H)oO)G5~9P7_twAVznj+8aR(fa zm;VaVcUSqyshtm&=q0sXQO60~;Jf_^SrXPIsULy!J(C-}$c1-bjXoloVETuUIOx2R zIk>1>gY!&9j`1^C$Jb4HVWk1oEhO@9o$FKt&)QxiyRe-Q-X>8mr#NVsX z>)aCEL@oAa6ryss?08F?U>f|C1q#x?y-&FHC+P#_XVs(|V~3hBl}auDm=b8hbQ~#y9Pt znnAQlQ}m2 zeCUs$ENmXNN-ePVBZzz#qThvT8ER#ym%%y@#{VVBnI;=l^2pNnVeYpfLiDgd0JjH7lxuHg&KpZGY23R0->7c_1B`RS-W(Nj!C?9fHC!oez6PNLV{|5 z_1{9~eiZi2P}DTh27&a;b=oMkJ!6?MNtZ7jJ9fo3W0s~ao#gcPnLtnDccIE>zYi7< zc;5-IQL1{QQ-|g6!%iL6zYopdh4~vHwDh~+_CV>mc@m(X^Iu>4_4(_K;ce-X&dK@y z=Kv9j1J~`UqHIeV*Li-i$MSR7do_UUPuGXdXyxg7A@OcW)_O1gaQ>YlUwqCo=F|(x zcN-5gqaoQFZh0J>;~E2Ua8|Vb53s)iwx7e67s403KZCvZt6W~b51VXGvvJhK^Kq1V z$Bk{wE?*WJT>kjwg4}p4^|pj=uKE)(6(H>@WM@wZaDIyP7ha5mv?U zp$=UJ2fa!{W9NhYIyiq0w(mgxPod<5t~`D=`CE{cL|^v_X39qL*mCbS$%IpQ2j=+# zyLE7xN#HuE7X0|`0Wto1Qr47h@onWE@2B;Pcrt>L^vN>n_C>`tv_V9gpMP^u?7Ta9 zszY_5t;h*YHb!bnS86y7g^7K6mtG|@UI3{R-_(i46==__+adP)?lHG2ad5Z4e$Pkl zZsj@CnD4stQ`nepk%{xw_WRlAybxg$11ZWu^KId2Y$TfYm%k8%g*h`djSuGkfY9%Jv?KvlAT%JA3V>0A6uNd6@h z9vV;X2pji(1Vy)u0G6-8U@pDq+U()Mv48KZ>$f;?z)*EQ3UnX zgMRhU+TkJz3m0`c-1sZ-@zz^Wb%AcNNyTH2IwI)~1$h5ILhatF%p=axk4xGZ?sBGq zs@8frb99Gkj_q98{-8m1nAo_D9b4*6s!P-|XI+QpyK9JW$HNhB1-B$mM6Wbh-p~9U zECyifhfqA)*8dRfDD%wX>!l;>qs60Z9ten@v7H}+du;cI5I?;4L#X^GNCQzEGA zfP@Viy3ETvLX&`cw3KM>cTBh^YJUjTe*2NmH#(g8aAPKIhs2c*mjUMt$?|kfqD5{{6?Rk8QqBV% zl$DUJ-$2`tpDyDpGrIQfkZ8DH$BhSt3T*1X4`oecqUZz9u`CIa%OB63ay(VWang`-<2{0+a>dSo8&qP6}F zxEu%Z{Q85+_rTzW?SZ1Qb*S}T3#WUGuq^c+-4^EsqTQu3P<&r+xRfT7%E~#wAn~b| zsM=WTNMdmP%NZ)cZ!%W0CqX}&e}TitLr@toT!~RD{2JMxztPcJu0*IceuXisoL^m< z35?a>Z@k}pfBpT9_je~;=jZ9o_wDy9??kCOGU7H2HBd-mVV0?ero~3t1jOV4TED|s zgoz5BrS6~pyIVuzQUKO|V_Vt2SXIrrVRxV^bubn;Or&7%x!nCuZ*g#Ce0op$MAxs{ zAQgbZ7wuOJigfQTwL;mMZtu({DY22MFSC%vn;1;oUKBdG!-i!wqU{V-xG0-L=W=jo zle+$~hb8iZU%MYc^XX?FE^pRy?*x4Amux51tmlpNsw0l1}|U(?j+O$ZAMas!_uHOBy6SGh9+@wh~y?#I} z|1mMW6rQs9!R802A1vphzXj_D)}@wb-F~pjHvR!NehNlOV-42+GZ^pZC?DgKIW+YP zVQT072H}=J1&0?(d02V4+_QnpFXlOe72;po&^w?h3t#E}%Ep-nWBeUbdG!rB;ky5T zY3M@_;h7RI=Vu+V#?uB!zmu1)O1-)TwNc`_)xFq06U6=-krTGpt~?R86F-HnC$O7zxv=Hp;Kn=B3tKW3r*uGo?z10JbY0r)Q%jPS) zb>cr+bVFOy`5x>BAaybG`T~i-cBlrS7KBC+nn73(l3L_O5H^Fb6$G0HoE}KhzVoS{ zLYq`h-*+jMbGnweKfFwK7@#UKlc9JRAJ4H{z1<*WUoVhK(DGPTh+jLee4yuPoO^wJ zV*SmbNjrFMdB&r+mOh0P(KbGX(7y-o4cP z{BuZLwDC2`+UfLlB13k+2b&k%SL)L%V0d-mk05-qs|r8)W$XRe`yHr$9J%4LL;lAQ zyl%Y`x-m!V3#WGe9%7o-5v#iNOF_2tLJfAm2Z=v|C|N@_`f}j8g};IBH`l(p_dN() zkHH7~--FVx8tjmiSYB#=+`4D}`ixT>?9X1CBFe+Y$2;HLb3>*-pmSZGBcJbv-~MmxWV<7QW%;fk5QggcHjF& zxemU!hFHxcc?>C8-v7C*uvUZaivclEgCMy9KZDv& zK``HP{}i@-P)>r^0bBn7>ptlEU?~KVp960G3B<0Jt}6Lkf>xy#g2aH8{bmUKuXMop z?c!zPXHwHFF+y-yg;{!6I!FED=?K|WvK$?FNJ?({$srZ3n;sF_6BhW>QHA*bvOS8{ zmz0X~i|((~u4uW%t3*qbSndShivCC7G4XgjX0b+O<5>tm;yZwszP?z4i4vh=BKBVK zUG!co-=RYn<{=<`7`bp_L^#I@oJA_A_{*%CT^d)4;R|$%ckl}m*KdKIBZ{P?bYNSu z!@KdBDAjl?h<8w`*UC9@T)8PAg_VJb{^Z<*TXc#$nx-@_sgdGp1g#=d?|e^ZASShlyUHe;(3W7C z2=42su1bOxTTu)7xGr%Qm4&VnAh32RLV6 zqCduj)D3=4=I4Dx!Cf7hEK!kCtWjB~RyAFPzppGy$fAS~ zo-OfZYDemm5UKX5HdbcIm3%9n_Qn3M+5G96*`)}AhxrMtRCc^MY)Twg_u^yKNs=@BE} zBsoWf@ec=B*THpuj$WBe5;NP#93Ot{7Y>B`S0ygirgRNVRN2a~la4_IchyAyL9HW(uvY*F5l)O-9?gH&zJs@)Up?$^8LbPaB*rd;6mk>S}%{$7P%=?!sn^p3>awS1zBzwDOHJv>MYKot2-)w0Q3GjekC(6xS{fjVOoDDARJ{iX6Hgzl?{5 z`Qz$oHYZn4Og&raDJ4&k$M_2CyX#nfMl+zs zN~I9^hDyAuPDJma z@Un2-#kJ`$Rh29rWbYD>n{;{}*_8pJ6Wt(^|DZ?eJ4EEQgE4wXdU=_13j6;Cj6rCT zf<$Zv^MnJ@OD~@5_BgSd-<2+EKdDe9sy)_Wg~h%)kwt@OpUG1zxTbQU%!{qV`lfV8 z78Gt9X@|0lwuY)yOt#6ziEvaN-4V{0k@qQ2pF_E#GICb#Vnj8MmY{LcOzLgb=R-2F z#4KXJG6l7V;fHOd1BXeCao8g3@D1XT+8x69SBy|4MYzYN@Jl_!ZDKxPm!^~- z+$l&*N*fziIaQ{<1rnfa>P=+8>#YA=ORQ62*yuACcRBwnvw zD%Mlr(-UoCrj#wp3u=9htlO3TUBRIB9P08r?201KoHr0hryWK6!jerCq5TRz&25M! z&Lle*qDh^K3Q9Yo2d{A@Y73Qd^3YCC?T(4DOV6z_b0an!ktGJo13@aH3GroAC(iUH ztVvI{srmjbyrKxIER^%WGCLfSuIV{5ZKmC_5cZC&tD3NjzRgSo+STYY#f{%=M`1QUT6Xt?_VY&-V$ujNH?87Q$ zpgLn)lo4C|0`lldWdaf9ad-hccrV>OP}A<}wE;=-sZ4*nr$`w|8GBwGRwsKFq(z+S zFEhr27DWKX``yG^w+#Wtix#27&512Zi188-UZfg5R{1g+)+j8JL5e8NqMeWQUslz1 zZmtf|llS6k&+#3JOP->(=g!F!cnuE-si6Cs@QHcBul41^P`?5>kfY7BAkA|k`Cn)QN;YoUkXaWBn zW*4=l9;2#q_)1x_IN2j^Tpp&`aUD%-X!6yN57QGPzu3_46R<5`9yvCw!BaW;@YINI zoUdNi9-FwFl21&jN5^?K`m3x^zr3z!Tqb}!6K@iW+6B*r%~uo5BabpWy8uyUSMrPe zVQP(?r?{=J^DN7A+>@V5?f>vx!*NP}^Gj;+pN}gQ-nX>0d}vZj4;^dqT=67!PdNPK=sljaMc{Eq@P5CdWj@=Ac+f{U99`*U{9SdtKYV&lWc?X2x-2qvM{cJnvjs!L~l>=*&Lg~ zhU<&(Iwe-RFx8N)QCX$&w27@z8OF^exj5y5*3lIvp{*&Ka^lNj<4g=z*j@Q>Lv4{q z=pZrdm}LSf@(c&1ao))USOQdfSflP0ITwL@F>oj_ObYX;fDF&gIw7YB$q8{{4Rrn$ zU%&h0rhFeI4%%fQuFGe1JEDP{zd%H$G*}5Kv>h@^pP0zX%*>XQD5i9+e=N-xuqfJGDopH6>+?+rhcPx*{jBp=CX`3?|T?be%OT!>HMBkXpDV zL5`rfsjPBg#Wu2Yc!|!?F;vH-&?j~CouN6pEJ^m2_y-HP!pz_>JwMcD%~C5~=ex2B zZAD=;HxwqExy^r+f5FA(gfKc*#1?Li_c3mUxVuzsI(npzH#h=GBg<@z^(eejQuvEK z8<%cKvhv(um3MH_V;#Ce8MqyB`)RW(L^@7dgWdl0(;d=pv4Z^LK9o>KVT-kB_D;2_ z)L`g93c_3m3jB^brtDB#>Sg4VKMLvEgj<(ck8W$kAq_M6zI#coNYMeR#q0Na-F?x4 z?Y>=Yo83V3FB4xKI-gJ!7;A4v*Nr z2VA&9MUK0qgryEO!N(MPmxz5lIc$-{dmWOT#E!@ICE2GNccQ}TEHUENw1hW8h!r|A zzn(VpUgVU39Axtclcqwvttb4V?VaqU1+l`K@!~JgR->fH zcNu;dPvp@)LEFS7RaWHer2eTQK)d#)HV-NvV3FIo^erVIL{Kb$BA~o3jmDS6HHP7TF`f)D^+n7C0xbyXO{0EaNar-LSwZg5=7^sOSW|=lh zT-dql0da-veAV-{d3?s&ODcquBcnI`3MW;OZwz-OHR;lDi)mnwdQlPUuW*Yfhvv|S zbHwJ9mKKE&eY=DshnEMvyiIDAxX>PPd2FlVtlrUA)~K4SgPi>+s;qIK3U0+F zUm|DUVmEtY)IQD%iz)-xVBEb0Wu4y}Gafc5ZyFW09*bgpTcUS}#))0|yuv2$4toz( z53Dh5HhI7%x5}gPw$e*y6h>}?GZ71Ptk*_*k2;d^h-8zhU_Q=OmACKa6*c9`b8XT< zvm)3TBlkguT9(wlzR3eN3|h+ zDJ$xC*sP=~RG5lnUEVz7XV&>!c_uD1sq)y_m;1U)*z5~vLx*>fnV3Z9bp`1bxojUQ ziXpIR19+Kh!$?P}veTP~+G6QIh25Df7JuwO!q*-K18Bkl)cM_z_FFUc$8u(So`F+ZMBqA-Vy#qUB?Zk)X@IrrEvfmeD zvWluEL}+-HvPk_<;R^?H)Er&XOX{>&7UUwhIqsEKPt*=)Nf|II+C{e_Dj0?e5F%Z1 z3FPUGvl*_#xn#|Qi^|BsImukV11c!Z`qti3rs#(gw25Bq>DfE(dm;s~@q;#ecHwYZHjf)9#qQBWxr3p3(aTsBL=$DJ z5+4M5qDSnCJio5k=9h3u=6UM+dT&%6BP*wHDIu=1COvM>YEo=oYIv0l&v=f|sV~!} z&z|qloQQY-8;&J^AL17)uNq!7zGxP$HE0v9^YU?CO@LbYnz%!eXH!wCa`nEr$5pS2 z_xHHkRq-|D9+%}8X#X!gNKhuqx?rHe{5XTq2q5w*0lQ*z7SLT@k81D}!-KYQQOJaf_l+=!#LP=NZd@jq&I< zv4wREC)C6rM-1{_qF*%!UL)15p}H)?y5w(LNaJRmUq&I6lwVOzMEbY&G6GSuEa~wm zj(Aast)M2=m6Qm2EsT+Fp3&G)SniSTqC8UB3@585ADU$wOcS&k1RHK_i|fub|D|ZHZk~q2qW9%0p#bR1uq?Y)@9_U8J+> zOjHu3_lbhE#FkOJf0^{ZxJi;26dni1RUKFmZ3i330Z!g}xJK5xkuE5WWCbkXHI(jI z(@QKpWzr3pf_XZ}*;F-Uwl{uo4`+r`oT03t#HxBmiUaMHc%M2PE2N$htvd{sx-3pq$NIiMwa7< z(@J3(n(S!xKGrYkvW4Sec8l5+D?Lu}SfnS-jc=1Chzzs9?64lmX&Y*fWf&`0kZnu6 zswFAjm90ulsvW6a6M>r!2y0IVncVq>!6Gpv5iL#GAT=N}RXLOu3Vjun6$1*#i*mk5uWSXoJcgZ>i!344Qd`SK`D~ zX-Glrfdfr#_`n7ZGh01xFSF}IPRgrX@7Y9k!9Z;ctd8#B@dau{;h{p1CCO+7&neTi z{fj9o$(ATL>*=fZlqF7nLtGt+$j*B3hB}WT11&v@N^5kC>z)YpbwwBFqp#Y~ilp#t zRzADOR$0xsp(mhhpcoTpHxDq4NulZUt88DE#7DJ zZGN5qs7Bfh^IX0+$;L^i@DdJ?E@^|z$#!IAc-t*oKu%^w?x!3*`Zdyov`=rU($Ynx zS-OWzijVgt3z9mY=R<5nVMZ}xMRnk74s@Gz4|7X$-a=ius@5*6&D1*V4f#mdSb?uf z!f0vGFJGqikM6TEwGYQchq%nI5O?z2`QQ}M#4PABQGMkJlviif)}97l>dCYFdN%S@ zKVqNJ+#% z4;7xVW3N2fyET=9EL&k#6)VX89N`vVrq|@FvdYo6)FhoB$-?P7e$j}Fq$pgKG`Z~& z(uGNfWhRc)CL~*U`Kc|6*JtJ7;YC7qs>l3KMO=cO)nn(jVb7+9k-k}?#z zINQ=Lk;b&BWJx3`OODwTGjvNR&=tW?%BN<*!4t2&Uy(y)xl7u`Eoo~qOk|%9-58$Z z0+e@P{j^DH7;Q;fJz?d1Pg7dtN^}+LNgFI2P|uqclI`z+R<(4xjCac!6z>&F1KhlO<|LtSgN& zGqd`Ied!zplg-P>k(iE<8+i*J$X>om`0M|EEEqY1Xq~o*$H?aE| zGnZ4XDg)Yr;+mVX9@@T^!^P1hB|#|J9L`HfXQy3UWYVZ2w~|z_$gaxF;2bvVQR{gx zx2Oo?HnS<)=F_8zUI)L;ZR6t!!Aqq@|4{>DlkKsOXEvs~%El-WbyaR=o#;3orh_*7 zGB_bm540dA#JKFRZ(vhB*FSBM1{E39?X{CGo^82xaQ+$6u{)ID_i;%uaS>@0=hT~u zk2d@LdRQG@?up?w$s+sqp4N`yLRW4h|8Bv5sy*qHl0lWOYeM24yU3+!n@|rmaUZUcCtK|QRlzYzvkVQ10l-MHC zXMqo}X<5oISfrLQg^PC^win)=q7b zW*Zx^{7ye9hMFbVClS1Tc4~*t$P!{!+aO?+!wHEGH3;r+jV@^{k`>}~U!(RXNC)Xt zZPLyT+QgFNC6&L2u}3tW|SUfoR|j334iMo}qcbTw4bP=#Sss>NaH>gaHE zbahzVM@eVq+K;68KQ9oL6ut;jFGgISC8>b99u1lH{ zOvwWLRrVUzp(dF#ycvmynC_St_&KgU)_o2lw`-iSjK=OXZ2~J}y35Dkz^3G;PU33h!&(*y1%wIIuy-?L0dxIw0YW8*C1M=&dz5G^!~^K^m;Z-%JIb(Ety z!qy0MvTEI=ifdy=sd4u8B#B2HqsDyA+c4I&2su)>QzOj@O?!0W2}Wg?R~)8&XgKpj zxp|eU9GGD`S!f!O6d7tdC(d$HO>^=9nPgXYqMyGJm4m!hW*hp$2rtuGze$-n8cAjQ zSbO+o31;iR3+6=536cn2D&IN!p;sEM)0M;JrLSnD#!C(d%b3hVyrb7j)fx7a@2+!BPEZhA45%br&qVOFOl6f>5DkcbAFsai$pJXq!`zB2_lg3LJ?@liY^^ zWrDlHIv-_h?wR7RGxfL}{DOF6=t!E%pGef1h2`#&)ZUg8yBn+sxu`*k>B7jpAT%Q* z#l{RhlA)$?nK=0y5<^3xQA1>zt3o>>I%0ecC%P*EZlx-(bnrI0>gSe3fp#;Vk!I$+ zB=*SYs;mT4jcF>!oMugkZt3bZEQxK0yZ6Q{Z<%XhrgpuS5~a9{RE>4qjuHbqU4>&w zhO-WD$fg{311tB7jRBscRWJ7KC|z_iLwk)(2YPo0G@boh?_!gQ2`p@|RcZ*5${e|g zgajv*qgHvF3XifXuoFeLlL*v1savZ8zqq7m4|A48LB=#&hv|@(Z*MU-CNPOelA8?y z81e2#0b!$Eq>(I>S;;Ih!6>seM7lmO-0LTndG?k7&w_R40F*@!*U^SKOJVnduieqE zD)P<31g1keNHb^al{ajXF7fn849C&9frzXuaJ=zUv@guJH%+ zTrFv*@dM1_#%^VG%s1FLXFSv_5nx(LJz;6~Fjt_;!{Qw{Y0R)h!LDp$h$x6$5TR0H zCwq##Jf|WuNP5umOJJne8a=Q^E%74V<6_hnkfkOgtF$X98UyDOsG;9B#@0&bxh?{& zhFz|@RVXv!B1222sYt|FIeMO-eqsrt+%l;~?Po=(AqrBXc!kRK6^L>xn)1dOG7E2< z(1>SQk$rLTB4drQN~t!vE1VEFhq7SDo+ZRv%)mPK>@#Fiu7#KFWLer>#IwajdRfaY zv$UUDrSL`ak}O=$$SN3T%-6G{L|B$?^Yd!tDx*SA(yPpIT8H-3Hyy1yMvxKZrWG2P zYgvUbN6!ebZH*Oif|U9gODK|3#h3|^#6fH7C3@D|RdNyLSRn$nY6T8|Nmk)XoZ$eNS7aHaU_LhKpZ(p~t9s(3X0yyI&Z47_TO8RL{m+&eOy9Eo=# z+gzvTJ5i~ji0>R{y}3lN*Gau#g=6K{*h#{IKW3UX(*;qKrQ=NSoJbG|V_vpaS7R>2 zI(reNC(8LcJI7D;Sb4VX>kNY+&$RHC2-EJ`D`6rm@}TNiquSfIK_$d_PNYF~s0yL& zONwPQ!Fxn24I#!7;iIOpPL-o#b+slJ6P5pMgU$o9q5@^%E<;UOV1>ab>GBBIkVaDw zSQRru6XcpEn-leO{K3Mu7$TllnQ?lSFma7SRar5^E3-0aGpQ0m_9SnaURE(z$xwrd zh0XHb4MMrWvhXFECJ%2D3Y3*&P;Ts~oXEVK*)cDvh&SqEoar8eFejO<-w@7W2IpgJ zaA&9)IwzZDY0>AN=BIcXVwxM`MX4&K*=0qFOs>vEnZzbcg7wU(bcP>j@rhQsYb=M- zM{abe%JTdHd6LLJmX$@t(lQM78L5*<0~%8BOu@TT zP>}nHt_=*_EX)`;4HJZ>QA4F4&9MVu+2<6mLbTt3VT6HUq16qT#xkqSMLZm<4QiH= zZ$(Y8jgu4T>s1N->7iy15yiJMNe8H!D1cc)T)M%qac7u%@Cs%dEG)TchmlxfI>`WK zuU~98Fnep9RGpPv7P-MiX}6Ejc@{gzn%=^TVG7Qzvge7l!6@zH1sM~~amhHVNK}cr zrWoemw`xdhc?pFe&6^C9iZa$?=p^v7G=ddTxURyEZX1II3Eu=rNa@u|46SCCU$#I7 z_ila-JCQp!n44srxITwlRfg6v&ZwJkv-v3-gS`LY+r~1_RKsPuW;;vTM0fs%I`RQ?MqD3UqC=guh-d&x*(S>nMPtlB5Si zXf@JC+*~&?)r1x#sYB^y##z&xg-3#fmbpo#h1g+Zg;WTY3X_Gp?9O%Uy+w&BD$ROV zgB2ZH{hG8Y@(A71(yw5?w+% znU07Po*^C2Mj2r+Om9G#8pq7Qiypm;HSWbS79!H1CylH!p=D%Llm)!}C<|+Ic&XLf zfXz4N+D^IA3R@rgr68m$+%6RZ;{L8#K82{yr^{rDi25 zy6`Alr*Jk*H24@Om8M(NEDgp^PVOctOflv-?iXwI8ZsqQbC-mEq|i)}ZebN$`Yp3! zXQPp4L|Fz9mA>#X4gqRb8R)snDy4$sP@I4z6pSP|o~gyDw1HAzqOkxPsS zB%2noT&y9ch&*AZHU(4cY9o45@p4ZvR^_3lIX>3)2#-`2BqFqpIWJzMHW;&FHG!x? z%2{vRwkAzW#xPf1Xqu77`KlG9v8*tQlIwoP3@b+I$<6we9ZA|D%`n%P8Ad@;rLY7? z%!xKRr_^ME_u4Eo&6sKBn#nS3aFWd^TPKSwRB@1#EDtZh@+)i92B~ijFjrZd%&@@S zHb$Cg?7=p#4XiRJFoJi;ht+iKi4ww5w4kz4VW>zQ*pJksTsySgN!OSK$_}nNABCA; z!xGa^L@;Swr{B!;CQzkkRZfXE$ql&_3kXMIy;HK#E2X9&y-Yb8J(#__7+UF^98(dZ zMA#5Rq$bu`v4-P$BG0z7#~DSwolzj2)CO~k7o)PE>QzG?7lc-%=DuXDHzD8wJKn-X ze?T(cH2!??S>!-*r>I=(vN*z?V7j&rocb)GA?9f_%ifN)9=S(|wqD4>u>$4h1n4Xq ztsfjqOF?nW){qg7F?-B}whlWUObaKC{!a~S6N?2&7?*FLs7i$*c)Y+yA|Y3EE4aU3 z$Pq=#E^p8B`5vW{ocaWzTX{Y7#w6-@CUQMU4u^7>iBs zS{0g`<1pQH*e%JoxKR@Xsr$=W@V&G66PUg4yQ@8^JDIoZGCXF|oR-y0D{~R`V8t!Km>J!oH!Ch8f zct=#&wa(hO5<9o}YskD0-T1*>KG`zVW!0d6D~Bs-1Hq0_tb|z5 z6ciytSY0p^QQ^ubu=)wCeFBwFU|tQ*;}a^T|E5u~L=&%oB4yPt1g`V1cUzXP)ki`dX5CNU(4Al6el)u*9!*Myqg zX^exwSXX%qYeL{6C+THojCf%Q!6Rpr;)nz>l&_UJYrL$A`RN}kgcA?8oMxGOf$JVY ztvxKVHLJN}qQd2Dhnv)pdhsMH+_(0pVE*!G^s+V#(+HO7@!VcPbX|evCba~$A&ECv z*bZuRlezf1l~bd#_0H{+O)gaOl|H~wD)9FZ7u0TQd&YkW`ENt)T8W&dTs;3ZRgl#4 z$5iJ*&bwGjJzEe^)5+DKZWv7 z!FW5w(27+ahWkmAz)Wf`v(K17-WdiwJ?z9th-?$0>E!qr9C5<177O@tNeb?m;es2K z)L~q}N-NUWj$hTG2h2zGa19{$;GW$2atob>v!{y$LP*79#M>I;Mz;Yy(tfz-qg-&L z#>4^|c6oZvt#fhzQ4IcPo7b$%Au<7CSsN;On=kN#EvrOhud{RJ%l04DwnR3^#9x1sc1aQ_goMZ3tT7n0wFiMyJv$a{-a zW}8vC^m?8bWxLr`3=F4`%uwkzaUNhF1nG{CA>I+xP?P1J!;=W(B?vEca70?S_318 z*nN1?uaS!+dVUBKBKcf!TFrC7z`0ve2b`|pv-|YKEj_UU9xN}ttfIvDDYrdTMxK-l zi(I*A0?Bae{6Q6)_<^sbj_Vzlc~Kw6<>Q&_-FgN7eR3fES&5MXjOkU`{|8&uQe z&yOP#thrfazq<5oSbnGS8JO;EvPk1Q!8?`9xG03P^pqG)^x}2qGSQE=YvlWNXn8U2 zKOhWYB@UJ}B(AC17eWjjCe{O1NJ@pb9{4$n%mn4e?nXo)4MIzgmA2!3Z2~RXRulNo z$%TpULhyN&_d{6xAxz<2GCGcG43a{9RkDb?qMwCD zMdm!y#Xr5S_}3G1Vb%wWKZckART`=}a%Cv@RuJREIYJeH6Jf5JvxF6rAj4kQQW34Q z?aUZyf!tMv(0?_+0E;CWn@Fx zx4}xnTJO+tdy6h;!g>T-*ND9yuhCMzrts@aC z!Kfk#d6`ZzHRvF${RHOz1T6fuy6N9wTYMJ(%yChL=Jn>vO-t)6mbAzA1bzufl9;}$ zGG7TvHE%e+zP>*%o2J)!(Yua=%Qp*{PA%{Pzk%>4;KVG)0d76yURwP=pl0$J?``{C zloLN#I4GHxrth`qSwW_+>GByATH~>@B+|4QFSqw-NP2^F>`oLskR)4Xu(y>5wg;qb z9`eL8tT3q{%z;Yw?lOg%6GG_ZricwJ^t_e;2XhvBi$s}pbKAPcslOR+6mF5Mv)_a{ zN`sA=Y?FZ(y;Q4TQAXt%E|-?1vCm_{s<)M~cxev1Romj%GLkC0(3yO9{v`UsV;!>v zaDN*^Bm|VejBM#r@9DS6IXEj<6^R_v18kL|&k8+9#6@H;J{Wp<&P<$FLyMe#$qVvh zE?P2dqK5gDvb&9(W*%OFH8P1tn${G&T?Dy-KLM>9Aa23F7BPIf=Vdj^%W5kfsu%uO z#A5z8E;737$4JWKPXUzHImS8s*boze)Y==9K|$6}0rEu%tkU1*#2W24~?ZK2{sn7rzM zz7Udg)zBFPm4km{p!Eip-Eg-kBc61fS;mV?e&b6G!rvf&G&Zq)u`I$QFV*e% z6Ugw!BpZ!(BAA3w5~_Eq2MRsO?|}8T>zYHRe`fj8bpykWPyo@5r6>@gh zEv18jA)DmKXPSkD-$3m3S> z*o!N58@ypOXp^%Pe;F`OWD4_yR$wJ8!ZJskrqGuMUa9kWg>d7tkMu#6>1A#e#dD-b zpcZP_mAdn01fnDjfUvCF^K38M#LPp2`Pw*RiSiLTO3e<*dZ*|LBTFmAe)bPl2+Fko z2#T-ILges*Dtk5Ex7t?1PM%TVqfBG4dC5*h8$2RlZbma>+vl zL_S7|p;j>__6Wl*jsVQnO=e;JYF6$bf^?eXE`hb)PbJ8(D8d+*s@XlcYcXuHZIY#D z%Dl?G%F&6VLZP(RdMa|XRXI4E1obGXK65-YJbCn95onhMLxKg$j?fV&(&v1L82&!^ z_s?CKJ}cJ!7*_0%=WWo7s;fD|er@g}Frt^8TZ9wnG9}2|zrghGU|IuOE2O)}wq?Ex zvFo}gs@uz3=3v9`Au_yiH2#&6gx1iBtuIj<2GTjf#OtNkBZP_PU>NW=E(m((#4gHA z4i>n}f=N;w;vL7D1%?xrN4@(~WT7oVsxF&_htqtoh+U+Xm>J}Ev}dn`-$S@mkXkWdwNNQP_&^Eo6rIy%tTsyr8EmRXm-udwD_&alVEh5UmLJzVs z+>6rk%(XZJb6+=-H*DzcpQI>M)RR>feL;;G$~sn48N*kxRJ?&=FE^<=b)@fVio?ab zc^tyntqCEIL^8pMB4qZVjd*hj<}v5^7II1#qzcjePhl2`TH#+J?bUNN!$xL^cy_BU ziO|M5mR>G)2!ljST)4hi_XT^#`CC{wAn2udYWCe}LG3GAV(}ZGr(atTko=lK=!!Fw5LB z8v!58WJ~--1ay)LoZ-;fiW4A&vY{afEk7jd7*x=b4*5%itx~SAtBtFmTL%^7unyi< z^ebuUAuT96TiTlGPJaJ@RKe|NM`a(ym7-fiET%iTw6gbsrTX$t)eG--QG8m;mC-Hd z=yrLJjFzywjw_GLPYbzyvUaLVAwhQ=*N=B_Yp0}_FVw;fZqGFE?I0EN+mxMruJTQ) zhcE8n_sToC$mM>?3Wv_IxhCk6$@`?I#bWGU^SjUS+s_UhIh=u)*yNFp6NmddJI3I= zQ1!wsq|mcT*=0&Bm)}q*dK8D2*g-ffZ0p&Y#eoiSsZ4x`7IP_?RKiD3at{iQ+J&bM zM;T&Lb+Ns*@8yd^aeKQ`)_%UTMWK+8a{lon>|=C_Ji+ejX=%gL3Mg)yq^DahrTDE^ zNlFVH*#1Z{u`*K!SlKeUyqS+ zvc{M>JS$^@(=#YNo#nfpxtZfk(w@3?TGN04nQwz{r0^k>UoTv0mvd$Oc{s*?p;Zr( z_G#pAS>a75*>Zu+?O;p9y?i#ePb!vjCH(f5L$X1x_%vT@`7alnRM+{`n+im23uVfF zS+|UmN|Z_*&C#wL=&XQH{y=s9-Fvf;BRaS(2B2hY*k4p6eaLF!e&);A`iUa_$|KQb)9kN2sniqnqDK_MVPFihok2(Ca7bm%-ak|Do zA+`2T7-G@?g&+EVW2(fWPw*;a@v6+=mG}gQT*Pl~4%;!J|2Am;5tI+65qD3>BG)&6 zgVr$H<)AFVRM+YEdi+qmQM+Nd?nS}JIzp~O41}XKYT0TA8ZM#CmzBSP?aJk^x$lqT zu27-UoJF>#Z5k^_Z&?Li2I-RcSe7k7a;RyHoE5AxPP={r)%%85Y*Ec1 z>W_pF+l&=&%7#6s5aeHL78ZXF-1(a>W{FkBJ}W;(t(MrEq2+)a9*$oIvq0(!-|- zI)R`iBS+>Zrna)&85*fGVw~VY8i8%(@?Q?X^?^0`#^FX`wXR8|7B-2Z2nC;?2j3f$ z-Tl>`)OVn`KX4hhAs_K@oqgnj5f8J=UWlVrVj4~%b}CJ>kH4hC-Y>k_Gjg$aji+o& z0V&C23;D$9xAPpy9Bv~$uc=|UHBEQqa9ec_$%HGC2GJ_NK@_}?taiDcEQuz$I4Pht zfA4Zmh=3lnN$PPbLKc;JR*IC^(6={79FKyRY>k6PFpvW`mYl|jAW$fC)2WzRh!MS6 zD*KFF7*Hrg1sjkU8`Fz6DA}NF16k1qY)XQ$GrCV>SC$dE^8+aV0DNaFe1>%g%-J4{zC{**D z(r;m2gRnq#46<$WF4$nD>@f8=U?N@`LrtUqY+$642Y(hEM^_!N=70(^kv@gcrx3&H zt`pKf#Z=XHXah%Oq(JNuo%6Cbh+}Tv5)=)f`+G1wO9w&S6X;MoVXQa%Q%LVs-|;lA zu}fzxcUAlpI=CkAW-$|UfIyHL@@+42527ehp%Qz$+`>f$`QJ|{gmFLQ{u&Bb#~I$M zd2n8v87{Phzkyb=>n^6dZh4;p%uVxGQ9;4FI!5K-%_VwJ^>T^ek29xWNfF5`%F#5of5nW(azch!XrLGffV-8J|AgD0DO{M5W8KLNCXys9@GPwLQx0 z4biqY!%u7OrMG!bOW!U$j4R7cg_e>QB6Z^jvf|`zv?bq6Twv$<=r;9Zji!XLFSYt) z=wBdpH8BpAAAQa~o8srOei`J%pPaaCq{=E(_k@TRX%5m@Hh(E*+u-*QMvFxvt*)=5t|*BG>d|&tIKRdonz3ubLL?VNd!j9vDW10TCr@2ji_OyP%NXFH`R%zYAi!c zLP<)x>e56PN-(VSZ1V!Y!m0fRGPi3@Q_Qo=h@6;XyBOBa0QcO+7I9R)0H({U3_ttqU!zC?n1BlDSLk5J%}|MO5Ya zKLPvM*fESMW2jG1@ z^|&q!l8%9vmR413Uu!GXicY&ucF%E|FKtuwDvsk?rj(z(SSS2PJUBdVyt;N;_pgvZ zs~e8=uF*9WEkm^F^-K@W>o4byjy9~$Xp}sD&|FMg7jmlE%wG%MC(SQ zi-%Xi1>{Eq!c4uhy+Y(}8lR=xsH47Bn0YyK8XQvM*gFKsYTuLZQ3t>=^x zGlmReagGraJmjA>;K+kX>VIB9h~Lc;Omar`>@B0R74HmdksFj z(kwLHt=!Vq8>q5ywW0Jr2(>>4^`FA{&tU!CVq5C_K&tt+?$A9qN^jRXEZ1h+ZP&I` z#pmgq2vgr;#&94#iv4k6Xq#uwkBB?{^Y$yJk7it8yhbilCV6a! z@ABaY(c5YSlo^?^V%5=3_qNMgdPn;^PjEHlU=?INC(s)W=gD=D+?$3IuPNVrdkpR9 zIFPR6h!2-9g1L##Fe$&vSH9eD#)HBNXRIK$5PhdtSuyB8Zijo_!h3o`hcgAS*VJ~W z=d_*dsxWWy#RDel)WCl^Bo&r%deisV^&$(7bNYKugQz5si59+t{f3nSl%2R@7Y`r^ zGUdhrE9j^V3b;|ZmpAbV%zPVWf4YTMoFM0a0?0|6Zq_pvx#i2tkNF;E*`##h@HBf9 z{WjXag#p}y;t$*dk(*1~rs%LJu`R_9(U!l1sq1N}@NGMh-?!L1{vAj)+3q``gnhYr zcuB`fLEF}$cO--1X=jq`D3JIn;^?ZHl}HC$PsT&khAE_QaT8s7q5q!v6yfOQ%t8UKv=09*TwSJMHv~X z2YXrb_b$kd_^QpYNuF?!Q?wtJa8QvzQlal`aE1mcd@>kYT#P8Vh%kyvN092c_-vEV zby;7(UcYiB+B*K2h8p8n-;F;N{uL}>Bl2s-5Ak=pt7hg_Ta0VOJ`a~q@k`3l zQeBSi!&Y!W@-MG73T;;v!(pM7%;V6zB#BBlI#H)`(pWPj(9u4|HeFE&6PE&Qi}C>9 zkAg_ORLxCZ()L)l^Q%OjHt~YwjTE8TiNb%r^Cr?j$9@GXAE{s% zhZA*Q5K?3>DW*EldtiwBFL?SEbnpe9b50M_e+||*7WnbI-uI@Dc->IEqz8@2{xvfM zzXdZ|aHFFzPCAKYp{{*>baMpD+A=)FQ-tl*?609T3DKh%z-I@ObY-x>pTyhrBiIVq z@t2BJNL!_(gyJd{GNELEQYbs=JN<1G$rn?n#PqO&qJ(TUjMCh~*TljV+@*hyiR9#` zFp)(B#Eb<Hfn|dH46E4oSF>`sxQ}i9;Bz7DKQ0p{mVTJ16UY zgmrS=4A_Sw*Yjp5-K$bg+D@);s=O#5H7EzxYpSJ=su^q=+%lc26eGQ@Jv0eZR~G8@ z*EGb~4z`9<;N~dv9?H$EV$0=EVcCkkI>QckXX)0`;l)3P$=%B$&;8aixq`?YE3gab z=Jdho5DJao_0u)1?O*Q;lUOK}n3)ods9$#60OSHWPmf|ND@~}V5RM3C53$Ff+ltrb z@1AKA{u#2$ecu6>VvNW?7XMeoCkGxx`I+X3AVDq4%OAqZhg*c>HPnv0m6TYNWy;ZM zB8xXeXuEX4x)G?&H)~Sd4VMJ#w3U^YN|B0z_}?04*(c{-oWZM;ZOr}#)-|xOzb#3Y zF@x}kG$uM%5p~=&{pNCaCnTCDArSw{)|I=vIDPOS`c3 zhp&o-l`p<~NZPGxQQleq;%}!;47ADz7LAZMLIH;~e2iz3?12^`ds84}qo;Y8ix@87 z&%oe?XzM8(idH{{d+4f;d<;IEu7Ur3j5RLpKj4~3ege_YVDdB2;{o=Vp{e|J&C_$& zv)3J{uX-?p%hGat>~;woODcv5d+P<%4l3w@wj6_xb~r$*V372aX=;`+wAMV(zKVb( z10mE3$uZV4{5gi`e}_|qv-bmi#pc3;<&M?;P9l4`2pKqQLFT_Q2Cuz42Ce58P;bUR zQb0rBBx@e?^PveMfsXJR*)@d{%rws5@~bdYuygG^`4ZE_jC23)iALd1dk-KEWfkH+) z-@M7h%F)D5oTRl{@4v5qW9m={^vJtzRPzG&!yiF6jU_-tR&u!#%b~ZFOet4Ew(%{0 z^j4#46*t!#B9R{N-FqTY83WC66gEV>Fo#_eC+I%}Z2$^)&CCJ>5xa$f5@6(?c!R}jEnj2lYL+4p=_ zNWGJO$Mk^;awv^<5hyTXIGK36OIH~ad@Euhrf8Q7%)bTa{{c>{g?@r0+Q_9-ozlb0 znDH6m5S^h=yqw46Nyf;uB4(Q|2r?;esNvPdj4<70*;5q$%NG5?h( zL1|IFsPH{7du+t@DC@!cYSGFLba`iHJVx3gk*+@k}1jwnO}qE$|}1qCQ=V_A8wxWh)oC!vmD8VJZ4p9m=#W9cxK(+ zEHYe46FBoLL$%H@-aMPdbYv21E)(E_i&cz#f;ctl5YDP}QXZ&b-DDjS$acRY8JR{1 zmW6P0x27!Ki?L)vFNyasX2$I@t3a$?zbH&cIh-|HCjL*|TTAmR2 zP#1~N-R~h=Ts^XA2J<-NFXwTog)p7BbE}LSalVI`J&mOyvTh6webO z+VRKD!inF4?#?)oI-I^9|4PvWwfAB111RC-r~Tn;E`fsk+F8`wkV8(=M9{Bw=wKbG zO8hg@!^06WgC@@a+gUea;|^-Ee|5emO8;)SLFjCgi$dRm+O2tR;`z|!+4dZB7O9fU zD%$*AC|#9X8D7vau`bMTW3^OxVS$k*d^n8}3!z7b&-yWx6i$#Kc9QfF@0!rm=;5BX zqc%7|$d;H^2IA6)pMFUpwBtD6v>g^K5W$Y9T-@K^O_JCpI8NahZFW12*g~!Xw^zPo zkQ|^$F5Rl?Bs+zz7=#^Tiz!K)TtOJ6db<=_xF(kYuCaUdue1rS#%={MTjp72z!RkK)6}db~MC#S_ zrpN;Ufn7Ga-Ho2Lh5Hk#>y~%S@7m-ASZ)dmu;cs*M1BM=9gg00CWL4*u8xwso4n9YFiGw^=~wzJyns1djv{0wRf5WH>b&b*N&^kjhfGS*`y zbL^C8QW0mN7=f{51k=@NsIjdg3v0H%qQdPU$8e*gfRb!{rE-7fQIw>#OP35V|Mkt& z8#2@TP-3M9qA%i5+Al9MblY#maiHkxgX)iA^|DVofrA~?hk{VO9(cocJ&2bfLMQ6S z8HF8&x(#+niUglBCvmuX$xTd(BaN}c!MYejdq4F(NGmT-AwobE{wt_NK?^hQWBK}9w@m%nmh`Pk z+eX8}r8yeiM7I}(`CounHt_=_+9r>tFD)`OXdrMf?<}JCIKtlG;T$B1cklZ9kWy)( z`sa|4u1Tys-`kF_&G0PGl)i_tEgAkkXwF7{2Q@1=1m^ykUjaLFe~GM;GwoM5DGLf4 zT%5XJI#Thv&K(AnYH^EwE>d6VpLzfsux-E{)<)O}5)*_K-e;;Qi)ZUKc zR{W0nwJI`Cz6}*+bs%HHIXuBr#wGCG#^H!A8|Vgn*NRv4^rT|rV3@UWbxt^i(Nv75 zr~R1S#c@=qn!r(L0*_!Vk7?lTDgx*KGuS@{X-{i=$E{(7<705*-$p6^%Pn1<3Ks?z zg!^MS+-8Dqs?GO9@ZHaU0H)h{!Xit`Duns=n%vA=VrUP{AFX@<(LL%UY>g@j;NXL^ zh6@(9_c0f_$Z`G-90>96Iny;{0*daJk>{@SReW;bgcMU`$&l3bQk^iL0^4sOd9-5^ zM@s(=Vn^>~ITL?@*CTMQhJub^^Qrj9(A_dR)IYfLF(f{Q9;N(DD^3}gwXA&%$&Z0L zEE}TTX!1xy>;teTVLb$y_tv3ER=SMR>F+|)g2S7QH|=&9w7bW9{2E9VVfG`Cu@xjKp=Ao0Snh*9lI(2bwzAp% z4iJ-aapzg3j3)X2 zMvxyM1`+}dW<6Q%0&&rRBL`{)@ZGC6cW%f!<~kJ9pFdekZ9TPsjkl%Nm92XK(zO05 zrftMAVi^gH)^H4<4TjV|0o(UsAq=OgIE_1z1d>Zer=TZL>@QZ)^4yfN|ARaH8~j-(kUfjE!!KZmg`59@IgH{zqL|D1>c2q_YijVsfE~TFaAyl3 zw#8GIWnTT?puJ@~Z{9kKNSj)idAEV6A&!0^f;F8ar#DRgCXWVy&yw6U56SOA~u%&v;Q#?O~=9Zw}46Q^hs;A5(~96OkNbmhqE5!FP?=3dL=d4{voCW$>6VQxXJXZEU_mj_a#lfootjCKeT?A6xp zBBGvCf&!NC^a{i;+uGe^mFIc!a|ZJ4zR<|xQ3rSC=%M3Zyr$ZyN1)s1J~`H@Zmo6~ zpIJIu=$QH(ts6Z#-Lt?*?$3#)xrO#Ecicc~&la0@`9QiGnX|qDjR-?}R0>tUgj`3^!YzGBsM8 z@}ij*X{Kq0TV>gCVvYOxMbYN|DnrK$^7G`l>X5Z3Q&$|&9nd%D`M3o( z=9^rCN(0i>|9A^5m}*TZ3>?Q(=~m6lYfohPxsywsTUb8-$t`GI@0WcUV}gTjH$>O>KEuVbHuQs?=?-_OBtb&d`>)=qtQP? zrDwZ!-(t(s&@_AQd2RCsU3+AWa!WD?zJU5Tk3<`5@;IGtOY@dmf;`jivC#@|>?sZV z3oK3kX&egBk!w&b%hjT&z|k`CSm30#N!L^)RldfEBzr^+>qBl~sCNsD;%zmy2e5}% zYjgDIIP-@~`~*j*2o36vZz|H_a@ceTzfUBPJZ#5P8xJ{#WMPkU;RV%7pa8!r{>4evCbrFX$SPo&UUxWqQFZoR>!r zn)Wa5jk5K-r@Q>(@NNx}=r#7VPqf&c&@_!Hrg#cqBv|bQCfp+_5V`FN^imVFui|HM%c2!U?sm$z1wQo6R zOJsH1Vz(1b*3~^>v5}vC)B!b4O=7GYYpg-K-*MRV=v;kfpM$l=aWrmuGj#{O%rL9G zD|gQL5}F}*75WPYJcyQaiHmJ%jEu)m)*9zosnd?m8Qw&{W%q(;t}DQ-4hEUI){Pwt zycSisZ=IET&fM$b+IE}h&@0u}Ehm_|CB8ce;X2)D@Ts|@k)wwPaS<5rJXRNPYe8KhV#j`kq!h>H*|GYJw0Vg5kF6NJRACp=+$`cCB@WksI7tOrt ziR57DWN0r=8Ne9>&+GX1lW}$omE~E9{>Y@<*B3d0w0uKru4#*jzaUu`Wk-vQ=>WuA zLehoPbB7%~-J#gtG|SV70QhQmQeGJx=a;1$%;Lx&IO?Bc)T2*T{+*k&1xepRqbKoo zyKn#Rpy;aq!1ZoX(YKiBnlF*m3CbfRv0-Wa65?DxC!A0Gfjn*)HgXF`dq$)-j`Fy2 z{JHV{MUjy^BTY%eP0P)W1LZ!;u;x^?-u0ZP!`HMfv`d$o4Nrf;=idCwt;3N*D7R%` zYBY)xaJz~VXh=3>MkkKdc4(QUrexRZ_5?d7&$lB4Q4MS zxigJ%7=K#BPwY1AEk2fbt#k1MgEP-+*=8Kf5SM0-xDQ&r zfCSo!&g^lga++^Dlj5k)WV@2$g&mdi(=416D2XF;bZo#QoEy|j^@7+FQ-8pR>Q!G! z)Bk}4HP$b3T*CE^*!JurC9eNq{?Xa)%2x`U(&2e!4W;JQM`s|`G{@c|IF65|zwE~3 zu_#Z~W!nM>PMms9KQ!Aq^=RSXO3M@mI~#|mz_oq6WwXWF8hkP$R=;2uZy^I`pZc8e z_c_8(^#$+w59q!?pBgoozGpUG@r))$r}u=EzP%Imk^S0U9jO=j`#hq#hO{8Gtx9hU z4JTR)(sY+sfqaGfu)_LS^zn&qJKs!L*_q?|U1dpHu|+7`I5aMbF)TQfV|}-C*P=Z0 zC^B3crw{!B?xjMgf9d(@w%R~^-$M&ACh;Km;<>=-_$#Hy3e7QjmYktnY~4M3YCRnHu?YU7Mq)aiCtcK zyvIsqlv6U-o-GK>0?%?L(XyhnA5R}}woZsP54c)w+g7Pfd1l)<&vMxE$78M4_GLwI z-xjfChB4m~=9Y&%``7zdpB$ZeVw&adH9g_{@+v#SUFs_-<~h}iF?#@Jn5d1GNXK$dP<+1BP-Y{* zp?DM-4Pm~y&imL}-R24PV_Q&!aD%&P?4^Ww_Hc?fr_erEyg1JAZ=X8u#*uX6LRW8f zua6aPO4iS*j+waWj>+CotE;`$(4K7{SGb9)(zI<%T&SCA^~y?8^^RFdhO+ep+p?5n z*GhXrWEq^}tv{+2ZaJRSjUN7%8+m4%Lq5|{3=;Po^W!!ve$Z zjr}g3uPgRQfIoMza$x?I@-XU`l0Q;m&Dr?u=cVWTmo|mDuNJ;k73ROXRRX|V;){4b z^y^eY!ro`?|fY$ndt;*lYV^jn(thpp&~g zms!c)$$dH2BFoo=_c{9LnvR?OpGgXp8e=+c4>- zUCaVI_l)<+|JOi@{8L*KCQ>7#XHeyZvm!>%ZGEkL>5JJ9wv!h5jBuRH@0n@e?DUZ- za{0@)QFnK-y|&BLhid2x5kXWuAt)bMyfq<3uzyUfdwlb-YU1&+gIlJJg5bo^*4NFiR=9!P8(X){$+Pn-U6Dyxdu)kYP;FaLB)(iZ zsNqb>@{g>^%KZ^V?3KCG3y)NVTBQ-E-A)8RFY!IM(z(jW@sNzdbMLfpyt`t3Rqo8L zm_W@~JTybb1+MP!wngT@Z8@zOO-qZ9YWL`$s-P`nj=%aj!PoGV zMb&7TXSU^^_giut)2TT3cUBRd4SgN36dheQa{PBE!h&_vFy+zV54j@Wz ztR*5^KUaLBc6jW-q)4;N+hgg;?V2TugEMX8yQ>l{xggWh3;dj9eQ%6i5l@R3+wE-A zK9exK%fVjz>O{Sve*QVbBdJEqe&5sK-a_ZwmEMK@o<|ouw@6@XE!F0!{$PX3vBR^+ z{77++P88l=%HaPEqc>*vxiqbR~ksQ zRUc38j@H{-*P9dFn*&qbGu@f}=4~6CXq)R``*cfHS(Ao$FSjnWmAcTy+2(653>jIj zy2P>gAkO1tp$ueiQq}4KWZC5Qx;s+xs>0hg)wM;LS?Z1{W=PwSJah9{jG62Tv@JKT zlBFFe`Z+!Km}Ss`O{mbo=0V4xk)b{iYK}cpJ(S#woV6%D`(#bvY1cgM94bIgI?gM~ z)+GNoWA6f<)^+FYp0zg@Awb-Pkc95{`^B;>+p?`>Tw8G*$4OJiZ8Eud;!B*^No>bS zoP-cUsY-}S8A>TtD5aEPC_|}2Db+BPQo<0TFp8>S7=}_x8I6vPMvsPvqmPH9Pv^fS zJ8?Um`9^+ZAp{#(d+oK?UTgi{cYZkEyCP0;0tdp!=!tOvi{Yl>+0&Uuo#fB6jM?Vd zvdCm;*gqC0AmfYxPdBL%>jYjlU>#~w$L7YvwJS~ALSK)Xyd>7LWn^EahP!saadx{k zcOcs`L)+MI5zW@b8clL}SV_YO#$ryKgh7}S zFz}*9FsdOrc6ud@bYWsB0fr1>aE+Y+GIt8TLGiV*Bc-2v8=1hUWvP#K&DF1tLyU}W z8JFnMq+vIK^{}I!7)0RJ^51#VDvwlAI|z&?P5><4btp{=i;0 zcbPm>Gt(HOtsTt{Nr!yLGR@JhFFoXV>U5&c#ZA+#%mDchY!!(e zGerN67~+KD3}Jy#-ful^J8eJhI9)ueYLPelsPYCSH&z$&2a5VUE{9W*t2xbUn{N8u$QTBo)s`VT?GulxGhtMw!6H->2_PEyWA-xVEWTN z@xzJ3(!J?@iUEDaMy+LJ3ZN;Dul73^UHq9(RkAV+$4WM}a9l1}<+&leH|+V`%$~vYa@TJe4|?KBeDp zrfvwqJ2Sq~EGy5EoMiG!pP^z3@^$kSCURz&HKuF>P9S*X*Y>N91P)Dcf?a_oIel@M z;NR**YxgIcrcT)>G+&PQCHkTdMX{wlzHTs9J_OL!JHXXhiAZ)ZJ{BqW*T@GK$Fq2r zCvaf4UN>zVnAq*hgT;XmB!)b-vin?Z<`!u~q2I}g?^6#Y`7y>Ue}x|vdHWW~&I9?8 zw0Pl^t965)VA;nUwDo-pqvoplDl2BVZ>nmhp>S|fq!8u=&e~P(OrNS&c{n-lzwd36lmL&6f0SkC$Chbsx}XMV6Jen z+zZ4H0zPLKgAurOitOQNIe{nE_nQycInjEHC@|<`tne19*4Y;ETu%y%H-rad)$tJ0|Tc{ZbVq?yx?9)J;97|OzgsvtnO|gG&Ojm6l&+LWyVUn%Yj;ouqRfYY91G7g$ z`w0kAL;%ZV*C%z&8+?Dg?m*_tj&YSh*&$gjTdWOs+w0Wzk+RKt7{(w4_pOqq*va;( zGT(ru-tlw*23+&wTfzWcQ6J@+yOU>10#lW*cZ0JD_5}?9ti8hqN~n4o_f+q~UG_S8 z&Lf4^X?Cz@leVxg(PfxW*Q_2lQWvOedp1uPnldzLt^VBdgGN|cULiYdVFiY)UE2F# zk;n)n*!2&lK14@lVFbh352rtb3FN_M?cXCy7{S0XOBjKXZQ;@757C4=3|Nj+!~m=i z#$P*k#$931bN;L^y{kqHfLG`gfJJGA;XDE;SlirWq1Qw`Gc}mozx9|Cv~!Y`hvaRr z600)L1w>cxLQ6!PKDb#EIRq9eEOKl|fyR;!ZXdTCaPXE!OeYJE`C8q7k8)G`_ zEZs7$x;%qf1`G`eW~x_H>7s2w1UUH^;bdCw$<*g5HzJJy2_84@bCeaixnoYD#3fwb zyV(^K!W**Ews2?k}y4sWb zl9-CQRyNyY1Vf1lSsPS)6_2`)ueU^+<$H_=1JrrUNLwwRKUNgj_OCP)+49zWopDSf zIqn=U@xvWX+FHwct)|`ebm~a5d8O+vV?_Q`;ne1-;wkSr^`8N6|b^w@^Z)`RYg$n0CcW#|?+(YZmKf zo0a#uTi^u7@=N-SU7P1rtPD%Vc5?_M{9TOqFx_`V(U)b-w8hG%yR&67R;txV21D1# z!vLl4DK*(D4kWOxp3>p@r>z1Qc-lA3ovqSPr9J+A>y6%_C_5}ztjttIdBG+EjGf%8 zV-$G)W2Q-iD047-(1uEYxvVapE{IKF(sMp=7ysEh4%k43jT+-F*O@D}_F8(ay~Q3E zRkTQ(=?d0GyVuTcQS7`B7ZAe-w#vi%SH$U>)w<|@=f3>jjdFtMYn_Z#Y__dZz_!kr z5(7SWkG8?ovUo7kBW0ThmfFKy=R=Z3)_;Ye1^O&Q10pa;`QxDj5nNeiDirIf1Ht1J*| z)Qnh3^JA;En%a1I;z(lXti;_PX3n+*s%G{FtMq_QaJE|S^9-jSB`A*iPED0vJjI+I zm~L32mhOW^)Qu|cYK6IVsz%#xp&Oyb#cN8Hi)FU9*lF4}zQHSY2M;gQ*x7c$M(ftl z&4vCjD>v?MD|XIwFEr@t{0Czd8v_O`$}G0e-M4{sk}~Hh0{9lMb7EVA>5g<|ffhbh z`m(H>0Hdie=g>Tw66q^-dtBIB-z-y4PWQU2rF9x)?*zzKSGLb|zv>}VbE3uHv~(C? zTWy*0ZEB`p(>1?8*}KuXM9xgAJLG%-9Fb*Jg`QQE9|h9W6Y`;_HbiOXp1H8tyv;5(8aYy-vn4A`O{@&9^JhhA0XQW&i<7HE#&%hSen25w;0Hh^ z)2zk3j36w5FSGI&`#0L1{VSNFP1gw~it0?WjvGBZ-EOBYHmn|~S?b!HvijCFoZa>>~I@p$N3o%{H znc5PKu-N1(jg*jBkIZa+SE@pF&`kwDO4rher7K%E)x0(8Xmj+M~0!Zov-FyAcMQl#Q)3aKhG!Gz z`bxddj>~V3p!n z`{JS0z7bPTv~s@ER}-GF*1KvA2W|D%`>nNrsq(EZGUX#G&BVX1jjl&T4E!()bW;1Gy4hq9INn$+O{-zw0L2Kh3Md^E}s zD=VdZQ@gB32T>>uARy;PoO^?Nr}}+VO{bw3lIxd0 zzBZZeT5WJvc#o?e(hlWY{d=y&I%$^|-HGr&Zb+-iCW5VtI zo^sHdpI!ips;xHLuySyV3HAi~%t3<279T8%zj4mEmv=$hyv+2p$ zuIG3Y46u?S4CUFMEDROORvL^C8=AF3b-7Nc7kbMQj9|IHbw;Q;u?2qI;s9aCjfl3# zA`N<0n4z1PEnj8qx@aTpwbAv_jZyW1#eEx1X0D@4`DBi=JP;q2ml?T^1B-n+uDWie zW%KY_&0J@Wwt{b;aCK-~o%=T=%o$#$VZNr&CEZhG=GtSJVSJ%6N?#f@mzS9GZqEUC zMg3GAoQd$6BT12ho)Wn#^7Q-}FQ$4bTkC1qI6OC;-M@5j)N~vW7gdST0>?%!J*q9! zpR#c+<&Hfe9xQt~v{Vh;f59fdRIU{)^n^z@>w&d4^$t$ z2Hbm}x52nS{rqc3uA+hb~A$z&J@LqRU4i8&N+dbKi#Or>>YpsuJzXH8w@o| z2Y~X%vh`@ls}JbA-E3H#-wiWv2Nw_chF3aOW7@WS*(yI@wOSUb@s)e~!~7_Jp1&xx z4j20*K}>&qW_Sy<9lEh8R(Lpc%upS=FIDUPf@vrx%Iw=Z;%Hnv;F;9YbK}KY*XXKn zrOu9fz#Tu=x!g{u8-f+No=^o$)YnG_=eX9cO(Z?y94sCx9a^rA_Nl+@?2eSrJ!C-6 zF0gcVY>C!Hky_7Q@7@%?49TAH`H^)-sol-Xinlp3%JyK8x7@9%%r)qH+~j;$X(G^) z2H`OP6RUvec5=09hBY$~gPdOiR1AqdQv=IY5mab*lNLJzg4|=;!{JA5_Y<7)VuuZ8 zS)~V8$E+MFbyl2bWa?DSs{51lCDwXZnw6q^#NJv->M>crUSw^2Vh;EUa^5W;KYw&ZMU0o5FkANCEU_NWF-g9HhA8B=mpoCVr)*G!jvY-)dO zpKsjLwpec{+h!)~7LL0f^gb9rlf@VA-=?g#*=vU#6Vol(3fDxS%p>r&&kYzWBnwX! zdkg|;WuYcRiw|WCchp+8pIc)@+4se5)^orpjX-tGq-j&`j@FmZioV;C!~h z0@EqnKjP~39&k6i$7bpl5W(+^j{92{Ms%zV@fvA%V!b}WO?Mahxp&ZfzqB$((vY>} z(qOo(z+CN7kR>{@wclAbGh!z%>=A5@MPQx9X4$exTC-R^xN#h^mG`Ly<{cVI?Cb&v z+QBv+-D@RhPA)%XgH?rnp1~Aly-QYODlhcrYC=u`5vBT9_FDhk!?x^=Qk|H*+(NSn zY%Pn;`u5FULw}5}+DB-eZSAY4@sws4ohP97Q*SLFP zCtU|sUsn4P&i9^agYHVGg;%Payea=?|h3mB~bD|{_Fn4y{z1+o@K7OYnCFb3JUxW z5PmD!q2go&!cuC|!f=ves*mutd#1ZGO&0D3J5BenW)3G0FE!@(#krmyBc*^Z^OS$4 zqZlf-PHX6Dv4PRAI_%r4s~NLOz^+;tarbJggE-;Hk#aVwwD+s`X-R8svHJ=6OsOtK z&GFZoQpX+S=+m)IS@U*ZW_XsP?p}H-)S5WB(G=JhYBQ5o4oO8JM*0!csl^`SpbK!1 z0nz%I5X^%U$_+)Yvv2+2LU(|%Au4hV{o08PC-H?WN0K`UQpAU1|BX9E=4R#IRz3v&?aGaqk{ugQ_AuW~a@Rn;T7I zdTya5%ZB4v6rco8+iQ#@V}nBwWvvd&_sx;R+*J<93t-9SG-eh@Nh{@9I2%F_>SO_#t zw%S~Wdk;YwT{`PI+n6|;JnKC>ch+|{ac=vVjx9LVb2obSO?zH5f(4vW+j;`S!ByeRB=70Bgv=I^bn-W=L15pgJB( z3M5`;k-R|3oiPf0-QBYTt_Nnj@`vs1vUc^j^uYG8TxdTqCDiShLQ_@w3dMcS#`S?j z`GmROIj|xq9hiE`R5>q>Roy#Vweh6=%Vx$>`L5D1!7)9!1(1>4h>>HdlyQO7&>Cp= z^W%&JBi-PsP{LG>{-h*Haf#dv9nrMl15k?3|bJNjd6(;nG_oBY{F*YP#h6vrx72~C{!voo!0j7UqC zq-ak!u2kxd1dq55tTxXdUTcPQ+kg|OOeOlvpX(}uPZ^k?8Kh_r#`j4~!y~DAqy^uu61OrLv#+M4Lt<7zHq`{UZiW8(nqJO2;RH2tnj4lhzTsew*GK; zuv5Dn$xE9Ko-ipNjQ-N;(xVFh6(9kTLncl5( zOEY*+4jPAIM=XPdx;)QIEA?#&!c7`VoLZtL51NkznA493nI(#*VzFk98SAsQI1kUz z-HlUBf8T6dpe;D;Ib0B0j$4n%IsUVOv#GPev+1*;vx)m9-eDUrFqxhRPG%-Hg+*a* zG}JAxD>03SwkMZ5O2Qd|qb^NWb_E{Y7*-#i9q~C)s72nBZdLTe@KR@J!Y9=8gUzYa zE9a($l{9U~?9fc*YVSg`duUc*ZiR_QvT+TZ>ZCF2`K8Q`ZgzyVy{FXWX9n9Xg2jnqrLiSMTkKj8XsYv#5EUKOJU-VOt1AE?zm}S^|W_zgDU3~nsY%u(m^Ti)Ac}5uUdb2x?ziJo7DEt z;p<E<5Y9r5Aof%J~Y`b5OA56BW%l!;X zU4pL`X6{qrW^qQmBGNsYuZh>r^(AWEo$6{YDc$G0-!YjvvmuzD^pJJuHaZqYjP={3 z>3YwR;AjxSF!}C{W9qRYIZoH~+qpB6FXs+sN8?m*Wjwz9^cn=8?PNk^p=;Wp=pTic zMx}akdoWz7nRGlfSH5z@+*fQcHxGeC9hxlJ1 zh_6TC6(GF6^nJ7e{E;h`*F%t5o+st&{NF{6>(1*t;V+2gY)FW($Zj%WwoL*F2|^*i zE0CW)FFS9xBC`Cv#fm_!;IpDIC@gP-j_o`!jRE9%^P=y<=jdXPNJAubhg@vHoG1wB z;UF-Ji;%-Qx{MRF;s|*fVsEEsn4=*i$WT9r6c@^#l1OediVgSFu+(*8_A-FuGOwh? z2A~rsgzy9%TlHg<?Q6)%+5z4cjL7^p z3cj#Qjn$%lK*WaLh`)o1fJ66o5ZJ|3bCGGkNR>&bj*CDx%BLpz9^KP2S%us;CgM9_c5$AMJw{{WDaMcr!r zGd#{R;BnNnD)#>ZJdT;b<6QE;bQ^QC^;dV(Yyehcd>2{YMxK}41l9$3E-J7YeMVQg zLspq*oPbI4El86sqRUD|&{O<8Kqk@hjK{-_ADyXY0VieVE#y?7P<^p8`zewGGj|6n z0+0Y;ip-YZA&Mx_ZKB9OUKA5(klO%|;#0v7ARo7hu9jZ0)+t~CW8ilPlJ-QZUSIQh zn!e~kqdc+&J4`2H?6IFAb8t7qEx(vNo2#E!m3C0#)PXXRRO)@+Wgf3Ya5sB zQ3fLU_jt^nX18RCCSBqIDbOD3X!?%T<~x9_cH zN$bVz%!Mpz<_kKygOR0}ap$$zWr*iNdM?Mfotu*=%2a@S-Q>TKs3-DqAM4A2`uLo|CNRQ+p!}13lQSjjnRbPLdkxWVB-TM z#X+JG{{hlJKl8lfdDrva=jWbJe$iw_t1xsyHS*UX9vxKymvx7Quh5`G3N5@Iya=%M zUAVE~rTn$q5aU&vbL=jzZV@KEZ!Yu{$f1ifU2`ulonICL@Gbj>fo2{(0lY8oI|PZ# z^*)+=2aOq97b-ywQ!xeP%;^u%E!*lFjX_4t`J9sJr%t<3{~%y1vD1(E-bQXfTEC3~ZzDep&Ag2g5R-Y4w(uft z`9(V+x6gbL1ktP{8%?^3BBC zKsw(lQ@vhzHta`$iPrYy&O^mJOCXBpJgEBs8CI}Edi(jp&6V@A`vdjG6Z+?T7w#}w zgTF!qdUdgC^?@B~YKA!OLvV!LQhibL@}d%)d-S>2;69incB|NqL$DyBC&) z<45CVS8c3t%}%6Ojm4-@ij_VZcv8elUeo>>^yaSDl4Ktx$#Pfan)Fw8GN801sYoJ{ zpE7jsBhj+m*r&Uk$b2qSOFL=L558E-f`sRI2EYe5<|LoR78fN%o=_7-K@BQa+TTLq zk5PCLMHvZTv}cJ_li|t?9D_52;3C6CMM7qv{(-_YNv`08U*=T|cb(0h;>(GXES|ur)c7e+xywhq6DA024iuMd|a} zH>1K{Kv4&OiZ17VfTZt&_bplF=Q}Z=B3mHE<3j%a1xQl<02R-l%A#3Zq(wIYQtAUK z`V4MF;FmI@BGx?O#ztlU@$N?%GAm5Jperjv9u=B(PsQLfrp1ONq>(|@rEvJ>YExnH8K z;I2GlQJ}iDg*K|DTXsbk)3-9eMC(;MN(kHCHi#q;%e$N{TV%XuV7ibDKKa4u^joF#N#QU-%)~_%6DQvtRrnO8pXTRs*np?Rwq~O9B@co2&mMa7osoep7Xx21(hFQ(dG_`?-R843*`DIwECM}2BGsy zmMI{*8(*60-Z-MX0zkg)H{CBy{~lRCLaFlv%PsSU^*O&AT?^nhl`roy(a!85(EzKs z3q;#2(@>7;kfxeoplQIpU=@~*RkJeBuf8%@PGHXTZ|a7O5D1k#ko*++uMr?GKzOZr z&;qX2g7`|fzz^QoHC@j zOob$+3#J-xcRGR=B&9B}53%y>Kv_Uix-SI$b)aIz(EMKl;yp)Gw-OL(RmEBR8x~=j zb+2BuNhj`Ed?WiVa=ekaGIc%ks1r~w2?Ce3i^?)Sdlw9=02G8B5>^2A_6`UuLu8q)Z=`GR?PeY3 zZHh_J)YD7fyiG9w0EiJAK#lzzPi}zbU5hN2of7avP2WOk>1f_(2I|NAKPK2l!K zy)pkWihKusrafxcvbV3Ko>yG;T>(dovA3t-&kB?;*>xMI-MBX}vLpuW*uIL+0z! z`T}|JVrUfDmB7hU{}N??h|&%O#5TaS`JU4!5L{Z{O|O~#dBHIC$u+&HtOKT_k!nSUh4+4bVcp>uDzq_ctH zCQVx}R|{ttAQpw$v+ar~;i<9PQ1YVnT@<)%y=T`nV|+7oH1VAJ7~yo$zMQPyY6`M+ zFG;|~vJSnPk5KUS(mayC9LMKrv%Eluh3EbmGCgZ~24oF8at6Z8VEGlwz?qFuEcgkH zg7Gys>oZw_i=7n`o&s5!gSPzK)ZySu%a@e^aQYFFzL zU>6f~_ghkm64>}!EW|$nf~Vi2m1Q|VcHoH1SR*t?G769pyZShOsfaMj@+Y8(?;qr|{vW{D ze8K?D2^h1IOd)$ci}aTi4XVZ!YDVNBSplOLvmi-=F?-!CG75n>ry5dz3P2i*7q#yo z+v4C9ylx;^-c{<#qQF^wdFDdCU)3Y~2f%rmy~uDrGq8ihng);p&=ha3m8}hF85^Xz ze?Y3s0mkBhL8#*aVF^G;kqb~$K0q~>T4kvFmKl)ROd;^ls1ou|LE*E5Fam5*{uNDy ztRp4a?goy~;v!N4_X`)CRkM6$s#bGFf}Z{qDTw#@pD{K7u$d<+z8oZF9wY-)iwxsz zC{gi?D>tJQ-#x(9*kx)cFA?*H&VdvgNEmhrL8jPYPylKI`1(Mapznevn79<+uAB@1 z_BfxFz4kvuDSZD)G3zdlLJpqyIYnWyagp_NbwUC`5ua1_5d7H+4a;7UEdTIBQN0@TIuV^5<(8Z z?d=E+tqKH+LJy4nwZ-b(ze9?fKK9&=#b)1rP~~}*DF1rwlIBN9vI6>1uqetdY?ZHy ztjslxGXw16O%|*MdkYobLp}{!td+gEeASXdn}3CFdypJg*D1EPsn!(jb3swafx@4l zx%1Zh=YWyIHp9U(gPjCZ6Z2%h8m)a3xpwq3YmzXChIZ^SQjS4Vkt&bihIypik;KeV zmU_0q2vaz0y6HW?ynjcpk-ZpuHrr)qFT+*Pv$DDj!_E%X?#Lu$)zU!+3zQMydWalc zLY`;00reXpdx6HgisWE+op9iDq)lp?45w@=5gygxn;-=B;tJZi-oal#AQ7{6(e(*v zlc2UV%9<^Jz1zjk!>N5x@ejy%UP)S`u44)cF^F=T3qM;1Dw#5WSqRrdBV?rqu@o#6 zpDr`-V%T@TC}siUJ$yY_DaCVTIx>JPXYe53%?x8+pt)#X+9G=qEX>2h688F$fCHI7 z0Wi4r6J%4Og|8@nf13nb{6`d1AoFk0!WBL2j7uvQ!%e=I0x$WaNDlhRAEOd9kS}iC zTo&(QeVo5VK=fI7IZbvFAfJ3Kf$<433MA*tvGa?cprvmk*P#N?I$ z&zm-PDRfEyFUa|?D3C+o$#gCv&+FEaz;oeaPAMuLiM*W1pfurAR53oYDQchH5g!^r z%2nj)hMm7eiCcla{)Vjt+Vu!#pWUins9HI+KnVJ7%lQa@Uheyd(B!RD5t2N~#yd#2 zf7d>jRHC_;9A87yI#5MvFGQd>hl!Sf{Cskj>P2T(VC=14G=**NNS_pCc2MB~l&dU< z1=xD5pKv^xFf03?@2O(_zE#ZDy@m2armOQ4X&9opV@6r}8p>iaC||fNd^1U1JTGyP zm+>?Vv|aN+?@tO>d=4Q0%!(bPbp1SK34H*P&TZ(E@HS?V*N*&uho*iHoNPcu&%KKb zpwk5`(`UF--!G9L2*7a^`zq3nDa!4*YaZp4yQm_^Wj{U0OL7R1P$Y-cUq=S8+DX7A z`cmO-=zzVFXqp-FPN8V^>YMX0@QG`#t~3y4N8p%}&GoWN%QQ39KvAP4e_0@Fo_=wv zCPODYc)--@3tm%`6=;pDLxIYGaG9$Cx;jYc+_Q+h@VA5}E_x~XydAR&!TbhG+`j;# zxBNGer@vlOU}yNd61D(b{S(GD)m6)Y|CQJ^%X`Rj)5SLa6h;+RvS{-PA&7DwvjgEg zeIHhN&HAn#_ffpkeA!y2=NZP%TEM#fnWu=5 z6s`4uqDZpiC<;l@9V3wfDa#i5BC}&3QH*5?rMr`j% zy?oeJZ;*gI?p;)b0baE2M+<+A0N%cN*#K8P*WwrDP;Iz!W^$kDJ(Rk#`G)pm1n_DP zS|_c)AS=I(Pj-vpDhV^e%ah}PP0su!k^%1v7R(uFONX}J&;r?u;I2l=Mr?gg2ym)6 zd02&>Cy(|=p^cJAU)g*grFsh`O^ ze6qU0HwUcw(#t_?hg5!oIS!a|dhaRn2{j<-$rJ5Ysb9f4 z%z7G5rHb(b9|DN?*MNWnl(!bHPOk&?*m6-SnR=~6a_rIEW(3dw4T17q^&lR;enIX- zTM8uERsf%N`^MbYQ12Ffvu~ccgO6QQfF>|_Fr!90c-73`AbXG2PQXq-gPU^b%+^s3 zi&HNa9j5EiBa>v_DKq*Pz|q-d5Qv;*m#DxS1==W}MpHMS*AD&z8+nVZtjpEw%Hr3v zH#Q&hUY8W0O8KiYb;j=^*Emohqd!Kmnr)zKO5aR5k;e@TO)0t;D0Y89fddHKHiJOG zEyDZ_VBFSet5w-1_u#w@5$Lvj=PtPIb8MUI7bprF*CGPZoCV(bEvq2H&(}y|#9ir% zUH+J3V*b@I*s|O}*2-g3)s~9r3!C3T^1TWe@OU#tHe9r8K)}3seO89_g88v51y;7a zY^#g>7)`_YY@Jn9co|~duPKg${?Yqv;+M#HYyR?b%@WJoLzoBC!vQsldr=%aCYKaW zB%DZM+O>|Q{b>51k@_{wYchKNHMl;;O2CBfkCE4~1?uC#IjFF4Vhnu+=!BGj!hAFI z7TSDGjV<4=2O#KIk+eR+2n*-9t3Xr-|HdjI)wrXku)l-WuY*!TzDL)QKjC{#ISDN8 zwQ&N#owz2snS}XMz-(vB3CQ-JU~DIGH}n$$u>Buj60v|w6)KYp2~PDcTRPPjApuny zU*Tm0VJrd0+R9}G0a-R)Tm!Wz!O_*fJo9T5xFF}PKD~HN|7$emMYlnB$(x_y>;P02 zccbbx#!SAE=Um|U%yf%BG*mcL9ESI=}4ZZQK ztwJmx^Sm0ABjtq*dx_k=LJpRXS>c2%r_57=WyuDQ4Y@9-4an<2F|IF&g6|Pd)|Kmq zn%NtK{517kf#*GPIB~iD7t7DcJ2GD<4Fb!b)jsJ#pHx%ugf42T?>VWpOz+(Xh*hlcCvNg0q ziGs#$nlytYX?DyZp&4-%zKOl4hckecFuJi?<-{DWj4arsEHKti*RizM!JlQmW%%f} z>gi_kM`%Gf<43kfa*fsoc^MEb88>6KMYK+yy}Zr+&(fhZKf#;Z3&Y~Lf)b&D7AS5) z=>|oU;%Q0tWsvzS{fzMQtY6Drne!qt2v!2;BaPGGR*{M4@Wmae%GRgIc70W_!S7~; zhGQ^EokWILf_v>fw|yvC5O25;*h})jqjRIjAKz7$%%M&>VhY9w&w+U8_mA^fGhYMZ z>ISxX(=NW9|1vts~ZFJVO0Z;QR%5_WSqnY$O~s73kD9>5wa7(Xx|{=RZUz@U3MSM-MC{C zEx`HiHOHr5t6UW9xGD)%W&SO+@I>JnXeDQ$;d^dbh2o<*Cn`RlpV7o4J9_RmL$Y?-3u2RN65Y-2!u#YnYOb-1px`alv#aFdRRuLOIrnq45l5Quq6`*lc?MhuOMhf2 zkZib-lw1Rp{wTDUga~$-4%irKsZ7=sXxO5~FDOYqnubmgwx#^tB5)37ev9JYK`|FF zf>nP@P@+>hSZt}GI?GieLs@{VAl;2lmSR&cT{F;akPcDRtuaBY%95y= zKnu2*fKwU2mC+!8`|5rQePm#}BcmSWfzltH@XzL>6`71%H6`Xh%^duK7`AFbeWM?FpHkyWUCRzb2KG-ljkbk0< zweTaf)SLm|Ug+Z;&vopI878pa+}M-*23i3*bhg#{g6hJcuty3U z?=2a41s8d8Oa)i7FrGwPd!=8>T9PpBB0_phrJWH7g;eoLA>K_tAfQs2jpC7~1iY)Q z&#-#`89J2(7*}i9(HE;OMal&WcxQnzBBPo}jtc4`b%r_v(JnL9&c=Uy9+sZ`5cyyR zTFWio7zF*^_;dw7JuSEk!B#?I5g7h4jTMUu1#M6m%v_`%B=?6gUO{)Cp&gzrcx zdF{03K_+il(7G$6JOw^VH98>>i^c$*-bt%J+1*I%=1_U{JAO+09X(}@fOk^(#Ajy8 zb+l`yw4uAil$>2JrB{OeAH9@PwCkmOibXY|Vdl}>PRdroNZBiH|3e?;9NO_w1~JZ2 z@~(|?cvnW*xa*=6?W!n6go*N)3#=kLCd$7ibJ_n6?AsrMWb!xg^IfWd9f6-;gZuqp zsa&S=*q^}P0`T)w5Ku0Fol+@B@sE)C>cXLEIf}59m9xAZk)j3Pq)n{CvXl$U7-!d^ z7zY^kZGYl4v-uD7i4yQ98sSuTZzI?fKbfdv8H7T1?4OV~ffm$g`d^Tq0cxk)o+c&u z8B8eSM1d5F2N7ZAxh>_%F+NxFtdb1aZ68mn`Ysz!3Jh>ra`cfJ*6geEA{}{)w_I6} z2*YJDGjcM0Aj;h_u-JZ%sJ3ga$GqQ1gxO=JNd{t%jeZb%=)a4Upz|>Jk>$V9c=+-E z&f@XM5)TPjJf!?8_8r*BTMz`St>e)@P z#6{X=cE?Esu{%yxi04V`u!vN*LtFk6u;o~@lleJg+3H4D)9B3Lhzg(4An7B4dx0SC zzBhRxFoT?ORAi^F+x`KiE*R_LkLgHDSax5Gwjf1`tD0Sgx}@5~P-82|@hwCU)jbti zl>b+hejnLvNck$hF}D0wv|Zu2G}mK+696<*a9&8E=}*x#bX3LR7XlZRKt3l$S`y{i zUm){)Nd9fK4NJ2wl)eIH)8cjACHu>Fypt&e+Q}SUQ31wD`D;OzyM~&T;L2(*WA1N| z^HXGgVl>^rdgkakJQ_z}q$Z++6w1+0nEYUG-txzk#!L^1BEq z-xe5+COv!yT0L{L_-$nBEPV}yI+ZR|45Hlo$aSGmVaFEA!D?y&F_8xN$BYf(H2zEw z&aN`*KY_M&(SZ{0q3NF>y$AXL_u^sngc>@v(?}gao3E-6;MW2uxQKjzgYq`nk|^5m>9ge!%jPSJ(dKDt2AEKID?S^}NITZK- z%309z3|h7zFv%O9&7aTWVU`m=<_FW2g{|l4NhZn)AY@b2I81VEmphRK&*7^V#H=hx zV@G#&vCCkK?FUJ0Kmyuy12|jbud5#1BFU~L=Fmwu3`Knhe04L=&fi-702Mw&C78|+ zBTX2ULQp5RLdc2^yto}g;I08(4Tx%dm%!lSzqH8-%%Z?0`?KLokxKw3w}%l-Z->z1 z=SF;JQ;$S6R~Y#KRZqPo6u85%ElE*>e4SwrSguBS%h)KH=D22h+;!A&6m;^MOH1Xx zas{PS2c25TV|1D-^4JE5+-S1zpu8T2@t909_-);wC4yck?uCtqQ7DX-fP5ZCGLZKi zd!+th`G-gWy8tzwN_+@{Q|aF$nh-yU*N6TdWh5Vh4+Vt5J9?cRv(7e1x4ubG)BR9f zI5~|FS$7P0^JHAkCgVCX8K0wy#oc0YCx@ef7X=p>83!Ll4#2VkDw##6MQfnvt7fRE zOq_}1jygaf+9@$i&lnsO4Gs!9oM=T1gMRZ@hj=W>M_@mBm(68wG*`0c&XB_o%yuXM zrn8Q1oi~sScv>Y=dm}$Au^SEHbcRM@M265Q?t^bKWV2@ zr5Ft-vskzZ%7le0;4{D%`2f7r3lp1VmUgfTkPYRoJ=BTidNGTqVer|%0iX1zh|4zJ zgTq2bv*xXTX_aiE=kcdrB;z<}Mo+hQ!i`fUu$954aOl=GgS8A)WH=td;6^vx*^c9I zVkf>71Yv*oOA7ZKhMP5H4h~`u{6M~pSyO|@ahzV?s4BO2hwcls+gf1XF!(y8~7Y@@Sgo8 z69eclgS+zO>pbn2%SbeXqkf3nST7t zDNiL{qMb28g~uV;eRB~VSfa_Q*2{zBLWKef97NsJ!$e`zZ{Zx?hjoqo_i%C3!79-R zpD#x|?mS-EAy8mk?vHSB?I4Hq|6+XZ?+};sA0#ekT389`B@vqpvp8I7n@#h-e^bqG zY=qA`N`lW%#`j`7^{r0Rm+r3FL^zp&u`v=>h7%tdgE0Z3h!_~ms-}l1a3J7#ndYz4 zH4G@acKD5g;X;~bAw4FcU@S7V45Pz6JNGj|J4&UMVc$m>5JaI^KdT2&FmwS1a(GqHnc2D6!@Gt zzJa?4TQ^M4|1a3X@U$XIBdQifp~7=;C+PwU-kN~cJ$V3*4Z8SP2>mNOjd&*9Pg7rn zWxTXGw0lPkeTVqN4L8bAy|A-?i{ORSuoR9sP|h5l#Vnv^G2y?*u)#qNJd%73Vi&A$ z;5!>5Gifsz72YZpHda3(IBi2zHrDzsu|+DiUGrLIQ1Ty*Re}uS^OliN*w1FGU~liK z67@E89N==hIGj^Fem{p($>Sa2^Sk-{cj1u@Z1xL0ZVGX@KZS{u7<|9U=YNaD<9-|C z^PJ^EuAD05L~#!LeX@`{&k*tcwY-X>Ao02XHzwfy1Zvr%e15RZT)m1f){q}F!UQ3` zIgJiL;|eVjQ8MIq*mEF8I^6#>d{_!bqqA^2G$M3?kSY?h=)!i+VNN$R7G%7YC!yDi zn-|e3sDor^Jt{E@9D%zH9aHo5-wjFNFojx3{M-E^N*S*p_8~NTJ0$@(0rw5B40VNq zl@mqR4&Ov8Mid-QZ5;1rR$(}8_;9_b7v2g^W=?iO1?r~{Qfs<}%uXt;hK_T(>j7h1 zi-{YFt@4_gAWt5~X88VI;yiCeTw|m}opU2Av-qG)PbZiS3ZJAcBF~LmX`o z8^G`7y;B|Q*838pm z6}ACy9OTNKJ8uzw>*k%-!daO~CO4{xH%_J2Xli~xB>8!373&8WmvfH8NkE18HzeRs z@OW$v=U$9_KKZdy~s`(NlH0sxU?dUo*@n6J<7!kI`97F_kibv7lh#^APO@ z8BX>>7M*!)xOd#6=r5|xtJ8@ztHho8mD9Y4b4e(H?QLU5 z9QHMAj+(}V_zhsIV*fv3Zv)oGb?1#f=bSkjjRr9@`alR7V?r>-m=Ho7LR{Ciu|o+a z{-lm;CywjHA8{P)q}klOuB#B15=tl~3RMZEl&F*?RHc-qye!MIEY(uVQkGJdaw(;R z5<;m;D5WgRvfSSYr@OuHeV#iH2qDd!IdeY#AHVo%)3&0+~+Wb3)r(i3LaYOOBqw>G;rEJkRB_gC5S5HHG3>5sysekwH* zP2TS?o3ZZn0pVPh-DWGLaYwE&r(Lfye5aT=d_)XA8%HI^5#qFmh#q6tl5`#h;bDss z>raLit8YOj;uS=n;y={mf@rgKM8_l_xn73%i-s9Q$T2o#W3z@*u}66J+{;LaE}R-v z_3>xjvcxkBOsAw4Blw1XzXm=@QH+*k{5HX^T*Lws?AmXL&GMY4?TCo@E*8{Rw?(S6 zJHWq{I!B**U6_%(g+@9~+kpA-iwrdr#nd#16P-;e#cs(lI~{qqnMx~ZmTZiGk1j%e?X_}TI#l-mNkg1%E*w~y|TzinQc2w~BXqQu& zhJ5rMvubB7mS-%Mj)xs;dB&`~&d=G|8qKaCxv#KGJVqCZ;wQMnZPi@5Xw*V;?UKw_ ziJKP?^ELg(7)}gaJg5TjA1$7_`a*XcwN0DNo48@q_PA?Q*L4;|2q)WYp zO>yNCoU1RQRgq;&PSNZr;(Oy9K@@s=HX2qVZcX9ty}9NTjD=3}IFmpbG5bt;w$hE8 zApYnKW1d8-GKON!gBaYh{fVn#S?8PsRJ(R@l4Lm~GbY$TUN@$=xYjiH>oUlgFu<(sG*ZNJc9tIjtx_`daWL38BR&iHe0*g&LoHg0Y^& z2+eM@{gJt%iUgZlbD6O^u|;64B#u=>hQTujDQkh~%Xyjk&8H)jy2IniRWYnmVy!8x zY8wO1T+2*ipU}6zUIcj_B)MdNtu#yXW2c z10>z^{`_9|QB1`a14uTr+>6WNrHTd@nRB_uQbyWsv3<}6f$-7FrcqCxDqCVC*oZU<{vg;$6OggqA3@HEjb zf}6SVeMs%Vz3|NXkSTnfD%Ltu4jK9&sGBu4L6lQRi3G@(ZW<}Ii&BEpN^;Fk6hZ{A z!?Q`Z7ReYn`^tsb9@?hUS+E6u8$xSrelvV=6XMJ|H)WDbasX${fEJ+--N72-PUr(} z_s4im`2|+#M<7~%g7E!#M1*5o?EkXbZfIH)xWeZw)^^C|E22$%k4LB_Sk!MDtm+&1 zdqh>=)6uYqsuXp5HFG+#1%Kti}EL3Y{|J zOnsqS*9aSzh9ps}FuzofC5F!jNG*ZZaRQxTC{YKy9MaTM^Nn5ugL{+-rjA*1WlbuC z!Tb~}K#6A@Z8S(yU9}j*SLaBrP_rAxPwebjJmq(DnMI3K)kB&EEHq11XH9m?uVuUX zJ49bstBw0$txbVHu)m&5;(E1n_fEhZR=p#uD zG;M)&lb4DOGvtV7NDfYi<8f=m z^EO+yrp;mj{Txz6iMCC9PqJHDA&GtyzSSj=L@TrA%}$y<~InHzWiX6@?D6Oegk9!NJTxw=5T7-ub9p9J+PTyL$aI$F?kKD?Eq$A(&W%S z01)t7VzYgN+q5RwE&v8-8>f4Ay-w*zAc9cML4F~>V0XlbT1rUe6ZdNDm}ZvuD>2+D znV(^jli5p!cG>{xD9C2mt^Y04b#|*Y97-8dPzGpD04#7JOkejwVS@k5VTTnwO#2Z? z+K*$SwVJ$MdBw=Y1~LSh2#X{)HtR+f+cebz#3&Q1@XVgye{`=KR@47J21ps8sBr|@ z21tPPGEw8}5ZBox&&!^(PDr)%lGuvE*e9wUwkreS5!z{0EyPoQ$Q|l(WTd)yC+tesD_KOSpO120qgWEp`Q!3l+O|YZ}A3Nj8ORcm~X^XpUQA8=N_B z@D|}4_eEM?$9Db!`k869rbcetr)mE#In-9z-RccCZS%2X@uPH|4^vp@*|>}zaScL5 zfGpGaAdy6;gj!^BCTA|K#NMW9!392tz^daVefDjD{2mV?3vgHDFoV(uyx>PgjPRjSG*9c8ckO9 z(O*MAc~MherxxpFP5U|M*Xu@yIuLHhb6eEE!J71;B9vLw{-n}!F@pA!O5u3pK#X-lbE;?aaI6b{j!51_W^`74ELtlN2UakHDGS{L*tDs{LmTOp zk6A^d{1b^DGX@!OOM0%yll?~*XuGaNnxk|mj6za8)j;-MdTIZY9{t}Xu@v%5sX8TO ze@~$Hc5-c*NUYv?h(<#l6~|0x^YRkx*ly@7jynLi-+3@nZ3Jcirp2LEVDo&&YW<<+ zwEkRnSbl_h(4L%9WW{@zVs?HZ(7&SYe1J3Ov`5D?LIX9%O+e{|%s! zV+NXoy?o-wgqG0s4w88R@jw4Y=(x~Ie5mCNVG3Ohu{##?-!w3^N*KNbl&j-9z-DL2 zyCQYl_xZpS28pC;$&+rfV(uo%J@g1KGmK#erOX)F9y&*IJ1|DQcq|C8%4I6QNoXwp zX@<-8RXNJ?E2Gmg1#sk=s{RWoE*?<*FA2|kfen*31413jNE$?Y)ShZ0yq}ISexe_C zGX0?xv65~OhHAYdyogALr|B|b{ltpT8U(8zYiwtboY%=EeMI%+F3$t1_CJJ0EZQwm z5xf4FNBdKP=74NaZrjdTG| zS3}>-h*ZYHBGo~JGyzRikE&{xrahr)`!tK!;?(qzr`kh<*cZi8k~mMIJ#2+A^ZOF5 zrf{jynNKt`54qWs=PneHvwLXbGMOXDP*W#3gMiVZr=T9&Idac*GFV>-JGeie>F!3^ zZa}ej#t45|(lXBi^;?7`Bff!Hl>u^Haa`D^xLBI|m0L`T$Nciv&=SLZD2l?RnCtqS z;=nlIGr%MntFk*ybEN`8fWT{y?;^QHV1CVJ#Gi5g4S~kO(I}~zWLqz#>^%`zBIX>7 zNzam|pebd>JwRPGFp0qhN~fZ663eTlX<(n%Z!v9u4VLsI_|-pw(ESK-Su-~KZy>0A z6=K0ts``E4CqGdf+OI{oRc!+EDmzl4R*Pfs-}SO~SPLNXK{CD8#A0FIgq-#OK(Z}C zt%UWkcyPz)S7yWzt2$AOE!anI=ZZ`Tquh}+hyB+>WmZRvx7P9&NXhLbpc4-P(y>aD zR5PnsSv*bBT&MIQF{gR5|2@f#Tf2sUb4aoixb&RH#RP#SN=>4@mn3n(r~0$bm~?q> z2Y5Yq#%&PmIC1gRax_vyB|cB`*}ij5T{-?CnDxIHZQ45a_P;}I9;8;wBbpYis;Kem zMTPf&Fhy9sczSpq!OtZK23Fk{8A~MgJUhro2Df?xaBADMI_^; z)G`dglVTI80%oEGSuf3LC;XP@{dU|)c~@i=(axng#JzDks>tM5$H~Q?Fw`~I8_w*a=4G(KdI;S;u6VtSl)A7>dUSrCQudbji!XpG7NSupr0aQ#@ZglrPX7Uxpp(h~AA z;b%ej{f_~$o2#Yd0H8)L=3?mnr^vS-^w9-Qk|+TxlywZ3(pHWFLZr$KYo5ZC{mAnI z`c*)HL1Mdsh`HE>L1LaIjtlLihj1sV7g7IL?)#%teF2BekH#*MryBP z%gjSb^uXVw0O;~BMThzxIBLORmz6HZV74J+VLW%mIg}eU_%@>^Y}5=Os}fszW3< z8ZD=sNUCFJvZIH|b5xup=dzq}z383nTKD|NdKMgQ5B=vo7&0a~WYoh(gHn>i^WuLd zxUY~dnkbUDjBTTkRM5}TnbCIw{wi41|>zSIsB znz{eXvVd-Yo@3Fm69<&*dD6ZNU47Grh&9u7PN(WJt0&2FB`G2CiE-o5PauA>E4fK@ui!AGnI{p9*7b`b=8I4x3H5$x*U!_n+(2D|!q zAcHMfK46t^Vr{QdtNH_Tqy~Rg^>3)%1|Z~FtMvg@tptyF7jySMvuRzK$cXM(RsJZt z>9qM4925MwM=`L^CGIzHHjnXcC0C%O3=w%rfFYs}yAUFDIqhWKw3D*rBI-coFL{#X z>6{M(RV<8Stqn?wUzE906UI(BW7v^pwn38G07-`)FJ5Pq7!&YCywMLxeY#aMGcL^q zgEO`W=hpWa7!S*2sW7d@ar4=I&szD)BTjWQ+@b!H>{R?$p7#OgvAppa{e-J&LEEaZI ze7J=bx+RdZt+)CG_NB)om4CC^)nUl__p0h=R5cD2&5x{;4&hIfjv4iF)sH&PhAHbM z=03?stx7e!-V1AV(4;r==i>-CU(yOW^=;iA$)$E8`LWIT{+NFt)Lu;-9R_iC4e4cU z6bjjcAYKDswA(dp=e8ZShiVb=-5@w%U#6@OiHiI%DkzRA8ZZUOG&xZruoLTHFS~Tp z029|J*5SqYDiRNw+IbzrCbp1a@N4V1;fjYY(0#d`T0OStB*}<(YI^6gXITx)VI_F3 ztR5k^99FOW=2GE8If3CbxzQU*$!_;=)1#D1Xa$qt3+vWM^?OnTtd3UIqG_F(M||+* z5YfkO+4W6MyLnEbDZbn=g%KXLuud=teW*KuCA-3@k7vL%4;7HT!KqpC(+;DL0LZA0 zKq}-$l5SV@PSpxZr*04~G4>f#W0|*yl5}@(hEuJ!Mp_CYBDF3#Li;k;)X#=!XU*HX zb4X7W>8&DtcvC=TorKb=ELLw`rbBiI54~NatQyey5M2^n*{&?5L3G*|mQnI1VPlK1S-#-wc{&TuRt;=E_w_3xI6M*B=eM*(+!llvC<1TZPRcYNW zH5#fET$!j0hL2!-Lf`-C!x74QMuh6i;uW}bS&TUnlcbb}E{uuwrZhgNTvrm6UjaL4 z%&JgFp+C^3EPqzzEGaqODh|N$WFox(@y#c@&kR=)zSms2F zS&^|TqgzZZE+%b`09)A82yb;JRq#&eNxYh5w-DC6cj5?R(e}azoXYGy3v4+yDQgoKfL48cCe6Sj7PcS^j+7Dw;KfcQD`NEmYz9418-{>|ow?0y`olQyYcS2SU zUpN~QTIiUY>Gp`qaMmaI>A1V(nUZJ5{;yhiCZAubBNGk8!)gzeoE`ZVvCcjQ!lxg- z!mSf|$3_e+NJg+^n?ibC89DeY8@->shhoijhd9s6;`VapTGB7jcb-lpa9AbqEyPgs z*lf|2$sE!9o%VREJtaPghvYvyH zILqfe6%0c<<^l4z$u^}VF;eZ%2|epNi#}*~#91Bg1|u5iqlp7-GpSUp=gB@Yt>L=N zqEOdFXBUirtL816-&YbfWdIywEQfgwsbhwDc%Kf@%%0S~2ZCV}IWVh1o;;X@cIzcH zTLYSbF8NZIQ@xOaeK9|~->yvMu$i0dR5lDy9~XSWD_mJm1gOKI#1r1KH)S6AMC=9G*F6 ze5S2w!vN{W0zvI$Mp+lR(G?pVy9&L}BSu6N!ySEQpB)@bHiO2&JqF?{76~k{jIBwq zNlMCrCE6zb4=gZXs*u_eCXe@F5OYN zVc%i)-xe|7;aby%&}XPb_|b_rvKQHwf`>BTatsd0){F;|n7jE6#0DIS!9vv^0k|SI zKl2^&9|=5OfB0?4;ZV$QvQz)EGR(O|7I^P-;#8td?Kv_Em(z(umnK+u<|I73vzowABXCx-O>DFdZ09WoHW!}44yG_=0aA?478!f{0h=;< ze}vlqcu5ZTTgM}3vMwaT+Qza|qY*3xv3~17hklZ8RW=S~IZMALkq6z?G@Hfr8HR*H zYs@+uG%eiQ!q-3f4=`uNs;Z`{GpbG9JcO>n3REg$kLm3I!Um53j;OnOg#;wb9gt+P z-c&C1@Pm6>ByWP<$45x(Zm~V47gX#&cUqJLP5W^?j9-~2LQ~&l+A9<0ZIQ?hcR#Ss zS*+|ADY6I}tC6J_ew!?4(7S`&@~+JY)FXi*`Jmp`4-+hEj3esZh;7-&^`c~j&7t=*+6@9(myi^oH!Kvc$wuomNh zE9R6qEClu~S$gmPDbAZSw0s(6Q*<3$lBDEO!@gmmfE}E?({X=<5`3&hfISHEbDN%l zCAXeMcOwojaR1_Ci>VRHBEG&}wl#So+yjenavx}7@C$>ucHV(Zi#r zRUttEFy5~l)+V9Wc;sp)ylNg?i5)!*DI}BSb(pTPm|kHotZ*W0;XaZOvcYu&{bxll zz*6f0A6P%_ZhM&dk8MefDsL3!nZ+hJ+ve5g)j=p{ z?Kwk-2k2TODL8zlga*v46iVf{bZ0ny^ROwQpBF|oK9>69B)dBMXscRbzLZy%e}tu- z@oUccUm_BjwH%ulSq;oWINWWAz&qx4<5I@TW130DC9BeShP5A>BK{=(!-?$(_9p%_ ztnUy`8h|s~z)szTsd77GAHHZ;d|BnXe9qd1=^EG3IIR#u; z8OO?JLl0S%zk4v`wmNXA=Dw3dXF$n9-l*^((Eusc7}>&s{!eaUiQKxDsT|pd_niMlOtypV>jy+ao<*^&{^jKUK^^0Ee5{dApn2Et%CybB+mR^>+ls4fQ zMMmpd(ub3+s@ipISvo6*`~q90c`_xkYGHuQ8#ZHCX(JD^HXpg zEi!%^)4%#yGXuDRZ%!f7R3~0IPyctuF#TkIbTMlN-z+l))iHT~S3Au61t5{7Y#pBB zjb!ZprN>SU!dyh9p92PepE{MI*}pDlHGUtpWO@yEn}evVdM zW1Ek$rHh3**!lIARRzU2&R5y{V!TH@IbELxcFQX5{r8hBd~$pcZZeQ)Ta-#%m#Na0(0jJ{!lZ?je7^L;@{dW`h3R5ae!&fcLGbv@GnX>t7IFE? ztLfeg<6k0G7uaO(rVG4z8@q!*lkbw^ZJ4unAY8X-Wq3OmU2|dacw0F574~HFYlO{X zK|hN=0-s`|U>`wod5?P$eE$FKr&B_ zhL1m4yCbdsX*kz(qNx@X!RvK77w?Y43~4!tf9G$p*&OF^7jZi$pPqVpFlYMdnWuYC z%syRxc<$-poGN?6RaOu)k`uTyn$vfOvzBbu1rHouNAEkqhPL)Ax;b#7I~<0mUI>q^ z7xDjiPB)fC0ckgPT{MrMKrRAv;kiD;(q{{cNcmGeZ2Ck4nLhy_FPu$WOsEiA+&h-g zv*4}e&(`;ohJIw1th?fWVtQ);d62B%X2BDz1LU*%sQ_O(QB6ip`iy0#JhF#R=2R<4 z=S(x#zEGY~zxzM3Y01|}`Kd~Im5iO-H;)=7MR(dRBIy`gK0N$6e?MvNCnKMmy4>|d zl?imZ@+3Np{ofy=%^i=!9vv2By7=2?*pU6e;wHb)eqt`X>8Xv+6<=5f3R!u||I{Sb zYvtv|TjiHp`$=0rY40aPPt;suwWhAe3xr-{y|HcojD1mT7jIObs!#(bYfcTHY&H7X z$Von-vgO-#rv}0%PiD=Ct%kXi2i!B_EcIS4IoF9`kABkKPbQz3Hw91Dpi>9XzeQ>B zWJW0xl5UXE+YQGGg;sUxBxmWRvX2#0Hh;oHcxtJ<`gGx`l(~~J@Yw58OHbj#_{vjp zlj5S$dn&Y*?ZwCI^o18XC^n)JG*(^i?RS$vKk38JcM(<>)`ZvEu#LA#P12_RQggW; z&R~;gYA=t*kRT6NDQsNCHlN2fdbyg0yzw#q?2WVtWi2x;iB*VGTcX9fK_|c? zGzl_)Oa~yW5Z?^-{o;WodBn5|*3bp;dh)PbDE1oVUQyNwa*e?MeCA$rZ^Xz05z72w zKA^Ax5oCVc5F&ga?XRWTl+c!NgEmxPG3cvsR9ik=7h8GRd%5be?g;no%g}9f4-8yT z4ghkDuJ2eB8}4nwcW{luVA{KOzso4hmCJ%Jy3}QPDm{!EHuo70OE`=lIqog#U1w4QC;RvPkip1=8KFM>M=#;h|eu8(v~FrQHti`8*UXhymmcmu%~-&y=~A>-C?gG# zSQ)l16d6|dtt*Xm2thW(%+Jh=)TcC?DkJwzKN{gy{O^$3Ja1S51_3J@;lU1}e&@|tVb6}Pa;ilUmJvo902ZWCEgTp_DB zHD>h+LvodF-T~FojhieW$Zd4QQ3~QGgJq5zHVi97UV&HmG!iFnbGa)AU)_OvG|Zh`2zw##+(jy>}n&;ks-<#0@>p*`iA&sI~_wq1#WQ_z-AWNa&#pmwwA=YBd4BcB`_o`xmckx^SrLD&8Ku5g4^324c9w~!%HT^3#=Pv z-osbIE=JZ#u}ekLh!x-0T78l>N9D2a`n?upz| ze(--+(&ocsr^h4l0If+2UngBRx^MK{Xuix@IaVcz8q62^$#}7@39L1CPA zNn3tFQakI+=)SxLQB!wIVYT<^om+i)KWn>gRfh8$?(4k_DHR(b1lq%c4OaPwHAS~C zc4Hbu=rRE0I9tDGE|CxH`b{?U&9zKd}v!w+|aI;IB#YiO0`I_$uTjVTw7D- z4FR1+<5_i*Wsea@a-i#Po8_n2r5X4b4gtyh+jN^&a%4`Kj~Lg-@9y|VPvXp~ds5g% zoG1JmCewji@Lj^-PUbYmb&3!dn0^ZI!CQ;BiZ9Gtmhj2it@T?F3b-7Dt$`cko+5&3 z3ymmy}wGrg_|oxGBub{zojz)aOH88d=nqcC!WOnp9fHGVdw?}j_4fx!E{ z5CWBc7UtXJlf9N9)}`XR!E)?M6^&EP^^NSFm-FO={>4^yF4koABDFBb09`4t4x}^6KVG3&s*d z9a~6TP-{)C!lu|JeN2Dgm-N4HI+ehcMuQKIhXtg-EX&1YS}224*Q}+1FOdYWpHX(A zS?yu-#xXvJ+#qkC+NP9WZ7@uSzXqc@l%p22D9p; z2VOAu39Qj%XMP~lUOs7LHF6)>;H?ZbU4%0Snyp%NrBoZns$>Y&$4~>~PP-v`#Rd=K zcHWx6ofF(Aw!IJ(@=sMtitK})&vcKVIQOfJ&5LJSNC9mLW8Sb-HsGj(>p?N%5Lla> zoXoA+Bc{PaHs!D504u{(;i|mjAuZ9Ijod$nJ{1wK*mJD#>JVZ=M6pen78~G6)`}Gk zV^W-$GEJS}0G(u$ru7=^l68!BF+R>*s4!GYGNRqqS3L;Q0YOhLrNia`?KG_!N?@4I zn-aVvnzhpSb`qD-4MZPQ7zLvK0Ks7alHW?CQ=NIfg19dEU~mEals#dZBkhK46rP4Q zQc7n?Nm%;6{Of}(x05uHS4ZJ++QkY`F%DRFPLFuQTqoU@+^6!|=>DWyTF-y~s8jJ; zqSRVDB4f_$7W!s7BTvdD0t8beI;q3@^g{$n4p2lCRu~(YI1W`1dwx_XGFFFwlpCdV zM@6WM2r39hcD>xG;<3OBdLpHHWBs<^@iW8etam$Fxl3x8xEZgFS=s6-i&A=Fgp9yV zXW8QY)rRPFFPTRSuhf~C=YB4IGt;L07Ri1Zzkx9jQ8JXz-G?CG5;BbR3V@CA+wul! ze?t#r)mdHd&i36?aCd!!tQ~K-GbCfC8EZBV7(3k|rd7ESna(cKb@Uv`w%p za2i?Cl~=ZLSX11c?*MLlV=pcKG7iMq_gfnkwEz!WeK^a675+ zsy9~Y0Mpi5!#wB)l-}?IliK{71SHGeb*Hurmi8l!Fz9dS{E3ZT8;@Z{2&5@94}gDO z?TSax1-NEFZ3-)mX}#%Qf1Sul?Iu?mY(qc>+l}T9!?J5dT{D0GYNQew3)9E21DZ5wTk$zdNQ{2N)R8EeNtJ%AKp+-_=;M7wKf5d z6>oNm9Px>1n3JYYYs$p6I&n5;`m1izaI*0FTs&X?Dj9yh{$7YD^3>BS@D#8$2bOyErQ7)*U!Wz3n5>R}9z)JKnO6U7yo1x>&D zv_;uGJ%WV5R~KY$LMwpFlBA0j%&V?S?y4Qjx{2NijMrxpOFv^*n%^Qzx+Aib^A>@J z+QxlA7r{(*6$Qi(Kg;`nWM|dcQIVd{w{7PV==Sus$!)A740q<>YnYwqZAvHdn|{6_ zzQ98YvGMxEPD9y+5mUD*wk^C*IRz?<=aVHj7w5vuksoZ_rZ3haBMkNMIt@cBli4=q zXWQ)RWCc8EYct@9)ppW*B(Qr^2t2fw+%HwSdu$97R2{xfKtc5RnY6WLHl`NE=p7k- zXexXODFxmltA{e@NKI}V;XR3iyYl_#N7C7ht2YgnXs?@?YqIqP(oYmvg?r#>`!=b2 z8|#1T=yA2aP1@cj-m5LUm&n-FO2KdO*$a6g$(sz{yl2!F_zGF&bB6J&wJ_!lo6v9x zpBEQNp@G-Y`LG@ykQPjPZ)jaeE<8re1y{ByRad)(Vs)Ahsh6hUlL`XagKUCccmb8f zE))3S0_Y`US|dqt>4@ZOPrH=1n|`6!)*;uKP+nvn$sJh{@VsvKyfkNTOg>PMKcS8? z$E-et^^(3;$5H#J*@(4X9rpK^oyvzW>C<%CoM`1G#^W;NnR7%9xOFh@>$_o{*8R6Qjk*@&6dLkF}XUAUbU1%^4nV}4%0&G zYLqt&xq{h0K4w?S&$RG%kna{GU{FmAO<_l3uYZaLY4_t2{CDG$h@5W4QE-Wa` zrnXWy>#QQ}pJtn&Sgcd=A{jSpOzimq*q=^Wu$%j<$ROU#L+3p*%?nNCd%AU11+*4h zxHPBO)N?pR<~%y9Jg3CeeRwZ2SLD=N8s0(S7W|5VthRT^=I4VkrH1Bg$jqdHfND+3 zpu6U-cZmDg7W6W-itc7>T+&j9n99w%}_A8_kONIZ8fbl91=2_1>IHmNEp2@`P)&LsYrk5Z1~rLooUW(k(7SaO*=w5CYK0O!JRW~5 z5(aUVz@`RvRR~a&*dKD8O3{}|-#19dRW=&dnZQ|d>ZZLdUq_WjA1IBlG>?3POzO<7 z>uSS;Xa}BZY~vfG7?DHSB?#`G$#3SYa{Ij0L!Yb)ZzGinjsjGFDx(!OWGu^5L#k@X z%;C*JQvLy1tRenGOYo^klCM4Nu3fr%dszDlR={{ zkZ&fHn-?Nk7M~OP#0s9ZDy$m##iCXQmwkD$n-Ib(viRZ;`CL%B)rlGbeOR6@LKUDsh&BO#5Hj-Y$aw~SVu%w zHpD(JX@AV2l>9X;RWARLC8ghLX0!ZRQ7mD_OgvR5f%LStG>8dYnh{!))ivSh_3dw5o0`g+`YILok2IVrxNiW6xS>d#X5!b~3 zAJhW|Z92EJk;oo-!KA|-zdRnPB&q5FxCH(+DZ3|-T=im;z{c$r4mk~WSvZ6?3juM+ zu`IN?ja5|oBXBSOPszp`WI(F|YI7Dri;ypLc!kv&rgs#Ff8(TGS$40W*wMBbYmRTU6gR&^7mnE+Vj+YrVGBo%m8p!ph_5{ZzvENsF@ha&LH%*2j5=sT2{);E46a zcNLj`iF?&C?iK@PY-wE4!uhQ3|BlWm8vJi>Zw+ z%1c@=TZB`Uy&O@vl5D@CFRzbR7#`i6)J*v%IRS-e?>JqJXi=cI%^}pU;gm~3u+`g9 z4z>4d#JqepDIFIs2&-5Zv(Vsr~!MB9*CYtCyB? zRv#-c)W}>M*lX2f-gOyLv*Zq!k0JX@|fG=k$cV15!H>+ z=s@gmfw4{4xW;BoUNS4xn&R$M^CnVlXcO3(5egg7wFy4QAzh5g%T6D!hj0Bg)(B#_ z_!UwT-X=Ej(O3Jo7kS7Sug~j0%^R~e%^o^pDYOkoxhIXD*kHs=Si!%N>WI}w$g@$v z@$k1Ns^@0Q_CjqWzi@9C1DqxG7?t_!BTV$TvKPf^se&mjrs|Z@{Ce=p^~hN;YF+1V zgkZ24S1GrdzjY--Dg3J%Iq)7FTPKaJJF#MPiqRCcxjTTtk@-ZvdujLB^L=8ux!*h? zL*o$JjIF7Y`C@MzD=_of{C)$x8Ig}4G?H~Xn1@2FU$>%K3pdvSdnhng!FT2ds1jB2 zJU=@I_t}V|?X2+Lw)2~&ZmivAp@E_<1uMXC!^F{qbhLHmX5nBZ0{9V6&bgb<@^QN0 z9EE>cjgaZ;X9JMKp6$tYDfQ4p(G$p~0o4zbS?|!i09<>))TJSv532<^ZN;tI&yUe* z<8asrmuEz&O?|1_z7=o~TA5BfH4feFUO(#ig0q9=)yu3SFH+gq@-1zhYR#ZkbcnZ1s#8<_`^SO|R`CHeg)Bb9%*MW|&* zW_M3BBpnt)yCQGZRs)$$zbpDZD?5j+%xkMN6>{%!hq95s#%BcgvVpZEU|E*1085GQ zw6RV*8x?w_zx|v;>Al=7jhk4lCf5m->O82Cet<5GMDhW{?KawH2N0c6`I!hMaJkDi zX=riP8gTNR+m+m`gEW7}rIg;} zEPxf7+GL-3hZI^^$N9F$XP+)Tx^++1UQZTLXO#BtS$YpCQUZH0=)33QM(^`KSDjdD z1e8n>5(57okxN$K5_j3sf7*s}y*A&D?ehYX?dfuu!m7 zR%X&=r4DsofG9EY+~~dKhM;{x2r++A>yPn;mEQI>5kFFo#f*NRKmmm{0cciJl6x8F zZ{9zuEZobA#TK#j!q_fM-asNoITsPP8lD6G3%PtRZd0@ETW2jwA=k$Iy#Xy=u*PB^O-5x-+talwZH&L7+S;j3TMGhz(DJYOF_*hGe!$b|7vskG{U zty~{&g8mtzVbX&-k>7O@TKBI+hh_R7M&vU` zIHYq1Wm3fD6h2!_deec}7n2_F4m}>mw2UPwPAEZei59~Wc3&}i7jLdZ`dk~LvokaZ zHM}bdx_MCg+M^DoJi)F`ef_SqG#tq$!rNTS&n-)ABEoN;$qBr;xxFT;CV5#35LTH} zBTPjGL3gHMLm5J>+Jsnc0bbC>kfUMQw2lnZyj^08D5gYnrWZ!pxL4bRcLCD;9=4n@cwQDPH?iL$C=UnL{^8m~1}8iN5BOK{0V;>o4gdQb7i=$gWsxs%p04El4zYyILK8z6RAXD(y~~KFetMjoHTGIS8oR` zVsy)#|M(1azpQ3qSROQ#SSz1^Gb99w&Yb%AK4dDHzB!23nVZ9SoxM4R*SVW|29y4N zEJt)?0)OXkR_~f7n=sjMohrhGFsMyacQ^gd8<6sE)}IY(qt{tq#@f9Si-Ujg`cKHj zEq{wczt{#>$Zoea>08@@FhozWo_aTq9q^#_+NA(gyC1EDzO{_D%O(QShX*&{|E z-xBKuYy;7||G`P4{^Y#wr;y;5ZuUL7es$4JOJLv_dXi)Bfqv z{W1`!MhIjb7u(ItfCWU>6sD`R(LEA~v)FH=2lP48jx7jzx2r|wVQrRj@4+-;bvGEK zO_tsuR72NTVjn#2RDR-&Q1`29O%-VjtKAcdrD2&fM)+Nikh&`3e}t{v>^Ie5;^7?e zI%$pXO=4M|tOB(feo$~XZ~Hl6Upqqw56@PUC7mxbpr}*ghNH_E^03owW3Q~p?fmD@ zp-RwLEi_o4N&miC;#()+4E=l0b%$E~F7cTPc89zMO5VkuFm>qjGWNytCz`yZ{>p+d zLnkouWu#r+h-5?h!ovtl_9=Ll<2`=#|9eO;=@Wl=)uFrt-{sYt)u{z3l{%u~od zR+&|Fu7Z}N6dFH)0(QbK|^#t z@JpSm>MXEWZY6!EoyuDdr}`&&HjjBo&AX(^wES7e6ki~Ib5nS)*p2AN0Ik=1*XNc- zh^rjF3_)p~499p(iMZQc*b(1j_lXduP1$>Y25fs^dxW}qZD3ztRGC(+d*T811)Ac2 zm$bY~icNztt;p=0-lo6cOZ{knmw3}#uS^L%n6zM768d9-ePKKh5{99{5_co+zeq^! zkqT}^DC58*yKl3A!3&MGTWCt?-HEyN2rM2`%)c{{4@y;LSc?*LH7Q;hGydX* zD8)UGlICIltkqA?@0&5O4y3{W()}wU4&}FPLuISzN|LuK`XiQ%5N%?Z@JnOy}?U-hsVeRlbG^S47(Ei)Y$GS#>W3{6`aKBgZs z|LE>&K-ymSh1JZD_6ZHlccwY5{9Kl`D|3Q%{F1C1)0BNxw5^JigQIO7p%oB%JC?60 z9v^A>MCd>LUO0Fk{U{%9fm8a7ggU@BaBab_30o~9^*b63y|5+dJVB?c4&+^`y=ikR zpeljOonhU`{yIqu1n6$~dRmX5V^R_5*qI>%yN-|=;$zifLj;!66!nCnj&UN7i7zEh zS&_;ci7qwdFi~|T5Z@=w+Y0Fv8HF>j-Z`WJ;_Od19co!MS$GtgC92PC9+^4ZK-Z_; zkkn{<6*5qnN6-aBX`;TpdL=v9#wc~9iOwn^#+}n}2m02TX=Mlu_GyNHT#`;I*EPNe-9@E+Ibs}Xa z3P_d&jCVK*w+Ew0XVa!27U?KD(S%B=dsnTnzv1xf|CHNq>+f0c1080oc^z=>q16uv zoDNn|_T+_*_&Sp}n>C;Dq9oHlK{sp2TRT!oh97G@Q^ZHoCx%I_Hj7XUM{swUee4qr z;__oRUMiW>+t2Vr%rFn;z+`|_*ANhF1;#M$YGlpV;^+sn2UAFK>R8jDCjF zf(legH~}BOl}WTadpmfo0+WZO7dlElms9C%i0nI& zj6uJ9EPF`xX;$$e@q7p=@baJWpoqPd9t1)vQ@&0D@f0of%DxDdSFts z4yJwGMq!ykL0kN=>a2f0MeB)y)}4E)@hXGP*moNEZg-^J+G~9^!Hvh@F<-X{BMl(kz;Wthewbd71)x#XB zuWO38n)tHVDs0#~QDojH_7k)B_EGfqspRP2 z<4?nR?@sUeZ|+3$pw*l%3%-^&pKQNZ7K@IuoSxT7!O`A_>W+@*23{wuLkcC_zx!V8XW=A0XVT>UyJKic(B`O$sPc+aCLJVF2K1YeXM zEj&8#(9r9o=BQM3x4cHz8T3sb5vmv!ef;pNGg9QRN60H1ts==#^Fi7Dr26Vsy$VFY z*8i9+{g{+~uJDLca7< zY=*DhYgJnmy|FKf4G*z4{(%^}mNskphu3zFJ;=ZVLk7;$Q?o`@QUCJz4>V9{)z3X0 z*^Xgk1^Ml|=$!Oz(_fy3c9-pXLl^F8xj(3Egcr;I z#|cZvTOG4gq}`#P_pEI;~KowV@LWMGT>9qir%e?v^(l=neP@Qu8u2O)g0B?L}Yr=+r>u)pkI zqtg;<&Z7TmjnW&~fA8d;t)9&aY!c#m8K34WUuZCYd}UXJrZ#)E$H=Gj8>rg{k~~~) zG$A8t^%rOVeAZSkhqmcWK6204Zsrrx(>hHJ#+HonBdPFh3jesh-#9F4AX-1~@Xld~ z3;Izn9P2Zcao_7C?V~@Rh$jDan^hg!uAlqZ_WoTsv69QZ6(}zFaby1vS>FQ>Yj)rL z`JMATGsfI8GsfJxbFH17wUen;5m8l9Rcogzh*kBfs;a2^+^Tx-tLpW7W!8#_$V5bB zVnwWoSP`*et+k?}B34C2MMOo!il~T)S42eA`#m$SNX4TBuG%5ON%D~Ia05NByE*CHpx14?@9TY@eQf0&e46*tgbXVah7DbZvZ0=q>Jdt^^nn-jH~0AsScB`i=I6%J4*X!i-hX24&p@X3o)i~`S{fkq zbW6DiHHsC1Xmjsueb==2(tpQwQ*M2x&+m#6^fh)rg=~g0yd(}E+>X zeaLWg?eaUsb?>^eO5Wr zqtl#m{$uaqc|dztp2JUTyB>pwRh8?u=YFfdE3OH-vjnaElsBsv8|ZcKkx?Upki$Gj z)pbw5<=uJd+3}Qq3^pIIQS(Plp1aJw)6=r<#LUnAc%5q4ySvTZl0kPgb71>ds6h8U z?41?6EVrAn>)5YJ{<-(W_UDebsQz8zCU>=)cU;n*Z)*d6{EkjL;n```b=(mz(r*B} zFi2OPy+Pr7CYKa3?8_Ii`-NM2-GmsGw{NqiBfnlHKfoDV?&)tyraRni;&VQIiYp`& z;5*JsaRe^r&Ff&r{?TcDMc>qLyCy1Ge^O zd%oQLd*Vt{=;@tv#*fwQcXir1kJ{LxSB@w*RcDe zxBPW&QQ}_4TMYp?Q1U(Oo%ZZ8n06qxA_4)+2MGfc*x;o!dKV4xX>*KRyY7d&x0 zVEld|P^W!e4Yz>b7k9H6A+UGh@EKpPqtD_Pp6bwZC_o1r9zp;vk*1e@9Y@^m5cpe5$!CJ+A3 z;?SsipMMvZjNTlE@^QWOiU_Q6zg=nn1^Q2%vUYRI%?Z3oSBEywMT@_E46K&7`(Mag zH6KB4fp#x|eJX$5!P`!2 z)?TnN^(?~8>ti4E#`|UH^Ym?8)BD@|IfC2HaS{I^j?THamn9>#e!nJI5o?t=l68#z zC;#oL20wmzr{Qs(w#|!ccp5o{WWL72&iy9Pg8}!j*(bo+p^J^33h2R^E03Is)5kP@ ze!Kw{E%MWU`>z ze_YaOSK~Yjz&W5jWp$cg;q=-+`t94b3Ipc}`lpto4voD1(7Ep> zazc*#eh!1R`4`LHgGWFa5UCS<M}Gk)j^wEV|6 zEsyvjn`A)GgWuQt+kAPG-?8GHcj4@rKlTjY-80jSG=$$rzjd}NK^(XI&VhPfv#ov`}e5>9{A#%;~&v+#mSH8^hb2qO(Uq&inO_t;vZ_z z;os1YY52#q{68D{xpj$ksiK7w?xxH)!sA>{cyx5rT*;DATh+m~-?dnmoGf-RvJza zco!SpsXO>SU3AkW0R9isL_cl)bLT&{KZ6eOj%PZbx%?41cVD8l)ZroMB~d%?=cg$% zg&V0`?_W*bdq1E5yQS1guR`TqOWl9(50Op-pj^xCsmBpqls@&2wRF8YUt=~HHGL|z ze#L(JY(K4}E~oOdl)`gbfh+r(Vz6}80qEz^vaEH=bNHwN(S}QnQ?>$E6t!7}yb0S5tZ4bB!8)Vu)W&l^4N;7XEHM_0+ta*8XQrF{^%N z)mSuc_YZR@-1#52$9~79 zdhF?|l#{>MNS!tuvwKs8D8;7cFkY1_5fh?ZNgKjYET@j9&Zmy0E~U8qJq5$oQ^ujg zZKq7Ue?4^yl^}=cJjJ8s;$ar3;YmLFheKd1L(n+;X~(dcx>h{;DviBLE)+3-l{kt% zd!iX}y4Y4xY57%ZNkxfc@pA`%T2uL+_ZQ}`_;TU-RX2*Sm^w4cZCI}Q(6?r>=Vt32 zCDcN^{xvpAwNHoOy#n%hWLw1v>!Y+WnnIiSx;;t*{WLBJ5I^)>dy3EVQ5r#Pv0* z9TPVi?x%GRnBuu7K1TWh)jrTCrSJpQChj;Oo_qyYphUXo%pK3)1LR!3-f=!gtxsQ! zx$k#!gR|+c^xE#%38mtDUKi&Ncs_5Mz~6c7nEu_KCK~^acpr<89N+eQ-+!GBygSEJ z`NTi)bNsk`oi0-9OKZnHU1&m>ExxsgU+!^gAE%CSQCYfcoRq7nzV3A#`dDW8W!$i`P`^Q*Lo!D{gcqc;tD{!ZY8I^3PH&ZM~S3n6-f3;{{~gAODOO4Vi!N?Q;*l{lxQa>~H*henvj4Q9OF> zuWt~WkAF?FyFDMkZnW;_H9mHM;;6je{%0}8urZT(NiQ)W%lJ?Np=o8I#cpKwI*sK6%=diigfpA+bzx(u_N|g5sS&;u;i~ z;rCCuTH8vu*pq@Sp$6jTMb559=_QGs(F?!BPM+9({A((GAjMa?LtMK=8Kw z!CQQbzL?JX5b3Q=yqQRKs3!7Jq#*tr3Wiwq`f(&kOv2ei?&D5=TTDfj)6qxKIW-n; zg@B22Uu)EWoCe7LH9%YNbwbkSQ+VRW_cHA!3)6)5$%gFmRdS4hSXI1}C50mkcJ`>k zQCvRFC%7{6NIYDIT9c1N9%&etU_k9C&>Ec9em?Ssb zoaj~1-><=a8EgKWHL)?ulbZzmif5~5NCe9FP)k5~VevVJGFZh6C<$CzaY&JXw2?!x zg%+h8K1e$fVkUMdd{Z5z)&4KfV*1Q2v+lFLcXY4$-PM(QTCA)Q^Yn3N(irbS5_MY| z%)pY#fHE7X5lRIEG{WxH(*QGd;B6SE6Q;PCt$rgWq)3;GVEQ$0lq!kkHf1z0RPmrXzL1lzXjZp_E4L}jt1Lm94(;4rF zmM0XWt=Q~Vve?YFaJ(8=lFHBIOO_6UC_7{&Y1s>?wSbZ*4HTUf-9~|in)@ZSY!6e` z&13qQUEPEV4o%8_O4}e4vg#nGOXc_R4yNE{c7dGZ-$kO#m$Y~FVS->{bIwqu_uC_% z%3eOqV-quyXOZmK%_8)+LzFd`VPzo+Rk`_X6x@a>de4P)h$b7iPr^0L8ax7fvK-RH z;*txdNV~?OV{Clfw-55%MAF+4bmZe0l%jAhx6(8z-L-#DMrSRr zFwe`pCSzK$N^vVRMdnEqlj-5pk}4PRK*oBi<$0O*IA#%T-iNaSQr^11Tw<{{^m|GZE)jj-+-X>?bLHBLs)%`D@+qz%s z1NDc`w5uURjXfhCO$6@!na4_pQaX`9zhHC<+6BoOw;e9=+ z!_Oh@V9%|2$HFs4iz?aJ>Z{T#(*ygwk^(&Amjn-w_y#vRvyjCCuysjDrxbYPW2l~D zp`D-^h?;RpD0fIpc(AGtUO5bp*LN^YxZYY56lHZp+Vu^hPC-~gi4|Q+5P9>2JJ^Y0 zi8Nu5%^|L2Tm&ozHN8`oqvn{uSV#M))cUnscag;b1(IYK@VHV_bNxWE4ImK$EHnrf zp>Up{8o@3LZlL7&bJVGtz##IdPD()nnwkkZCj^~F;3;b1K72qi1H6uf!fkF&Hsu*C z%0145J;Gcfe945<1Lupp4y3V}kBB%>SoL~uoynhn0?Q65rA6PGRA&EP5SVskd;cOs zX4)A3E*y;w!rA-8gL!T!x0{m$%`rG@$%W~QrJ->lk{2~RqUFMvd1gMRT2weO)WQJk zP^l((qBgjdToP9Y2Mvp`2HK#M3|=uq84aY_pma0RVAr$&o-@9;bstBP?=yt5)e{d9ojK;T4;OC-e$)@T?&oX<23U%s$BU#=stm z+NIzXav%ZbmXzh_W-b!;R)RYN3cgXcYGOFIZOAb^d3q?2B}??)QFl!f&$i28;cv@M!TjLE~7}#!lMwL zvO}nER@u!Xt>-MgA22RYR0i);R*AV08OqhO6dkrkts=4yx;GMu*DEHpTk==You49O zSRWSSzbS6(PC#l`GO>68IRpZC#LMEX3{%7) zGJkW!y>e?UlXKj_A9y{P5a`G&OEhgb-RgBnDNR#%QbM#oWK(KKuq_-Cm~n$AsG~N0 zRg)~p9$XG~bEI(eBAld^w;@;dC{3}m_kBY0*M7j@{|XWTOyE_`fPC!SGU_}|7{Lm5 zk=T|9H?|LmdO7!uTS7M3Ad9oKLO|4W>oPlpxJH@CA5YUP`G_oO>RH7&6;uyX z9V_8UamP|sA6st;^VE}+5d3+`A6`zxf2@BaDDbh3FWm}NH4=?_1~Sr;2m3&nR!}UiUTX{uLv)NOtb&kT>gXGsU1EF`NJK=JpmfIbE8yhm|xd)kGckwuHvyM(iENK^+p_}{iBDxRj;Mao1PPl~c? z5ND6~Wt@c6*T-r)Sh}*2o9wm%d>g`Ia)Wyv0vDX2ZPGS@SeT$%@Y0f!0_~Mz$#=nb zQE|o%+842+8^HO#f)2UBj?#)moejRkwV}P#hIjPa*f)wDI-{1UnsWz&;*a3}%`D}~ zhm@4q$+XCsjg_?^@i>!x7Z)c_I0<>Qip=TZyt48@GL{DC&Pru=Dnt1gZYRnn2wE1tLBWPLJSXLF1G= zhK1p!DUb9ZvK$Ve4Da6sX`qY?(Xvsp!%uPv!cRfzB$Xgb6f)zuX`VXeS<1}V1++;q zBbXnvET{={GhzwJZZ6~&-s-cgxFnSG)4oTidmSS_qrR(~f@m<9dg@o+m6$W&<3;zL zc3vZU=|SAyOEJ#MbAr3UgAJt(5Z8Jtg_;tUA#bIC^_+oV%utSL0`7^y!P~xuE!xL= zXq1o{Nv(8I%rK^vA##(o$bA$vK-O?xRKB1N4z5@B`mM(Ev>#w_x}b1;5Sr(J6GM~% zaj>4H7u3twDwwDFE$WvcYH*YI^|x#axnHbh$d56COvbxx0%9%LMq#dP0ILIp7AjU; zFUa^FWvw#Ii!rt=Z}Sb~0b1Kp8uhcc0`-}K!T{2R+=!f&q#Sv>wkaBl-iGgMuoLxb z5*k1P5VZ++A|r=yRYmDB3poUlxDSzwr)+|X#vigGIorC=S}45>8~}hdr5(6Q-id6~{t_a(3ne5j@HUn})o-*-k$D2?7YYYao(Ob8^x@$Kr3V5|j0)8r z)O-xWHVo!uMM>&WZge9@YG{WXHjK9sbtD1K8Aef}0V;NOvCLjV{f0JnE`_M|vZ>JA z3#ns_?J0~O!%75`!lbyZTR_oG=NIq-=0vySRJo_%Y>vQ~nBsUC_OCb8!0m*p6}(S2 zb2Hv-GaDtxF6-dtF)X9|(Uw}AnqJmLDG?TVOmRSQSSq_X4cQZZ|6byUbqnlE%?q|7zP6D2&;Kx!E21DyYk)#U@ zbpz>9r1w|EIte1z03NQJnUpP<5*F<-m|VWa+>0Vl1z53|3HUViz+XYXMkszKH=@|- zONs#P&q#04{TPhnGd_3q{|=!UbXB~8aW+Dk;R#TI7TwGKlEIm_fCFVmEEaZrlp5rf zDzl4RJSfIl?SPOj)?Se_I;S`eRpL6OLB!59OHqYs$lkt#(8;U~#id`nJj;gJ7ZpZr zlwSW|X!B)J`_Oz>H%NnMv$7yRs2wVp33V7#)9^N|* zvtAB9;)V={gzgZBwDl6A0xuzq4N`nYiapz2xj;4btO7Zs(o+++-dS;W}ru zedlXHL|#OxA(YP4wL%pV(cTcRYR;oIn3H*vyDTl=>oNxVXeGg4uKf6M)9=>iE`M{#bzlb1LX^&ql@QZ zOH#LH%0I*?yoy)S099!b{fJiL(P0k2EZD)y3pxbOgrsoHeg8#Rj}WZRmhpDW5YFbr zXh%1J7>>y)muy^-(1%WK(IT7R=3P|vnK1qc{6JLI>%p^?Lnh?fFi7o?ZjjXqdE?%; z{3fM1WsE65J^mix3L#+6vkfUW;!}k4%&p`|YoQDHn9uQLJl+h1ewgafQkL;l1~Twl zn?7-tmmkUV(w5Y&_%)WmF$y{T67{xz0}AvKAlZLnO=QdE9Sp_!5^!-|6>oodkIX!= zuZy6lLxzijh7&nP)tk~0=EWvOMn&geLWXEZwX_*ZN{XoCLp%wgr)8#~qSB;JGS>p# zXz|&ioP9-uVuAr-kV{>uZ(wdMp&xGoqi6;@dLANetSJn$$`S1;WhXjN$AY_gRSzQC z#jl$!q?@do9a?ZwVzzaL77&QccnTGHfoT0!4Lu@o5%oAQoq3}&Us7& zm2*)_d6KG7FD5yxY({Br(>5q}0N)z)-+@Z{8s7a+h5U$mkujzasNZ^Lo&}NvWR1#p zie3aM<0TGnPabNA8|<85l{Pi8FCYUjA;Sf?a_gah4-AJ`FB5V$l+R{RszQ*N(jIV} z*lsCdOx2+=7Y|Y!6m_8xe_vtJ_ku1r5j0u2NyCB!uJ2-#H&2egjiA1JRGeU4#rubX zi=R6TphsAi%_`54r93+@L|@cSg@K)TXE}v7o>j;0hgDCIGEh@eyv#>$ZSyhRmOQMy zt#v^}`w(!?29&|9?t-L;`Pc{I3DQB9{01rlQ4wut?Jy8W)Z!$43y(H6NTTergbahT zJU%?qQQQUbG{nkNs*zG|lohq0Jfc$F=!5F%*>Q$l#Q)4w!>ytvpKoFE{R9N2Q568- zH$c~od#6;yY{^ORaD3Z4?qRzatp;fg%tf7(ZFUQcPl=E;JZW?fJ7Pr}zh;K7w`Do*J`}YUki14jzp5Vso&R_@aPS!&YHM@btoC z@Zp-s+$*UOgmjxqYv43QF%vAFmsrEn5K~4$i7kAcM{TiYCn(1t881PFrZBm>DISs7 z41qeeAn<#rRXv&|^Y|&~kKNE6r!*$rG8Wq>fdJKzq9v&SJS>|^mie17k@f;v`D zrQq$z!waOsQgwxSnB0yc0Gq6n7YqRQ4MK+VK;wNofWHG4A1vb2mek{jMS}CkS?ZqB zsC@zO!J5Vl$mx#GiFz*x9|5k1m6VZ^oxRJfeOO74G`z$T2C1^Lk=ale9cp?4&&1I> zSkvZ_^w8D=2zQN23ey%5j)?rilvn6P>9sm3tcCYN2658?(}&mTn&p8sr3bkfs{?~D8{m6F)`~`o-UD0>if*}=oUF}RXO==uGQejb z3b4SnvsvbdnPM^LAR5l--dMYO|a7@#D&MCM8QB6 z(g6**0|I(As=RpHfB0EY=W_;h%qir$vgl+jM~(X}usbXkbPC-qFV2b%MW*QLXrv3^ z)o!K?Y(~AMyjVAd9&3tPg}Jkt@89{fk5M~?YUW=83GD@A8Q0&|c@zk=H3uo8Xp;66 z&{VN}uUoI<_1rMcW-zXM1e}Y{QuQTtje4rSe=jW`7*}zU5z8Et)UeE}*8$UBk$sp= z`0+QL&@D#5I=+wP{dtg07f3tw`*w(r8x$Sa@6`t$KBoBAOPd^%*n)JQj$m;0n)^Hq zV&5@VPm&AzB#4d{wBEWcoj}^&q8jxeZGvHNxQh(7U|Fznv69GJZwX~XwnL7hD%h8VHJZ@IK$C~kAH~deV(M2`GXdGTTyqyv& zR%9L#$&q3v%~-R@g6~ZzY>N^P$!n&dZ90Sw(4q_)B3``DrW7O6L>AWI23q|bIKy{f zi~W_(tV=)=vHVri^E$wn7kHn;l%{#xP;MxkW70VZBrAM~W{}PRBG9;$)Fy+pErWwv zL~xloPnFO`K`RP-S^lgtZOLyNgSZR;WFPA92h|`BBKq5!gi3W&P-0mP=ykh$xz#Ro7W@8PAsLUdl-xsvNy0R2vAirvU~B24mM137mLChU>8_; zI}p7283fiV1g4TYuTgf(aJrF@YG3=hFa?4Wp8;`f*FC1ohy|t>l!i6cz>74f4WC(R z053;kUsOEf$j{@G5vK{aB|7=3#N&A%&&)2E7YVdnKx=HrJb4Dz=UTEQwXtb{M5aO5 zu#jWQyCKvX(GG8cJG~61zW~T?9t>fbTjAeFxogl`6OVz(Wk4dn*$knhkP5VQ0Id-a z9^U{B{+t)Jkkil&!J22ZQ^qzlr&?)_MQdh3V}MGV^k-~I+0FE;+Lf#is*v9Vv-X>? z2)eMW;_q{QUtQ6rm||)>59+#M!IeWSI?YW50@997a!gQE6KoxT7C`!V@i^eME4IiM zSlp+HCFLQN42S6?CdAMWJ7o*2S5`MNB#%|T0=9n)ajF9}VOw=azlsNeTNLp+%!(F_ z$f1OLdAHz5O9@OF1c*g{&?38h*tP z@d;I-pgcuL1HLS3ml;!Lr~|O^9v!j}IWM7unRs3c1OhV%M?xrU6r0RePfqojyhWP$ z4xd_Wi5zw0=rlfL^xC;5vVx-ADH2?25|& zfS~a`NLxG5uD=Y|ib1N#=FzcyT-Nr%XlR;d`fgHRx7h+3-$p_6EO>}_DSLQ$SQAin zcwsd1d-pmhBq2sG5?%3GkaJuTYoEd!)7F3nAjRS^s7!4eA$Hi065-%fp#pU zuBDx$f!4Gup)x((AbSU?s;s;Xc`h-pyIDl=H0!7PNKJ#2uB2o0_>Etz;|ab;`i16zFPhxOO=AkZ(vaLrdve{u6NCD@^ZS!n@^F zBvQtT>!1eDEJMJWWbZ?rc4Q91lzP}Lxl*-5szPBT3kAfYoP#aT+{l88JLOOiltX5n zV|M{IOe@%Z3d7X9iVM49qY$(v zg>vuN^0dH>Jp-~x3A@a8&TLH}81}M07HbA|!x}~&H`YgK8O}tx9jR1#L2gp4p=N_Q zYoSRXn-)@V)hRdd(tnQU9rL~8)LlWk8^Zi7h~Vl;f-sJ`3z1QK;ITh6;ql9?st`DY z@KD<@@PZ)Cv7(NukpYEOcCm4mF~slP@0WHcs-1QE+|TRdZ-G>O4|C~xEkFpej4`E< zUjn;{CpkAMId7Ud>nSWaDaeH#*N?`N%eVu^Ff1We0xw!5Rp5?7*-37xG#&3?O|m87 z%sHBa9vNTH7RhKcRnyJO6T|g@|H9s=&a(7?*K^Gx-smZXLMK)(N^nCmnlu$XENh#NLC8XI zl{px+uZ|My=mf+&BrhX3?2v3cqo4r}E8B`w|1nIcA472gN7nsXVbXmQge0W2+FZ?( zLS$pi81TY6nq=x#2KnQHR2>u+3Yo*R<#$oRI0J|`B)ceCfaPmcT)e~r!4!c(RZfuI z5}O_pb}nIc@Le9GFOQyMFtyaHjx{aHZ7ia0h_2mONB~Q9DA@rdWteHY*$NAGg9_ek zvlMs;T&@Fd$k^4y9o9>!t)a6`UzlWj(6$Wa=~Z|+`ZZufvL_?a|`icTE`aP@?h{~ zrz$WgRMSl6#NoxOTTC|#Qf_4C#nVG z1}0t{sKxp|;TzPzFIXwk6998 z^+=!g4bc9A8{x}h*4IHQ=pvq%whDiAwoI9rajk&O*fd1Zq=#<+eL(w*tSFm9AUxoQ z44sKgsocW+1P^2(CGifPU_YU7kg_RMVrgOK0hTmFeY`Nv>~Jad%h*}78Q@O+5Y}8D zX51P0^|$fb*Kgm^VR0yPu`Wf6Ik-cZ(S(>bsVohU6C7Ar3ZD7F`h)1Kb^vyYKIh70 zQ~oVBBTngMmMJ=e&w`PUv4ZNDT2{w`PpN#Fl|jQ)^spYKOW7$!ZYow`Is5?{{srX1 zU;3Ez;o#S17`J!G76X^S9Lv3M7?*p6{UMe|+h-|WeM*I+PI{hLFu&eh;EaQm-%j=s zsf0&nrG$bAX~Q(}^`MoTlt0Ft(KxkG-^FswdrX^r#aFq*r0OSq4d0Qk_@H)&?IQEe z*TF}HNby1Gw!Rih)CTxzqv;N0G@&Hcv(RQ%2dJR|70w{|pHm9-74H^)DmB73h}>=Y z1(0)i_9*3zu@G=CdVGtkN~L8?ihOnqONR6INEUTnqR5;8&hIBANZ7@&ovNk#fA}ce-3Deq z;S+Bip_N-4g-zrOCDL;-WWjetZ;0MNR(FxE4ymg#e18~`-4qj^<+_$ihN#DBIx1qrxJjIT>F)v|{w!^g z1-gE@9cw$%<^nwCLUt>plH|KmEI0LFfiC$3o@xxnD@kcS$5Fls4Wkwq^ADla^xZb= zu5&(2r||=3xLT0fvw3&x! z7|+{_YRIgCv{iE?pK=)EOwFM55XP6#sWY}HMMM4$Z-O^xs2WBBBv$j+{R*a#3B1UA zM@Uzf=+tPil0pB0o_3K1Ltoa)-Ovsq@$8<>BYtN^Bm`?Z$r;fPJ-LJ1-Bf6ciCL7~ zz&!>bL&O%J!nSCglPa5}L3x4tHNEm6W{s#p@(oPY=fSD>KskB3H3ZI=A;?+IN*je9 zisB_$=F3hj^Rt_|B3!p?Ap(Y9vMQr3v4Pb2!;<;~%$&p1I)ENU%ZXi-d&VMQOQBhq zQBcN4wrug37=T>uK4UaN(N{E%K0P;Za`te|sibB*ZO2<%J zE$Yl7=QJ5o!s@u)`_NU@QGf=b>M_jadlZGl)?t>IMphNv!4hXFJz8U2fC5mQaV&>x zpp04$DPfM+s^S`zhJODA=&Ub7eLKM9{ZC+89Xux_jl-HS#EK^PmZJ0Fs_^jOP#BQ@ z0X%S$L71L{Lq=6i9s*#q3RG*92qc5mv->E0gxpK0QkM~pKu;GNL_(A+Rgce?p`E`D zaP}*Z*uP~!&R+nrO6w(tSC!SkqN=gPo?|7!qi}Fm_mT;dsFs|ok7tRtvK_3aA>U9Qoem&37oKt0=Hx@U!}nh>vgdfo z*!~@Q;vrO~NFJ9}TmYQXJCxqfu-H`wMOaLMW-8Rr6S5i=!7@@|fIEuG^607JyEB9L zLgj!cG)EbIiUwghkLB^@Q&Q3yoMfk1WXK+5axL$dx_w$H$1QpU{rr=99S(RlF$s44 zu4O(IgnF^L`Cf>>ZV0DnILZ)ew*BzM9DAYQ>Oda)Db#ZwewJ(XfjfTMRi$|-)iabnUW#jd-V>! zuQ~>O9bxs39c>Q?LeB%&>udQ^NFvyTDWv6h;dcF9xLvy)z*!xr9diE6r7!n7M~e*OyFpfa^HuK;EN2q(X$-ff%`GHz5?DM&)FnD z;rSdYK79U2=3BQQtH_W}G=TO22lhb7B`^a1{ZL8a)A0wG;L^d90iLWS0iMa>@BbU6 zzpn4u$UOJ(%k*SGG+u$1H+cWf+$wgvpEtC$7sAIdXOY1+X+ti)*Tqe14c)e% z;T^%>G$A11OG+dM(d*v|ylohDxMTYPVB2IPZis&(0UJOPyuSxqu=j`vgD-KA|-D+x-3C((sX&^+IGO0yHetKUWW zp(vdW*9TeD5yoWYyq_^FNW;^*LiO6I|FP;&n$= zrn`{=#-1d8ZaVwa09pKyq2ZS2#hjRi6vytc0eZhvJfK>yafxww@!ba9AL?|=(RU2~ zMx!q9F^j+doq&M0ztwUL&OPcQ@^W}L1cLH(IJ7RNRPy8;i55%5+8zinN0(7^ua9= zMX18o&kVi8^W;z zvD5hEFwAr__}P~H@EOFaU;6~{Z&M-zV(bno6+rVL?l!( zAU93koTAppvtSUr>Tfig?J-w+9wRmQF*OoqOkp zy^*U}cY@sCY}?O-#cGU)J_8h#pbmr-Pr0o?1nQtgXOxWar5o`H_b){vTo?f6*gR6G z7cK%$fH?+9bt0w|OAIhA*EcBa91tQwjl8o;mCns0d`vMQZ2^E#4Qkwf zv>3jnMh!PeasL8`19YoeuSa4>a5zw>8Q{ZH6vg%W7201yS`BhqMqSqtJsILQj66s~fB;<;o?N@OgDb?SQ4 z8+l0vQY${_YXT&z23Vy;8q8h1F_ZQSFr>IDx~; z)kWcJP!^gYzCa(gS9C$0sW7@I$K!l`-B=s#lHC|*ho|zT)Zw#C_WV%*z1$cv&Y%Lq zS}^Nd*$ErcF&rh9Qg>jJ5PnJLaHjo<-yHzC&?qq$=zR1ME}`eA7_Rf*PrpXT~(bSq|gnmWDBIvVMnm0ul}mJQaloyqnpR zPAk+|g8ZtDXn5QISL)kZu!YwkHhdJI)FNJ`fO!aEPt(k|SNM&T|H;-+>vcEtZ(G;`w;B5 zrCH2ws36FgiOIT5woq_?W>MF&sF;L;EguM^o(*bGAAs8WTh3`b?+%`KP*|nlzxoO^ zM>_`r)F2=3059!8@Tcsi;7nf91Ch56|J`%~0^1J7jj_;SQl+&)+UAjF;6bgzOSpqd zvXsFp`5rK~gkW=WeC9ccoX!onUEKq;_y*jZM_{;^X)5T>5xEu1$__BVItkzi0Yhf8ar*1YUYf3x46LpUk)jd94QV&qu z7EFn+qce;6D}p+qE`-lga#bSd`S)PaC_RFv!h_t5$Hu{^;>n;c#_EIvrkSG!sQ+m+))I$MrkS71H{x9f-X8=l{R4jNe)+C^$NjO- zp>l&&K9SEA#ckxi{}x%@uFolb+^@V!l5^p|3tSyGuo{UUdZn&UDFgg-kP;1)OE&s@ zg_YL#&A)HqeE_mlZSQULTL|Yn&x9x)N^K{)Z4k|CSKvw-Wz=dtV$<_>bX~l$ zBPZDhSU-gq0yDkYT4{pa2ULK9>IgqX(e+gym$*TohLKCMdUxq&RRJ2gx>eFOHQN8eT(TAtZNhg29dc5=x`UNOaRr#Twx2n( zwWIO`BCO0sg%OJ&o>n0kU~7Xp zW)Tr*KsR|c0_Wh&0dFz@cLO}IMdFqBxxO$9QIPB8LalZW89P?R06nZc@p)5)4B4+> zwzR@e#5Fm&^_1RDL7kA3_E=3!@;ps|aqw2w?|TlEW)OploJr0-OrsYp z>`j17T_7aOp!Mw-hi`!6D~tQ7CT^U>`U*Sb8b?wQ;)J6Ps9Rc)3a&Np`+f8hv4~oj zN_*KJISlb|AgE=CJOD{eh(jz}85F{Fpl?B74K5x5d;S@06=`R_O_a3bl*WC(4iBDv z0M2jtKBnJ*!~uZ2fX5|n18*Dz8o9z?l5RvFg343_tc^SJZXQ2!3@$^^F~Sa@=JMz( zQfB64PccJCIbz^MDVg|l_&z{;dKe(>GwH<)3H>M6_t+$O_ZRxEr0?(>>w*|f@1ZC;XHep75-fsAPw<_|kTBLr0WP2T_*9FE}_ zf^?{Y&~1AxDA0RyPXtnFm=rJ$X4Zj%3%v4?En@)|<4smJM8+r#u{rJYjP+959r1Oej}5Uy!hJ$|OXqo4F}kvgp! z#Q264Tw@vDcCom{1`f~pkoahK@c##l<0~*!Og|gF>!&a9a+u*i;RlI;?0hjLtG5-C z<}=u61x~=<%!I`{vESDNEbxAz-j^gxPYYh7^xeA!3T?5czrqauP>6ddy;GyDWhukyT}XSrO9wggf4BR; zN7CgDPoOP2vjG=*bK)>i=S|6!31?eY1z>R--o)W^;?c^i_*h4>=5F})?D4`D;Odkc z6~E5z$%80KgbY2mJzyzMzHVSQ@LSryx zJTWT89Tefn8e*_Q{vN;wp{inYig0AyF+OCP^UpFCtxdcDDTbYit80SrsX0qo;_rj1xv{K1f{sK3T8mTzdIS6B@#!wg4h_*{*RlJ#eJmML z(m0vGtP$T(1{TXJuY2@QEG@1D_M}eM4N8)>?K{+!>6!2P*x(L8bV+^_#=YSR}pgZL9m{B zh;ASir*H(j0%PUsWAted7KTMuR?i|<5n~s=DQ@i9`k{$}a`rHDazPVir`Lc*r=c$; z?Fw7WIcp~CB11@3d^f028IRwV!1J#Av~w%rEtuGrL2y>_{~7`mORgZ7^N31&10J|X zNV}bo2#eAYG&~B(5CL3XQCJyLvkr!kWgSHeg?xiY2Rg)zJr#ls56fL5u%{Hv*dpOQ zn={2j56K1dz?=di(X=$8Y6Hoeffo5Kkor}Sozm=a2(k-!ti*b-gb9|AUDO2!cUqSC z6dEn%_p!>$ljo2JBRmU!usbwH3FF)l!jt1;M@3+iJwtT_1#gQrLD@9LZ%`j{EvV+H z4lAgRAE_nd6qA&ZbxsVF-(EWa$vB_?luKDsUHTguQ0lrx(b6 zAI$wrc-&ramw!R)6F5GOXPxmi8pjFPd^>G3TPL_D#`lVrS@N+|Gz#zf(iJIcPYUKm zWi6~~mcVy+ol0ZOm7-7A$j+bW(cIAv06Cb&5KUsbXsuaX=^@*(9pr3-+o@4o8qe*O zDYNh-j;SLTG0GS6soX?+K z)p{v2$YJAiZE5EMdjM@hR=8&BNx@&FQx^FwvCYsG4+Wc_q0p?TG^d=y?b z^X|>4xj{9;E!&uaeM(4LGseNPmmv@g<8^%q?f^f)#1YwP#+;x}W)mM*K_YqQpTmVkE{1_ugVfcw#XL+hPrD2Wo zr`eE4GyxyM7FEYK<%nj=IRKfAR6~e6hqpl+t3&=DP&ovPrNtJgicvvVF)1I2k>`t) z*6WK)r)-OGd-)VzEwm-w7eSA@w6}GdG;!OKOg_i0P9eP+kQJnjxj`J@1z$%gd{${g zw39f?vq8xP!?vx#lx@R~5pG^rSjUl;#;FNvhG>ph$#js>tUZKhD5_I-6&X`H7uRWj z1by{+DL}ssRHbrW%Ez_4EDg|nY<5jO^!rKbcXG!V7QX-&HYpBXjhOFq;FMhy8mP%f z1~qgGr2=8@p*?iy1g}Y3oZ%eA$j)N?`#k;g%rv?F*3V%T|B33Z&JB~|B&_09S@k3j z!7#9oXc<<~g_sL-NcADDQ#?<~{zLdrBD5+nmO~3(^DZR#&!+D}!LJGgohlxal!@@T zMyTZ;u&ik?jHpJ4{S^%$SdoUTc3+<6R=Qw6+k;*2qliSU1Ah{pdP~H!mnc0nqKPix zJfN||&mZJt1khfB13oQ@Vc|~wDkUbmoFG2p8A|R6Z=+7oTr4m-FH$&eo^j0>3k+!? zRZ3jV7JB6(Wh=F-BH&ViTv$yCzC`~D3Hy0W<|a($GpOq|DjsYZVwsTiI(fzl1&cTz z^{ku*WW+^15YAb;XzylowvZly$!e>O&p}C8#=8jVUYI1418d_WMXZ8oj>5QLHjFy%VT@_yLdzJ#}3FJb)TSmZUp^@%t&vm9=2NI(Mf zF(9DGeag)Rs_5ZA;f++?O0nxq)sA%qFtu183%}nu-a`jGe^CmFhlh}@4_&GmlUzPK z{0y+-s?YresgGXAn*JehI}uy;VNCDP1`)aqe{P-;%406zqj5<3KA%f~rQs`-RPzu= zLfiLRC#vOgW%ICoK^p`~(7S-j;8Nm&Xf0lCg%CQo=+={mxdCs8SAo?9lke5B|F zEkc=WDRI`;usW=>fIhK=%Pp!lh#l47S-PYgr`q6+{>Evf>kv zmiy55ry=&Ozy+wEQ0`^|vB+o&{>C!I%tCGpTm@IF6CUfP zYm@*(=BO%GpEb`0*#+xHf*k~$h)Ajk$aG?x11hjh&hiPVi6P-bBzMC`!V?kj6w?H^ zS0w$3!8t0MCOh-~33J*Pl%X*z5bH#iJY;}VB<#^AvHIFXL@nt2Pa$;nQt1eWq6T;G zVq!!Lh5=sQ#cG)`W`(JnLBcKZRXj(A5bWKuokz@okaYV3gzygVt=$Q`qwr|oUf_9sLQg~a&XSz9(CpJ)2ixhDMQFt0`>^@vH zHsp-Lut4y`*fA&M$$7S`E!_1z;~h`DtTJog1QUM~wEYwCi);|7cksH3xT;nNAHd<( zpp-U2QHoqARe?RIme~s)w1+Px0K>4N4AC)NT%Q;;0pC`O5x+awK0Cy$A^j}K+?jGx zN?Ak5oimtU$j%{Y5>X7zYP0qyK+4{NZqWcK!VY3}LS;NtiTL8y_R9D!rzWxuuF;Wp-k8V(1El zC_d@a3g&U;gnQ}>Y9K}MS^OB>z~V-klCQG_U}e}^L6WkOZ4e_`Y>CTDoCVF-)ZA`&D7ksu;zJA||Z3ES!W zdFhO1&)IwKZw4Bus^6dY&-3T|e4pnLg{Y+HN|l+#%&uV{723_HXNaj;(_R$O#ss@5 z@0IPNx8{_%tII*D(ml%`oKe%pw7XS&#|U{`JxuJUSc6Z|trvV}`Yh>XxvELE}trIj8KQmt1di?N2f1Z=ol@2e8m)W!$dRDY6ey{7A7V zM0bmiZ@VJOJe1R=V zn#E`AB#pAF?qeNI8?4bukxQm)i1a{ynUH}wjNE8HK>UQPj7r36Bete1j45wik6~s$ zQJL`>W1^&FhEb(k{2^u;TOpyDRlNhoVNV#86|*|Xm3Aat?N;E)wa;IB#dQc5>Yovq zzrha5=rc&NMhk}9qYp%uU;C}0AzOOVoyewj8S2qotc2-*9o3*~0!s?xctlh`7b!sQ zsx-nqg>FcWqw}={W_c=_YBO3yRzg8&1X7d_MGc+m#4zW>W_jLkFtXnx#P>yJHdA2? zFDW;6p?V~TM3dQ=s4_A`n?@n2cq8l%BnczM;inE!Dvpd7Zme=n3wN1DTp}5<#!+$u zASQ1BK;@i+Rasrvp9`4cBeu0`e+5YN*NkurU&9z5eR-S4pso?ER?Me39k_u{#4=tI z@gY%_l1f!k;xqbn%usC5acNIq{MV=FxkU?f!OcFt0SXR?a2J>`azbtnc+UfcUi+x+g5>pJ?lhRCRS}k;2E2?RXxNM z36b8!%i#}1VoXiM1(?>QnZN)PJd=}#tKab%47gP`$Zw(Im*t;I*sLnFN=SGbACXS< zOTrashjAE}yzy_he)UKYF2$z)n@hEUS)XGGkEsJ4J&zfeZK42==YSeV_EAP80%VF6 z_qzlP#<1d#n6F2S;Et$lx-VU>F`=d~-S%WmSqL6n2e6Wh(pQn67P5X9TZu~ZR~KK9 z5tZBWiS#{yxqFI0b^|TP&heVp5uLDXs$y*IYq#f&G2`5{W@PKH{WJIn^t4ypTPUFM zYg9%Pswp)xz6v40O%EFnWK2BTKt-|mqE&`_R=AQ!WkFUBFW0t+O?ikxQX3lM*Qzdq zC`NW^<@;pxipX~Ot0zUjdSu-Vwac`AbH`k{HbFe?87g*)5k0^5vfIM`zB<;h>s0uh z>?P}|9t*gQjo+<>%nyzZFrCVx0ojB5H%{6m7}XA=u*%lMQ%!m*0^1^{@S%D@5V@De z7uQOD&+(FLhSjljJ>n`&`6_Bk)dxy`$RxjV!V+LZpnpzT1?B*De-#_R4Se-YDYMD= za3SCP$@X!hIGFwJZK$eUF>J<%caS=9XN+5*B5S^9U(|5Fo6@spLr`sm^@pkS4%;tM zqtf;YDIhPqKY~K(MD8rf1n&W?UX4He;0P&yb%}pW0*au8rQ zw#Oi2euyCGz3#>Bbt$TmhA&>7Ka_kSoSPt7rZ@YL$LS+qxl?51sHE^VS(l0ltnLL> z_@-VCvHc>ya7Prc8+OMII7h9Sxro*&DD~6ubHp}I^jnvQ13c$gw5i#!V_dawvY3xB z$1k{tH060N{aSIbd&?)3Ul{XDo%t2uKec|aZ?VRpJR+-%Nn_Hk-ttv*=~j_Z-A zRHiTfPQNU|gh<#Hk92zI6LDcSwd#bt8A0B0hb=R_PvksAzx5|*JowW%ir>3p{JwOv zmyG%8iiNxlL-$K~Y??=+KP1P1dzH$IRF}$KR7g6>FhKac$N^`cP#GO6MO%3KIE4yw zB*;LDV@Dm!+cjDDvD#S#DM!$~k)OpSX(g4BQx4q>{UJQ=ut_*~d)l+m`~K4MVF@f4wLOkM0h9e4l}SffY;zI^zhWFKIJf?kOdYuCa$6pN zw`FTSPVR;b;2?zBxR8aJMa3a*8p^YvyY(zKtY=c%2SrK)p#W~=#87uSuRV2ocfh=d z#n(}7pFqxk7RV#p-fqDc11zHS+OWv#rHDhr1$*-pi#fMpf}tZ_0W&7ZzfoO`;h=2f zT9nxNq6o=Uin#QPMaD6C1K=^GD0zpe-!qGrMa-bthVlT$qll%~b;uBY*YdlcU?dz1 zl|>XAjZf4ULBXa_g_YLbz$KdTnTSe!CP?EeIF(D{U3h;UsOL!JJTS1)%)q2fWdio- zC7b_5MER*%9cM2mmOUv~ZFW^S&3dZ9<(;&r9ytC29>^$4e3dQqH~3lSh@HGWkZLZP zr^ckF=Bc}OZ`QC#AHvW{i0KklasHAN1MtgvuhmN)Kz;*>mXmzV^PVQ!z0iLM2=E24nxA<32CigHJj>V z7!V&vGyF9}{W*sDQe>{_4E`;W?+fR|iK>07G~#|jNSvcS-qkMo6`7tC?zF;Vt}cl+ zms7~f-(!_g7dClL00hdC7tX z)}0lNY)+E6CLSu(WneUL>an8wAjqQeH1L=-5#GQBu|(a1Yf>t^(3 z*pThPHNURY^7jnqC-7@`O>JQSuTf}IeNg7WH1w;yMmSQ@)3^(c`c*W}OEPN~6&}kB zLA{|D47xQv=Rfia@I03B2$C{>R90Nbps(Duj+i`S;Xk(8dEXTN&EfU$V!}V+(dK9* zyNSh=X<}PFHyW9ZMtqM8@Jh%AI|%kGOS34uE~KLFrk1AF#h-~B7kn2EM@htnpn&Wm zu0mmUWVak9;y`(c<*agsd{MZT&7luY830 zFh)^r9Jo@2bA=ok*d40)^a{k*7tsf9t_q#lQW?=if26x0dQw&osZ3V6m4`)FKsddu zp#C9pAn&;iM#heLDhuM{wha;n=Saa(neB4xJ*{9Ae}-VEUBS&iVv~HA$X_Q@)GYHR zr8DJjP9Uv`jb8&}WF58bkM(a#T|Z2X+G<|J{}^m5drNq^=@Hv9G)tA3l~F@DK*m%b zi5?l7R8g3JU+mdSN3T@t47kIJeN)HZkOoiKoR1mz`m7946&xcK-78N;+JX$<6V!QH zHtSSlk2pbBoyfSjt0%`lN=z9LQ9)10x52#IR~cldAE@=fxI3!yvhrR2+;yDoe&Ngt zc%Rr-t-nNv{RWTsRZzWuVS_G+jK*bES{#WX-6PV=Q(DY~ROK$+FnqnN6EkwuKnSFR zmD?L3q+VjQ_2E8N7P5VlcWiZm%>vIdK+4Dgqa#!*#2GT@ zMV#{-b1?s@hULE043lLQrq0;-FNLY6fafJiAo?g*y z*Ra~)+M}ZS0v_jOSR`4iVWVXqWrKv?0l5Dn5h+cN0a0itr~&^56D6^*jTnIPdJ9)Y zD8tnvyS2WVp!}*-wNxch`Av!E2tj=eiG*L*Vb4c6!rPP+KbOhH5zoZ!gq$|%c4I_! z8N*ho4jOFfw-1^Z=F6_nvuGwmglE2qZ`g-Dw_}9EH42Q2;2LBTG6L^|T2WM+^W%xj zY#26`@j-_^!__ed&`n{SzvO=LAtTLP~yujHwm zu*Fat9tMkdSG1ep4?0}_=gh)9QBdtNL6dvL62Z}_;z=U43EC>^YAbP|3I{~=nK&?t z-^CuL0Tfh(#Gj>PAk2ZB`1{5)bUs|Mf=9M<`?B?YAgpId++jpg!3kBb#2jz{)yG!E z?HQ3C%EGx)c_Sh_ZdAnVi!MlCvdYsdhkh`%SW3W7wba^V1;b}03k6H?3@anJX-jG< z=(nY6=(ZqoDvWN(jOZ~&!b2YE0b&=%i12$t^)p<<=Y_1H$~^5-Rr&n&#WY_Sl}|$` zjvcsI_nF4jBOEoYs2lJ^?$T33*|YK^p6eTlJywlLo@hn=^NXMrR)odZYo}GGvPq ztXGce5Pe7B^y1+^R|VnTMG@X^?5grDyrN@UQPi0IQ-m|W4Pp52a2E@sRjAh(;FEU7 z=u}4U%3>;fd86zW@?{=ht)dk`5JMq1y|Cm(SVLb0zj6x-U35`kPF96FjD$^D)+Qf_ z`08n-RD_ifKPzsZ`zB~${Kxon(9+I1A>|ZYDyrblXKG=%DPOuwh4w* zNv%qZZ<8*f5+T;9Hh&z*nCw*%pEJrTj8btuGHYFw$E$TQWu*2|Io;ic|G8pX5i9tA zgU(5Lg1bL~#nS~I^=GJ*R&^%f#$E-%sfG~QE=uD^SkwWQMAE(}J!Cox^&`!Rr}78v zVg2iKqggnruqELUCc6>;r7g%(WwO}%p==j0HmTEMLBxj=Pi-^M0!Bzo9imj6d&Bm! zYaYqaj;!6sf4rbjS#@H-6U>d&p*}}8OSFdsf4<^gKg3OeL9NuQt-cx<5J7g+XOw))wuxhKNuX389Te_d_>O(ovONA42&!5-U{1?)lfCa4UQn<&{uBzXuY zcxU0-wUJIbgiodQdovE#g(}L*Y!l%*YvN~S*jUAOZ_JE?f=+mi=2N57no@JQ!&qg{ zxG)29^YiSbg+g_as#EjcDeT+b6G@@>%k`hN$ZC@Ats&j|dfeP*{G7akYR zj*5jh)DsUZfkKyt);QK)Ii?!bg67y2`%K5fD<1dW_0v>q^9}RhmF+jwW!4;dyjiQT z1^TjzX0Fx1vAoMCt)(B?Ngn;#w(K33-PEN>UxlB&c`Mv^lCb~A-W$rZ|04%)Ox3qG z3~O&?s#9FNG1e(u-}PUyh~;o6_u2O9@se14x9Wf4fA10UFENb(&+B@V|aT1RMe7P)pY}+c540)o}hB;#S4b577)C z`agUNqTwfP>h$`~dvmtKK1tReT=u_zK{SlGd2`=*#e4j3$PbfmS}{K~7*~l%JdxM@ z!A}P_`jQXCPlT9#^-(g=0&e%J^^zy%=FJF?XIq~soUd4Y3hk|e3&yYfTk>GE{u4$v zhdYK9Jj@yXhWx?ZY(KgG^EYDSy~^q3m8oB}oLkv;zdgp`b-?EIIsy)#Gvas29PBMt z4?ggJx`sql{`2cpE2Kir50NF`E>L>X0W#vdUSE6vZRdjf6x?dUoXV$R=Il>gU0Y2b zQZ?@VZGa3fe!u!IAaD>;n}H{7mIlLG~x_XyG&P{^4P9(696S zIj%k%tD2_yBnO#l{AKA-oV}ylZ@rrMl}fkk9I>dT5DfZ&$_az%;hg^exqd+@KC63m zTHN`}a^Lzd7|HMbCLeo|BQ#mOTu7MOdSI(>b9?pAPPa~kybSAm?NGeurCH01ZREG_ zho6&h$Z_r)?ECdY@tBAy_v%l3+;6}1 zviIwOS6==x->bfty#FpDW;jP({zxBY+#OO?js|3h{pVUuCDA>LA({9&CU%KU< zDJBK-Vaba>tIpR}#8Za~w7=GMv*WeR*S22kcx|ru;>W|JtNC}3G9zCR2d@=%Xr>Xz zrZIMHEYCjtgJ1PuQ2+Y)ThbN#^XOD>;&7NP_UT`L@>HcO{lTFRaU&x5*&Rb14v zb^O6cVQnHRE~@?dfs4Yj8B2Ng(brRhtJeJMf!ILX^@G=A0~f)LZ-~7;T5EEuwYv*vbe@QDZ~7<#)jcr_Li zqGFVQ15QMXTrsmBsKjnGiN7Jf@iv}7q^DgR;Qtbh3aZGYL)94HYNSUkii*hq#H^A*O4PC;ZUYL;?-0jovcZj(=HMoi!|>B4cs zO){*-q z6kC&Rg1Q;eO>;ajkslyzOl3l?QMjDt5X6X2dHGBS4mOKOJeMU~)PPE|mqzo!@a$%_ zW~0KMT2dX3ZDY<1^(wdPtB?u?u=D;D2E|v2`FGNogG9br5xp&nD!W)VvtURkoK!2? z*rsjJAm^a(j4qp?O!FqL+e zXmRl-nF2#0DBc)bpN25JNQ~ll0G|c{HgPvG>?{Da z#p$o)Xdi~un%rP~jbO8MhX+X$H~<&QNm#_ekQLP(>QTEB5_pCi=?7JRDPvW#oY6jsNcdc%74Zg<1^Ai z^CBZ`2k=W3_$Ob|EbQy zmlCB-ZD0waX``Opa5WeG@&BQ8J%zRRQ;6WR|0I6odOFjkXUsGgZ}hzuG+yodr+*Um z(6|5nP1gtA?$2Ad+&@Ml*$*k|)?Ypk2Kt?yu?u;sEr^=J+Eksl?CQYv9J?N0BeFun zfc#(AWi^XtGrm)n>|3A)9LZ2u94hGm1AR$`--TPa!_%siL!(!glCkNsD+r2?P%|`$ zZJW22J_nSmT(hxCpA%Caw3>;lZsL6$1K_XMb5xzypyYXJdC3@;oqDwPKs zNw*>e$ceyE&Z4AdV3QTr6i3}C?#`erioY+MoEYx)zM|8lH7e87cFzak`Z`=sw%Q%SmYe3ci+dH z+&z)`eWHQrLbI4QJ-WU;k!Wzd$1?QDiW(%g@x)$(<2mnr_`iP{7wcmn2BRQ&UnU{E zRR&Wjo1{WR`oiy(n>M)TT^qo@Lrk zGM#2G@z^NUiM;o$BGqrNUM+BLdxbkk%XLc~rXeT(u`pe|K;=!F`dPaqB{vsH9kK5D z_ng~u%HF|6Kh2UFUXpL+>QmW$HBq$f^d_bc z8q1&T?;asoO&1uQknJX4z0nATKsU$_<> z{UYgtz-+8qku`J5*N~8$T)trL8qo*V6A9SX0wVXwHX)|3b!$xA?ss>9LZ6GAJ<)Ki zep04BQRHhk!Hc0dyBicCHawJTH5&ogrhRIFLGxv|OTw8IfmY-O&wFmzW1SG{{aqo^Nstb)vsmHJpTMO0o9?Mp{ zt6M$(#m@p!Y_qgl5gq5Ei!tr2%9fIQ@OKK#S^2!59N?UU6+B4Avly-dWj8N9NS_b{^N7sH0p4t}c zsY9we6)Ng;ru>l9HOGgHx@Of>Uz}W~zKH9Tl&;n#8Y4NbCeeF8ADNnBOXa-HeGyY zt^S+82afs?B=SEZl+GL!gY|EVc4=>Br)85Cn}|Mjbpr6Y(jx=g@)>#{`qD`DE0q;Z z)VCRd;k(2-(M-v7t29jOF)!s)^oNlRo{R9{EGEMR#6`QAbXR5Tfi1for9VNxh;A9R zA&NG_N}b6WhY0=BtOxKo`bC#5C;j%Rxh=cOejCH$^H}~T7{R{_u8DN9+qFu&w<)-1 zqJ~lK(tHw(y`;m*Q0S6Ahe@iF)=*|{L}_Ap?WUkyd$OswE;Zm>^_V7C*hJwvs;)`* z-XV~n%Ev??x)+tSBuzyTSxOJetc~kSH^|IF@BAkF_RqP41RvU(?k4LmJexQ4y3vrvxF@`J4%xRX-{b=U?hB!>HQpwchK_O{Ho3GKF}XBALB|bpwN@URqcw% zqF?Wt=r9i{Ku$5d^g$M6tHl*(P=aID8E=h_s8mhEMwiMRkk3hL98jazcCQVQk?|39 z%O84Pg>W-3!6>uGWUg~sCJ|G+vq5mGPelw6QBnYtK7cNtN(S4tN@{TDWO#sUpy_QW zkYN^edHtb;B+)5%u;8XqIi5+eV&5~`UE^ZqLmNEFGCssSTJ-b2@S6`mpqvin1wI7s zw?|M6%pMu1)s|l^v#jt7l-vGih(BWs>G%6A?{~!*h{skQeKr5*WBbRR{)F2V8VXv< z4!q3fQsdVVsw!nskiLH^0Rgn)iFm*S<=v@zC=;0OELE8?ZR&~dXZ7n3WxY6UMB0H& zFLB0S8sTZjhHC?^QPAZ~Yd0!WlJ?}0@?98~wxx$e*LzlA8yupwM$KEHo1cc7TF}do z**(jQg)g$56XHYAk9my+^MKLJOu-1E5)XdTflR5H#R0`NO3T$(eyH;7ITRBVF&TZ> zM3~*>=dwSnen<-mz|#>Gz9RRfWhpbU{;55E9t9-MB}r4RcUYJqZ5@4|l7W9j2LavZ z@wrS`w+#viW+qG-m|*JHWY(IQ**e#X=(ust6!2S)}&##mZ&km_5Uo2d&$_8Q1@8LP6hFqoP6%?q5T@Wch zOH2-VVoO36%mb;Xr>lafNx}g1XkvT8L8b5q9j!_kELB8H3R^QCP^YMDxN6SvOjKuH zihbjEoovZ-`#gE-1k9<544vbK&)o@Okrhd>IVX`~XPBMQ#VS9fG9#5YJ-57WPepqg z!lP74FY^wH*oQefW^yrVLK1HuT4mz9ooHR{+rx z6sW7L*>8aZJfp^wwsvg)N^jfI&-ATY!a>qnI7jGcKxD80 z;7A6nwD5Fn4^BJJLUVy?Z;CQ_TWn*^sQa>zKLm9{R>WcVaAS*1gTW!QP|P7MMUoxfPEg}cfU=j zd7S8JV$O`F93}_$RqYtgdQ}?auhQs>pz{ePSi8_o;_R^&HA4=>0s_{NkVQUI8(jLx z4oN@QA>NZ{C5E?%Cyf3RqqNh0H~s9TX5-HZn!|y+dB(VY;T8YQT)?D?DQZ&7GAj

+gl3a^ngEP2; zl;{=&U>nLPyWWgWs0khb-o%7wlMiYR*vKnbru;4ar(Ayv4P^i=^A(Jv!$Q_=I0;=k z9J->bD%suYi&`XpmvG72`^SDqjJ|o4&m{;$bzL)8f2ue%C}OZEn{`C`fv}G&-)pUxKx9Jw9M8)6=-*dR@8o*|Xow-;46U6UTkq896p%4iy+sJ_=V z3*mN>C8)Fhu=FeZIlUq;yDnuGpO$c2)jVJmL9>vmNzC*e$ujDq$mhpqQL5?M( zP2Ag6HJeOiM7FAr$le!sXGKN8UVh2S?Y9v5Nsp|$C+3l3`#qDmxZP-74Lx-tVJ<`^ z;?i%whZ#nkFd`Vt(h-6hHD=8s<`R14Z66sAI!U6Mi+PV^M89a}Crb?*DmQ-%9t$2o6(4JE&X5bNcVU%89B%^}m|G=nn(+(5*W^vBPs&c6 zpg((*F7rcp!3yj!o|xV0R4uan{sl|!+qireNbxQg6$Iq4k)i6`Z4}^W77gc6_t$lC zl|JrdSP-qWD@Aa9L9wE9@pyMbGP7hu*7~zkXGLRSAlNPg=UB>cWIbIfv(?I1hxRu6 z6I`Da7T9-qT7NvXspXWu3y!LqW;ux*$}5Vg0(lu&O2lt&~E+#EUxw006eCK6IV&+Biqzx{(;|&s5R5jcwX3akR)t zx4S&4JQRd(v7nZIq&Irn8G6}u#8tk`6P~e)o2BlG^-PrS$YKEb--Q(?9&=jqWJnN| z5PXnk-unu22-rQKrdn4iGmJ4$RvDz80>;)xSjB*Fb=fHt*X2ZR+Aky3sfO9u8E>QM z9}9=u@-7kk ztm~0BZklQ7TOu$g5H;3)OqUTjmErCMpz#XmM77)3Tg=Pyzo1;oJLH*tg5~oYpz+Ob z5S^Q_@cK`rvr~oa#C$&|rr#3bxtzEe295HU#y%B^MKBCBx}`{ra4jfbi*$EFK1m*y zr7EJD#6^7V5kle0p4mh%K>1wQFGPA$p}ocMa}v0XXyuAYTb{~f+wVI+N=Dy1Y?rs$ zDj!2T9f<@NNuudkQ1OMub0VdnLv9H&sp}l7U>#Ly)=W`yS*57tJQJRZ7MplIr(EjD z=1Ul6Jla(9y-^w8Mqe0Rf+-mR(~_J=uA_lF0BGT7lke;}X#d z09?5uazfF4B7r)2v1Y4bI(&Yxj4c*Xse4AmIaEws@`Aee7$Y>I)l9yftXgFm2EV6U z6z0^9$UW=Wh9omfw_@p|LiPQZZvGh%&|6IN1>Q~uT1MSxPMOFJe1Qp@-5esczAC71 zy{OV-5a1!Ks0;nX*?op%k+t3-(p}TiQ{CvLc*+4}?%O8N{By_sYtM}Z`5V-yfLjI9 zq^ZIQXDUz;15`(hbDwkgi_BJ$Q@_sx#05|WrgK2tHY@U+PYkWtUK~~PBDE8#e=2cg zNz!$f4hVm0gsTZ^iBN&ePPShTuy*pQEry#}Cyae<^^FHV)d|$3nIm6gtLpBELu{oD z*^hD4C9@Q}!fy9%+MXl&qS&Pmj6MSb*@2P68_v~-b^P|UVuAuJ2l18~(5$v2*oZlgZY z7v8Wbtmk@tCR8M@i+c;ww@ATD8H>>ZbO}^ICMkrFJovTI{XH10(bg z&~o^?xr@*I5qyA%VG>P7&^CVc7^M++sri(-87YxerQARoWd;zy7zCb_EH>zpC;)F^ zY`tTwoA{8o$DX~!U!P$hve33{s^s^$z=xSG-5v(2F>*XyMJ5AX6HTaBp&4}HiHbiK zxf`fovggla8qy_en3dqxd#-GPAmEE*K|C*XWFlFB1WbY(vdY>XK9${>GH##>5j`2R~4aN^}P7AR?hVnF-B!8X;hG?>shW zxAMgo>m*!`Ly>7Vje@N0$a@>IRaIv~k)vx|BU$O!dTcY-7Fd6wL%5b-VWIp1i}K@y zRHgt=M$Pn?6c&n3zwVY3!Z~CfvvPJ+-h>P&S1*~es)Z}`h4@t!`sm{&i(=JXdMob8 z@vuM-`4IzZ+!jyLPvx3f+!{7X=;BN4yvMASsJvE#Ud7=UB;02z*|%0V&C|g+$IBtQoOy%Y80`Ei&%DWWx{?B-O^= zdu{UO|6p{xv13oQQ$vlraowhdz?q8ic5q)MrMtR9ThX3`uGyzz@}u$NI<+bAKpYtq zU3?(2w8fGcm5|`HW0x;T<~Fh}(*Yt`i2ZY4#6K4H`sD1Wn&NqcW>oON)+?H?bzEb= zH%nxx>(fM0zXhIg!c${a^)VXCJ&m_1BKfFar!69M3R#BonF)KbMHG(8SY*J6ekTX= z*Pr_z2#((&Uq7!pRn>L~Zz_Uh#tiKX{PvoPxt9>Bu0x72wyT$JeFh1BM8d+TOi7GP z)u+(Rvb=;*Mp>;}u;}ZWrPX6pt9rlvww=z4?D zu%#`C(;GdcPW>@Y^d*3~NtUb+|L5ueE?8kruH#XwGG`an4~z#YpCE+X7x^CMt};1# z$f!brCi4D%!?dp&MFaF|2LMX#WUMcwc^KAZO*&ds|Nr(C_W##d8lU1a0k?MOI{Q(GdU4W}<58&uiWA`<~O zHGVxP7HmE8`z#r4N>LJ%ZMZ>Ln}?^$34NTf6grf{74pUnsjNxj+lrk0yGQudv9Z2K zTDol-%0YvK2po6N%&VEv33~Q?dVKJ!Q~zZfI4ZzHryaASs_R{ibSs1Dja3n5j@>95 zG)B~+`UnxIRkYVU3g)ZCfxd&07fpOn)FhScp(~HY?FwHu-W?;i&t18r5|bXWUPGpb z>o-*{X+xvR_jMDB=fnEmEBa!#2& z@>ngtk2Clqt^}_y$PAE-! zczx9DFkP+JeXd2E%8wv#24U(xl1`u@T0%UR1xq?gn$rR1ACpS0MAe6RU}eYctLG+y zZ`cU%#;XJByzoS4)wUu83hEZc9>2%axvE1|_t^^yD9=vclDJQV@GQGP=%}T1^S9|8 zk+UM3={n~xcTwLW>rxbrnv_0^ZHIf2)*=^Wbuwokg-+s}Ru(C_ZcVr_quFqJrN2%x5y3)|^7IDn)&_jyxCtxb`une@5KF#v!LS-GQN7z02 z3xr$i=_%SQVx#KGhdULdtti}JhQS$?xB*y_+paE%a@`56iZ08~Hh+F&KFl#g4&ymz z9-)Sh6o$>eOGwNGQDy&~!FYAF+CDH0!Jjcpz(M4mEAL8;RcOfjd zt}onJm%1F(KcI}4*<5$J5xQk{VheZ6t=@j$Ie0(8XFM9t3dsBy5a=bwt}kQPd); zdi511Xa%_np#uP{3e-0c-z9>fVIwUuxA^?!Gc)uBPXC+0W*2xF@*s()>YCMOt}br_!bw!p1b*$gY|#^)~jxNAG73BRLq^h$LynRT)WJSkB>lfn}O(I z(=&!;N=(t6vmtMDt%SzNL7phKi*|WQqYPL#*wVeyPU#(HaHp(1N79CE_u8s?fM{$d zOZs0}@SnUz_7M#s6%>v=8Jo92WWyOE!Z&8iXp@gAQLIs!3gysl7@B@ZgyQ>!rMh_R(S01TZO%5P2pk9?Q=}(OV5#O)wm0jT$STo_FMOrJ1 zm~=1pPk?e5*d!_=Y znnl&|3)1hR5M5;Ggq1f)mA)3+td2~BVCcFY`*;~S^Q5GKUy$my%@#Zd2Bm}4jNw#u z#a=gFmv2r~w5Yo$;y^@k6|`m~Fdl0$tpj;hP2wvB^cO^^i{Vs65Qf86U7zQjnhfxwoo7n^T}JGR`|`+a4s{(MMC!YHI~4H96~Vai*TfI?Z;Rq!98i# zJ{8-lDf~Y8;FzsnW}Tn|d#}&P=adH+z=-=pY=U#|tCY!3uip_W>E~ntyi+a5h{J$Z zgi3Tsy&2^=B4a`KUy-nCld9FRP?y+TTr3J?{Fz8As%df;@q1nnio&*x4o_(u11uag zN2Pa!U9o980y?(3cYPhTO*q0$B>d*bP;TRd-P>vIO8knmru~|16%mn%X{^j1bru5d zOjo6;ErLuOck-6%RpmVfs}mZ2HxQFEttL{5T9AnblFz46- z|AV2#uyjwNJQM+r2IZXw0ZZ2%3HpO2#HZpSND}6M!x}Ll@_lgD6ah z)3842pDIp0w9O6eM@&z1X!BlB+a-O#*> zUFH2h9Gh>`=|JkM1m_1-$a8b%1D<8BW`YJ-qr~s+%K{SUxUiI^3k$CQNB^quV8y!Z z%cJ7*7uw(C!|LD4v95n`XcXn}3$yj{J#Q{~Roj2ve*;FvSo(_$ot^rTLy^+^X5X9r zS05aHQ;qV&)To%#*h)yJ8z^ZE^ULEUz+N!u^Spr%azATw4KRJ9N06k0>zjwdQnl)z z^RT>r`-6P5$-j`YIoP5>saE|BBB`ZDZnX#PBe#ah+wV1JMe zrO9R-1U+y4K#vfa*UNaS9?U29E2LEJ~+NS*XrO_9}qry{QYr1hxlJA7*VXK5q*t8CdM{(d!s zkN&S0@A!ink9#C%HllL>S1Zr6I>RV-{X+zk_Sd)dWU*XhwmvlU+MfG4E2JG(z{g*c zY4@`>-yDBSTqB2@Mn;aUH&4GJp1tN?dw1sz%b}lokcW}8d!5kbTO#H0&$k)T&ykw^ zehS0@{_*-gKfik%yd}o-K6I!*zx$RLc>VeH9sVifn;Lu_Q2V+XDVwF4B-iH{S4oX) z_D9(fiIKri(b`HsmQ-QV>N8@JZ#&PFl^B^2QFNqM`buAs@A>)8mwJB8=UqXMoaGM^ z47EQBHXC%rUbBB&%9;0H;I6y)W6bVrt8b2tiSaS<^p|E|pBxiYW8CUFgouZ{`L#&h z?CM8fZF%!cFFIRsLstua27#*vinm=43vPt{xRgV`+}B+$e!lPbGR40OErE&5=?B)w z@|alRlxutqW?@)9c;9;7#%uc`r`y;>MKz1cbTuXa#gO6Qz+(BGru{_uj?5m_aQnpx z)H0q66PsY3hwkdG6vM;wJl3$OQwAjUG^DJ@GbYNHvtOMRMw(#2<}a( z9?bTowa&Nl(C9&mG!{fBnpX1`%(X}kUOs34A5_SA27WzCqf+rMf@=}5)FZ^z=JeMd5LKW}{#6J59zmn(K z2ZlALKn#M)1v5G7m<#H%Mm04p;+c#pDIAj>VuN^Rcqd5kE+xMDA62k3tZHeSi5IeeBSv@q4?pM_PM=M70 zh}$B+lA0>LB4bXM3}{SNk*Q_#Dtt-TFi!6ycuf}zRn`iLq%f=5qA0Qnu>Z*LKD5&# z&ExuK9i!swHyQFpk*#{LaVR`0Bb^zJhhj(g@7#xkw{3=8RPFH(X!C*+0Gq;FQ9CPY zauV}(S$ivzJM}{7>#&`h1^x-vN;_-docipI>AvT}QF32a{Sh|HXIN6-VUUjjkJm&^ zt7wz(K|6SFs3vCzXdhT`PCDoCI5=KM@rBNd%F-X&?8f=CVF^gham~%ZT!peE5JW)ep zMZA|l@03pIkEM`;I5xAtZkII=%}wLK6Sta&@_%N$Ou3g=-FWLG67NZ-vXIJgRYpZs zqMc$K8)nF!s;ESgu1QsmoZlJsL}U?`D(Yi#-9xV^cj#VKU3Ij-Ma1Tg3x}DzCeB3S z1MK@2IiX4?NYA+agnDG&7PC!R^H_eb^#KKTV*owYZKd+&8$)7lOkb(=_{v&43eUoP;((Sk(s0mx>MsFo9&s%ZZ{K? z@2lBs?O2NawifXA1F;^qp?d7VIj%JoQtcCY#>*ks$Dv~X%*~rCq^9EIg~`#NYlzn0F3YkPtibSh9LOERJIg|O zC?lsOM1egK6*(#&nHWgOrDBz-5(*PWNu<)$PNpU{5WXt<>@oS>%F|&6$CPIbP`cF` zFlObR`kfno*Aa-~H%XSWsza@&ms#auYqrE1E}pKJZ~`bLa$y^>5CHP;v2v?%&9OLB z+bD*nPJ~*#5;#;_J~!@WZ^>bKH+Po5cdH)D{ER8bULFT+(A%w*OZ~Ci?_QCe;FZth z1TK{Kfe4R@i7J`GB+?Fn@@k~MUp7<)lJ;!M7kg#wa8C;68&3Nvk)51^3lbAl`e|63 zZOJ;KC(pNtO}&HM{C%eUMFsd_m;<8ZAsf3)#U*ER^W73+R*SfsnVG2S2GpXeqdz+5 zJrJ}XX7DaTcx3g**amoI`hqIObzsC-)f^B&iy9I3>z#{CI_WA=`pZqM? z(}$V#2_A126}do_;`>5nVXQb>MPqP5!aeF0zJSIo6NhCbPO+y0ad%*-5CG?WnE=L= z)M?zEQz7Il?I%>~1FDte2V)zXRss1=L{{wtwL%m6Y`fPl#8ZF`jW&D?Y2C`SZK7TY z){g_(Bb*AS&FsE<`yP zUrY$=5RA(3DtC3(kvui}jhr8`pW+d9qqc8?neqtAQAth5^c7-U@{leWWNRL4 ztnn_@hVNvmyJWw$h={cG6f~_$?HB$7c5LOi$l20YAj*QUktFei60jYrt20&v{gqVc z6rsCpIxfEMiEJ!LzPkZi8d!ixnYk;+IMKT#4_^|hK-nt8GAPI z;~SYf+6ta9D1qf#;S#zy-k*9YKvU@Y|Ei_%yM)5GvqOB0U;|R=%6jqfqc((nT2TE^ zGQ9)Q#c}lwlSs=kr|Ls;Z6LOgUi;ZcBvg;TFHFw8uB!E0cSPlxa6{N~z$}y%xkF&D z4+x4s!{x4}Jes`+2farS32Smynxlv`>LAL_&+9VbZi}tkxL23wm>272 zla)&H)_@Di&w{e`{4yDJS0$SUQF>EX2|6pNJ@rhK!E_hCd+2ZlA2RDw*JA1rO?{GR zkhP$LsDKgUqOO5*>1_T@Zf=nvR)sy}|5uMJmy0A!35T_T1ybpy&BCOZl9?4}m<=nU zIV`(on8-rx2F5O($A4uX3IFE+Ba>{G-xs&s&!Egx6;t_Ku=R9_5g_+R zqSP6a<_L|d+lvH@q&gK19U`siu?V^Ynu!%u1Jsz$h_7z8Ig`O&y=vWB zJ+T&&O)4RxvW3CO)Y&I(A|fLhq@kZY2=K64IFNc}ebk^r6u|8Xahi34F7uGNK8f0G z!>0RhJoF6z>L%(&TF{?R)QqX|Y20ODwut-+j~cVZodE@@*lAP6ZVG!Ffp$oV6$NyG z(OV9f>{9q0*~!dUO2)7lCT@xzPS0NucX3Z5f&0VaCMRz;;1cL*D4CV8XP=(EM zNJYnIc}WmY$(v!Er-jOWDl+d&e)3o6)N!{Eir38BoS_pPlCUCtne!sASrq>=OjMox zMgnlW2PT0~T2#D-; z6lH>nfw068TM{`-6f!5qabRw!#_)(hS#*yHn+9#tt9^<=pjzd3D|dc%vv?YkiBnM9 zn#G#*+`W|CRIE-PBE+?34On~9KJ0iVSEA;)?pKLxe-)JUEyns3snLSYjGr>Y-zx`! zs8vI0uPS~FqmtSJ`c5XbN)@{3|CD?z0x?vOGz;ze7Oymcas;|%WlSh_4Ze`@qW#=v z%(A$bA2~!Vr~F~tG^F}{x2~i9B|4B?5@)$&$gL~KQJ-ZOjWVcWt9n^d1UC9LeXump zF8ml&XR6ZWxm_CnoJWpthv_sa$s4~!i3X;wMoDwguH;@wQ#dMnanR zFlee(nLUO{Nw*avoYbiF0cLj9Hvdw)F>_~^4nJSRL~ebVOo;yUWL7vvkblC4tXwhz*tzw$)noaPm4Iy8VnMlPMC7!1W>h-$VDUBuzZS_i zBpN+wWmz+-E{@vOQz3#qJqXJavvJinMJ1{^wnobpUE;5aInA@e9}=^9Vc+O8?TVsS zfOhyyAiBl6NT^Pv1et@p48xq#28%Me6%ccXu)~6h$r^5{I6rO7Wc?xpq;6I5)W|E( zN>077Er>6KXn)C!th?U=x*o)e{RTe7k?R#=K1MLcA6O$y1|I}Q=G{TymHWmT2=ARv z)nQV%J=0s#qNT&T#|rHLAq`?T*X@X?Dplhhl#{m1jB%?4viO*Fs_rAUzKQnLL55V= zd3QtfDM*Wk|J_KNDoyrhXgjgV&TIwI*-%x`+E>2qESoqZ#G?%AEvgschOH!fSYA@u zXT%2)q^KqGls+NOvd#540#g zsZ;oyRYWPp;3>MBIb>*u--)Ff*=R;LEy$wk6(*vnivqIK&JknJpf)fC0!Epzhlru? za|1NFa6cBFDK%@eGJ)OlhnbpLQ8j>prS&PT;zvbneFq+Wi@Gl>)S7B?5eZo$Tp3hL zvMB#frwkoY#z5`k$L^uwC^DaYXq<Q*a+TB9~NAlavSn(PFa$Gt#Q|t_m+>j8Wo)9vz7rOD`R2Ef=kTNP(k!I{D~5)8 z@$D>SeH#;PD_@`U>cnSP(tAv%#M!&B`oqIjQwPT@s2(g*Ph@I>wG|Vup9^H2-ll3ub6i%=c zSCpAMs1n-+HKBJgTK3ITgL+&=(?7@!=@QXFDynUPPI2rT!EBcJfGq7GHS|GP+YJnr znGeoh^SRDA_cs_`S1Mt4V2~b?yUkTeCJLWh6y!$dobu;0>0OkbBe5xckQ@>qD@F8* z{0l*}J247Iz^OPv_Tg!biHzv716k0EJvk<35q=}0CN9UZB!(?;BZiUV&{lJ=l>~*) zQ5~|Km2}D1+YI+#l9IKFP=LWHWmF{g=DK_$YSg-T%ss&4$<8JGCO1%R2mvQ#P)xvt zLU;P1SjCphiDZ+q&Qw$IPPlVbQg)3c(XZlHWpQ$Jl_M>|7g~f1>&@v^AuvK?*HjyZ z^*Q#BHk3ZkZv6{Z+bL#Lh`di-eQyLvNTn?cQiSG&qffS@$QoHU%^1y@k09rkt%#a= z8J)_wwQ{FfTzyFR2Qciibu^80|SFb=wC%!ew-5B9pZtEjCMkyC#~(iHO9SX zrJkYaNgFfh($)dR9{-~g_2h*`lH#hP1g=O_W0(lGZRC@`TbogdPYEi|n}rn=o|Ne` z^1+QswVkcP9oETDY%{ap#Qys}aM!2a2S);ventKY&5WI{YHziD0?>6uqzBt%N{g)O zVdjU}a)^Ry8OOdjpn6hVpn@U=JPsB)(5T1ENm@r>@w>)Mfd!|<6N(9N;__u%+?JR% zhV9R6UqtNwCDQMZu^iwAwnYJkWV1-3jj^dROIanmfR+m=*FNmYr=pkkY zpyhlkJyj(#E{==}d>>wSP>fA2isdY(lyl`q#gXDBIg*U8}5Bt~JUk zR~c)RV~i`-x<M2rz*jS&$eCt^g5H6kL$$Qcna=H#r1 zoER}D;+_#>#C<)oH8po@J8^#J5B=@$_j#VrpZDked4I&2NJ=d5sHWKRh#M-dePk0r zc*>oUR2e8AQxTd>&qZsRZ@HPgJxuaGTa6ns?SV?yMsYod#2BL|y_#L2q&W&OV{x)g$a4NOX7=C*10mF6O_>LP>zZrOWDP~ z*#=W}t<%TeD`MAa3I*ufp*7=EA*|ppP!j#xizB{H+DjUOj`9 zf8TxVbzKk)|Dk-J=ZuZ11%*_BHO!gPJRnsW7wvd00>NSS7{s*==_&JF$vM$7sPn>m z8CkJrqq?PEp^=b?H%SH4x5bxr9j*#SX$K1O>1nh)4U4SALosR9tAaBoLPs9?hX3W~ z!L~Kk@~^=%{@V856E~y6)hru6p=?w*H0>${;r3{iKJmuE(fTeF}HsO5BlM#u1yPvATJPO@U3-8zcG5&{AEcQ=;Ux zIMLZ`l>g2)|LD>c_&)AvmDBjUxT7H%t4 zSA;fg&ba)*jZqiiy?10&5|qC5;I;A;sWdId`#da(QrL-kZABg!%u?JjCt$ZtLvj2b z9I(G3jZB50Sd`E$kJwj8p{NV7huV)^7gc<>NNh2K=a8B3HK(}7SsRx*kb_2mfJH?f zgp>tYen`~ZSq(#`XUg+4ZefsE>1zNxdjg!v$k0=ZZb2B7p8u?TTXd&^nP=vx_)X)8 zcb$+6^4G9#Yl0y|Y0TA>J}L8N9y!|W=VrUuw||0#{)ofx{;vQ1;n|Qaac7rm zC&Zc-v%W(zt`pz9rZ1xsCWWRRbi!ziO{5X9u9vDpudY@x)k{RBHFOE*oQU3iSdW*Y ze%Kh7Z&bGDMjY62F{y0>&Lis!SjL|LSNt7%12f3sEs;m5Mpiphof?reQXGgu!x?fe z66vCc(;*sKTgPCYbm4HC=0y-i67Qa@3^BIFn} z)P!8do1Dv0+Z{He1i`haf(kN}O{%-~9B20%;XUOjIThoLa$Thb*-7Yo;Yc3Ew`CA#ZCyH$;cjCt6X z_ISeJRXj>|LYL7lQ&vTMaEg)CBcj9T3E#wPby2mMMJM|2-}nCTNkgSO24nYH z$z61UkC-KlxFBG?CnUTkXD5;yGjg&!aEgg>KGvGoq4dWD$_jHLJ7if)-LWt&lmMJ> z#Qz2U5@**b+|G4#T$o+NVy?aqUB8v9d z6I1Jrj|thvf5OIp7OF>z6Gp=lq-RF z(KBR37Va3ey^s3+s0X_Kluh|9%2Zp%h2gKh7x^tqs-@_HnjNbZI+pG^%oP0WU_bB# zV8s$!i3eK%&H^u-w(I9C#vK<0NeN<%Ae4KsKlaW?Q-tEpukF{33y*!S8?u`{yfJ%K z#kLG+Cm3<6YA-}JrFNCa$da5m{f@)rG$S%Cj;A-Iu>WV!@ci>Cny9?xfnqjgt;tL1 z;@xtOb06Hc9qBB{!g5aA=8PtWzq!6|pyf?qckKHBr(=kmu&SkOjQb<}Ic6{CjjPsi zVaH=J_7@~3CAg$K-eI#fL8VtPc1u67XVr-V2Kny}2?`}DZ}K?v3hj&vc8;q*WpMe| zF&b+;w)|9uN}Y%;SX3#6o&`a(McM!60c4yey!OCE-`Fg)ew z;GZ9ZRyc?Yx)xC^%nOlv0wY3$_|a*TGP*1wr$+^dG~N;|oCunw%|-E$2ONXWVlFd0 z6a+JH(KSn^867b#{fM=+l*DeUP*ciFGjt)4?&-G*u1pT^jqzDPeT}*3R@=YA!IkPI znlWQq8W?KAD`hElNw2CvsE{f&2`M8y<+An8*>4b1Xk3F)c4t6;tCp?0cE{ zMx%PX&pqfM5n+IFB-0$Bby=wpPQ_ov@7q*VZTj+iH0VOr_%u6ql&L2_WIO$Y*kqRI zpp$g1Xb5lLCrd~5HqG($sOQis{7r!l8ULUu*Umac5N4)0ZnQ~Im9sh^<<+(Z_uPVp zN?ly!B(0mT#2(2|+ME$u2|G1Lt<|Udj5V0#x}RiQ9eN_dzx+{wzVhrZ=~I+0Ri3Ub zP}L=!Br>u*g!5g}QAPKC%%-TJ6I3Ux+bV4r!#7Um8f39iY$*0byX-*v$@TtjQRzTx zlBF-_uucmzY1Cj`)wGOj@|T+H5H+T4z0!Z;I)qKWAm4&6Zn6yjfVJ2loxi40CRbGu zWLI#d7oh(5(P%EOV zdEw2>?#yyBE>e{h zBt-|gJ`g)yd7`?iEEq{EIUGoNEOI&oB%PP`oXY1mf>2A3RDTUt`E$wya<&ZmsqE;B?G|Z(WRM-53Y3*@)HSGQkjqI^H_K)Nu23J zg1J$`L6k#`^GE3RA2Yf^4?X=fC|3`18sFfCmsM7&uUpo*11%>MN>sZr8`E=}`^iOWCi3zUOaFMV28$YvxfJDr#5b^%3-Zb*4Ra+ z8#N(^MeUSr`QfsIqVa^i z9x|;BKF2ylv38M@nJ{d=3A-`0RMj91#8s}*kku>bhYk(sIE7xf)VwbW*~Yu7#-?MJb9hC!QxJe{IS(8RKe+JfwMYXRn5f91WMAPawil@b*aV&5y zNNg0H&{)~7R>RumAb`s{4dwcL@c@BU!EUi7k}^v9@U!Ad zJjY{NVnMKq(96os?@{++8E8f;VKrz)qHHG2&;__gr=B-qM_O?)RB$Jx zV_XcXG7M-dKyqh12KyHWuj@1gM|H^?>#~Q})v8 z8P0?9RiQdW5_N0bDqy22k))MSA}GBjQl90(xiQxEil|JjeAmdpO8m^jvTHhMo;ztB z5>s5OnW2zt%LCF^85?rTiiy8)4mplk+2{DX3s&|HD^VP{A^yw71kc-Yh%?opu_{Vd zl$R(buVsXHPU>e4YV>bVPBP6zn4c%2?u;i~HN{7Xq6IH@#>TPB$}PqF7i`-mMDrfW zF~bwpD%9)ObX0wYrTr{lx1?^XA5ypf$|g5HG<00%d|yay@rOT7fFJa$ORk5fxM4l~ z=T5%TCrS54^UJWIn?C-B0%pHuNG)IXKQ4?78F&9nfS=a|vaS!p%ZRx#?JhOt7P$NA?v@jhg|$fcP#MU9beTyJ^UNR6Fs7LMQjg<-2u_XU-C~hx~Ol{ z1VTHB?!FkTco1Rh;~xjr!Z(D+r=p#nco*}85(7}J{`h})yOy+pd1$;KL0FEZ+hR6K z#p3Owiu~$gLln52?tssM0oFvVIG2y^ZGLR!RCI2Mq0frLIQ<V`BK_ z7c^)5cTFsVe0(V{*^e=NR_;b;{6u0I-kJXWh-ewW^PzV`EX zN~eCa{b|S3Zr51F=10Zx)2J&o|M((w_4MM=veC;AmoMSUrU9BhG*>Ym${+Y;FU!J5 zglnzhMy^+=%?gtD3bp@q>nWJ3a@R&5+8uAQ6PdR%V0V|fZVY}GKW{kyFy7-jDyVba z*hA2X3S4FGJNxo~Jj~}=>!ymif8#i=xDu6-9U>tMSCUmyHf+8%=Z#qM3}^Y7 z2vO?4mnXtmyP~dzqpp!UbwyTIDDF~SYC94U*=hJ{S5WC0Fgo60AT_)A6z5)oN;O#w z|BuK#C)Wx(a@VDwNt0s$ZJWe^rHijthSm_csjBT$dJ>ztrVLe&c)_KuTw2iGm z(}r2Pil+EROYMsM)LmlQA)rO)l6Xcu_(FAwn{v+K@j~bmG416gAWku*) z98&aoF0DHt_ZO_ro@l5_*BK-Q1i3)uz9XtDhLt;RSHyu&c`{XDn(LYvzn5OwL)Dgw zk@UPGa)^&D98kG|aTzme#l?nZ$(CjuTcigxUDIdi4d3SX-D*dB^t1>NQX47|t04(@ zyXcLLxTg|boiyK`AZhE74SA8BKn)2;#70o1@Fscj1K?x@y0bl}lK`l2!(c{zVD6XJ zf{**(USkA?qwm#r5o&%xgP54PpR!;y=>?c1sI5sq1kvn=sS-85P*u?wNdK5DX-!XQ zDvT>g4~!b66LLXxsv6`Xw*l&vb*OUI2`^rV>WC8)$jvkhJtsy75;$tf)Ai&}S+za} zbghyIeFDnED_Nvc_DFd5L}7De6^#ck1$%|F+^OphH5t*F=PJg>$gRVW>`|4^MO1ob zLW)_qtSz+|#G?~`T@xxcC*6xHd0@@TdG9F+_m4@m|D5MIhvsy(N}J(0z7;h(7VgCj z$M1{OYIl6)nuuSOQGOK}v`Ag1HN7qW7SG!$Vy;x?iNwbtDB5~$#*OG~!E)9@n;#V? zw(7$4TVoJfexUo;e@0SCpLBQ+VbJfN6 z*puT*35g^#rLFTcfSJ!v1XpiiN`%^2G11Ij2slb;p4->U&v-=pCi$m zYi&LD#z#6;{ur~J_OmU&BiiY;cewZ^8n}3vzn#eH$%s*|Ee_DSh*(!-3-%_SCf>F= zrCYxfgZBW|~7bo^|S&Q653mx+(m+$Fg!XnrFa?3ICDX z7oMIhL^274ueX19)fpb37_$g&eIiuFFh_ z>-Z(-vT2vss1M1_kgWWV=ZT8+@MTOtsa78v5o|8fyP~O z`WZ)5Pl=~&ieV-@;#mimh|R4(lt>5Ejmd_}_-?&fRfif8O-zqSoDn6_odyhb0FohN zmj-mdd&62bRxy@4YzD0ayyOni3ps+Pet!56FZ>VKw<jAhv1?bM))Nt-?tzo+y5K^w z&Jj4rRi^3-7cR-_w}f_0Z!O2p<6q!6K1GJS1`+4KP%kYS7pfGsfqp1>IxE=W#|HSR z4FTp4x~rT6GM+|*f~5Fs2|MddG_M==NZ=hvi%e0inknh*KVP4;&zg=gK!R(cibFAF z9m}DxIdh+un0~0MCtUNtaLo(4L5qRJ^P@fe;sAR_g#KJbU5S!4jrd3VbIa{};9TDP zsu^W}D_Z|tfcXSXU#vp|?qdLPDkhe^-XB+*OpoiaUZKz-$iS3}@Tz=I5Ralf_4{Ji z%03qG5r@rwD=y({_~s74n9oq#)V#z$BL;J&PGAmPnbFhwwh|d4t}x(9x`=QmM#HXE z1m~n8G4qb?sH?Rqvx7TZXF;JSklIkY%eX~OC>vJepbYt2B9}$k5EXx4AF?B+zr!Lm zcU{7;Ja9yW&+*@;by=p>0!Bq}od`;KpnI&#)TT)l>)(?f!}2YF>UGIn{|(YSTlfUs zwWimD`3~K(5#nWF4@|7Ceg`F{U+xWk|9tu8#VP2^f8`9FAXmN%oBZ!lhxjK73w=+g z{*A-BEYLs3s`J`lyHFV`^^O9<_sQy2t>{tEiIsf*=)f4I4D>?y5;7KTb!@no?4g(X z$Id}=mSk=EfvWBh=A^M>gl3qcJSi5SN?nq1 zFW5{DZsdf~gEByEQFGd*@XflWAD&4kI%Kvz+mO+Z%hm+pQ6hx3$KLR?ebJ**(EJK) z3A5!D`y5u)9t|V8IU(zfOe4p8BdRGS4Dmia7^tQlGS4(?LniP!s>n|Bo4pw59QBez zC5Fs>aTK=cd}Eop9mJNs+R5Qjwd(AR4+TGk@LctkFgcO|(g>cR=KLbL+|5!2$V9G{ zlRepQ+@ni+4<)p2Q~Kx&0xMd=5~;wLI90BAwV`|*K~T(8wGLL4>Rx`N`=dKB=Rahb z+7-51(}u9bBRKE!4N^kJKe9$=fTNl?GA|Mn&m_5{N{5A)tv)JcmQ~kdI=d8AMDfZN zN>8Y4SQ8mY&P-Tn zL2bOdk94md!v0xI>GvN+xbvS2H#M^af|)-3^!mZHvPj^iw;ctxU6EWKO)bwKN}Ll> z&TVd!cC0mJ9ho)%8}|q(T9Ti2E8?<22pI*NlDZ?>UWuq>`;u6AvH?%X>-uf%$wwZ& z=l)8FOH%4Q!qcU-R^)dGNAeDojEr89c|cy1n$Zqr$DdB9wb8Mf=hpwa&(PmKFV$D>WVvo~fkxgx`VI7>Uv-(UVuZc7+dBy*ruPyS6_27mH{3g;JDB)@wm

Yb4nqGXKn%q-~2u8ouJZ}s}CQu_#6^kJex zfWWJ9B*4a_tvyTqh%DecY*h_*+=;|132PVvwVdXFRmJp(lD0!}77~Z-owpQSB2iFh z=#~fL{8~gK-JL_Lo#|+;&WuowH|+8O8So@_h!?hddq~|n{av;;2>Gs05u1ODEUJ(g zaf|(OW~eJRgksudp~_6msdWZ!sqPPGzpJZDsv@dv2|^2=h<2wCpbCe*f{?9Wn$LwU zOe4FsVnkMrTb&}vbc+S2ebm-2dLQbc?}mQ^&i0Y#z3{XU2uUm{c|(0v?hCPGMp!v* zy&^-Eu1b567CRXf5zArMl8zB=v>9@vvRfT=*ppInWQ@F*!f_Q6?lZl~GwTDHsw1rb z@fZb(ZPE6-9Em&3*N<`ZpCJ3+2k6ebghL~;C>BJKaiC%IzIsRQZGSe7k0p+42o=}|-PT!byNJjd^Z-tYN}?cFCsvVo*_ z0hV-=Y9Lxr5vRiCz7S&sH8C89I>yw`$z)=wI!`uDqI+VUF;pUpRu&+9k=ZaT7YL04 z3!;3SLozJfomOTtmAbI(nXvY-QI6aR+h7UTwnq17y9ED#V>r{Eg(j8Ncnb>;?5v^q z2qf$PJK8AeK)hp+<%p|a?MiO^#yw9EE%rj}{p3@B-d=MYq?$q<76 ze${J|)5aglQYRXr8=}w+WBO2}O^TdBnV@Qz%0O4Q3R;kOc!8#MV@x;ce#gm)<}T}8 z1g33uu6r)H24eBsgxG({iSGQMd(H~nn|8ZG0B7gvZa$z%PA3jk&4~-F0TBZ6cViqH z{u3OhAyJENCgO+CFTps|=VZIgwX??Pt5pPve#xCe4SBG$G;%cv?zlrid)Iwyj>)gX zvivQsyNcyPiMNJPP)T`?4v|~D#U5;`$G6O34hig)f1ccl1&L@)^*XM_8Z8FvQ`}%a@qJE6p}APsOco5_$0SX0J4BR(4U-i zDYf15-70?p(hEST?wCCuSmQ%E&6(Crt8l!QcEfX?>g2>!ydovrpZZz$2>HP=YOr@ z_pxeJ#@)}kyIy$Udk7Fi|Bde=KbXKepAe?{Hz2wm$g~(lC|;__91sQa@Jabn9-Hab z1g`BsM!+EeR9j=aHxLVRmbOIlu3>o=32B1v#GbGhww#~SV6(&0eGIPjEl)8~MOB`P z*wQso%itB2_eX*^32mvSQqLh}4m&3yrzv4s+>6LShe7XV7XdtD)U2rF?7GsD^dkf| zG12Cn^+uSf83QIZXgqz~sUp5jNpAva(~rUmKS=TaqoisyVD~EiE=RTY;#sufnigA6 zP6ycb4oNPUNNWMnTWM?o@JnH`r^XI?cqUxcse7VvmWkci?lnwaa{{X&@q40YCU9BAQPVv{5Hy-0O%a%Yguis{S14$qUT+w6Op% z9AcQ+0v;iBC|d`Gw_=HdF-|>86g1Qkj904GF44rS+}H11hYh&C@XmX#Q!QCT*wjfa zAeMK7?5W$Qr=>dz024veV^fu7>n8T}lo^}4<#eW1UW%&36;Yug_Hco&6_Io*<6g*0 z4>VZl$vehHD9mN;SUa}Q6Pyg=@21#{_eG}LK4F;w`>Av~%q?NJn`6`u@k#KVDH=OO z8P03Z=$4^DjxZ9i!e9AsrQJOv((6XmqK;Nx$h7P+)qp4IV5o zU>t`fl&dRe8G;(bRB8w>+E}N&|+UK}Tr z>g>2Jlrf=$v-IEyhXDzB91z6E?2x~9p0HtE!kv&wd3HxpekV-9sH{^_N`eER5qE6w zhaFB_bYy-B|M)pf+CF}2-SNI~Qf|knOzf4F?Q+;463bLwmOC+if=%gT?k9mg;uz$l zdK`I7<_e#{i|egQia8R6@Do=Z(~sKalCdwBAK$Zce$LUJ2S=xeMdhBzdV0lZ)Q}Ag zj_jI2nboGURC1sf57tt42{A9!7CmZIRm_W`9$cwazo5==y*aYTX&|Ff-IxwCi(tUU(-%<0UwM53=P_^JQ z;)hC$AZuc^W(1rewFh63ARs5^Ou8s~)@Drc51hzeE3_=9FD zkd?V4nEzMf>HzDIt&SvB>fm{abQ_PZ=%6>s( z&4#S)v|ouCNA0=^8uAx}4&SCP%+KBv8HcuPZzYrf&vTME!p;$JPb5teiUNsSwn<~`@q$I03stalj`jxk z)5hs2iy2obNY2Ro8%1QaBBFccC|KzpUNs>;F_V@Nf*ufs9b-|^A`ysUitGXSD_atW zILahbacaw}jd0A{PHl+PTu&M6GxN`Rig@I7Y#^N5ZuC)Y*GSRAY9LhYsm`? z>b;Sjp`!Uu@@tt-PxnhOfZ73&sHCbjif5%I{kGx>w$h#zis}wKetgXZelN@$3jZdn zaVN9pWTj@GkBL`!CwJ1B(Zh}+M^g)|P2dKzh z`Ro#Rc!O>6blZ#W)wyEi?8ot1i(&7&^_0mgL6Ur^wsaHCzmh>$x@wE`I#E^HqOOt` z-ytimjhK6o8B%_Chw#)V>uNrELyruq+Dbmxg*3DL39%vw;Dt?_$SuYJml>NJsHbp2Pr=WnrN=jpj^E=lGs2;Qq#RJtywGeL41 z_Y_Ga)Wt)2VS6iPsomsPJJ)qkKnIIbS$!hIr0buehM(rBPV$pY*@HIo4)EC)1~8ooODX7)K}aF#(IY}! zQLgCnJNa6A(t2fDe2+}z_~;%Byr$R9dPZlx#L-7p#~h2$umoz;rOSR%o)C*+0p)$c zrZ;2DN%~b@&?;$dHcMB-I$WuAd||1-&KCa|VdCGx-1}SGd*NSkd5CZ}aHos%qo(Wv zw0Ld<)1>hV$gnMymP_ArX^-Mqr>)2+dqh9Q#rk1LVSJ#_jxcE%6bC@$JQI?DL331$ zn?cv#(B_U%quG?DoQou`uM~QdODURLFShyepbo?W!1;F0n&MQ zrG0=fIG{SfEgY0o2;m7f>XMT)^QJ_cmt|75m!MSpMqCK=-rf{=^G=tpOhg8UZ0l@; zpTHpg1wq`8>6=|OT2#h88!Ba-{+m&wM|6lR08a!3R6F3o6v5O59;um{4$zU*Hdw#t zYeQM8UuG_;){QW)U!|;>e?qs+7v6~o@1QC2xu)k^A)i%p&gYAuw@TfR`>4eF{8~y; zYLnQ$(ejk?x6b!c<4DF>8|HmZrn%mS;w&4M5>cM0q=v`V$0mSyo?QL?j+!p*zgX zNpWez_q44$r+_JdzmB=eZ^5(vGbR@t<%5DJWle}}QCpVx8V|KBVrF>s?kyDv=IJ@J zyBKnkQ|akcheVc}vUr44mF-@q%GY&r7-9rowVi~kcvVc=2n0u^pV0im1`2Tw8u2Zz zcfn5h3bs`D%c6*DQAX1BX?l+F%Isnk<+_El16xz#Ygkgnyzvfn#OFZqRo9}rl*Wak zWf>pyLaGzCd~FiFfx9wQv9v1GO#qO(jeZIM+OYZ-Xv_C;A6h9>tJ6I@!X;Ge7D8aU zwsz7goZ<*I)IeZenQ7w$k*ePG7iF$-da7blEPFv*O~f#kS*6zp&vkC=c+FcUqy7>w zH5NBX5%d}3+I;60bE8mITCxV&C4UJX{xxEmx26xDwJGATz>_k&)aQ(N=&M`j1YQVl zy~;0UB8V}C6=_jfaaH@GU`x4M4QN#+v+;)cKs<_KM>btjmDGTLN8<3U*vMF(5ZxlHz)#0-KFniT2rzT2F@O+oJ&1?44 zxv0;#X-O1rnD;MTTyYM6584NZ?TB$1d**x2}2n8OXaO? zD5k6XnW~=0c3x=YXUWrEJ1cFngc zQSF8B7ln?@l1UjH7M)gUO4Yg5g9zmeS_?B`pGixf;5HWR?+gE?3v#+l&@J_dAlNh8 zX_{39Nt55$jo&68L3_~HH{q!*Z#naKJ_RjG04{M!WfXs^zx95+#cAieY z&z$*B^SN6-rGE6!4V)`{e6; z`G-$?zbwxG!&3hF<0>9gG$dgy)9^f`;^1gU6)CD3>2zTZ%YE@yHXMt%cp}bd9C&a> z6*;R8w0BGzgIzFzMa*3m<@#+@%(FotJ%V=hVQXJWMm`uSs__nTFEbucYj`*OfRixF zZk?iD4QDE{n4gMsk^d3e`>j_Y9>W#a%IC0M>B$p`hLU3yDS(~sz` zVo=q-47@?ziDHEyv!W%dPb5Z042e`b(9$JfephCzxKckKtV3Y4B0cdXL@IeIWrc_0hcBhFj*Sgb zn>DLagR5d)7q#k=nHFZutB(mh=b-rpOr@RdvfVaqAH{LqgNJ+(n713pwJCGqBLovy z#hpm4i6vx6uHijG58Xf&d=}861Qo2RHA{2WMRIFq=C0M$ArD1rD zwI_8!i0-HuOJ$!(h|kYO)+vFvIXg>Xtn$9P@P+WWj5^*NzUJiBTI`{L>;EAPJ8GP8sMDDKrkNC<5U@(RxpVEOvQE zcJLror-2?D_9u2ZtR0cz!C(K5^8>D*(E<87Ol&WgDJH}^GR~#d@K&POFb31o(k@@FucStkHGG5$rlEF+U@`fc_0>gpcZ z?`Z!IKfzTm0WtgzzT*en7rE%KNMsX=aQ;KucLsq4{!a?R*{`WB=kALv@;133a-T!R zxyPlQ%2iPos(0p>r(&tvO@fF-6}u^0G7_t5bNFEuYeuLn7fO63Z{;lo(>FFyQGdgj zIYpbzI9fnjDE^PR_9k?d7*#hRx1{nn(WbrvD1x4APxw52v>D1*+}tJJDh75b*D5MHwetjrkqoMu6VG;Wj2Gw_AE>JQoFS5f zQx33KWp1%#$JZ6S;fgcF&gGq)RgmszeTl@uZkXvv_Srn*$BE5-DB?e4Y&CO;9{@QQ!M)sj@AJ3j|mmRZcwszl>$ zMoz2Bz#ZSBvxAh1m|2m?X_67l&mB~q)+ro4rY4LqfylffM7Vo8Mc3^f<9-)FLUbq6 z_vom5P34yO6OfPyjS2$pjH<#Ob@D3aqUD#?Rz`CCyEy9A3YF>rJmF5jp)-0mS)T+o zM~qIlkce6}2I$+~5ci&IIrr;7V7YDyC%?r~%?nR0Na-_mVy-Jh|EDmR9T*dpbSp}x zlneYLP)5)st0(PuuO+Ku_|ZHA^W$H-EQY1 zn%vN9t;>LY69`1VK-tFSq|ArtAZKKb%N<%4t#QjDsSx0~yiWwlj}BznItf8K{0~SD z){JPO0$SD_X&#C->sF4NgVxfcFG7!pG7>&R;!f2fCz0f&SZ^5JZjqw z-XRZ+B;7-xzA0o?x(DQXh%FbIq$3a=eTGi&kpEn{bHEk{Wa}0u$l$yaz}bE$&m|p&_;MFx5R55(|Q%89#s>}4Q`7J z%1JU~j6f!Z(!TSxC@)MHVpB?a4|0(cyc4cRvdrbV!T&GWHp7;T#YZgSP{?ZiQ%C_n z;WFFIPMb2*?nM#wI)12+x{<1{L(rW)rt+_~2#Ipvu^r3YffsTYx?k{ABwxU(S~H(@ z3d^PQMdYVDCGD!_t>}1^Pnq2)D#Lm{nqgOHb(v|NX7($wW<<;h$CwP&IWH_ zbXC1gjb9|~h&|T-oXZo`V}OGilyo}k%T<6jJ~67)0@5#(Nm+!%n3STr{dXp4+hd>f z+86BiJiU*AzRhu=w|wG?NPm^Okq8nM)Lseuvw#X7h?rPC3HF6d4mo#4Q76xHhtj_1 zPWTIPOhpaBZa`nOS?q_RIFF_yLB7$6xoVmanXL)K7?t9eVHED0R-Vw??V4t*Yev|Q zu~274^Z(v*4*llEQx#WNaV8@!MR_U1Y%AeSa1^~e@N8h|7kj2~FGnFX1xm=2)F0@I z_JslQGS+h-3tM}nucC{?rS8Md<&`lkgU2=(-M{k&ViT@^a7H}&8vPPvn2nr}8Pe9m zM(75)&t-g$%ef*c+~`|4pk|{f0a^4BFs>5vR8GXY7J{QD#NI942^qe|+prK|zpTD{ z^q;X3Z{Y`SVIl6ZF=iKxft1i0t{P9Ug;5$1Q0%9)xp>2$gU~B#m48pXqPc@ieM2{R zr;lNmbe)3~?zwbrsb?Mbz<`YDfA5ntXz#EzUvl`L_!GgC)j9E3La{^D^{~t6;e9Ep zGLkf(>aCa{ONd!lMP$9hY)QZ+jZ$&C8{$eZ48JK8e39|d*$LH!S=A~YdT>jMQk)7` z>VRD1j3p&EJvX9?&gH5N1=Lq~Ug!*_Ye(My^XtOT5}2G3;P-@BxxZCU+*%zx9ayZQ z`Xx9*{TSt9UjhcUn)XrE(kcCiGRgGlRFdPImZntJB!C+T)DA8DTQGoCYEycns>5>0 zEDld(M2FmvRUN4N#hlv4<y-G05l6ZZ+0Uw>Hn^j-x#Wc| z-LZ%dlbtH@t?`yl8mIal7t<(K<)_&?KjNq_5HD!H_RsAhAAOR)e4WZ6%3_Vb{DbGY z0rI&aqH~^A7S0oxPkIO7b?noQ#v`gD9 z7V%t8*v`$*JfhVN4Ep!MgLdg8Y*w!wQcVQN?`Wvbd_I9$DatOvuli5iXptYB#IRMU^`!muv&dzU~~b zeu0hIV7qn@d3^+#sqLpkBbQHy0q`}s#%+i4+kpdE2H)!d_)LqcN{u-(PYJd6h^gI$ z)or(iyQHS|L}qk?Jh#-1=<`VfPUu3_B?aaPkYWeKwv}`GcoK5Tz4e}JiFNzwBcB_E zF^VQ$6>-eQ^i{_nh{VQ_j+r3DC2c|3OIIlkX7nI$k+me9C-{IP;8yH*?yAhqB*tpz zdAI{3_@c^J0zpofDu{5Z(m5M~$e}9>h^Ak3JQ)Xty5}C3@OodOa(u~0XN&2qpw?ND zJ}$FbYG~vzx>PzwtxG-^xXc+Dg^$P|msU>De=KrTd5nd3$yD{DvS?0D;H-FQD#kg# z#-=xam)et}al@#y{T>}wgF)dOR} z?MEVaow}P!iw?obW$Q3HL%Li6Z&X?z4ThcgevW1~!ZEjee+M_EUkz(KbhC6$6l1RR z*!POW$^snKv`mPONqJ>Wh~BVc(}!TM>n{+(zroPx43w~m0}^)uFRtH=^X!SFJN<@1 zmZn37swoe9?p_TIZ_&n zBPO8(B(;m^IjX(<0H{cO%sPd1H=nOC=^_j*M`RZ!9sJAR07HI>Kt=OldLHA9LQkh$ zhxs@3RK}Y`b$PmK~R&}G+di?8Hw)&OPnh_+FYLLdrrLCY|ZK^GSt@o7eM z8+5zrNlY&55a*)!F0A}aT59Q?MPtAgv+&LOE?ZN%ubjg=@-K{6RO8`G$!fCoZE?ki__QPl7$bxqld1I=vMe@56*96) zn8T0ToeUSoy=gI~KY#QAH}8=Y-E1WtNaD*C&PRyd#z$9h*VaU9R;dc?7%{%kgpA4V zQK;h3*R0qwsm`)0{S4VA6|cEPZt)e+?^L84yHtF?jEWyJT&37unWJ8dibAy>lFovL;F^rS z<2kmfK#vR-qT|g7+5x%Fw%L)@!&Vc{?o6$d%@3G6*0mztcYTTw?N30Ie!(d#su`7l zsU<67&Zt)%<|x(o#xXqpmPqX4Ze2NhSmhm@S?a!7@@>HmPU;hZ>^&JD@~W0%Bs14I zSRM9BTjIS9;1#rBpL}lG$;Nbkz}>|uUYAuD43;)P5h@sR)g^LXia-riE+9JfFXTgn z98p6)SDYVP8j-7p&CKjx896B99rGf;fdRWF%#@1CPYGHC$c-sIGIhO&sRq^^b6TpN zXCjW|`Z|R-&0^AyZi|oPRyi}q9S1cS=U`HVvYdF68au)jqeSFmBGH$c$n$B#iA~xmqCL80KRAKB9<}8YE&e?maTgt4Zd#Gooz-^=0~nl#)ydFfWZ|}q{7up@2R{EAKR$;fT}zaf&M#dA zSD}nL#|PKoH`J@_H@HXeyHc$q(l6%1l6H;Am*UEHXm7ek80vc=mT{D$aSv$KDRa%w z8-&=;vB})0qHRVeeaLaYrSq0wvU0YF+_8rh)U2(dq$t|0*&7|ACg`HDp00(o7V!&5 z&_57ag+QOW5H@dK8?cu@j!8b^aQqSeRSO|+o8xrzp=#I`o8LG^(REZ5wFS$2u>5Y~ zTIDFcCyaFFdl6iOYv@TN*=j}{MPXHYDFpY)k|u8{gRUHrK+Ju%1`x;Sl%!2fu>HL2X9t-a@9D?{>ydo1KNvbJqmJu!xSd6HT z2x({HR@4B99XHj1Awbmq4Tpqp&?{W7Tw0~8GBG))s2R<~oSX%#>c!&&L0_%w`z+#L zV+016zI#deVqV5)GgU9a@=u9ikjJID8=KPEX@nA-z;f*Mx|%YEfh=+IfJOsNujHKV z8Q9E~j9Zd9*Yc1x+ZT7{xqF1O{}C7n7r2C6bwsnuv`F%*?8p(eVMU2nBG8Rq$ciij z^lhOCxh}HCB`Nd^{;Y8fc4KsEA$G#`jPr5?ZvmPUa72&h5h{&8;7j&&h&?T8;tSo! zw%BfYY#?{;(&Js`AlHAB(4hk=Y2`EO+Yp%tB-^c1BU%;;pz&Sum1xL!t6WcEbAo42 zx`PSiMl!xJ!By0&r&R(m>%RDk$`Gl9_J2Dh2{{zth1dUDWEEt0hp5v&Z*%RhV+Y9@g#Vou|g492U+xVQrgve$1 zH7EqYd-SZxY8T$NIb+`x~xB6a*mePCr%7<-Nbl3Gc%mLQ=cd^A&7>re*L-(#!C5{ml zyNV+@mo=U&ZFnIj%}8rY#itAd1Z_y-o&%jr9I4bbaY9K{6todA(T@<9nzRcn*HIFcDsfu63O0-aoCl=sCl8|kRybVy!j2t}C zksOmn8T9J6tc!UIv5jFuESD=WqCU$9D2A3iX7MeGV!aXsf0Lrpi&(J=>a&C`sa4jhZPoP^WR1U1$T38&a4VXc zcs7?ZB1^>wJtV`qSe&A^x{R86Re}^U=9$4f2P&xI@8pbeAnh%e`2XhT?Do|u1Ii{q#+VhyD5bfkgY_0!6^2)DsG5fE6r~sSc^Hq1p$z|bwh%C z+``tg*ek-{B~2GbLm#&2*gh5mnO@s2az=`7pIyhPz0c-$eG5aWo09&B%=Q~F5JOl9 z)l4;WNR|{-T`Bm##1It^5Lr|&-Kbjkf$>VtieU(@^`kOLZHuNL3z(j4(PaiNtgaPN z*vfrbIc>1WeD#29zcW;xnegh9E9}Jwt{-40b*J_*4<{TaTJD!?Vuu`5QG3*efHwGB z&N%&7`KWfD@EK%+3GE?Fy5UD@HG_zE5ZPq0Meflf@>D_s_x47^?ra(pYp`QF(T&qs5*H2jK1p8Y)Nqbf`y`O|E1VjF9Fu6G8h~DJzY<8n zhpBfek28*iL+cu{jB-M<%5k7YsZCa=znA`*3P%$9htsiXrdH*Oi5TwYmTwX4E^ zDRpp`u9`BUlIP`V#2yW;G0Wz6Avt^xOz`jMryt6te{ zjjNo*d(y$Ob4^EEKYdyFq$wm>#ZgVV6v%(PdZU9mwhvQQe^utbIAJ$@7CoHM#Q3um}}q_|n%f zdo`;dfb+uM==7=D8n{A6vlgs+V=-5~*Tg5FS8xBX2qjK($lhWm{)|6x2vpj*yyBWL zab*MV1D{PrttvNn%yCEBdX4=~9bJjUbZ#*~qY(6z>p||Fm0}=ZR8!SGq_BrPgsUG0O2LVFcCGS-X_Gk@YtpSnC>U%Jx zxLVMTCO4KSZAQeevzM=MZ;nHe-ITs9m*s&tk#R4r&hUqta`q=Umah?H%!zD{6h>3Q zX(yZN6a|B7Pp3}}behKW$U-_Zr=-uW-ij-peS`0>zXM!Ag%YFa%Pb`VnHJfu0JogT zKE74eS@F8u9MAeeU*ZRigJJ((H(+Dg9` z_mS}rP(HpuEH%li>dBa+93oHqLYO>#RR*h-ds$qn-1IC(bC(ves6CU5`b=MP173>C zJ?TCd?PUqw+9mtrgEZe3;wL-JIkuNRQT!>rNL;3USvoFrH*G*s&*-_m1Gyz=j?^kC z-{g^_&$GrL!yr{i!OmQk=xKK9Xx013J!`ahyIpZCU#ZO4PDo(Y%xW|;kI5YItTqG= zcktrr5S@ZY3ZxKWv>E%YYnStZT6E;!U{$o-CVjH~_!nJ+Pb$+rrOI2iOeb6nXBk9VusiG3&M^I$X6p^&qO*?^mYakbCMjj*`fF& zqJqMPZV?0P6?aBDB}xA_#ICHGmuY6Gu++=wk|P;n8up0rMH8iR7&oL25aMd%fUSwH z)SQWJiEcr+I(5|6vhm@K@!Qmd7(O1U^>n_(iM)ei1sy+2?I28(+)%k{bJa3ysI27z z!=+4Jj8_CFJ8}riq4AR_3Syb(#9n9@Rcz8cuU3gxv+53+4RR4tp5mHymaf^WzD=n3 zL%dfHkRSOk1K7|X!LlMiDogo{DmO3#-DFny(^llJG}8k3=`E2Hcc5JMPQsg%M4+gK z8J>SCC^YwC*HTrg!>e1pRLZ6dH)Ot4j?h|!iVNya%r(I)x&EF-#8Ba@@2VAkG= z16g}Q{t+`GO)9gmM8=IsXjOqIQjo^$XMInvVPE`!xamur>oaXzshuL-5uN10V!FvK ztM*h=>sxG)B1U6RZ{?!B?4C5NxMY$G7(Z=`Wya!3L|R|OX2ghGH~xyFHA&f&eI>?O zA_^haVYm$W#QOxpp1Vu=w;#s16X*jO$ebZF`b?Bu5I$}3h#pxo3eNX$U!dWaV3T*k zk(YUEGR&eA>72Yn^V{5!E6nK^FxDHN7W*o@S5O>0=N)55bVIrh!-yBU#9G*(P_!W@ zaUVYsazX6a`i#7B*|aa{=pEocgrbk7x1h$e{gg`ZjhQoPsC%Pgj*hplMh4u&AATHJ z97}+gTtm)hU#FKOU}c|)boxd#etRGt&OFZ`3@DY^(NW1B%;+0KHMX8PMFWbd?ikR0 zimd>-0i~+PReN>Ds;W7UP!&h!mAE%QOV;!auEZ%+8`*e7&2XCq z$SomY-J$_ix#obp(P!HguK1>cLb`Pn+RIqGB(gwB-RXo6Fep-X1O_v`FHDp+CfhC| zM(DKrKB)dzdDOqMZq37zHrH&Gm7oYuN)AP8Z1cWJ2UzBwfoo?{Q`im&EN`RyQ>I$AXWFLv_?isKbUw)1KN9<{rw_tvtGpVA0 zPqRh<=e-o^-T|GZLxP6rpsDEogfsCN!G}I`KB6-GJ^4Y{^&`{g{yxwD4u7`Ygw8WE z-R1J0W7HBA<@6yHm%1ogUBw)l3FS_5sZ&CTcQP7}8cuQK|C*2~YwAWJ<*ighp>vse zezKO zrJOKVY~RPo4b$n+i6LJx>il@2q6PUt_2doKQa3J7s*+)m6ozl#pj^7L@W$AaU$gkk zyVTCcWkGth|CFpgf0!n-h-J|nNIo{UY4%5!M=w*BH5Vo^@KK&a3nR z{(pU$>Zg#6yZm)4iDx zg1f(t4OlEYDj54{{nO|#^nGfez&_$Q%bWdVhMehFQl<)$Z$7*(nlE^aRHL7|?$9tv zmo0YUQ);2${zEnXeE+$1Q#A4X@cAS&Ke*qdl^s>LqTo_Tub}OdD5V&#Llv_@YKuH} z>yhda2e?S)I5;%Hx15tQuSzmPda4%of*~c>sPjZKQNgxqE*tlSOW3ztBJZELK8ZY} z!EjA(kaBlYWUcoxrJZ1}qN+JT=RaEKBRz!U(_d}9vg#eFV<&%Jg2@F{b}U0&xG@}H z8Zq}x;Cn)-lx>bvl!2Bb@%*p(2tNV#n#S%Sq|2X= zC=@?(qk2T*JLQf}xu%pLb1YqNO+DpoKMK;r{2Yi{vc71+%-tb|C;sAVU0Aspja6oo z!hwPnxKgv$ZHfIKfA?wF=Xzj{-FJD=ka)n8kJIB+A9$pi2Sy1LtZGI@ELG#i*CK>i ze6J{EvKYQ2266ETSw#1NZ0aFvi?6A1QhN>{N9Q_XNt;VkHGL@1zGw5o-yr<+EIj?h zHA)mfS5V{`wMMqC9sb>otV5CxlUHY_P=Nod+=W1KLjaOjn}-g~v`h>k)^EXW*^@O_ zEN-uiFVqCyTve^(gF_>ani0X<4V3(Qd915&q$qtn;@{AgF-Y>4qzg%x1fl+_>f$aA zq4zo>F8rY4)P)H7DG-4Oq7bf2X6g(~rnN_-sKIj4rj^rW3tq|HkM4QcSAgD`VHx@7#7~DZGgMH( z$%&)oIj&Pv(ndIBJ0hkV%LXp1unt=S$^SlaZH!B=dGn+gG5(@{nLI}{dm{7KpA;cr z))jVo%v*l@E;4tQKpBNasuDP6LDlSA<@PP+jcFM+vf@rz=R%T3G^lcbr`Q#Wg`H$4 zuq3S*Z>oh{oQm$4mRP5CmMyb~anr_JL{#eJ2VZ8D^w7<}#^N`sBin>LklE-37OK(; z^jERIDe+OsBeJSC_EHq=%J#T-BCh?AD|9L1Vlp3baH}Hr%1DmZxcC;!Sam3iqRNJ3 zB??1o)86fTu-?h;f?0-$jw7!59ac#X09pK{cXVaFvh#_`-R&4l;to{{q!S9rYrrFBtX>+ieStuVP?KIb3KbPCvcDV8>Z)6BxK(iP~L6DOM0s0 zw#_qOLr9k_-0%J>o1}}m4F{r4g*T;kTjVcV%`!Y7i^puup;REQTSBT^>0#V*mn>pF zARu8kS@k^rrkzPqrURS#2G`vyIi$IjDl-8}gZeIhZ5vo%-9qYbMg#7A#vjhZ-QPEoYXv6TYS_99nFlBpCWbX)?q6379{~fL0iH~G6-5X=T6L(CUZO&=x1RP2Zo8|8-V>wip&vkvfo^`vC zFYF_>F4^yzf~M_tEl`#IZT$1^F%VMU`Yw?jov~nRNRAtl)n0a}M^1}`ZV-tkMa?os zzh}i;PO{pN6q#Y##E+;n58B$kVdRlif_cafT&mQ#`f#T$4?FMNmQ&I>udcD3Z!k2A z*v~O0W^NmUpgTLDM^x|%GV`WI?5MCO7kH0RmT4K47#ii(#qeXkO{wZe1KT z{(aQQt7#h$xl@d&Pq{Sv+*viNVx2nscXZ^${RxFLa+J9uf}veo{Uh~NJT~^%T2)#5 z^vD^&S29QsC#iN>OLJyDvj4vJQNbP-1z(ER2|;0{)bydii`?QUui9-5prv$2!R`-P zFkMvde-2(uKTA_l6gGMlJxA4YDW{AWjSA<68~Tlugyo4|=@|ZQ{ zo#9-1<1$BO$}xR6Ia!moIjR%S@_Q`i+`D=(ZGT9j1sdLPg174=ODlXKuf-neYFf&v zYz@5vy>Vc8JlC?R7*;5&V!g7}1n>CdeWE5@?tI4)rE(B#wPN3iq-9%KkF9o=2{z`o z_2)D7m#x|aT#W#OL_m1P;@5>4S@oW7-^CS}Tu ziST-*s!~_PyPCc2ekGzycz${80%xO}9{ODwo^w88JegkR`d0#tKczQd+o(?lrip1P z$lBJ#*IWE1hYltTkSr>Ro)bNge9~6&5`P@4ONWbU)$kq)%i6*La+OubD-_^U`fOgH zBMbAD8SWtK4!0txm0S z!pR&~5Po8X+2%xo>p)^MO+PcDjU2(>B`P*VdvJ%3W93cQ8+IK#XaelAc0a}&Oq0+J zOIJ63jbJge34Q5p8O)+NBTTlvFYW!3Fi!c3JaIW2BKs2C;qd3}s$rswCMV~gF~M&| z%uA{yfwb~u3d1U8Qoge#CdM`H${qE$(A;#Z)doxWQ!0BKqR;Mw0hlmIgvd}>m9ocs zYKmg@|4b#z1rC#9ZfqEt4A7t=E z)FQ?#0+l65OD&6zxYtIKCzKfO!N~{uB66pms3Xj$7TWz|F8}X+_`a->(2|`s!%nDd z6_>Ff{8Mrng`FXJ?INCKv|Q1KihmGA@l(Re&mjxf zq9+;2SAve!38JK`InzA}!#=zjp^`R@9X0-};hO+p{kXcHFvIG{+}tU253ePJ&k4B? z3sRlPc{XXC3#DRH`XvrRCNB}zzeFNdoiYGQ#a6$B2!nOcubq{SK)gaRr(1iHh;{Qo zPP*6RZ_~Figkbm@J>0v`-#!no|7>nx%o|nEBX~;lxyVdh6RE>w4nzhwMq10G*{~*a z2So9dc*{$>3zO8PSu-LVsvBq-V5O)IWfSZte5YO zXXMO~J8X+dN77=%uUl?737*K`!9Tzg-;iiM8v3GLyGz+Y70 zo#6soz9dpxCO$|~uSE4tSR~wu)W$i|UMPu4*UrOdpXRQE62rC!?&J24yk`qc2v?n?)IwZwPVcVgEJmnWv%^tR>u(F{U=TtIUQA<*Jk+;UMRs zNOod7`lw%3{VkVs5$@z)he@*f@ci>Yw+y)x{&4deep}GjC09fWg2iG`){LnZUn|M< zl+3vYN9_d(NzPKyH_`*3quW^m-AD{B0$|2DV_%`DS6`7h65&z5^8`1|YaH`uUKS># z7ELgcQ?$htY{8UEO7TX8$q1^iC?<@ErY+K%Zie+Ww3X$>ZHZ9P1Ohs9nrhmIZKnf( zZ@QG5B5v6_XL#GQb#0!O&CdX_|2;Lw-^b95k=&1nDrnZja#XY=LbG$cRISN`5_+l% zucL0&vaATQq+?=R`kCsf;nA))ra|?HHkNutk69mx&mKq`u(~&9QZc0un>8#mdX3zYe%^Ee&r}@?hYH*q#dj1 zn}1TG!8fX)4<197dRA5BEPn z*gQu7c=|z@YslE2d6dLoiqb<_Q$~o#PCGetFJuQ=s;a~l3I|)tRP7j_N3*|F$6HBL z_k_sw(*z+}VZF{6c_m%gi6|GwDH<$M6~6%CDeM-rAM8f9eu?OIfz05)0jvKlKH=T- zHSgM|4rFE)^*6ir33F73oLOTsjp5m&q9P|pxf&WbMYGCryg@dNVI-*D^@@8DxD}1` z0kbmo!y*^PYWfTiS2s3(MP#%T(LR*Zc%(9xB8DUWRzDSL_dinhKjCm3VHap5U~EB5 zR(6@PbEeX1=bBLsT?YMa*=p0);Db$|a`JcN3)wiM+DBy+JT)t=2Y(c$EO$b?Dg_fP zZQZb|#^i(>6}pM|FL)Hv0w^cuZ$A0Z^_y7DZ|a!Aa#MTlk{P*E468{@w5SWC$}odF zt|FaJDa&0k8}h@oS^AoyTBmw6n3CCJw%b+5OC9&ts{rD5?~vbnhj~aT0mxMO*t!83 zJNs0v+RmP?0%9&x`8mQ|4C2}uxNIy+Gs;y|-YvFhI$~5z53JL6Uv?S~4_Ac~$50(< zv->mb?Y+3fn(zei7(oQFVB9Td7mnnXA)NI^A!FUDZO`a8+)?&wL}q=eBd=&nG%@!D_O4msNH4sDAyO9;JdyiU zM^M<0i8HO3sA0TLNj5p;Br)A0qcP8|(I@M+A(l)Jd^qFppK(Lm8 z$t>NI@Sj~N{u15q7Vx=i6K{>Gm`NkLS01Ad8RXSQf^I4J!2$0F-kK*(ApvQ3Oqutt7S`eV}iNf)DnLCbqYG!#G@Us~nC z=+Yqr%N1V0?j3Ui^CnfCH=eVF=4fK}D8wO~D$XoWGxCth5+A$1N)DvOSjX`i_uv59 z9K&SU7h0-Uiv>PWWrpkeX6WWr{J6@xaI$p9pb619>TR-h>+h82v;yLZB*a$<)7bPTol;)QDpX-P>nxZ9gHh+h=LDGTC47vIhVbkMfJiZ1Gcbd!){4R4ldkzBgUno{Tal>~gL^aG@nzQQzt03>MEXj1Dv_;#V&Ap)WTo@*Uiwi=>@Z(H)1*B$a44FfBS9K z#hA5$iOV{SmAaO@sUbNA#FCniDg!rhFQiW_1R_^uTF$bQ@dP zM&-_BLgW=8&I`r3ffHSIMxZy(UpFArJ94_@`(|eaFFq3)2N++dD+S5c4Yg?Nk+D4y zWWo#9J@AGugnfZ$t+*Ji!(&v#7&ytA$WAJW(L=sBl&8?O%}g9ThdePV!d+~{u-PTN z)3^>VUhGEH4D&|YqKX7X=W`WwonD!~Em1dQH66(HryC~v-*im4W(Wwh)HxYn5BGyX zWQE`)oWdavIeM46g8tgrLiI}dErx4VrdO}1HF>CuNg6Q7;bxa#3V)y`kTfqsXTHzz z2H&JVjwAH`>jj@T!Iel^5<OyeDHeH8Jg!>Po+KWifN^z;)e5p}7| zS0dzdFo+BTFm258`23<9?Bk@cCS~(>SOqcz={<-I%Cwf03z0N0TjM9qyfS{2xTMDO zMii+G0D|L)z7MX!tW!!#Sj*j73C)Mi(o9mXzRKLuAJARV^h^~C~jn|*=bnSt@&?7EP-9^ zqpVAt0afV*++!r_Iwn6oOG9wsB_gN8_w43=$CB;Q?6a0I7JrF#`a6J?Z9X6}8xjP6x~NEO!xaA3<@CmHvRkkf|_#e!@dlVzEe<05t1NNG5+ zO^V}ZH&2*p?)oBU`-*LAst*Ut*Nu!hnI8*?73@}u^cB;V*)8KabHsboM(n8!qyw4dL-DeM5Dseu53Zi%}3ftc^Y>db!{jdrBfx@RXSvoZh*CLO3s={ z+>!NL_@2g`mSq9P8+-ZW=7Ve7&t^O9W0Letw9vS)=O=G-Bkz$iQhC#|LARyqFGn@# zG|4bw6#o`R6yWE`v|h_3GW1}5!+|VZ0DsuB88kN~SiYhRyW|G#TgR9z6r!15-K1EPR7_wwg~G3I?qR^I#N<*pzO=nY?H`3$|;}f%@kAeP2tbNgE{Uv96gtPD&g0es7 zHuZ;}=XMnUxKGnvdBy>Un+h!`xC&H&TR0Q(GpdXBru>2jb6X~5Y#RAXVn9p*d+~8t z0z?-~(_7Ljdz?kkm@ZT?>Kd*eIX`j#6s|;j`J-?Vs%#m@vMr^b?C-T~M-?6zqBy!@ zT;;-lw5rq$cXErP8I2X~;xI6$5&@!cY~n-HGayfkn>bJz@Wt8+eo zzGqI_+Zjw1_1}c7+OVw<-3(D`F*`_~LrJ{(j7&m51#vE1_JycT4mZ@TTPI}xJ+^r? zoVtGg+jx|J0MmI(F^0bK$l`i((<>O7vC}HQtkHEW+FEm8lY=RyBb7jh0xa8!2OG{=l0%ZfmYG+r%QRD}@PkTIuxs2$`;}VKYq`GuZc8d2&R~I zn2@QmtUnR5`nA9w#8-NjnV4qm%A6(XF8G#^=V&Ii_W^K4TOL)%WiN6(Myx+Of?Kr> zY<0vtP%LwA+q~``s!H^w)+nk3o=$~qs+=M7t}Gk}YN}^yjckocND6m6l7K`NIJCm) zs4(~ODUYVAD=Jc)A~XY4R!$B@13Tt#$GZ9;e2}f8{+z7zU$C-coX4O3PahEn1XqY= zA(BBWSfU^zQs_znW7{w&^O?u0vQfn#?pHG*HepY3{v5Hcf_sVc2y>IyuvFus;@a#6 zU%W8w)5NcT4f#;3W={O)!{;;wgp_Ytq*ftc8YEc@QyorN7jaBH^1MU7&v7lsL8g>0 zQD{2ph1@c$d~d}mInn{a%-xe)#)3>+gXW0gxy1x6vnx9c`AVq_M-STKb6t!?QQ2`d zPC^Kh;}i-F!BM$ytg+V+?HfogbMf!4RbHoCmjb3musty$+1&wMdl(CR#?@V>Ka{4m zg4A(q$$A~ZK}vsNec*b78=v3~eFNTGH7B5xfEAnevoB}39 z;((0u6irao-Zj#jAdIUMbtd}>G8yQ{(>5c9B2J%thl}z<2%xhrev4*Zp}?>_bg!!S`s$*=zsYAaD?A=4TV5U#JxdjmIx!HCv)X? z%*f^?6-?`tB~>XsQk$G>B0|h*7uCInIhkEWzeIk6rwm@=IiZy!S+$e3lQYBx$H7ok z2$$lpU*PAD97N5p487<>ws*#@%Ad!Y&S70{wEoCfIBS!-FN$e`hob61n&24TdxEk< z*>J~(``1K47w0TUX{V)^Ctg zTFCI<0^(KHNqM6-RpPDira6`c;L?6rW5a70o7@AbNWV@+by9+(J__qZ6x$=SrlA@I zq8z(MJ-K0$zov_`H!Vr3=0x~Nl&3C;%sFe=)#>;L&ci>ll5@P#XEpA@mSHLi`z89n z(<)xWl+%*qr>aLlhmwPLxQxdbG|RU8F<5`ScU_5fzHw=iLSV1+UtD zj>a>;ELOFp0J9u}v;>Ns=)K0owvUK-;%V6<4kGrfFJd=e z@|dp^6&H5PSe5Y*exkDD2W4;pZx}bL`)#{KF7Z>_YclIIGqY+O1vOP5HHirGmo>^PHAjq^T?L!PN5@+^( zK|B1@S+!(zQK9`bhkZj^IA{m$2l7CqwpIRYCvxW@P`}}u<26e0%QC2)lID>C+QHo_ zP_M#f;)}k=Ie402o3>3jsq74$h!2|eRc{H|aj8A}KdSVY%-q^JQSnNwhRxfL zlrHxDn)R`p89I@>G@1+ps(82Ls)Xz~YN+%+)kF~_jD-Ms2u;2Z)028Jy}=5q_GQ)^ zv>sU0TcXg8OJQ|EaD6E}BQS3glF1F%IO-ukI#_{ATe?-E23^@-<%K~MBRPK`NB%Ad zcF@g+=a-C#^i?vIc~C`1u!@tD=UmdI$3FhD4fqFc^njyDQTa_eZrtUDAxTHTyh6Dp zd6V8*&Tbh9Qrx0wtmu_=Xo*wjzV~4ctNmS%?gb1fFOnY1N4t21zK80Cgf|? zGETfUhl0?cF=dRa^hemq*;zwCS3`hTDils8551?j+#`zP*Ih$#tITJ8!CcnvkNlCH zC>1|nu6p$!r#SReps-)#eDik*mq!IJ%MPBud#d`McRnBa&kVn?B4k&A>+yM5`91D4 zW3ynytJeS1i>mAA58hXwy7<)aFCRqiN00vUyZrGFkJaj@Md#1zq--t!FvFjb=enz{ zr$G4vyU&%?F(*3J_l2a1dPv1?@g7SY<3&Pys61xNs(dNQvRSy|V_>9Z7Fj(C_gPq` zT|mCnU*R%WLfyWIinC@AL^L~rZZE42xy3J8I5g?>yvvR~^i*zylV%x{SiF9Nk{zjp zndC{#S;4(KOOB=QLAUoW%3@4a{4}RxO`?RPYRZ!slQ<(%Vk(N-xn>Jl1OI;08TPw= zNY4B(1diaHY09lmG~tIyI7OJ;rUrj7Chko6Jmo{e!wwA6>gHl^_vN0k!zE3}RB!~x zm{u`?Q*k#OL63#HOprvz*eh~2BE}*-Jx`B~o#%IqrTHGOq0d1#pjwxe$4mgH9|M)J zC97`41~%RtQt^FYqqD?=C~6InIb}?%1A1RNO>a_E;vXtZlMbV&jV=b=URX;JdnIR_ z=2>@CWX3pwiK^=+*5DFmTgb*HB&9+N<3@6ovPP8K-#8+9(N$t#3-R=kFu>Xb9>@*L zDljOc24xBQkz9cGb)&5+z*~G?NG3j7Z7-}f+pR@^4^YE3Nmw84Bk!CayI)BA0l!~a zV=AZhLih{l5>z?C4L-`bh$2C?l(_l8L671a%Uu!Ka`j?ArKSft3#A^x7w%?VxBFA(nJ z2YMnV#gOAz&i(v%DBfM+r^b0rI!iy$9HPwES`*{U9JIwQklC#e4O6Mh>Ou7M8hG#m zpF|3JE8Y?>da7P>HVO(#u|NP;;zp$%My$DXNvvu5=O_OCx8QVq)$vI<@{YReoTxtM z&Z5pRiNEBWxi}fK+F%xP44I{y)63wtN#W}^^#4Vh+vz^xzqh9}WubV=Pg1|3=JHz5 z_oU}56>P`>K155jqoR*G<36!;-nt|DH^IJs9V7c=j{G0fHggQ5L;^BRWQrg;v>$Oc)Yv?TyX5T8OKuIYZ~$)=Pqeyz*%>i~-tdqNvP*B5M<$ zy@cygLsm?`d1g=u+cy?j%rnd_W6vXhm#}H^m-@@sY<&es@GpR@^*g;$<(6*Lx@_F7~{h4Rl>*qpL!ObXjglrw4QMoWg^ zsR{F5H*~xH8Q}6WSos@uAQ1NiGvHI6(wl+(R>NUszcM{xZ#%FdXo4#*oL##hs%y?= zVj{vudxRfT_)xmut|`z!Cnc6^NXck^@j>2~h-MCvV%sO^>?Vr2pk(Hbi9Z)@$K1F) z1*-D^2@G__r>a^Pl4yP28_THmLF1St_q zlvMl7uaiW7jkAA;=jeEp9*Tv*XtczaaDN%f925;qFnuHaQD;z?;!CPtgIT(EMRZl- ziirAsQAs6cV?EdeY@NF$PW>IHD=Fz1&6dn)W*BK!gTF-JVnr=*5I;mm&v*|i_C zWK3X9+YlMc?+pl`&L*Ea6nuy7(J?Yowv-@(Sp$IQz@M3e8UrCC$pbHIiw>|AiAD7} zXe%FykPhAKYt$?TM2;(a&sw&3+Xl?faVUNx3<^6>NVxpLCrC4`NIL&18=8o}J8y}K zc7(gMWl#FIWODP2v`zPH`pb zAkf1PI}uiKUOy2x>szX$m>we!ko?>T9~fozHLhqxKIQ$(;Q#DC+uCKv8C)%v@cU$TZ&*>2`i|B^ASxC z9FqLyl5o4D2RP6q^xchoX}W)l(D@`x_I_2o_i2Kt1(C?ajvgF*HVtXqU}rQ~D1o>Q zT(_Ve*%HkV$eQCYK}g2zOapf{;0kN=%W9Q>OHck~U5Re%O3-)4psK`?Cy$YP0*;jH zN8F!3AZuHf4NyJviLH~W28BDEnf+F>ZwX1wY3m{@mnF~F6OfwH9hvp3Mq58*;A7NX z@_kiDlF@BjlET!KXuVVpq}MnxH>Auu9?SP6xfty_E z{nsg1WL{)2sY+$zl(2E=k7MPF??mI0(KrgMs`5IN<=Yn3{m^1r+zZhX)2><>ipN?+ z!$R%k3{@PM4-q8^n|LK3!wUX}$YPe%O%FNyRj8sRb0WTFgB*54l+f6^s$1X|=?PEY zmzN?w6+HG{G+;RxQWv&Y)?@~IM2$Cn4lu7@M9~=~S-V;$OZ9Pgjs*B$TP#7!yvRwX z;AW8z+&Fdr^d@2Z3fJhGtbxhUae#Ow4BF1P!z4AAFwj$r;9o?(;~n!h#zaqN((y zWTN+$c*}I~5EWaQP~|A!1bmfOhSyxdi$O?dW}NF3>AqF5BnM*Qd)@5Zpk0nWUOgt(Byvlv zOe3P4Fy`&a7sie;E3BH#O2!Gh<5_~l7Y0; zx2aBJyEFx6#GrZOM#a1pndt=!#+}O86)Q$y!a9=6wr*?G{wTf$5AyTRelGF_4EFwl z7ta@9v|tJcWH>s7qB!Zz6x!4JIoUWb_u&zn)gM-lw{^#>Hna z-x^Pi4J;CM(Jh+VZCkNk%Pi;2lRYyt<}Fc97pLaiNNXNiQB}Q$)oTR3B_*+idBI*{ z^MsC76#j5BzOgVHtX_$%mlz&Z-5!Is-D|AOu*k3~(<n*Olti@1DNa}{y$ zgzjn1&OMl^xYu6i}sPABAm!S>oMsGp2b+W$%*T>+kI6@^1(hC8{{R z*=}uv=_M_O$tgYAFO0+&B1@I$pE!R+sec;^v91#RDkKpE5O&3dEK@~q8CYa>shBgO zhfx1he{^|l@La0m8l)cfRDE18cf6m2lDVXI9z)d#13n{(8h6Mvy%TO3#1SA2L)cBe?|6!|!hb1OTw*Sw3kjrc3x zL60_NdO2GB9c@Eq>X1yFQ%;BpRB+K}?ZZ1w6RWinh*Kh}o)o_!fqUa)%pD^19g)@) z&B;5Is8QrLB!nUI^*A>p5>K9eD8B)xc{^s3R}Q zgI-d7%eQ;qHzVPsxUEXOC6} z%47FnWHXb=qWxvvx3240;AzREySzRYTs=WsBBkU{fVU+4X06;J2YG z=}an!alrzW4fzXv|2Qc|$1CNpk5h%7^ofWDSLoHV)rfIfy})IhCgy?(9eEAVvh!&% zS#V9FwkQhgGY-Pa5j@uXJuGK~Tdx?yNO?(>SLAl_D)%BUNSh4@yx&;F5Rg>DNjv2K zSk+Nlq(HR{s87nnELV~eJus+{QVj}W@NBZiv* z8B__QVLfv84R_wxP4HRiQN8-*RZZEV>~N+=FWEYYWuqsszm6@-|09FZq6Ft8j*&YY zl+?Fam2#Aq!JJxFH7qbnc%xe1%6k!;T5Z2Wf7nbIw|w_qQs8sW! zGWU}Hdqg`|tVw(7OY_mOLQ%h;qKc+YU5T7Tf(`WzdZi?l(>+!xotCq(=79Ed5MGLy z`1A)=({JSSk&_ez0-CF3M<=xD`YGyqg_kmKo}57wHtg+z8(XVd7k;05U>ddKhqO=q zaYPsu58TbpnQmd)4c$N@YD=$rmb}FcHPsP;-(Lavf7XfolraBrQ&10jK z>Wmi6ejpwUo{3xl=`8mf(UHTasjRyc<1%48V%1ZgKO;+*|tdssEkSH9xH?bPKqVqV9m% zD*)U^4CIYE=;A|CimRF=@NCR8$(qDVEG>vF<2g0VAM89e4Uxg298L+?jO4TC-=8ViZ1zc zY^r1m6t8WK4-{zDMBXlRw?JY{eO^s z^SCH!-2htpAo}z`y)HUab1z&0S}tyV$jcq*MJJ43JwvmXel-!GpokLQC=!J-y@i()(qbQF)ws+tm8#1glO=5m;#Z%f z{bP}vuqU@Uj}<2-QwzpG7Y}7@LG7)o+2N+vlvh347f24DRH)yG2j9F)<+dR<7}vRhcnQ(4hg3iL+AzqT}Rx<;tBA{t^-)*cBqi-{p)n7Gj+L4~+PfRdph0Zqme2qQjP`=;$y*t~i#YYt;AY?{C@?i$=<| zsg3;#x*;&WRx$qgs=|a$YKT77o|1|%NembI#2OO0G-90CR!oLPx;vS)wT{dEL$1S} zX0_kTHQuzO=w4OFABl{bcQRkKw4yxw2EU#`a(gSojdKQgqn2)fuJZzepQlm|x%&!n z7@>mq=;v-5e+9t(4VDrGfyfb+UXB|MW(R&x$RSk$aLq8kE5XI(R=MIR_vDr&H{_^m zNmtN3(B`Fx{&gV>S8SWYQi+ZDvrZdszt_n0zK{Qty`!pKjav{zp3NHS0vP0<$k--` z#=hu?`rw;n)BqI7QgrKPs4h{v%VN0)W#R$~xO*aydxK44K+lmZ&8&S*@HvM?KjqOW zme1Lwa;6x-l2vmk^?bN26@3Zfq8C;@|T$Yx+DrJ zCZv-}WLX|W$v*5xVnb7pND2At0#mZEPX_3}Mq#-!jbYX;fljG8r5%hJb=0N|8$&8B zaoKS6Iu<;C1{d*<*$myXOz>KECs0II)gcB)FyzU&HeKvS1s$Jn*xckqvb~lq*+ny1 zX)Mw6tjL*!@4E&?Bf+;O3yaS%XNZ%xUKttTygTr6+i2vEiM$?&5I#*vnWys3X|U%z zDykccvDO2c3#`DzaJTU^HSE%p?3z~ZM0HN?d$n2WG_~<~EZWM5BWVY+M^Wr)9N_y2 zBvgLXrYKY1tR-s*(F7~PCLY(pr{bq0hm1ueznD~V3L5K*i4i)Zup69Dqx zrQKj053*&n#hz;}z^QnP+zL|#VW^3?nK0L-qK*zT8<+SF`>-HWM#Z|x`OC;HE-La^ zQOy@>l6e&N!U-%AqP;`5RXJ-N(zy1K>kX;wcX`C2Ts5y{RiHt=Hj`VjR)nudm8lES zrQAcPGG0++Xz<0vzY@h;%2ydu!72I~eDB0t`XBp*votnq6!)tQDigX?>lB1MI{R)( zXE!xojI*7hE?&@)loax({5wpk$Jr|!bd!J`Zi{kf#rvX#6UI$yb6!qb+o};brYkiM z0#b~xl*W3(N|kb^;%Des*P78AQn!UG^qo7yOaibR+$U>vN-%hDeA=g9`Yz){=8E&Vecj`W|>vk~j_ zu##B4!e#CJ;`4M9I>6}_u}nsMox2OgR@yQcOD{63TA`p!S#Lf%Qh!3&a!XY41)h>r zT1#nqULU=rE*LW1a#FZk)C(N=oM;HcZUD>TcW=n{E8y3b_l>p$A`3>3$%S%niE5SX zs%&_nXSWp-KlRHb7g;vN6itm~Nv;*biVK!<7Q>fZiZ?ILCa%|v z62fHGuOow#-jL>r4^*kx&ag;|dnH0K3nCq&cO%~fV&YD{CxkkewOPZk@v5n5hXWNT zM3u$?E=6@pI?YrHc>^|K07}Zk)5g6gOGGv2`tj*&*}@y2X!c#8<_x!`=s!ksM_;&Q_Z$$9OQ3!Q57{IqoKVM>M1iW zI>wPm8%d8fr7mm-E=nmB(7lm*xqrwtc_lOQz11V?AEm5CPbv4yLQW%~6FbC#p-hRY z!KMh5;|5z&t#L}|;l^L)Hc1(d@i9WT=>o`R7M~Spjki~fi~k@KxB@>Ad<+}VPRpQc zQT-!h;+9C_wylpnCwQI`t?M)+N|C)}Q}$$wzbWcmAkDdF%%IyEn#bD=iL!A~7`Gzp z=!BIewVT3Is@xQPD#A@~<%5W4-gerfcx5nn%=JTBk`ZN#d;?rWAq^`2xGn`Pt679r zjph{3B39K2f|8eHwtLCRs$_@sW3?H@j zK}tZfIlY-PoQrM{ewR$yt;$O8iIul7Nk_aVe4OZR7_GkKs3~m8yv?r8MAE77`PCb_ z?_5y#`CVb4r>|(p2^;<2IW}ebRNP4>FOzd5J79CmnW@Ep|>>|)@3)x5cF~YYbs1ly28*rd;x$P)_L2)+iJM@hH4UEGt zb7BVVn(V<6SDzsYg0o$$U8KPG*y=oMSSGT`Fmv(#o1(`V}S(~n$BZ0|MK^85JN)ktq7^j3!|-!_s| zb0aKNXKqQ|wwzZvRmarg+mxP9Pw{V7c==fSwvvI2ik%69MXD!kFXa2kcOYWdGaH+kV#9C znhJtq4XsxL1`L%xk+d#5jZwl}5JYBMtN2+$aOI&nOL6RYLn<4sT_Or&;+YiTIYT$| zFN(5begpzT#UTh_L91&(V)BQql(hU_`Syc8z_t^X@pA-Vos^8*&r#V-iB510Q{my5 zToK*9kvA$fCRmTMR=))7ot3F4^to@qg7P9Ao8?hihqBnaY*^>$DFB+u(25lvi|lty z(F}4#B=G|DAh%;%yutzkMR1ea9BQ#?x&B2!MCEL)GRvdedI2%^ zWNMR2OpVn;0HC4KZ3r_gwNJd2o~YG`KcV*V$C$|P^Vv^ioyu8|ac}s(IsT=V@g4k?}cj z3G+rVRd-3YBOFcTCQ?>MKWWAOn(!OVK!`v|n)=5!GxL0^qtX-E= z{Wh%o*ZA!(bEwm|WH7;dKn*%>*Oo-gdLXhAIubo=hNW^!CgD~uvR|N3?AwNVtI`hy zGeHMLl+H!pshm@pS=M?c>R#HyF$u5CH^{P%7|i7QRjkpEISMZTj@EJQb)Dq@P4Nlr zqDJjqi54NNs7|ze!;&2G%BH-@m4n7KZ#t-o0`+FHy$!f`k`%2E;sOeJu|X0~=e+b5 zrBj?>%w!G6;s5(JBa=s+bvF@1QV&o53i0eek;=^p>1i5m)+v>Jbrd%08dU7M%&i9lK_1MXvsDpCL>5!~ct__kpH$z3+X;^E~f6 z-#ORZb4_#2J-0pg?2MzcVyL>RhHI!gj@qtaSn8^{uB+;*+TysPY8%EH_PR6njM^$H zj);ngh>AFlh^VNjh>EQuBBG+AD=VU^E2<*8DyysNe%`fn&gq@WTHC^$@4x5y{rUdB zzweLGXPd>zsOYd#;%(yC${A(%As+!{*mKVIsXmua)RA~5(ic@qEqz{=v{o@4Bp}}q z<>B2dVMjXv6y^MyMti$8KX7f(FQDR9)uyGFRBiYk-2vRnE}9MGFA*~JDBNseVZd&y z+>|Rao=sdhXHJ|P5$R6)-i!%Zx=JB_KwQ)6Jg1K+W_xz9l!{g0PynqO2bR{LywKk< zUUB`DWwA=&({^9Aj*H_DOnwnE=?exa^ikNBzdm8J4?7~%ifp|P--Xo0uR=eggdQL$ zKJ&IvQnSjF`)bV5C#UWV<|Xx1_PuZW|Lm>ot5l1>`8e$6{~EUL+}}0dG<82lpEkdk z58m(mp;)-Do_#|cncq05+`eC{Ze?6AVfn5+5=_B~VMW4{m5W-{*bDqIW>GNP5usNnCpX@BhThLtNEK@U}dezr4&+ZsO9 zA51+Ko|gD_qQy?qSNFpW(88iK5?ex-qQJH&MO3j21Un)n7X@~sOT;}Plr1i;3W-<~ zhMHF0uUu*)s=hDxUs3FwF%QP}`X~3RxW(e+b*d}MGp03zz|$M065>=F2*?9Qh{S9H zJO?Am;#WuoOG?N2e!3}80Qx>Cv!{4$*&U=(>NjOYIPI=*P4GY~fD7{`ME+cS1*W^H zy7751j~~Sfp#m{Fwk@6W;SW}oN%xA~7o#jZK-%z-Ok2Ud6uGD50euw}uBjj! zI5MO~fw%69W$5%F6!q0Ao7)i4Z@l8!Vo9~=aOSXOc{?b76}!b0kGS!l2qH!o8A=h_)1eT zOrc5WL#CiI;+8~SMIVaDaP?qcgbYu-a&=>Mu7rO|?ue!b0nR))AW#I`2vU!aSDo72 zOViqp{7ZbyPnmM?2Ry+)@{4alsiOZgEYYu1j~qjxeL}VyfUzg)RD6Z3~!79`ivtQ1vn zVAiZ`^(m|vGgNh-%E)$v^CSEx4t1p+%g6a}UYvadp&!OlQ7wV$UlLULG!iVy45l(f zGBycEogF_d%7;b8qypdM+4R%mFOwyABS{%hp>b1csgH}i{#g=~qEI(tb>+Md~3k_F1aFtLQ=UBapOg`@Yok>gvo!Cx3EsrEh~gYEG0zbq9sNc7&E^c1{xLLPD3Q z$YZRf`(3`wD3J3FMajiY_9jK7?^#MwPU=@_nF1DOdT^Z9NsIhP2JbXe^Lt- z(l{#IQAxCQpdy`{qOl-+T@*&uk&m%P>z0TmfyS>z)H?qTdNN^ukVUEb)I*uDM6nf$ zSb@@0k1)Tpa>?>kbeoap`pehUsl%LIa3{wxI>YSF8&NVKQ=n4#2xVC!s)Ii<8ND)u zeccy%({$Kf35fjSskAX{VntpG5{m@jB^6cJEuG_tiV9K!`p%$1Jt(QSIrSacV>!7q zYW)k!d5bKa=PcFs-jWNgXA7kwlroHRG08M-Lj4m*jqZq-gS}gNNsLz+NM{+ z?e3H4aK{6cL{q)3HTTs5S{y~~Mr2Y!das(gbEz?SEhs+EruaBIj^|v|i6rPu<+iYX ziE`qQGRpLtY{Zx2dsVW1(r;wbmk{hfrz;R#nS-!-+ z{crHLDDR-#7;PhbP{qg}Z1SLoL_9OwMnrxCm1cVDpq(Z^nBoWhD&3i#4P|IXRph1y zqI*<2q(`O9oksU*lkSdVx=A$Z0L*`~rL+mglsGb;+&N%*f1Px)jU{Hb*Uph8sHg`K zHIqC_B)bW2M3mWU9k>yG=Y@<(OInrBuu#ha9YnlhSwYsY$n`~Mv{HiU2SQF=5eYjo ztuZM)>r`c=8I76O@|v+Y($}gzw$Xs^4E_iJe3gTa!q%P0J0^yvgrf4uw;qFrt>c6T zmHIWptyyi4=zk1bKq6=k%R4cpU~OuLebNu#EiJ=*JbBb#E7F6f2deP+6 z*t2}D=v>5bAZi-XM+}s2XOzUhP-lFb%E1*?qgad;WN^ScY(}c1j4_CFqA9nSdBa*x zQcQ-gxkHX%0uzeWC`w&9>p|2`wL|LYc~8_PoP}w;3bqrU8)CML$N6u7>mSEa&4?6N zHJifp+v5^NKfY%5Csz$ikcDmpf1@*tQzqn)76{MFRmr)FqB3TU&iXNvg|-LP5Y-EK zf-Hh#BD-bOZ6ijtcP-R^*C5HB6F+C6nCv(a(1=sOtj*U;@<`N10LDJ$F+|MCMu(>g zq@Zj9$W67B)iB-&lf#IwOM(?uS{JJ))w!RTtl2$W;i^cn4~gs=0yR^F6Gt^`os~Tf zv%~%?ltw>?Vfn`(yS|b`#kX3P@JGV+#5$%WWs}3R7L3w<%b4MtCeM3{qdnm66)8Hlr^rwF-Fa4uFMdNk zRi)3UPPAF#g9%r%VM0zr#T%8|B;Cd8;7%U~k%LF^h+#=sre8jne}>z+#h7H66QGoy zkXx@p6s?Kk+34ovN#K+{-3{Z1H?E<}Bpa@@3`p!(Jj)sB*%FAjy#~McOaf=b#+4ix zXYP4RdT>#G4nw=ZcKaUvh5mIwRISN3fUS3;xCj7{)6b(e=%(|zqhj3(DvoWEiAcGV z;F`;XEFJk3ia*|NBD1yf_ zAu33^Y0@Gx9x`BFFk!1r?1`jG$GS9QC>ZnJ`gJWM>bVACoP3QM_=ZhAbFMK^v;t9| zUfT=+A1Poz%g0D0)R1xt$8s2{bg$RP-|tCna}4Ac|?y~KR|Ge+hQoiDoMWBR#7_8z!M z8%tJ|q09+qwoea4@VQGk`J__;c~IC2x}fB97ZQ>=d`Q%iZsaV`TI(os_{PO`5ZWQP zEzfTzdGv#&d$z5a2O_KI?jEg;KLzV)!#K}k9`?wL9-?_GqavP&=m+$Wr%niG>Wz%> zLC}~4HYyQ8OiA^W!sH;j2a?2qJhB|V1u5WL#%#!Z1;qLUe~`tTJ+=dqs3ro5&^G zv0)=TAz^wWZ(h0{&Jd#!el3t{=We*wkk&3^I~C!0w`9YHL~3~XL)B=?_y#ZFNvLR5 ze#<@SB>3rgDPhRgclY~1l2gEV104T|J77jgsjSBnW*(|_l`z63b1e(P*;JoCBwd-q zVna2xiig+R-wW;~z zf^a`!_saONg)%Ez2wl9H0~r0l0jshsdUe< zsIs?UR*2&fuK0vAEGXmU5He8`Inq75VaL??)fj*Z~la?QDVJ)$TI;W+vuRIbBOkid{V%Z9CZ z1o&%P{yCA^CxQ7`#%AsK=>DcceEUSpH3(H&WxLtYz$Y{Ri_5IatXRR=4zRtWMIN`xIFV*OL7s zAgSAw2fpG)rbm9#l=<><2Uu9+m<$!Yr{GO^T8d7wM?qwxBFcSAh5N$s;c%y2UCMT5 z4y!L!#Hmh9M|QC@4otly+XFBCN^g~&wkO(=wM%X#uTr~yh9X%vz-=GnD|TgCL*|Nn zxGh{2E98IGUFMSP(fWvTpUIp|R-(V5DJ!ckt5}iFyH0~LHvdQ};t4xkt7WW5t7;X6 zC3Iek!X}gEm62Li*KIwptunB!p9gzs5}IF-a~M6%VNnN$TI^WBSIDsUjt~ec{)`KMR^6B(iDEG(J4M5lr3rA7?d3{KGE#@&+OLHnN`&W1kRl* z?uLN~kUJ{2rQJ3zTM1l8SjY_{mX>wl>#r*(>j{|Cn1tOArL+g0MN z3|AwJvnGaaRoMmAgG514BSrP9R?#m~+PS01KbwROl^PF&XkVCj_nN?Xoru-lB^pwi z;bS+IEQ+cPY7dG0Ze2iMW%YT=jawC0JPG$c_(<#KW=>(^4#{XgjH~$=-4AT3#7Qj; zJh+FTKhl{@oktYqqWEAo-ge7^z>R(*YHoSDy3L=O)sF}`VYM1X(2<{l?hqB2@n>Oa zYQN3pNMF!zjRkoo2h?}4>|bKdkKnZ9&Hfv5ELoGSQsPtdRwWY)kn}aXcmU-<L2qxu!egdyTMV^+oX;p5r_J1mXH+(YZ7cw|4IZRwFYkq&PSYwQ{0qa5}S z>3$+rB($BcgdXV))DMcLOw}tggM^ZVKPtAK$QUyiJul*h>AZrru}y)%pD`^KEk#rm zgl$fRCr7BJem*862mA%G=Mih5+xZWm`WHOBf8wGjl7x+@X-f)iPLk5B%CRYY^&aaO zFXJ466cf>smz%V0SwIjmZO&pIU&OK#jRVo_c4r;oi~B^cm4OM)byU;GY|mivd;_2% z1n4kCq0iL>rZp$su374Vsu(j+c|)~|Ei@>L_r;~$z!QYDMn(FcX1pYAmog`4qZF8T zz`e4Sy9&VszOSSaU40`af&{3_?P<8OP$AaGjdro6hIvB&0EzbzlCNv_S6z+Ku;FJ_ zJRxES(6%QJX(CB#Lo;ereMpt^C#0PzUw8mwVk?PX^RkFsmNnHNVMKS2mH7-0rEzX4 zM54=f_R^+#$FTl?Z>Rr@W)CJEg7C$_RMnot?vsU48|qpEHtHAUXgXYrbu{%C#F>hB z&`e#^CA<;6GNqo3qGm|BQ=P$K%dLHz819L<)nG~=>w_G@WCxpBA7qhk?&=_g=1uHh zAFi@pu;%(@LqT0|Q)H-Gy-gJ4*ltx?q_0&tpso`VqXb9+CKpq=EbS?bB$1PN+hi|d zafa3P^0!^6I^9&LN2|KTb`?iQO^|Z+0>AgxE zGcnr@%@j5#@a~jFXBd=zBCi&e?X2w5eB~aG<5C6&xquxJaVV8*(!GC2MSd20)y3X5 zDc*!9{J$L=3sIG@fKoL^W(eA;=S)@&sA-iJJ)#>A7LkvI%!Jfw?i0y?Wz*irZwp_N zoBpR#CyU+;Qr&)6so&-BsSV4VNEnbk_FGos3IO9zaN<8=YhmjSs4LTLGbCDgh;@Au zBaGf9(ZLCY$d8ly$RxA_?RrQ-%_Ry+%uyLhOi<1{Qz-Z;2Q2tYF{~v)iWWx0O;Bd~ zbLw}jDsh(Sim@^0+QUKpU#zb>pIcwMw?mLLhvq?dUWB?8*P62?VnwWB{)(ef$(9jd z4gKwy{EM)-0@f)ubADe%dIDV_6lpiHdgWo$8eSO@EH710zM3 zMzo4{A5&NsmBM z%mL=k=11~CgWXSTpW~g@rj!wh`ss>@xgb<(=bp!KR3_EH?0W%d1537BgI#8uhjyWT zf-2s}kVShcM|6)Khx24cZY$Cv53Yrux)Paq(UCN4Zg+S+DA}xt?N=>?SzTfPe|ZDI zknVj()8vT&eTvMm>$k*GblJr&LM)+fSwJ>qO-Y!&tH=~-k~62*z8dzgLB1FiRSQbF zQioWEjA4K+wJ6I7N@75~*_V!|GSetS2S*`cGXNx#ddV-+pNe%0bPF_~#^kjqiB0Yj zC9T3&lM@U;=Z-9;SI?PL!P?o0Rdr zs%6|9UbDe=_s31?fRo}>xMMFkB8&V4*J%Q&^~{-F2HwT2w}}`6jCqsZp;FhS1D`Z0 zqenceYJgDn5U%!LU$2-hKdq47)_DDT# zM0U#J0TG1qlx~i^$sUni*dSjrZ4Fh9Zjq8O&TgljHeyu9?@C5I-T4B^((GNY>s<~< z^@xycRF9@W-X=+s^t^|AqM$LddRxR~ZRlJ|)Pg9gK9o12Sbr46_z`?oMfK}l_}c|s zMdgt!EuFD<;`#mp1niU8nogKQr>YPkg;h?)*hP_0xlDECc4CE6bFp4iL1){s%S`j| zP`MhQ86gX#87uOUik+0mcCCU-BP^TIVQs2hQn#|#)^R6jR>^+P5v6Mmz`A8CFen--8%YXO4s!cfT>9l;=m1S@|nI`$BJejvzSGn z!I%7D-8jE+uE2b?%j^`>KG&pEuXDu>SavmkiKjFar0=HeOeR;`Rb=$AOxot7kXlp; zjZ|x6s~HY-Y?%-aUtU!eJN271%6$)evOp}-sVTi(tqWC@H)F(%saaCqV$>7V!?Jmd zae$itAQj$-w3Of@tTe=_A%gNz5zgdp^#qCa+H-5gM$q9~uup>F+^}vIJ#;5an-?~b z%+niH>J~;ixhjj*3w1m#9el+V5|y0-XbPcFk)Ic0)ZU12W^afn!$o%zz<`QSshR#F zP7JqyiudZZWaJ*o;`s7$8F-*4@5u~i_T@A>Rz=>m5iId{c^z9U;2XlT>Fxm6{PSkIYd9Pa!k=Isf|Zzm_6)+=fe^v(_HHnT856z2uKT@ov(fDef1WH%Qx zryA37*O|-QPA9%2c|*oEw95L&u=9si5uLq65STgUTboEgd+24S^ zJ***0R&ZHF+^HmHD00%ZV>;~o8Hx)u$wU1Pq73|0KYe1+lm~ zRfU67$>$#nqS4gx6AuTdI?iy||6=pr`+MWnd&?>!%d>!Tj*3H7Xht`Wwt=HzAwyf{ z4OM+4vHBQDX<$m!wE@T-n9K1AqF!C-e^GQF!)MbiYK{7ikYjgm#EOAc1uT7st9sYz z58KY$dBL?9la=ejGYF$#PnAA3{TNODiYY|;s>*|VBqL(^o*Pf{oaCZgRS!sT!d7s` zkT@|+$)`b4*T?fVq6RG2&KraI*EHoi=@<(87ZMh8(mMf>s@@Xe?#Odhbq%o}jqf9o zlxjBq22#C>r4cbHl`WS{b&=^2ZSp~Oaif)khG7 z;#GZ0pSL~xeVCt4I$42CnSbzK?=sp9=)vC(oC-P~iF#m!5pg0*hec%<7dWqsQG8vt za@@!i|AzReFa-#=*vXUJTukqk-Un%JNCjGDT&JLcDP)+f2^WM>C{?iz|H|<`XxvlG z!PIADvWEnE43Z2ctuzx;`ra#{S7f03AD;3pO@2X=U)XZ8Ri`WrqNGypog#urnwHF> z&{W)r1Xkx=1EMY>{6cS96PLaN*tEAMxEB|a7cxAmL2u}m zxDPEPyxBlDhN)2Q3&wE;CvsX;I#gu8eyo?JmAGnM3`YqO{R6iVY^h2{dm5f~_fy=_ zH}DmIN3F^pqpJF}J(8ftMtxkwVwbq+K3`EhOvJ)3<8DD;)u&mF0Gy7;yX#` zjgC7Du7BlFUk+lAc8N#6j`_{DF*qUJGo{kKD&9$@D#;OHOcO2-T4F|IbY$F+IVW#O zM(?YnO1r(oVuuH*3R4)nxFwiXNe5)=E%AuaMwTJduMOqS+A;=UPu+U~(SHJ~dV+1r zpJGK$i+I`y5S>d^MNwp==K^O_t~~K8A|od{K4p|$@@=9159$l%Hqgw-Uiyc`pGz6O zW+DWUu{T622~by=n{{k~%KE>_0|`pe?)*DDgQV{{w~6h(tNX&Cc7re?yMYmN{F{^> zCM1c-s`R*qI7cv_qC z?kxna=S9=dtKVb~J>obfb8+mqwg?1|MarCL$%}%XxuLpPxUoEr5xjdl8C|OhU9cPh zzaOcJ0{s7=M6s|eQNblFRTcWKh&0c@q*gH?lzbyVQ_Oi(|AzRlh;Pk#-;9 z=~F=(w0G4AQWl<6y(#g+Ys^&AHzrtL!<&uqlA+g z53vVRzy&@4=u7KTO>Izcir6@55i2sLC}LOo;6im;XVWUD&@vdF}@+x=FMD zd5-@5*lCeFVk$G8S{RCxH;fsZ6q_PzSy2tleXzk13lf;{`mp*$GTg2UlHR1qvQH=# zIG2^xgD|8c2b{nfP8Lb8aP&e~euryWyB8kz7(XJ5&EBoVqJ%>-dt|y23g%gG^)&v?uM10@$_KjHZ^nBkQFN zB@$|P;bGtBVA~7=k41trqkK*jcCma{!CPF;lxS67Qqj-ALVa1d>vIEy5%bvP@>=>I z^kAM2VI^rwUo59{Wn9|5XHlXMbq zr~f;6093?`2Hmw_P2F=`Yv1G$TQCtf*s1m1CjBXJz?w;17P*N<2zAltF@{efRl-lS zG_H!sUXgCBBOARUg6M_K%LIb9^Z{W%kp-Rzgyg}3LNWt5r(0$mac$}GTS9HU;+oMz zdT>R28#i%HspSW_iqDdhwaIknq1+{y3|}@Okjy<%Y^;&!J#6x4FH6Ft0|UXQaLkK= zGRKf|BB9f=E%#Wf#O6b)B7=#SRM1ss^EpME4hq-|0xa<7-&zLbm>%Dww-X_sv16A^ z{R6W-;W5u99o;GTT=oTRQ>5n>BveKQ${m?JRm#puA6N2xxn%I#oF%Wy_zDfP}m24^Xg}znh-ENt#2b%7XuiCEWFo`1#R$Q0T|sQwMGP z%OFLYy*&NYzEa{}E%C3FbljhNn^Rw@Y|A^aZ>V8o^LK{w#`8vA+4`L)zj+3Ya}Bm< zXXVEImAu0|wVF5k+sk=}_Xh#fRqS^(8P$@qF1)_1hto1<4&bz=QdKhrnW$t#>y=dr z)n@0h+c&FSs_DeqQp{9b6@g;?u${YdVUGKh^iR1 zXHi7(?c&-pVr&NQ#L6u$hHk<@AH;=zBF zHFg73w?np(MtsrC1tm_&2!l?~FN3#dHL3KF+}2h^sv|vEPn&8aY`iAAZn{Oqtjx}s zkY%f8=tFC%qo$!t9uZ#VW=(-MkY0%4ubP$77(1J@SXE;!FJ`oYSEW%=QGD{zn?cihi5M$mADDUL&$jW8I zB*5J04Ri2;*0dSRzPX*gAb`F%$N=!mas5S7MxH~QY z{>5-6Qy9Clfa^QgDRweg*ltVU;AQ$4rK>%$X9-M*=lL@PEMFjpYA06Nk`c)vkw>yl zTV_y|wv&CTl+4&{kA8u*G9^-&`upM%@L&YT!=PW+a!c-;Z$UwLO67A-%RwqE2J_^w zO76Ux16e_YCY=@2(8Eh@;nf3L2Q`R|uw6h;Gi3f4YX@ag*P$htVACUuca*O1>6q-0 z3|3`gPpH$`clJ&=sFRPL{eUUjs37KQ?^u>YE~KD1UT7bzeBQ~De48I`okk-2K^@K zfY>auSK0POmd#&GCjWnI3BJo}Ji-*t zygpvI^|mOuCK(!I1(vItqDjk^o)ySACbC`^(T}x9+}US{055CqEh}JKQJ?WdpMGU2 zQ~BO?yy6^s<+ZS0Q5*>O$H8RX(N{$I8Wog8$Vw(PF~yH_({y8lCIF9$?8Bm?KkIY_ zbBl*WJA=xQ2+N0bzd zizYs+8|12YG(=ylecG-*Vmr4g`c%)JG(HD8ahB{dI7)Du z8`Wc)xth3h5k5{IwVGui`OBPzanz1wG!?3PBLTS0l}_5=bL2xdZYJwwuGzkfAYy4H zuPLc?)J=(Xk%pjp`GCySp}16c5WT9H3+t2^bxhkASy-RI(0*FEkkv(0LDiD~+6}|! zTN2s1lQNuyf$JEgE*_VI>I;zPJkhR-@Vg&VnK@F-wW30sRd}GL387PRSr6Zlk`8n_ zgdSPu99x*z4^uepbNrkuwb84Z{k|La;F;(%>b;&areVp9K@314H;dOS@&A^{t*^8j z<;@3(!m6fyVcWPjB7s=j#80VIz99pr=yejYsq9%5F|Vdf znTK40tzzQ+N?Ou-v^Zj~bCHoz|0yY_Iao!Yyx#05a2+6N;9wn%XT z>0H!`Pw~<7vVu}qf!dTAz=Wb=j%8f0rmRkcm5d|3O)`}e9X`SubN}V{vpmW7B3EcA z=l~aU(Zr!jGallNkhVwQxJLw%Rn7GsyYBTqAdm5Q9^J{9wGPT%7}BNc0p-!r?^P&3Tr#a8X~>>qA}VP!)A{; z)=dc1_e7*mJ9^bK(vxpN(O?#P*pFFn*W4ah2WIiAsOnNW{ZE5(k3QC_4tlt|&^gl> zqykA^tWj=>RQuY1=I`J>pa9HHtlR}S>$XHug(5R!u%L|=3gs_<0Satn)rzuO2-ABkEwjUS9ThTO3& z=Jj3?C<>8zGNZIcxtS(Y96l&0-bVFG+p@_i&ZA@y=?IS6)YH56ZhOVYAP($u9iPSE zw~{w5(=_`adtFxYM2dH0F#**!*AFo!-)@h3EJw7$w0b=TL$3f_(jzh>Qk@T6k@YE) z1jaFycp$nznA#gTtrebf_mZgDRANxA_96Y&v&0(wA^~CW;~3*_a@c)IS$|DFyw+y4 z5!KwvU7ywz-b}^W@KB`hM>5^zuX-jTN*Qn|qL)egBO^kZGhzy0KO+YJFFakAC9&`9 z*Ul_|bN5x}PvCm~8NPk{Z84ko=zct*iuai%8JlPZLFo@vvNKpuIj3HE`t*kdHzL0X zyOo)h)=m;!b;)Ac1Jl$!WgcQaCJpj77T=0G73teJe;NCXGoAwgm=?3fxOL#J`Y9?1 zk2vbPSe#2-jM1txQp(s%6MHybW3}j zE8bspKzE5^R)>2~W;#YipG?KHUs_5Y8Amv}1%QkHMnX3U;OJ1B0@y;8l<*;_=fwmj zX!dIr@jLniGMwvbA9^v&*~e5qiOWby3mXCelj}jD7`MQT8d2prwr&tjoIpb~`tA(V zrr-LqKWq$xF|5+EV$cFI>87XTVuP}*#o&e{r1ndO^{HoA#rh*vcnN|m`jy0;Z94s zC4gs#p>6Oa%~$J{Cd6F@Y4xS!qUsu_c_f10uhyN0dF5;g$Mx zcK$N{2ALtYnQit zZaY-xIU77@J!jmc7hs7VLoJAXq}Sw~(058@p!MZhw6yw33_gd9-XHR(PbIbqN8+^v zig2&UEfF&h1~5zWf-$91Qgn=GX>L2lR51Zj%?6?2D4UmtqpV4p6Ao0Miu2-nR3;}b zfE&s3XGnl3?GA}Rba7?mpmk6@QBQ2@U2N+GOZ-RJ*3UvXip?qYmE3o%Z&u>8 zbQJ^|*=yK_F7^RmAnX6)pX$P}q39U&M1wqDi==%)+}UufXAj6J@a(CVdi6`BF*?{; zhb;0rB9@6((Bv^%U`&OOM*ti8p{jD5=Ac(J_lcGjbz-!^(+g<`v^tV z4$u{Ku8k5D6aEg1{4;6N8kR+Px%c%bdebU z88HPwMl{rcEL(h@yOsTqAzIX9i8jq(uB_NexY^Lo?aORVF$01&S=lGxw5^GRX?esX zE8$$kS+xq=kT9HiYox+3{1#+POn@G1qbtm|!_GCU-~*=Q1^NDx8ke2~y$NgzSEVv` z@UU^-dF8E{)*QiAX_$RDC1sS2^MNkWT{@H7*rYj;O5vr0;!14p8O#1!x--gB zJSr)k1=zv42Zv;(UnQmbcktaUr7rsJhDjR{v48ksA(3~;b7uNH^_|+LrI(w+fP@3N zaE}mlK6Mex(a+*HDcVzHF{IHiUj4WP0;M4nr2pCX3fo0_@hHJqW*=6E%-m0-%p;o6 z+Ja_Bik=xgidl~dKax*mL8D1HnPjyZ`Os1AN2;MsKH{8C;Zqr9u|;M6sJ453#QS0qJOFX2qG4G*=MH!)( ze{7F)AgN&ART0h|xGPMB$jVY1^06EzW8b5nM}JNk_0))7)Z;qz0}G`R=K#<3GkDfc zEKa=2eJ&;pWefMk*-;%G6BI8>9;}F5xP*KN@ zXPwiRg0`IR-eGg%y#Fi9_8&BJ2xfF3jvgk{iyd%nSvhGtdI(SCbERYsnl@})k$4WX zYoIQb%t^Kmh0Aq8jzU71n7b>Bx}>{&M9tU{vr&uyAtF|(F(IQO)+iX4Lo|jh)6M=Z zf|cNxFyY_CE$!Q14r@fwold5hLRE+p%xM?J1vT|NrVY`kUsJGAr?N6WE@fO4QsFHu z(<@iOMEh_L!0!Qu;kjT1^&-cZ$pO<<)e}R%&~|N^)7tcJP7+-%v0&CY+}kL5CMsB- zVo3{{QxF(C-GvQvmzJxz=RioppA)_VuDr^ggmI~x0;9Dmdsri@QGpJ;_=A*dnLH`M zN^TUfg|Y$KWz#|VVzTlN0XL^ax3sCx2stmZ-Hn+W(h=gZbc!=kl((fR$FWMt-66^g zLh$Jow^V0yV@|~+r(%luGj(tPO+tE}!!NiN)p3tC(YU04*?2YV&tKS4Z&F<-DHExPz!{ zFMI*&_?5M7C5Hc1wkUg>Z1InS$$eW;L^y%z$pz%2V;ur8MyL!L)d)V_$7H>N z6pnvl9WX}iv$EIfLQM;Lzx7p@Idmx2VP;a*%HF(+gC+fbF4tvXnB1Hg+*?9;5fzw} zH8qJ007RgLM`gy>xTfglpl4&IqfM%Y)BG3uufFPfN_m{`{bSML(983rf*X8U7fbXAwcGrg?Fp7KHyokH<3y%RN3dD;x8tuurMo#G1}x`=QuXAywh>g$RQR zQ<_>fEeHD3J3HEsZEj~fKI8{nOP@;3&SrtC6ki)lk$OKjvBFc9qf#*N7u=jYbCh$C zAh`}^pj(yuKB6$Dc`7@#G(d|MhV79kU6B#6q8+|t?lhs_flTSgh*9NEaJ_Jqo~5?&u~D(As9?qPV!R@;KdRBW ztr1nX%OO>=D!hSpkqkpYc?#?(%#hY+#>Yk+NO#q~$Vn?%kX4cHSi)fwsNJ*_>{wRs zET|LR<@^ZA0g^yrrgZLyxd{MMDm>im6W#1zh)s1~%l}##ei<(hHi+x$dqy~$i z2%Kv0qOu2)>*!CmB>F2DX)t8XM zC)+2aMr?~aHZ3u%DC|?MPRfek1KL^@ux#$^}?#6tH;Rq`<)FY7<@p(z)_DH4co@4O!RRTJepYpV_{L0cMfO#LuEH$bK zEYmjRr6^9i1sL;H#Y|&E;$njd>4kBrdD(q3j@c=%Ov~>R)jY=3{xk9FT;5gXsWv8u zgQ7gDc~}lwT4lzP$($h!$73{{aD6; zSm6kAe4+GeSmFy95o2G(NJACT0hkgR52gxS-(o3!je+LG| zj8L{Y(KN^6Y8SbewCefk<$Nv!8<^Z1d`L^LWmc=PacaJO$~K*jF-+4pS#JLZA7oAD zIQ!)}pVvkggE?F+tJ&;+s#zohfcB*4q|9hdTUy4x1@VbuQzl~+_t(@;>}Z=1!4zfR z5%K>Et4Uo#7KAv5w)r4*Y~UkkPG7(iJ_R)|odyNi0k}wsaMVWBsQ^&0uW>?TMv}0& zMx=j9I-Qj1rTa$KT|!Zx!s+d3w#;TOpW$^q(=z7TB& ze0)VizfghLUh3DIngQ_(>aJ*3W5m)|SW;*{ccLO)Yj>ELlvp?yPfTl&i))G;Z*)Gx}P)dOb-3SV}EnTi*GTekSQITX2ea(rS zQSn^l#3d3ZhMVh%?B|*8_jTd5yXaeZ`HS|Ko$uIQ3;PHg)SN`beUgc%He0qgb{%%2vzDyv29^a?gDDr zFFQZV-ueTU%oYFjv?IUJE+QA?k?OFjR$09!;)&E<&0xMn^QU06{XtQddBinCn5Km~ z(N;pL(u^Q}af(WVm<~zvg2x9B-(3FY%L}R@o{%X)hL(e2YVOz88JToUU3Q-P+R1VI zv}`rRBimH5dzPYEmeCS*^cg(Ps6L`?P{zuri0$TX=Md^b<<3pdYFd<8Q90=^%<{M; zr7X`@Fk%jk+_BbQTKrrd*v~<@xoAB{5}88hgSG zBIa5q5}K9fVEc0!SqvpiIs2*GEn4jH74u|+^ZKcC^Zq1O{3AhZE!@ViL*l_AwIWi6 zL^ArbE_$b9vQ_4^I0YzxzN#o1oXZhR`!!nvhnAI2u}dy01hbU8WK-7p(wet4bM$UO zJ8>TXU)+hI;-?%X&*Z7~(}bSqFa6vLHc1=!?HSD=T;ZSue_-eCAqD^#ho|EG19~hu z@MGoP;C}9?hvnWRE~|z($UZ0RgN(*L!$Y6LAf-!-?mA0a8djAtk^`V2ORS}Du=e}O zQp|cwD=RJHS{@MsGDN0kn6O#p`BdEzc`!J{68?9Jwc;5EjPyp<0x>4#kbgrOdMenJ zCS*P=y=F2R(G2Tj)(puJyFKG3l=#~$d&pp^Exqx?ammvgAl~=~4vG+2*pZ<6)GNCM z4TJf5UVg92)0Oj@C_k|kNFs3x z3xZr$zoM3=j`RhboSC1QGiV6{!e|Ec)4c%8Bn11BW}CPj)&Ml} zG`Fz?8lSes_wsX`efXb>QJi|gx)GOWBta=FaXm~u(GU2%_PfWH0X*GTIZy|I)ptN7 z64jcx)jhTC%IndI4^e{Km0+wP{2yob-YasH73+&>Rt@U8sI85rX*_vN)cN2eK)avO z`m{kw%LH#|9uL|a-X2R;OWe7`=HIrC$&m(AcI85O!v30I>W^IjyVOmgvuui%G=KTJ ztT1c*m4^UQCZA@6%*i&TgHvrH`5U}^iZ-8J8Zx9xXgZKyN5h1s za7(%clOOUKJT(q~WVxOs1)y;P)d zn8B=05eeSAD1#4RJO1px5rc|J&9zM`rYgYj`m|zf6n&S#IukO2@={`_oM5+XiDIVQ z2|pLR;u_I9tdrUVSjy)xzCUCMewRS&oM<+Gk|BW$ubctGUNJy?z&qLWrRsWxR`oag8PVv1a}G((HR6_v(+Zn_T$&%AB*PTGCi5uc@EEr*{u|e zFbRVp{fUZ?j~nIGjSD>;virJYHij+jG^@6Mk2!eM=j=(E6N5ZtFJ|wKe^Z5b2@95w=Pg`&|}i!$TG17LCC7CdS;QkvgGrm!-h_dT`Rw z*@*?Zb4mGE%|I?M%1NQME~%(pcqece2_Q&vMdXlp1@jWJy~b0sYcX;~disKvc+iwZ z$8+NARi-bt0tT8H%omBzR`E+`G7vWk)99SrTrdkYh2W}wM5Gky4jj`awwT`5Z3FFi zARlQ`lgCV9=>%I69)zb}FeSp zG;`KOV$C__uzQZEdD-%1A=il$l3RKRT@gr8e1PMB{O@iDVQY9$I_8{X`moCRq4C{L;Jqd2yi6*Difb zIG#H~Ul+Tfpx6r$pTV6{6V@lGQ!n+mi{&>D?`_Mh+raHF^}IFr^ZnlwD{n5jCJx2& zXT|exiJhjg_itIw?CuTE)EC6$p;&!$$5=B)Ufr^csK(H&VSM&MuWdPh|%*+e?gqlPly|_Y+7s`_tqmf zJ}cJ0D9%4C9)-lnn3#DVGYxCIlgl{#0q^2|zY*jm&cHfHAkOArlKe!;+3 zUEc8riq)F@!$Plf;0t2z7k4*ApJT5}9N%B~o)~#+;^*6FG`vV!{GRA|2Y`3w{lo9y z{;b&lycm6J*;rEcIm=~OJLbF%KxX~TA?HxkWe1!PdF@&F#gmY@df%1f>=)OT#e#F; zB{lq^kq_+!3&w*_@7%Ttbs7?V+T+(A_WQ=(S~Eu9*s~8r^xM|%&V?`9dL6qjZM?aE zZ^<_wIUL;5uHHBP)|l2|TmF=odUN{C&g!M_iO`28#KvoBqwb@KQAouNY3CzipNx878j!6*A- zp?0L5-da>j-6H?3B_dnMke_rgqIr;l5Bckno`~By+)k>{6Pw#hB zp1)|+VnJ0b-&Hp+{xRTGPmK0FzSo_n4wgj6@6LThtk$)TGd(%*y5h&MwMRks%`8s+ zO{`|IzFR2&1ki29q8e_D{>Vzf4*M4 zm(`+hEanSt!q49J;a_w)r>NfVzP|9@JJ#Mi%#D0({*K9i;IB{rGS#{d@WqSsy#CqQ zn?L^7Uv@jqd!fe0p;`}$gV)t2AGB$hhvG2vLVfvX_vFr)u+SW<8XjB!-A(!0dpBj8 z({_-jdDPimzVN0#x0njdv7g}l=3aN&!_V*Hy-Z3@ih6Fb`}tK{IEWtA3$;tAYM!TI z+l#x$c;9SB6=I66)5wV;6vRAEBOe5k~F55o8eDWKG*c=~BdE~2L zxl;(#Vj_*46jL0X2@LC*7=}NgDORi!ESlfJThWZpAu<*KjoqNVl zyNq$p&bCfF7}Nz274yb(Cdxg*2?jRkn&tQC093}0dE-qX(E;aZ^Ip&@Z799nESg>h z`O({NNM--;=VhMDR-rRwcY;3ioNTt8-)8Qt8;9()wSORd!iavR+nijXYubps)onI) zTd2Dbf72svCrF?GSKDm*FrVA@2A?`IF7%n#pA_=oXI_8t*T4UIF!;vk8>@Ane?$G3 z3^>D6Z**sb2E^d+-Tc2ZZ?J);-Z-kheECUuw|noE`8V1!CRjb2_bVLk@!oF4Zit~GS7MtsTezaF!iUfb(YrZ8eUrkdU4hGtTMI@B)>bj6AStGi7>8^W#GSi|u0j?@Ja))> z65eyvZT`o3Y^%nKpzfj(B%mHFahL%ulDB?6<2C0OfwTS~%op}Y0Hc3O6w?DydF74O zH&ho1)&K9+j>lSbcN_nd;d0(IY`pQ`f4I|l=rnJ0#}7o;55%K4)bShr1^-FB5A z`!xzJiDAy;YV((8tz%)-RuV(@6Wh5$2w3Z~6Yx<$*5-klsUJ+3rzX_3$v$}TIuvVn z_#*TodR!xPc<;Lw$7I2)&ToP~{E*Y_sa6~0rsmHMUQyR~y4+7av$p==&kudXlt+DR zoV<1uKK9b8y{~%Cav|pKvFdvfe`u34c5dm>UA1Iev2N5FkFF&5qmput%yn%N-@Uk~-dQntz z1>u`7@p&E9h1+z>w6SWRd(Z46&f``>A@e|I|9R28oWmGI1m3T%)q&Re>KNgHckRW~ zGk=8{)srvvS;uVX;dZ||&h#wx9I50NvMRtwm#(K=)nwMo&edOf4XpAFXr^lFrG4Lu z+;c31Cox|2wUM{QUgA;p4&$D!w2M1-?miP^?;8+JJFoQ1eW7ORUi;Z{*}T8{dpp0@ zKPJwr)lOEo;}MpKY+lWNO&tFznOA)GpNMu_yW@cGF4kUHSN;7jVQLifeW%Qg988}# zZXIYsURyu;e}_AJ4#Z{kO7xX^G0#4@T)g&hc1S$_wm5ls{=RJ>_YLu!AMNM|8T>-0 zKBR91=7vP;2SXoJ?H>eSthoKIxUN>7Wjc?XBi1=Y4+rG1c}_D{`>M{<26i* zC}k$Dl;UHYydA`ti9?`<61Fi*uo&K5B)5a9is@AF>s^NLS>U5um?%wE)v8=(IA%02I^eZ|6|f{c<4M3%i8f(fcsK0 zqI0aK-bUiNFDf7T2#}j+Y99(WkSZqR(7ZM}n44hZKHd5@-I|rs=Wm}kilH(*f)+li z8dt<0r3WKrG<7k(b5WDHsErkejDbtNWnL1+l%b2dse9*f4`wZWWigE-x8m+lQGdGE z9^Awv8CM1GYS%buKvtpD%jMQuO&j+zB*s`P8CFNjq@@C!Omg@@U=b$(fDLhUg7eWa zVRx8Zm(J|qthAn=C6Mg!GCGjXjgHg2dTgf6(_mOAwDv8k{$m8TdA^h{! z)5`+*SFi6zq;5}y>|$&qg}V>$!BT}nsl<*W)x-5UrR?R@1$3E=%busKfz%vr$`$)(Fohr&HZsZkkzpA$6#@@M1eRg{eJX+rff1}5O;Kky?Ek1GFt{T z3)+reMd#fqy+`Na`!&cSE~9X5Q(LXBQ#H23{yM42nkIva1=WB7@?gwTw|&tNGE?Q~ zfr-0&g;6*XW1y`-B4FMUTnt_Eq%6U?g(l51b7cWmJ4&{6iT`;xS4^cJKh7AdUNZjOZmakOmV2huB#B9Zj&8{oB|yD4i$Sm*DufW(@9KEZdVOOByAa_;)u#? zYPfj%F|sS6^o89>$g^hYdW--nzeilBlP9`Pr@x}p`tZRR{J#4-Wn*9QURb(G+^4C} z=rllA9f#^Sm<`WXGPgIwbDDohfH41I^R z-@2}Jf2Q=c8n=o`0f$WtqT5UkxaHOI4|eFq)XSuLZBVgLf^-JZYt`YtrwIHn{TlF- z)8cVjp=zdw7vUmd;Cs6=sD+Rkkh}Tw0f7Dom2;Y7y_z3AoF)D;2f1Jm1RkhBz0h8s z)=>m;GHUL80_Y89V>hP$N`pHK73-uA!*Vz!$7wHbEQvkTlYF+M8q7B;}UNh#=9X)8CrEmQ1=!|ChU*}DJX z4EnATKaFgqRT;A-OY$lOBt?hZrKSxA=~(cN;_rI=4{33QsG~N-Ph$})xcdGVvc&iD zvvjR5k>M`nZ(L7 zqGN6AYCLQ#ape=Gu#P!8ro49A0i`CTijxz5N#mefLDgC`B{u??BfD4ydWl+uM$DT-Tup>JPLCJB`mEJVkUI6rzP}zlo|!9rUJ1yKRhxdb*DU@J@W_|p!uz>s zVviavcwj0cs)py0-M>~wpN2LIkf6{=yX8q(fAlP%yI!C;@?SxS|b@R-Um?q$&(sw^-5^q9v9?n46hmADmBGA3B z1P>1#rxymC7oC2b~f*I>AJ*vcKAD+_jBn_GfLMMK!PrJMJLOXKSfYv~Zs{N(krrHu!SFv=&jRpZ zNo~Uf?D*;Y?p28u?Md4DlT(>uPB>4YD0Lf6Y{)tS!;JB2F+~9JoWp zSOAQbhOJQOozj7mTr~*m0RonR=u`XAXRYFI^KIbFK125>pleJbx1O;{!aTs}ucKXh zyQz(f0%JjGXEqAeOyH|oRo6pVqT?*Oo>b5!UAMduGJkj*v_Z+ydbrlK8Iv8+U3#_~ zddE0^Bi72P%X$$Tp;}@o?8MCFE97jii?#;Pm1viM+C6dtpR4JXHm#E@jj;LGq#nFI zlj7Vg4Q)4xe=wVL?Z`R)EtbP51|F?Y49onAIJ?zd8H1NF4hfX+q1-lZPHk??AAJ!J zgcc3L5HndV$RA2wn9oBO!eTjoFk(^KV(V#pNs?63PI--GaDDZC@dLBFr$5Ew7Ks-?Gr{619Vt5nmHrdDljp-Ip-NxiwQwWWPc6ub292yoS#N) z0N`8&TXn8gs-?Z}co~r`P}a=`x(zrU8dfu9kQUC!T4}T3p^<$S@l8zfKfz+2JU=`@ zdd|{{r}{-7i4w5kFa;j?QK!6`%R~M^FG_WTgPfgI z!wa#!7BEo#u(S;%Eh^Asbt32Ig9o$3m-2F&WU{nE8iCL!kvuyL z)f59pzp2#%rLa=IZwXx*z_t7KEzO6FsW*Dt?1e_p?=igqBrgQn#kF zuv)voR=1S~6u%Y(i^$)gdoE*JgvUBK&7ZGD$wRghj4A5nLE6G@OU~&c2U&leY1HOw z@_C9}7$knlA%|K>h;^cs-!rEgQlz*W>jhj3V%^X?Q>e3knQ4SQz2G{@%U=WmHKOdMPe4XQi2B0n9F5Ah%keHvCDa>mdd)HF#T zGPe2>RtSZO#g^f z;oZcG_}2MM2dI{%eWp>dqS=yIT`$yRxTxb5;x^DWlbci;f+Yvw{wn~H-3jZu?N_DA zjHoOlZQH$(LUo{O6V+~$Y{iwAb@LqEdtl$LmD9rqwhI+=aKAmT9HCh@bS&quW*I!F za835G&8#_@dbjsUeI;xNs${YVZ4)#NhK@8_!EPbl)Z;V{ooOcP4(%BA;pkpn@gb8uu_Y%I3m8sNcH<>uZtnh{+6zqL!BeA+=t8P^&G- z+j2q>;kqd=z+x+Ic$}5@5H}tv>L*1fF;*ohF^(t5W`y|^WW0uZ7UH0o^)jzp2LDZp z?AW@?v@0)1sXu@@heF9UWFwq)d1HLr7Tr@~f*JwDGiSXAFV3HdPFG6|`d0{C0toTP z@LiA^bdC5wfjp8~d`@AXw>UkDcp7!Tfm-$^{=yKB;l^SDq#c^cyktp{=P!RxEy^%N z>f?uzSnJ70g?AeqYRBm2<6F#^m;l(QrRH_{1%R$maVrw#pM3VX6{g@ODzdSIdX*;Q z$-L|IntcCZa8tu%fDL$D-ilFP1gH3VtFm~zS$Rkb`)(Jhuu*L?Gm{6zL3;H*rRnqr zhRVc^P_JLtN5rkg^zRCH(Lz8Ku#svDYZjiuW2_r>4Sn>!L(k#Bp1P$WFRbxr3?)h2h+bcTCsKo%`b%i>UObU^@c!%A21X^_8|>-eDZY!Rb=juVeTe;?*ykH~ z!UNdnxA@Bvlm1LI^|8y*`=(AK=pbV4_Nj0yVOgN3VImHrBGwSU4yVE*3|S_02tCkz zuOn4lP}{WXgQgf~2lj%DDF$T#^m72H(NUSQhusqIL!h8ATXipN)|zx3KO_Dt?5c4d zghII)_$EELmkC9bLlG?K;#DXL!`*GfWi7Qe!sdI`(=5PlfR9>|@sv`EH_)K&HZnZ_Z-m`+%4Z-RpaY6izHl8%YA zhsDJfxM2>u!<=jaSA`blH#R6{F~Fw;=vez%i1nX7sS|%IX6hSI1z;)@6rqpNg*-<_ z7beVNmLD2O5q_5>U0F?Pgq8f+t|#C@^xaRW_fx@h^OtDHCzEPe$cL)dg!mBPEazGa zx{iY2brm}w)?VD4NbVTVZk^HQQ%G?m=_`gUh$yR+~?;Ok!SGIoe z1UF`3+nhG+EA2V?UE+Eya(-!B=eJ3Xu_~>>^_{1Unb3(FGCN-+OS`+_Pa8bn@5I}o z^Df=+`MQGW`S|%J9)$lVU1$!>7woaBl-2!?3S8bB?$vwgW50`>3The~& zY=Em^p9t^enf}uZ>G8J;&~5!^7_)@wKEU|PZfQR+Y}Je1mTcX3L8aS=>6s|)+G`h` z7rL9sTTKM(da$JDWrC>M%P`I%N0V+h{ce46p5&{j~G z;j>TOY;+=i3cvf# z%cpy!&GQOqK#&=%^$C7tL)Kw`CQ_Q{@qSqZrGMs?-}o%68Jmf;W0S7)`GvA&?4N|u zRJ(e5h%8>H-j1Z9$7okc;4EFbuzVqso4VjR4VQ=+?6Bs_a(LlcFcCm_kmFj|bx#X3 zvM3zs>8=g4lfx)OTavXATBArxAJ~R;o6qrS6($r{N>T39#DkFfS?4&JEnF=MlHKo5cVpZ z>OsJPhY%V96tZ2qCG&KbbTFFCSjc#1w^^Kp6Ro3s;d{h|^E&8|+5<5?>xIji2FvI8 zrF*2^lZqBeE7`eZ3BfzsRk9g1pKb+3K^)4mh@_zCNw#}CyuZxzR!Qc#4pN9j5|YHeu!K(-0I$LGoB*z_ z9(VnR(757ulEN+>_hF#q)~o9-Kucv!XvIjf*;muS^2Aqtc{}P!i{7J%h&{yQL727a zF-Wg>NVGgw?)b;bN9T1@%urx$j9I2w0X9Q|wr8ljtkkcWDi@MQY4gV~33ZbOKq9H{ zZn2fH;H>k^czVqG?`^hhVb4D)o6bv>M@mBMo*`H>wX>(BR_T03I?nZO5sojraz}?W z?8oJH8rL6J4{Gf~wLpXNCGO;rlk4)f(d|nHFnEUj}^b>DH)4kGf<%lKb(Sr_JKb zGp=kph#ym1|L&B*^IK%wmh|tYi^Vin(tDQru)+UBbfW3Er1`gG;<+efR=N|T2Yufs z!-lGhw7R@zi<28R#7io_)P~iLLs}M)UpQzdyX2AWw7!`B;7d@=L!<=e}h z%wF6VYXW5Brgj^M2oD{ezsx%7*+u()O`2aoMz`@tFEHT=g%$&t@Nl}j z#boq5c!N{Y-WQ0_@dB}MLLYwjYqk~Z+ZaF^^%s2?YcEvnNs6J|O1w@z(NHaYfw;Oi z+gUhb$T81sw0(#LDwhgCYtpeXGWzT_a&Pc(DG+0oVMeXz@PF3yRbBrbmZ)uy>8 zT!6JcLAA|X>lg4h`9$UMU7^5o9!3$sf&B&26FN+7 z2pKWU2+&6)(c<~n;_BNmLUz(;d$`j}78Mh zhid@X$w`Q6H{Q2in4&`cX`6bPJG;mDFpEaXD2OX_LBF_8G;FTi!(KhRz*V zw(Y#NKmN9#GKxKyZr_0}?MOlVk|0c}8g|>&zSAgLL+e*$GV*HC<9)3%Wj9Z6jIh(j zQU6Qw+rSghEvGjo@xd`?rjMpBfpp7pc|ytLO4}#rKO`?-=9d&Uj&nYjWHSLR_(Ua)GHA)F`PYfBjm)lW zhZCGSO4&EKqj$F`+Uck|v2t6Y8FcQhYT0)WgP-fU(N$RK+b^~p4IcnB4atm;-)_2nvYMR8HhJqlih9s_9s^XouH! z_?v{f@1>))q~<5YbD0kD75nH+m?TTO)i;DdY541~?mIWe1-~5ktArg9-W2u<)st^h zdPL@M3zg)DKB-JB7~#^W7)C0LradXO{KZxqX~wyL1v55UUskzU*c zuxnsXxu2_+Rmn{4B!8nvUXOf{8iJy5kK!w;oL0N(clKMv?;&4i4DRZ+zhl?4$RQbhEgB^!%tNQAYD@z4)dXP$bzTyO({yVaO{r zc!wYh0-nr&4Ak%}7y(24IM=8gSE?ts>A^It*L^1oTq0*6bmJ=z6~993&+tGOs51ow zzia_Rc!EcW#R07QFehnfv{gwbXvL=u;;UZsdDTLG&M+ynH@IJ!$J z_<4NSlHFkt8Z+IdBXc=FKV=b@pKk&(w1%{?lTn9ZfyrkF?l-0p^_&7L+k3>$bWXJR zfu1#3@hO z^SaA@8$DUQcBVAce5xap#;?%E&3yn7%o94uPKj1`0d%%|2HqpL%(&PYKyRcL5NU%d zCAZaQbaE|gm^1Q?FPp`Me0piROkYB{=~r6bC-e*6gNAUNM5x_ZsHrWm=} z?c{M>8$$YhY;aECQnAw_OnE(oUf)wJ(Z{Uo9b7pb1lUN%9Q>oF>G&!-Qpox+^_=$` zVA(~$IVG>wdn^%>UkT_EW@_!%iTe|5mYQ%tgu0PKu-C<5>OmZ>8j+bk zdfFsTKSv#^7__d^CH2ykDHP=G6tH$B#C>4MY+5~IT)y&+tK8xXsE&ezZHnx_sqU9m2xsX4 z!paIdx{7}P%NDWk{PgFS*37*~hKl9|yKHGqysQbiyipl&S9rKdp;kL5k)aF77ZOL9LB7g7Y@|sA_)C2=d5Dep2?vKMewvY_N>~ z7I_q*k2~a+RjFtSmoZ4S!+A?Q{HtgffImZge)!}45K-w8nt3`@*n3aoBZwPab#Xwq zLWO590IkKLK+Ilkw9Y+H_d02}%+jSb!wxdOsZ-HhPOTuZ!)TQa+SujO?!t(iRbZ$! z%yEA>0@CZt;Euy>-&wqj%FH1yb~l}Q4UeF5H8y?)-%QEkLaidMXy%6Uoyr#dyb+TI z;j%khcji9-T0Hh;txNv1J$jKXKTb>&egk#MFRtwA`R|=n>lr&w_t@&BW%amIJ5Em< zhhTt=qI#k+AuXpqWSlW)AuKt}L>WaQ`$~%;G>e>6d};-bgzjeZ+lRD+4y6w%7>lX^ z2q5W6EWH97LqHpEH;Q^G3@Uk}*h@f%~VKxL{<+7 zRpijHSjo2=LVOUv`e|OK&i*U}v@rKD_Njc9jy^USKq}i=3Gq1k9!XuR`M3{L>?TT| zqb6zVaDKIE9qoO{AU5JC>8~*8v0L-Kjfl~+h|leYa3GpVat+h}{(BS<*1^SHT7_`f zV3CLR>TBPED%XYs1@M3AL(=tZh>4@WY1Yc(zQ^@qZw-l=z1i@~uN*iABE(D=^dn

<>Nr0HuefiBCJGC(P5h-EBug)p?;s;SI+x?I}Ew@bam z?g5yPEd0J3Y+-ayR8d~3ppA0e_#Mk|?oZJae+XGGgYqB>OV@C9$_;87P^w=?(0#Em zTetL6G9zm$O<(^qKZOAdXFMC^C?Lydc;FqUxXd}&t@N^VnJ17Dn}?tnrup7BHUrC9 zr=5!R=by}9hj;7Drw3HC{4inu+A;KP8^h36Bh3jEZVaL_g5=gb<{Ct>3DFuhM)Pd@ zFd-&61chk}2I%R%H=$I%jtXBthiCgw@FTnc@aO_`mzMZ_CS?`HCl9W&sG%n(dXw`cdDm} z@`!B`ioRbB3N}FHud{u(BseUTtiArIMf^YTGkpkObsXeF!8gf{1U%GN2haK?<;Y7T zpQWkNVH#EWxZRl1)6^l<@fX{~fMHHS3%AzFCgpP^A9*&i(39C>5M`_>jbzrU7d2go zNkg>TA{oQD6O)=Q*+iLD4D^$ExWs!O7}MQaMk|U;w}60ssFhMQt)NHfA*LdCV`MU9 z94xoFFV$6(xOzoZ9%Xv+P{}svV{8|UcwLozJ_}C;|6%xg4`+%srG1$w2QQ8PNhlZt zU!{#1(LMC9K)NkH;u|M#jKk8~5(|(q3hxXFK<7y_$|_W zv+93LW>AYv-)~0V>N~`?baz(?RB`P{Ml(=lec2)H6crPkOW%t}jTQr;7PDBXTV1P| z!pXM0@Gx25!%(SvsK{M{%f8Sy&d6HEIvd zBJCrYtznV)1DhO zUy!$xrR)V^nhP@c-|g0;9#%|4t9Q|Ww!BtRA&+Zd+S7L36oU01-ec9lN#Kx7PU$Cg zI~@gGB|QpGnwKd#Nwm{E`-xV z8f)WNP6=PJ{U8wK=-z^SAfD^~Pfk?zMI9 z)QL;a)7G_}8L2yVNnM?}Yl5UJH6)d9}@uShtv(YqU7oui&p>jzU#DF)lEkg z$)X7|%#RgBRh~-|I_cn3)+*~@acyZY){sWr9;lK2%taEEBZSfnlkh-gcAuh-kE!lh zm#dJ11I9iLLRa2ACz*l)e7uWzHDR2Q8Ejrf9sM^v1kZhWI>&cNmY>SC?q)J7n?GVMzeqx^h<$dl&ekUbLaa7_^;H70jaUBQ0yC zJ+Ll|^F@m#^Z=wlJGHXec)3tbt=+^Sc(ERCM6qU8W3O;afZGDl%$`#rV&{?S-Yb-P zK>a_hmM?Rs&sHPB1YW{Inv+s(It7Z68o6Bw7n6tU;3sHeD|G2%3+a_ zAl(rd2P!&k?ctamRJjtj2YAv>Jzr!AKbx0TJ`4R5u$BLrMzDs#i3Wes4rFj7ZcHE* zWQMwnU}8>R0VaQXbqlF94y{~ef9{|;&W}n1C_#5R%-{NQmN;rB3HCj*h+0WgH88D6 zD8!hUs^A@D9UIRWxZbM`-8TXTyRlCqHN-`Pje9q5h3KdzyK>Ce_iU^D5@6U@ zA)x~SRLp96hfJVj_-V_hVtDnz0A(_J*1BOz)hTToFlvPk} z9m=WZ-If}8h#Q2GS={3zgEvVN%a9p$lL58YChsS0y4?{q6aGW%>41-TO!eO&uAEwH z^OcJAwbqW`knx+uUQ|hY#YBeJMLfCl>gl&guQ-5_J#iC0^}DBTlGNQ*FOX&}g95oP z!t6`&m|0bS!#+_K4uoD zVb+WTbTC_rP($5nX|Ea>g@G`kj*AZ3uS6tj@WEwW%ILx7{`+Zt{!EleSu<`231*DE z1=Afa?D`j&1cD3tuAq@N;T^I;c23c?wnh*nbY6oBltmquK@px9rxq~|Y4NLWC)FRZ ze=SGne-BDpV3pq|Y&GnBtn0C=w?Mz$B$@5Bto^6{P+N7yR}P;#}=p)nvxV zZ~bbUx|JCvNOYdMG_Ok@Z~JNl3_3hZSq=--7P!A-69hzioFs6VaRJd+5oBV(X`%#iB^?9@SDi}d# z8c6Fi)V&}&uul(Q3&NpOVIG7bQrv_I%^n_hKT%o|6pPe{E70)tVkaF z+LhA_htwIo!_z+nyBGQ;MEJW%|OcPA+*3W*F5=KFX&i1TUw0SlGCj|;ZrrhF2r4f1o_9Zj4 z*{i+aFQ2oBe}w%IQ3DYJy;W*MkQXc{I8-!CYMG`;8`W-g7f1j2lu>NCFt4dD1e{@> zYXhb2=5(aaEl(JbfWi>}>G0b-U&<1vF&JzOa0_2PR7Np3Osv6`;qCK}pIb!^)FjC;2iRYGg-;T;S?n8vSE92BiX1J&lQ{JwI z`y3LZA8AQ#_#9!^r)&TP2NtS4xER?5+otldHKa`{?X*J=>k*&Os^GN!;H*V#JVUnv zD+gdrg)E}m9aGoiK&46HBD@dOhZKC;!~8OLw6To3C$q$U*j}m2Z1Y@3w=Sx5THuzA za(iNHW}jo{Z-=HYhk~4LCuVr2GQubms`OA9>(zJ|TiSsm0Fvj<)}TC$;*(?<0L=)h zM8CYxB>ohbpd|nstC&8xcz{{gOQn*>@-U2NmaJklVysIIKb z;H)G2kCeJ#DE5*<4B9TT@1*3OCZ`z=R0fq*TMz)QPl+Or1*ihEo}OZ>gdHIZnCV7 zYxQ-cMj6hiK~i|D@>$!`F^jmO0t{nt(mqp2wvg=>0xuEoeKFbem3}i#uZXE1ka^7n zS52Nacaz?iNMxf+95nbS)+DH8+A*<~cC?atwd)4m5fLU#(^kyFzgAt>8^#)hjqP$C6y{oH> z)Z|8hhDhYn<`}8aHIO00sLVqh`h>deUr2|iaY|+i{zHZ$ixYx;(^Gm+fmyNE^Gqpu z(6(ad1a#E7t}P>IXu3h$9zf&>wJKP1s8^htZfWSTO_j#vsuc%khq}p1|7pKbj9nPM zJx{FxOJ&Z%T3K8fQFM}pr-7?O)i{8ew>JqfDPR%2(3`m^?^&|kDE z42M1ITs!B_fBUFK?0lwD8!~|BuAjfkw!^<|amz9BM&%zqjS`O+=={cxLN-_J8Drlk z{(drX$@LYuu-de7ph6PTMD}LT27MpjD5K%5-(yU{pC02+x2yFun2p$M5-Zpg7bi?Z|yUB2_0}I$kr2REA8z!^bITx9+48rX@ zs)78tqfN=Zd=nSav`OYtOp`)4#=#3WYG~1PNz&{ipciJX79Aph6<0^wNza8M`e7#5 ztBzXTvtt(umoNZaG{=kEdhm`eN^jd0BTQ{+hV<$XDv=$|!(oFI z%G>+-XodBUyG-IM8iVeeFcfgbK4_!yV@Q1;MWqK+t)VyU+(rkIu9#|#TYRe}1S}P5 zrxXT8&NqJc7udrLnnwrR~A_P8d$i0FmrajGzy&#_m5>gu<|FP_rbi3>Az&e#4x6%oLF~%HDr0Q~Yxw!s8`y z*TBIA|KTDZK)2gu^+Hu;HjS$luL2O30BY#l@n3i^w_^brD;P1Zr}oRp$ZiB zrVZM0?YPhn<8N+tM3ztt*{;Sv1>T!fe)y;hVibW?#wvl<``~zPOkuxC1}_&S6zwvU z|AfkY@^Scgg?b8<^0?~pHo;N&!V`!PUTRXiz5(*68%>$P&p1nqHo^_GsM>q6i}*{$s;Gf@Wy56CAux~vdseu< zS@;=J?_!9?{s*v2zL$s{jyf0=!!Q*4#z(g(Ks355xgZmmP~h^g*L@$Tl)P0;vwj0XL^`7WjKl zK*F+g7&b71V3IVRMi7!{I+$<8yLGj=LlOxzf`%cDy$?I7Jc4>O7Z>K!|LAb1ii6bViqyw>#Q*i{MZ2K)#Ukw^u%`>=GA{XW)@qHcB)hG zSx{@AteV?Ft>>xUcBGrDBkc%Ml0kCFdkaa3bDYd+BVo9jSYgh3Zo?iA3F}(q&0Gag z(<4GBd=YBn>-E;)~$09YWE-@ELTKEt51N>%i*(k03dK4YRT_T^*p> z{tR$X(@N#EJRhpbEUnmY!V&`5W|#|-W|@3M*bT2%NVq=bDR>FwEeWO$6~bo^ua{km zN5RzfPT7%WrG2kO^g=%gUH0o^m>{>>u&#FXfaZg;OsEByu1W&?4-mlfCtG1yABnH5bG%g`F};7T}#k?j#&b-HJ|?d|d;G zh?hCRTu!f5aEF9?&H?gXwth`Oeq5VpM`A6c-mo5Yh^W;un7&*lwesv6^5%j@$odq z%|$8`^R84ofhRFeoP*tPCS?e$uQ1fWLTt72m@Vmf&y13f0! z=j9ZtVZ>n0UM|YnM&+lK8PupOs^|2b$VOq#<{Uk~m70jWPkK8x!|-L7ZhIG*39lnuIgIRrcBr}kfqalFM$;ah?#Gz%e}vMz zU#FYFaW)5iO0r?o{>^L+n< za}eGxJBhf7yM`?MfHYxWv}Hd@Jv{JZVjFseM9d9Y+FJIcCQR%*sHX|iQ$ga|9ykzDWdEb*r`{V0~aV|pO5I=T(1;AevkA2Opnbgf@QoD{W7+Lglnmzn>Fees44rS5W41fu+B~=!ZO=8tz?;&x( z?#?mC0MmdD7S?fHWKR(OU@zA6X6~Y-7vZUCDurX^K!Cv<_sjMkUS=cDxZTu9z+JJ4 z7M%|(hpC7JS3uVLq@?`~Fj12r&Ug_dvfl*)Zx)F7dH{QHre!0R^mIc#jr?}w_sX)c zWZB?es*qMj#AvYERFYlDQ@^nSGY3mdo7#`F?Sd>sVwMv`f*^8nl0F>iCy$uKZg4&% zZqz;%J{s2KMABNFF>jb(Cg9FtXY(S;%x-|28{oqVNXkHZWQ;?@#K4f-aPB3-3QAz- z9u6oLzzU&n>>Y>l(Z(V8iUkTG(Hq_Tm;&COp&gmxJ36cG4G?MmT!-StUmkg~CU5*g z&8J4er!LfBVhD}glzCEsFZ6-AEpUmDWyMO*aO+nTPr8@xng>VETvoa}i_B@TcZB9F zlC$eOR5i?#WU^sd0ILTTM6A%P4G`2yL}3h|0gjc@{nti0wNlP=P=Ns7USXMO&NDE;bee5j#*f^)DCrR37 z;{~{8*f$4!e1jsQK{p(-N#az#{Ai~55j>?1i$xcDt~qC3w`^#|dJ1)KKmgm^_}3Vs zYZ3MorMvKZm*6yvDjceMY=r&g12L?uewFrQzEaHFe0hiU@f+L4UHSBBQ;m_4TmJAE zpg9-1Z5b=D(BgUo?VHs70^*;`WE3DuQ-_d;q2PvvljS5mq(S!T0r1b46_&Ru_#RgGe}{)9jIs3+o}BGPO#2_h?eZ&@ zvxpU{r>qu!Ow1FQz7P{o*IF=T8R8ag5at7ciO2Qx?Fxs`gNl~4iH!`UuxAVt0rbEb zZ8{){q`lKGgTlnFEb&j~Y~6nW{uqA?x~76g5e#h7rt~fwGf7zM<}gM8g+bTx3{KG? zlD6p}M#jO^-V>}p2~EaDOFh?eSKUnl@{0BzQYY`|A!BUV20oPT zRp1=dD#xccOv*r;PkLEVN-UE5htK{y>J9MI1J)_^IuBrM>TwVP;? zkDdU<%1_}2Kj-?2=a~^JjMy=_P7AWkc^ci@)sAPjaO+fYLO@5Jh#$F4897h_aHb15%q%JYJr6 z#)}P3vK8wNTC*^soO(E090N)DG?F1Z(Vs~Sz3~XHzIB2`pKpS~fq-rdk2|1ZQ04{m z7@Tt;=*=8+5GSB9&RjZIG+j>wWo2&QoO+l^v=Y;(Y(y^1 zGP9GZ*h7j|VOra5XhSr21g`t{ELPo|v|vD>=T26ThE;S5c%QZ67?*oF04}Ad$oC-32$TrW{X;Ss1BG>*Z zByBFOc$GA%lCt^yN_<8}n(x*tjL6&vZvEo+ z-}bwnHTC3E(|{J5%5p}42OF-u0+9PPI`N0wEV}wvi9L6Ot>hks7u{t|a%I|0UcKkU zujQ*e|Hr_KHlOa@$BiQ6RMG20zd;qKDcE{*mSE;03!}6@GlP%Rd4CU?Eg6RLqT2}^8_EV4DriYczmwu^Y@-Vcfnarnqk={CGsLE>-CJ)FU zV#eh@?p^e|I~O&SFV863wgRLL_l{k5HKLSuUs32-p~en=07Z!=m;jt&8bCLKjR-&4 z!AR2L`9eLG=^035yLt0VyHQ35M%rI6If5l442k8Edv$aqhdL#p@c(gF+1*GJaB7%n~0MEVtVL!`Ef#8yok`xS$Vd3DV@HQ$O3S z7iTWnGpSGPP}jUq<{-^ktG@=dF~yX5A%MBf?17}g^EOF?5*n^$R3Aqgu3y7gn*&@0 zBX?LQMgDCw#`8WdM2leQ(wHhDAmFhh&h0Pk<_fyBen95BK@tRcz}3^ezu7Hi`a)9y zB*0M73PRxI>)=#@k7$rOk9S2>0fr{deVAW_+q9Qc$Ij-75(($1?R3|W$;xpnbVaX zzY%R{UC*loK6EfCN^bN_0q%1#CVA8)OsniIe69+xYrbdoZ}A@e9}V0&?hq`x^||tA zY`=|47pxrYH~urv(C7HAYo?SxPjA4s;ox8WcKX)Gr6BuhrcixUFZw)=lV2!Fnfj}Exqkksip+H-Zr zKqci8O0)n41s)?i8%mf`3&t+6b?)ns*-dm2tW-^swcDiX{T8fX{BOH!pl}F(L8msw zl!uk(u*}?+X){nu$4s41BLsmR1qzw;-1xY3+iIkdM?Hd8Xc5CCHUX5ep3 z5~rCjjjhM1x_>#ZL;BEFO)B03r)p3ZgG+AxRkoZ;ZHOD>{8;)CB8-w_C@sMTT-Y;o zlH?rRy9w{@aNzFRsjVbobS8uiMKl59SKcEqzam-%;Dep0wk5S<=`}9}7r3NAyz;e>D+=?6dz)FyRM`i|! zR59WGpTwZEBb)G_;X(TdJ~hVu@oTJ!^I%VQLVa4OCi5>sZDf6ro^K>Cpj=e29KU|d z{9Ib6fdk?%$4p|)OQh~7_G&!Z^@tBN&tK_ZzIXWceF|4%84m% z4H#N|4+6Th`&F{EdjN0JXX>I|Y<$>P`;RsqMWPZWK@y@0GxuH6@EXAyWoiV1*q&|c zxX1q*0kv)aBa;ObyZA-VbU*zb292kpABhkey#>lV~e!G{%V!a|!~CCe|7iFI|zRDfu} zFMr@9AcRqJ+<#b+M=R%q>emsut0FB`3>eM!XmO%4MmowG;fn%w*m4T-PaW#JVZ;}L-x{iD3)Xx|U3(zZc7^o)(n;HM) z#0~G+7KKZ%UnDJb-a4E+lDqr@kz&M&HDN{PGrhPp24G)l4$EH!7}>g&`l3;6I7_EL z+oN%o)oYks^{`WL&-UpdkseLt?{dYlPke(+$mTej_$)*y2Y$pF zg$IiovMZ}|hNX$#?jtRyF%;T9Q^dMW7t;M^EYXGk3znb2^xKSHeJkCg_w!Ll{5ik2 zS22}0XeU))t~}j}`vi2NTasfT-3TCsG5m)G`H8w18F>>%_AFeW2{-9|CZ=q{0$MFg z0BUdw3N>VILKq~+Dh0bu*{`*p-6>_deFh&PZ9pD$~5W1FO$&P z$jby2AoUi11zE_ZzOBO?=&Rc}|JewE&)7OeYEXhvu`IW9&CoxZxk?^#0=_MF|9kje z*|ac82iN>yUyeBNGO68MY0DU7f3e8hVCI5z7u;5n;`RYLNz(WU+YyF^DKg zMY3RPqMcvXcM3JKe#1C_vV5GMlKg$h6KSU{LMzu#5{MM`JQK-`6->QMhVQRI<;s$J zuFKMqnINIfEi#lg(?u=?ZBNyfy8bcpJnj5EZcKLNm!q;OWUroR6(+O%vH?Xk2*}b& z+w7zWx6W(IB{RjI?w_-E-=hKCJtg3kMV`c5dwb~Xgp$)IAv-L=; z6s=m@c@IjvOq})EPR#wD1V_o-%cS@7v2t&I_=Nt&BybTadkctpF4huM0oZ99ZV*mTDH%U=Wh=9fL zYLw*fJ}9?tt~)dMCaI>$(snRR3CP-o?aP=yt8hvW8BnAUygQX%UOb;Hr+UwaEmUV7 zd>ye>qlsgY#?^WGRXmpc&ONrBwVxPOCjbKca=UQ82KKsI7EAbCvF5 z2u%S5x!c*V=>gcWGx#we9vDUl-!iortz9!O3w#CzBZ*P3Ga4(|ID*qO_zF?RULm0I zYnvbyKOqvoYWF?(fv=UsgQS;)JILZ@mMs(mOVki`05^%%S>Ba3tYQ5fyKE7=@a^r^ zqx7vC(2U1P-C^3i2Uv6ub>-2>Jv52znNdyfH0FP@2+!$sqj@X)l}Cm800bnMO`wga z<-!UNwDi%_Giw-ts3!;Tp(g&wxEidlBkIbtboLb+ad$&4hKrnbp6dfi3<^j23D8AS zj=S$BX>VKU&twl0UVcSFE1&xxTijpuQ)GE`vkpgIBR#K?-q#3|bbZL>dyUk%$iQo4 zp={CItOI92^%e9yUBV!l+jFDyGJI>QmaR4#x;&oOw!v?$RX0O^&@jG`TAiv!b`frG zi0JebYmm)K)b>Dj4k_JumiTIORM);6b{Mppq03;lWv-HGGrkMxq`TjY`M9i-$Zdaf z)+)No`aun#1a9b7lcrQJJ|X)Ni<;Dy3t7gXQ<+RljV(So2w(rS4Pm^yGIjOOS20z< zw;nGQszrX-utMr5(vDq;8}La?s~9fJUpV0+cgXy%8nU$AU*2`L9lGGm!}WX`<7)FD z@+3>|P~hy(Sn2!0PB(fcL}Hms5Cn8P{LZtP9kRhy zV?qV{RZ>1B`|-JKvHIJnLKIZNcXu03T>0f;Xn+wzc?{i}rHwbq{o$gzD@{4^qH3<| zk=pNps4Z)SO(9+gaU8e@Q(*p)&PS+LG;Q)63_jvfw$r;#z^J8pe|e1Kc#fxk`6Be! z&v2au7IUK5Y^`U}me?Z$kCamT!N?8-NadrTLTNf6)Lu#4yCC_x zYVU2l(FnB-EsBhIpk+av`!TDsZO+l0-Bw6tk%t@MXZ=K^%a-bM^_me+vqp1n!@XCUc0RzS9upX7IsXa+T%q+T&o zFbX+>T?gdX<6NihT%H*J7V&@xVB?HFS?IeGWgaik1^^z@0UuxH!Wr81)#c|Ujm9}j z23Q)#*iF*<2^5NOou$KN$u({4)R5Hhwo6e=cUTYPqLjmN zn|&e_g@g=%ybP|zN>H1=0cL_}F_73sj~mkE}DfGE|N^f72;q!fejj>Qjj z?2$GJg^^5`0=P)OV#*wJqv35bmvLD>$Smum+LDJk{xvr!)^qm8;f{}2va-BKAf=17zl+Bjm z%z5J0r!~$F!KIqP#FY|7`_JWyu02eY4B;$1Ug|$_$Mv%gzi`qZV!QVfjQAD*4$!^O z?x^P90D9K&aK~$8^d^D5d$t0_od-A6u8O;fYm@|b4?GeufIegh z`eo=nf()O@UlXX!<8BhGAvJvHZ0lNg<_fjQkfe;!z)j-abDLgd`VT~!lXZs9-4zFE zE9T}qgz`{JIDzBeT1V|`_b;R7@+HqB-ULvK4#l^nWnt)G0maD6~ zoaMK?zxRFf2#0`-Y^?Ww{EFCcbot}aN7Dw;F2>kD(6ssp&_Iu-ik%3F@L} zKODJ`zF^~aBIxA>nK%PLz^|LihTnx2((FM7A_H=+1>aje`u`|i&kTt~Hs*0$;t3GR zqZZIuqbUrZ>#?#v+#^N{C0q zxmC)TVQLXbd&nrUnKeGaJfE?fPr|I(-u(rcd@o9;b;H>~DAJLLj?SKG(xvrdNc5JQ zx;ZQdV6E#E+JTd!Zk>-i7AyG1(G61llC#dV<$ID_Li?O60Qz%I)D?7Ag4k~4k8UCQ*Z&U#od%s{a!1=Z{Vf6J_eYAjo(+1 zASo5IWni#T$h)!Rrx|m?U0hu4qzG87dSVRF(iU#`FO1Tw0HU_T#C{0~fVY+4LISGt zpCLjv3PR)f7fHNIGev-y?^nSjZZ!3Z*nb~1Z86sm1w?jZ51I^c9rrRUjNXCx4^&a*74e*=UIl6BnT;V&1 zYa9GH;@gT8Zxh&kW^63Cd01@c=xn|%AJaozfs`x*jW6@mnbY_xah*?bDZqSYazL-M zJH_G#A*l;^h4M6a*YcePYa@`WS$?3RdO)=Hdxu0FnbNbkGAr+YUsPqI7;foL48Yp{KA0p z3c|_qxxyNr;;lPuNO#Fz0o2AZ)^1-0JYc=mN7}WWiYV*}S=>gCp?|%m5?m$MehfeJn|hzlK`jXcxy69Nk&`gw|S)+y_z zm5;KRt4U^t8fIsoR3M;DI}9#kNQM4YvH)f%{RD{Ixf>qt z+B8`MhVr3&X(rpO|GCnn9}1I&{8eo;pUEW$kH_C2qxvOGK10fhTxg0}F@v&HQ1|`O z+c}zfHr?HBtjeYhWnQBNw-YvL?et!~^zZq(x*{j#w)indZTG5&Ob1^}j!joLem!-i86bZnjQY zTAvP9kEp1h(~rW?853!j0xkh-gG#Rs$p;U=#_6dyv!J(d5aMkFl;B+ma3HEo5j3WV z2Gibe;6t4cWU5@`k7w4ZRrG0wmYw`;j%2T)gE@A+^O)~*x8iK9{^d!wT%*bIjO+0> zIYI;P%%zUd|1Rtn7jH$~et6iN^A_lVrhpDfU06iVX2tUD5~37rtwiYRvn*JJbO?qx z8{Px@;fxQu2$*3jx28(c5Yi}r61;)~CO0>!nGylHnFj%3=9N2tJFwm@8BDr5eDS-O z&cwA{1EJlt~W{GYX8fm z&P!&$PC$PvxO}*nwR1q&6!?_ z^^c^)IUZ4+CM=J$BuMw*ep^GlkDK8-b4L|@v|tWkU_T(LJtxvRL+XHlVmo=4rBGeN zBPcZ&GqwgN-LEZZqz9fw$9`&5fJ7vwRn`J@PB970!jJMd=nxZ%=$$6kO9$aW_iR9X zD9X<6SeRwzkOIWmR6M}gi-riMShjG%=xSEX@jp45CoKVcw`iq}@<3boWFrDMpx(2? z)o)fZQ`cg3no#FE&cr&s@{+_3Ak)Skl4I}hTOeimeZ=RJ9Nfv}zY1UV+&h6n37}NO zq{>T|bJw?@pp$3vr1UUQP3-G@7Z7}x8-w36lX4bvGjbI}J>EuxI1&HJOVlDuoj6E~ zsxymSbX+4`Qr2Ml43qB7bO}q2YLfdSnDl2*uJBW%N!NYFx23CalC$T5=xmNM;fGRN z_K@55c$VQF5OBfn5$f~XxZgj7WI4=$*wZIR5a}#&DVpRv*{pKOJQ7yF0)RBuJSemr zqjp-SI?SH#ZB^;Ngrxxn|5sq5`Y+(TDlWC-R1(1bBD8^X2#^`1O;d#4fPsr8htnLV z^LTxc4`$8~FE;SWJAtS|4%dR|Z(?o<;(aXDO1pNFz zgMs!_7;CM7ZhEh+=Cv`qT2285q%KXrhy|(^5Z+p1q+I}-=TIAzZqZ#@p!K81MSbW; zbmM`OyAZ-KYNYaFP7G%#|k5pejF9 zaL9ZNdd%BRB|^EyAYtR`1NEe+%&<)>ov5VeHI)OPp!E`?URzvHrqxi(-d#eaR!_BN z?KX3%rkh9=C#}@9`-Dnkpf}2>Nw3;&JZ9DF3la>$PD@W{OOEf{w+F&tCslM`>ES&) zN@*$UamS^{#p)AAK}Ahx1-;pPT4k|RT6P;KSVzu2h6>~pK7wd?524pPK>xd2Dy~#% zjVjTkH=6XjMZHEa84X&kK~o7)nv>N8tf$2`${NdTf0bI3(#yN=%}u zIgL)R+U#47E^OskO-P$LuG~8C}@kSso)@`(lD`HGoDx@ zqP|q)r9XPWfLC<7pW^pz)Qq4SMfWv4Zo}`7@H+;@igx_B)^a-Cukhw1Qg3~D;hT`V z_%5Emi~m2y{}=K8TY^#Fh4*aueF;S+-@^aj;rBIc(~r+3nC*oYxUe9$agQ$(zuYyu z@#>gZk2hMgFpr?bi?vDAJRIx8*hrv$59CBW>L~Fe&;R}>Owt##3;=14N)TY~RI_c+ z+!cOto)2Fcub8{P`{}{W^J2_|Izv94>oNIj7PG)rZfPk8JA0V#G<9J1;GtWN;vh_^ zn2q4oEPQBGYJ_M=O|cOxSUn)9o#0_R9yHWeHSCSgE8!m*e0fMPOC zS^#_;miKfY^ZT`*MtZCZW6g`9yDAp5QgiwYp5o9s_>M% z?Oj@=qXp(-ys6&>_9W?;_L6(zU0S9*uN4k%vj8Eb?Wgx{DLrwxyj+5VxlU(yjh?u9 zQ5+=`T(N+U6-YPTpXmoqU?+gXP>-q9N~)WcIAlo2lvdDZrR_o~E#4R8M2su!g%x^X z-FXbVE5*Z7qjcygLk0W`Op>=7rX6Dp(lHX8JNwcbVvpZ3hjO0;)HPs17?)LU&Z2FU^cbhfw-BE!y>W+=&8e z(lAP*qttTbk?JBnVrpf`V^?UwjBxBAH9js-NrPh$a1|vC&lZA88M$e-9OvYqHX~70 zrRMBetf$aSVQBB?9{`KB9RsWlE6*c3-9@G%qtgX3E>AG|A4AR!xt{1ZcyS7V`b#?9 zA2?Ke;S;~WuM00v;I{=TG%fi5JvfEG#D9poh$tV82>sQBsM}~030p-kaS*1<+iD& zEj?eLuKNRm6?v08EdyX(Cyo382)IM=JkSOr=#QqJH%Tx;O6P-QU>lhFE>dqBNk83& z5vOV1ag6aeHHc94_x}Cu3rm{d^S_dqhRXWXJNpbL*NQ|i%X`KXDgUZDTzA1~*pas+~ zqkQ=5`Bt+IC`i&UXTEp=xhes4{66atV&hiZs@Zk-rmp%{4y*3I?|f`IMGwsA?}1vUA^6)1tT7pOx45DG)N znXDm^$--uaW2^GhI-&gsto{#KGi|@S*SkF?gs3k zG3B#<&dSPG5bByG3(Va<+DZ1%5U7vjN%?sUh-H+@EUS&WS;Ru7rsOZM`aM8P*Pioy zGgT$@1)92*j|*MgycJypH-z+}M8o)4J=Y1| za4gtn+1;5Jj@UH&!o&mgcv4{#%NX8N^q>@p?l(flqfWERhsnR}H%onRVts%sVaga9 zB1_o}tbj;ioVs+NS<=8kX_1b@VplBlc5u1RV{WgL5ewDV>&jvUPQY(Z%!7ipS~LhE{++F_jA5A4(qTG%PfVZD6Z&3q|}B85q^Q@#ZIpTd~o z;M9zhO9!+w!idm_X&6N5aN24o=2C3n^nC+#1c1Y1VUCNh%@x`q)>_qSklCY zSVeH0V-tRf9>rJ?Q562;!@1J$VL=a~RPa@RWov;Jd=W^&8Eu{pdCegwNowmpF~9@7 z>-{Z|UROu*eD{uNUHMB_yWOv5$Q7;{}u*}Q~vQ26`cz+xyY)EJz)Z49UsmA#&S4^tF z;FVTIB&<@wAes6|M@{H>lfDUu-$7=@qkdqnXr%QQ0vTCBzJU(vKv zia9(uc#K|SBwx5j6ioA&0m&)wO&Gv*1P`-qPC_e`<`n?;+>>bA-a*P#JV1XWO)cw0en8v1?sDlNG}WEvWi{)S@FFQ_fQP|5|PJ{KeV+M)A zg_C(WQtHc{K}MRj#cvUa8|R|DM{RE=5c8qaMh6}U9ao!4uep|C19~)LAaJ;?{!G89AGxdVsq^%40DW794Tg8o`~DdqoYa*bwNtUO$*YVS6Otc-(j6|+=OH0XUrw$0 zyyVzkMyjRtz@*f2UsZ;LcxH6!CXe3T7C16iR`vYLPh|Qsc^}I}C zFO$BP2?BNl_%N`+c7VsS+zh7?%a7#xa)*TRmq~hvAO*jsl${pZg<04KnRcXTCtoIX z^$RHr(5Ua@VdJ}`_4wd{rI(4!&(nT+MLt)oDXfi|`yX1xRyHqjdXd(ZBZQ53+lVw?_X=FteGOjgHKzmeCWp^L3HRCQcTjDQ}WgYYpn)9QD&7}vSpU3>offC2g zyHpY4?~tjIJJJXPuigY+r-IA3<1u8VVSiQ@>He58JF ztfuQgL>#*(za@*Qz0C=Yc_6wpbXrqIgSmks=ihp=*EBJ)UW7ABQ|{M(PKz<=qwY15 z)9oJlIkZK>RKiX3Nqu~w#mS<4|8Zo4PM?$Wd!SX(+&+@Bpgt=6Hd(nRje;Q{lF^&k z)rQnJ_1-&hv3=KFIi%U#m3#gHH0prDb-hhGxAgPt$_*<+WZ;{mS5F6DA%o|;l)c28 z-Hb4XPq)H7`E1xYoma~Z17tU)dK1|ggmMQ?HGMwGs`FF#(&?MCo9@zg=qVpW$afT& zZrfju<1fS>APa#4yIw09FP`}UMA9dJMUtE(m=?{n0V1^s||8Nl~f z2$O{9yQ2tE3*^0iV)Gh4!*1UQNS?sjA-CaHo;y35Um!9 zi&?dXwR@~}xbq`E^2Tw_{rMGS89QP9MBgSy!uQbF+r(Dde!z`AHDRkh_LM0|cqx;Q zNN&X}3;Cz!k0Z?v1SHs5Yq8_+kh&grG{C+=32mX7EH;ytU!fC&{06Sc>tsZJ5dIZG z*{1Cy)@Ey08J*fjBiN?JNji$C&)V}Vl6ajom4}>U;&sfZzalG#2QCzNge6%IuK{6S zlq$13dRGgB#0vJv?dAn`gzFKI2(dwxD@Gz&by}C=JZ-=h?*mc&TSQa3B`et0YwGj> zG>>SL|=I6oRa`-c1hj9mat4UwF2|pb2j#wdnC}hNfp1P>iE$!!$E=Z*Ntg znY41zs%6#ced6fF8F5u|abVJ=UYMyMZig2URt4dVv|EeoK9euW66=%qCXOsxq;5?D zJAv^5)ao?&+wr(fL^TCeQ*d_LNrhhk(6B{W!Xl{qA%~3OUQH6%A@j9>2fz-s1P+y!v1gaF?r-_20=q+QoYS%vU6ZnE^C0f zL)V@O)-mqhCP3^i1@jhE=|}9B!2aq+52vY`7@Lbc#gWXEBrgPJkdL(z#s-?iCiJk6 zY-ji%R`Y`dHrfi@aaP_L2O@+msTqP$=TU?7Kfz@g05HURC4=n`zyj>cGC1J2i}PZG zw#)dhRS@A}{_WiQ;s-YyEiELqcCun+#!y-jQFe-Soz8Cz{ZejI$_d>cQM2~`CbO>T z?3!AOd`N&|0${zfksBi`{Aq@q?IhP*Xf3)zH?s9Rg&M4e(*!`!AjPtMJ7%-)PbdKe>sgr;@FV~bC!z$*fRXbi356vxB_OrsEQx8&(k}?6&PllO&pJPX zWgK+sgJKi0D`al5m_qNvnIUVD4L7nc0;I#i5xCIt;MqRQx#CHlSZ24KCYguyII&(QNvW14M+R`a9&-(#jnY%ij z<$qvWxx_qD-?_p4Gm1yVX6{HGDJan%sca+(J)J(YK}wz(HIMM;F+nRP0h^m3MeU|O zSc3XGVpm(`LZa^M_s*E5cy*feE32D?33AO%afrxm?6N+Y=CmP2KXHpQ>H#7iLofy9 z|CQ~;5C)2Efdl)V5Ck8^;W7RuvJ*R_UV7F?`l~Vwlh$TK zrUE&>!LGJn8Q#>nX;kGaGhY9Ht`PM<8-v-^!#lPPq2OcwMPS1Qs@&N_7mwNOWcfor zg{!3Na!-D`EK}c;$jy`oxOAxx*l9#!#Q?EvtLLh1A5y22kh0gv2(ZW*#3<%z-Nxa( z)vR*JIKnT!JfMkJQB*bI3>MVWB+5h519jtF0$osJFDKY3{yUnpD1gB2Pjd`&Qzb z`Q!JtEAGmR4rYfC7Zam-EDu_zng5JQnmIentr0I$&=rTukWp?VE_k6>*Jg+Vr7}*k zuegp{yRk;G%Nj=S@DVpqsQjEzy24&s_Y3ZNq_+uf0(OjXOg>bGTCh?I)+)6&E-ko_ zeU2l_L9v3i(-saT>Ex*ji)mS-d3#TuG>m%2VJs<3PQC?<6OHj(L^X8Ja>h3_Fby6TX9Xx6=6~jL%Nw%oTEMG{?r;RaCH7h;GP3^&1V8}G zuoLqntU*|q;eTe<9&9!WWI$Ru$)GOHB5f&WA8FoJE4Z73Xs$FC0@qT0b-f;!PY|NBVkaqUdC(HY_Q_4aJOW{JP zqd5&4YiS&@o1snL0Tc0TRo~~^GT}v-wvn^-!mI!hUartMfnr>+8r!+u7ZY5u>Oe0! z*anLyOiVWloWx)k!~{8FBj)N=U{0=F-`_?q9xS3iP>qcY9>2aGEitM1*igN zIT$1I3SCYvzb{n_^9$|oO}hrmTwoCbi=sap`+mKZ96ev zMJLgR7;vL_-wdj+yr@*ai z)g+#kF+3RjYAn!mmXKsC4&FRFpm$5x1#pY9HZM*X7pr3*PWplOjy@4&_VBE5#bIGd zmU;xE>+>9dA^>sgQTJ#2J_Tm?FQGTD-}S{RieU4ndoKfm0@{FxI(j);X!|B<*f2}% zWUt`0az}axN!@QiOH#G;$Z}4viK^hwOdN@RlZ}bKZ<55;@h_5b#?sM?3BU0AQ1R&X z*yZg^@;9uTFvZE}TO@_0E^1!+K0z;Qvb6JlsU@pH)51FyjLUWCqZp2Qh;?FE+yrqO z_RCuLX8X~QCCh)ap<2!+&F7EuZODLxIapFz$RoLbYUMXrcMp(VOIZW*N0!th8>YD5 zeOk_|vYMXweUpX3o3mBR`3sxsH5B5&GcnTkHi_Q@4E{1qg*$Dba;P-HF<#jo#fowD z8f5aAzeh*T*mMrz@pi>2iaBRU*OC59JZTeXs8`AU8OJkW*n> z&eVO)tX>tK@W@XX-|e7s26N&(hZPTjaFbIUM5ICrlKq|P0CqE_`d?4LO!@|k?=@B< z?0`Gf@g8A3786APz)fMP1E2NajkO$~i8>7Fx5(Hz_wMeEZp-Xjn5J&{@3R~Hofyih z?rI>F^wDZ$Sl15CfmRpKyN;x@C!cG6+Vg8N017EMw1_KOryrp0zaxo67P@@%S=ZC!Skgm^nka|S}Gda-~aH0ua^uipbu<=4@o6+SQnNSPy zrY^RC-wHPQj;|i3(KDTNDaWS)MI6q3RoyK#3u}P6kXAXlZrIbu9RnkByJ%;JMV^gh z#pP+Znd?w=ifc+$@KFm(h)?9?=};TmnB_W$XxDJg@jL7ndR2>t#R>487y zfU4*G5^i*a4CeX?isgr)t4yCqAWv?;;!|JvaF&a8T8IAizcZcZ^A~6Y8G!WsAh;Rz)nBaj0Wdw*b^36oG zSGBVgi5sz^ixezCAFq|Z1Qv&1gX`-DR&j%VSg}EG&P4??tNZ*J^4&3U14_>Hx->%9 zFJj3F0z}aq$V?ipY8tt0F9(l(8@~Y9{??T=@CZFgI#ueSi^=Bh)T-v_zE(v(|WoM56HGKU@ z4xLg^=!(PHE5xiM+eUQ0xHm)~SLf%Lm+UD)7z^ei;9$L*D2VqVAs2Iz^nGJ5GQAZ{ zf8*Ees_`xB$Kd|V$B54Az=fsBV>!~Io!nBg$Z9w{&o^g9R6}aS6;be@iE*9EC}7Y5FJ9`3|b%@#<r97`qLYeoa-|FGAnuVg2v`6cB{7_H6POnKfG19pPS`S7 z0@T=Zh*Wmsy)LB@3(^diQkMHgAe_6AQtaV+6>Y#KZh#mZT$c@IC>5D?4d>=rsUTWV zzd#x{+@>$WEe9c||4U?A8)8mluR09c$h<+TBqxng05EFkV%9NjQzCYgLAB1R``L8| zBGSWx4h@0|bR+0$Yk0MmzIW6l`A{7id6jj()dH5;!Yr|lgI%;PS^Hln{vQw@&sO3= z+K3|?Q+Hhk1`7*#bGBVGE2OQQQ)p54@bi!hSi=}F9YTTQUCk}}PZdaCQ|omy6P|yo zHqK^jo9H8Rh7|52>l1J<|D;W-Jc=OI#!o`yI7_eVy8-c3Ka}7m3l|O#J|}NF1LF&p zLx~mTCS%NayxkTRefO~^jadxb6~Uvf-FgYyP~(_yYyr~u4jF-Bn7QM*shdmp(B#c^ zUbjvQvh|ayj56o#z2QLzL>;2Scd@kiTx1@%&ZBVbnZ6lBez9QKN+jNUvx4p<{9o?aEdeqiN9>%9Uw-Q^N_+qM?=v@NYO%s z4s*1svb%^b>>xUk3%|%K_^N5|rEt&+w;XE@#E_vt4EdJz=Gk<7 zuFQKGoW8O9I!ys)I@91^*ssw}fyOo^^HaQ6SUkhZ5zyj19AvCOSZ(CzxBt}QH2fS` zb(`=~FK1YXUa!CJ$rcok;D4OsT}ddU7UbP#GaI~gJ)czZ9I2Lq&8=%YX0ZInh8 zdfhwV8Tu*$6*Dj!V$ZUP|4y4A)AExvrV#J?%L&#)+W#MmWSg4Evn0lZJknfiH(*R9bVr|-lz@K z`RGuE^y{Z`BqvH$OLrC)78PwTDiVrdD3_@!4~bf1v1Oa(5VjWz{^^Mv>1Raus4m${ zrhAz*e8dPycYnEM#@zT-GWrf97LVeNfkJg{OK)Bj$cE5n)i`?JOJori<+!@#b;1Jl zZCW>@A4HoW^IS4}NN|r>d84(PTgvic-A9{NPQrYY+XVHhe*0+?GwxDgQ3wX$g?hzt zc~qqL`vs)6y7pjDw35zSA6Zn)X`rX&$R469rUHjTbAAN$ULql7+EpOvgd879_UUi2XI+u{HDvo3vNv*%PPcW|t zr(y`JR#2$1k!LXlqGQ5B0N|8_)g!?;lD z_Jhl9kl4CO#NhIiZWHy>#+u9__T`{zU4ej&U+qKzkI>E!B7U8DZLeVLAYk3btU%8%1R|dlZf{qbe?A;g|Z%r5WI2EWtyY5!8&KG*;dmL!ZIe z8cZkwu&eNAnvMX~_cHXPVz3&TL5bNsL6Vs8)eAMf80>4pYGD`RMfLEh`#DqHhTdKR zDBe88&ls+`hmKm!8TAT-jhE#sutYUnsZYL-2$qE2twv#xJ(=rD{VQPYP!#Bs3d&xj3pbm|mRilm~n@CZG$&!$5Csu#%# z7hmqO@)s*)jSGO$5u;)w*iH6#WSt!5P?SDH{M>)+hT%$cb>9O1VFZiaETU`vXR5sy z5ZnUs{rrYFtl$2PwEaN(-0C&F;+JRf9Q%$&C_`Ty0O^lxUCIaC4b`DcW3*l9o>su7 z5Y(+@?tu`~;Cd3MBv4Ys3o60utxVkRkh zwpJe&YiYB}cQ~Vg%yx)gSRGL`YuP7}f5BNkhHxvmn%b@AZQ!eIQa1xqfmGpt&1KHj zleW!c%Kmpq;$kb8=3GKAhgo`7(aN2khiRm6-NISmTL9Bi-EgTrS>5VFx&XIfl&wDN zO|!Q_Z3jI2{muD?`Fdh2i=Cs1M|eBt%*#IKM``JR|rCTdwv<6nLce90yPZb=eLu8@d0r3$orwGOAY95#2JuvKWLRz*w@F zRHm%=cS}1H3Yh&>1JZDAo#>Uk+nmqzsM#@uxTNUTEU7AcRDI?N5~0%sMgLdpaqXCO z6+@XFV-bV0V=wK?UDtLDzd-71MldPS;oSB36|EDe6##>`9@{*Q1=}Ta>Eu1@8C(y6>)Q*ZtER-eNu9BlSLlWm6_JW_-n%05gQeJt*Wr9B+9? zpHTlPQ9Ld@GI?KUi-TVRl8cI30A_o(BfqSRz6A8KSF@%Y+X~a}@7p(duia#a-@^LT z5R`+jPNJB*PYf_CilxB<06RHVPH~=VBvu$Lx9W?MS{s}!_g66`u=>&A6R0<81J<=> zjwV})9W;FFgmhQ~`fU_}G2rRHKujs>hjHsu{28sA zv$`Zh>J~iTj=IAJ>e1V{x(_p!Ge$VJ|2AP6J>RICBHBBoW%XE&)2RMNG6ns_iaL*3 zKEq!22j~d>uE4^W#9DWE-A5V6*Il$*{^DDlTTY}%P-A3+%W`U2(UM1t(y%uBgzo$3 z*wbmCYmU^a7Womywpq>zu5q|H)6g5**^JvGHK3Gu4MTs8up)bQ{y%-f!b-YiR;Upy zI_%nHnjbO;jT`{Guny!`8pIZ0D> zOiaC~XCuv&1P$hOpP8(7R5a^BY*F{I>6ZZ6N5tP-NWrnNSc8ffneU$|h?;~tBoP_3 zeF66pllq9dkHi(-tbBO!h)IGz?fjV(TWh9~k}B`mV)K&{I+agXFu=z$k#zWE3#bqV zz(|y)tL4KTeh7+5DKJkm&kmqA>DBB!U0uFKxA5GeazPr| z9L-D+>-7tfaR$$)OE;0pNUH65D7lJnXE=SwXX6{`o(?X}jx>;Ucac;~IZOh4Spp>9 zV2n>%l5JcBmMNCr$%MO~la%e4L{H!hi5dY)k77|Z>O$OotTnDt9 zRffB*^^yS}VW6$1-w?p6ScciAMYYw+;n|OLJO)ut|AT1*R@O1a%$G<@@i^zhU|UxC zOJF?WOvdh+-4VVLKtO$=H1Y7#d4EBaNo3W+g{1+rVMyGI7~c6Yep%?y*fl*WFXRX( zt9m!mIjhP}GCX-{)tq7`FZ2#cR%5y{k3(5Y9?&#ytk^X#_Nr?|P|ERf<%;-6l6>_kfGA`+dRbgNWpsox)ohY72)QqJC(zK1-=JNjRTq_xD(HfmdtEL zWNMaQsJ1pAOXoJePG(*qts3|1B>f5_IBqphE4_eXp+|0D%t4FQZ9+U7S)(QcO6f%p zrtPxMC#JQUA%&dWLySrR_6ucEw=5}l7$P>)%5nKx1Dhzf0HD--h;9yfW*Q0qwSZQn) zH(47HK;)BxUgaV}A-(|lglhpVk`?Ax6jPXRDWcvT4{ebCQvxyyL z*xJ7jrFP-$wh#EW)U}gAERO%R=&mKisw<3}r`7u1T9sH?Y!F4EP-4KxQb{N)*6M3S zgGJcq`qafd>(rxq>3_i;eiKzo@8Gu&64F%IUQaFxJ1Ym_smRWwGewd&Tek%&=`0-i zU;mhh_AZiqoy=Poeno75e`NhULIR*b0Uh%W5+9(bl^{Pjnk#iZ+ooLB;YMgjAPCdC zafimqZwE6?Ic~SLDQikQxPIg0y#$rhbPaK^AA^tv5w@Naj?D}`b-TIPRm<4#QBm_4 zo{Vc5VuVecQ#otu89uIHlSr+ygG0~#;$DN)11ZPAapZGm&W5hgrUcu%<4hbA^zu_i zbi8|}0Gt+ZEeEMEDl|%qcwcTYMTam*+yB-qrOu-N&uOlu5rDLbapB2UfT`Jxi5B7v zi{hn#*aT@KA6BRdvgfE5uHC`MN(b{hNRaWd8m%tijA~JrF-ZFk1N8(xv{jIPcYc=~ zVb{9ck521#!d03v#Bu=xuB}3#x{if0ZZ|Bbti=RsToz$MuVlVne$kmTNnPqBN-CGw z^MDEtK|(6;Lr~(&C|zI51st*a%vcTvK!1WPS5x;x!_TF&oF57aW7G^P5x7N|9Nc8- zEU^CYVrK}mLw(|Dj!SV^#pUFQ*$+iOVE4onH%I8cA;R3iCD5=0keBG7$H&MNzZXDI zcA!aBD+-`!owULV0eTL6e1k5m+@Sx-2CTXPk}}0ec!MLCky(d;Yrg_dKpqZATCmp5 z`Pipvr8p+K$jM_*p@a_}9=nuf)(Vt>(SQ=9Jg6MKVkj)$4n3w(VwT1b8a@z2Ra96x zD^9A{_{yJt6!1OBkYt(@m*Uq*M|9PZ#=LZPhr&T(&y$t&Lngmg6RpsWXj7WCGj@`R zAp4P_&y?`*z!5ocZVYEn4_X=B5|*pm`A2$WIGgV31l`7AFFW`_0zISkHpinN$V1u` ze)Sred(bF#;%HXTw_nuY?w|8#TQsMa$O@eRg5`8Tv8;UL*#0hByTPqHFrujwD!avD zFfKvQ-i5;UKmi( z8F3nzm0c)a@*?9GBENnRP*=qEe+0bCOm?o$j}x+;tw%6=hM1S>Bp)P|dztX#7!j;R zM`8YeRAPvxke7NqL<(v-)y-p_L<4z0mSCLYOUE!zH!Dz8gQsFEajMGJNCj;s#*zqE zTA(#M2}J+k2~2Titq^)O)GJY06GAk3PAKa};n)7ty(n~9L{jQ|S%_sLzV{0t(J*qU z?*rNG4*~)ObP#`Z3h zMJ@_~A*JXrc3xTB+NvMk?iau)yHFk5nXs_J;4VL5N`K>Ef02CGQii^~#yb~vENcW6 z)BRv54_!}JwIb?^)$h9R8!*UHVj5m*QjVC<=?fY($cZPA?g-@#plE=OKIh0V8o;Lt zi_^e0nHn(K;IbD-$(zw0FeA9QuH4WVn#KD2PA z*_2T%Y(D2Z7k+5;y9AUuLA=>|4jP7`?~%?QlcqNqa0EY~{p~Ncl`WzKJ*V+p2W9~Vgy{l; zoYD6eYr8qO)Src5yOXbMUmtO$Zyf;nBdUmzkN!`D4qS*^-dsY#40^{1dRz}M_1SJ% z5xARcxU;~u$2LL@QVi$Pan<$)&7s~4J$OA%=Fv~)#T7-X>@XlL;o2ZJcS2?}UNJ5ifGSzfH-NXXJJ)A$ zT>^>tqRI>Ww|uTkJbWD1>eVyye;DK##+dZ{tOHK!)+l`&Ut9}>Ulc*+E2!hgWV3gj z_A9=X!nCtWtip^Hn2pyUF6(}xp_hzr9E*{C?jJM23{1bJ5A@47v01-b;CY>8Rl_9E zLE6GBZXG9!#p%3GkT@M+JoKoW84^}Lks+6FVhEa!ym>?>P(n}(m|JbhDxzG-hpba( z_dR1B+?qNnTjXF?4uU>~F;HH!$rIq%2IQ31NOO%hYaHoHSk5-miBopTW059_jS6*J z-i7RXS9PSi_UTa$1v_;tzRjpoo0JJj z0@eczUMts-AdPigueQlOG&$co`UeY0;1 zT#SwgN!IigJGAMYGovIuN@ho46d&pTAXw7S6;1dx_sGKnpc4cG?Z0_07M(PJORk+fN&@!dW%=J zjba^(H2^mj>LaV)CnMKs)Am_-KHkkuiglb*Dz~v@fG`k{bwZ+xQd`by)^vdk1xhMg zzDyVh2=gh)k90G9>x35X9V}YN z>wTLz*vGJT6;ogX8qNlQz2xioH9o8iSIMT^96!i6Yq3cSStOkt3|??6)X}*tM$XeM zgrq2l<>qotxw#l#E&DJQhg67*wJ2sBul^BujX?< zxu{6xPiXCIAhNWh92H_nRh(EaS>;WKrpzJo7P63Yn~bQ9GU!+;GH`Wu6RYErJxH4R z81i?}q3RXencC29YbHmY)(-K85pIM|8;00TizqH(N@J81-^e!VCsR4%d)$HWyLUVz0(Kx~1W$|0=& zrv~9nDo>*r8D{G>Y&1xQLCo`QkbHa}=6EBjV;5>rnJIMUxapL}>M*g?!~Vkq)RbbI z-)auJC5`fZ8^d3SXQUM;cb9w#m=0Q8hor+W$~P)xXZENE8=ORlbON3% z$X}bZMRA;7f?E{cL!Ch#+==fi&HBbmVYs5V+w84);4(PRo#G$&8>NM+a%5uYe9qLS zxPUxN-xjQAh9HMHO(LHKheC9LYqDxAwY;4~!Iy|#Agu*s;XD$*Nk#?jpoq`RkQQ(u zB$cz86}~NN?61riZ~40a8vhu3F2;>3hVE^XV;PBun+sdav`dF@MW6co0(~kIt5^?e zFI3iNqM}yns*32M+D0v=X&f#PT>;UqIXj;Z&$s>@f{hL4(fnC)9?*szRI>+eu7;K$ z6%IEN=G~Uoh>ugfwopYyv4HOW<7W}^0~#rL(^lT9=s0s@4{SbeTTwlc7HA`?>Pt(+ zZ6&6{ZSoq+uAck;Y~IL-^95^V*

HmdUFk$E^ZaRe5-gi;%})N*k^Wki(}7u3c{u zMa_YJQdqjr$JImpVE_ZZtdp9nwFSG%b~KV8Kt+$ZiQdI+Kd7<5>+9zH+^ZbdL8Kjr zyrdXkdALHla)ja5s6()m4zBo8U(#x8Q11X=c94~X4t@`e2mKoJ|W%-kpCm9yNG zemArJ8?`9vK6TK+YDX*$oc35KE6&G7X7;;^!?b<_K$-VJVwbKOck9cP z@)z*du1#shg1VqjyZ?kRu^CdOI_W2cxjI;z&7~Qm4o2AQC!wow!l%Oxjp@Aiv|{B# z5fc_I+E;AX(f}12)W}tJYQY{;)w@PM$#%Zz!!qRV(VAaA)D0Ezw!rU;y2wYW6@?{IAT9#h9 z)jW4Sfe4o@!+Zj7_HzxKD=PvF;5Hg!Vb9ocljH>{Q>)gbi@#26Vq+n-HhvCdVaPJ1 zEI@*zwJH-Uc6&Gjj# zRI>0{lzR;hNSe`1OaeOz#`azIFOq?cwfv-Jwq*7!O=a2cmpSup9lUkwxItQAOPKd_ zEE78pHXhph!O{ud5+Wv_0$$v*5pZ!ZltMfT9m>%|TA%ZrLCx_Bi;+zTUKXkDIf$6; zbx?$?w~V_1BUo#Pk%a9|1_1^IYyjmF9T{$iDMbuQEHHWwkAd@bJSU-ah>QDjbZ;UA zHg+bxwRtnLNl_Ng{SfUmBT9j#Cc?h!_M};f+*pUAjs&q}IpD`%Kdb?V52=F($=lS@ z6zi~*-iV-fNPfhsPs~kR9R4WnN7j8)19(HZ)L-bO=d<(lbNUTBCXUr?uCD0h83xIt z^eDw;t~IBbK6X0B(|=QP39M%_nVsQ%D2q(pwB=5ejq_tB+JAo7C|&n*jp9gYRElT! z8(=Conb2KXrH_kuAT>UuKs`>3Fd!4{R`2K{9a$qE7gl){E(}ZpE|G=IZKl-{y@F#k zL2f`N=lRFmNX3yMM4Nc}&Y?WXiIEh}Ht8AUY%u?h{^ipRrpXevgLfYRai3oQ3k@iT zfKn*(t3&rk&&0JplI9>Q1C_6Op@CyQ-f`TxKX0GpjKypf**8KwgqEVSvFg7m41Sb` z+>!hmW1$r}#L2(}tYK3$u(Sm^A9u2p?vRlvh4iA4?kaN-t#QvbysyGKMnz2o%fCR6 zSIA;u)?t)nJW{fM32I;*2RX22PNEX*%uHkJ9Hsk5M5YI(Rn?Q|0h9D0a488JtolE~ zL_qrk9H#Fv&?u(t_whKIm8YKpptRv~lPpxarkveEJHf-Q@@7ZPv^6(yb!`($SP&t_ zzB|hTdN?Vw)g^WM0WPTRDibsnJGFWZ)s*a1sU&@2fqAdSLyjL33`YZGaO>P>!BK#( zvd-0X-R}08qs8A2OLQx%p?Vzb1F`HT(YFV7RP`|DR-48FB^W}Di5c-QaQ-ad3h!Eh zS;8(Nz!U;1zE+7x+0NH0OKjYengN(cYpP`-0@dYdewp-u*F?gs_R0b9xa6W}sQ>D8 zcB6RoEG9z?jX?!EzEADuj%N;Lky&7U+!VrZFlJC5*9+ud;ePrQ`hnb71uLFRRbO4~~`xRNNBfSSwmxmNSQ#_!;K=xJ zRM~aWBCUKAwk`;GCJ+;1Eq>(`HK`mp1hhWDtlql|TZj0YC+GrZIyO#LQL93?p^!;?jQaR)V)frSezt3jPYkpJLY%$=l8*tX zs4oKl@*g@Ae9#<5ra1&V+Nl^+fVGqz%rN@2*d+v&K?=AUV{z$5L?1IOYuy|@?^1wo zW{SNo1|Td66Lvsxn);Cnh(X%gWqpIxY3t8T%VW6Z14~jL0#hvdmsHFa%!80|y%2vu z1I{G>*@Tk0K?}J-Vc5dHp_g|{(X6?ulzvQt7D?tFg5wTvF%b}uc{;g{EC!?-1(q-M zZ2e!hZ(6D&ksFSmkX3ke^VaIFoFP?+M7TO(SuvmGR>-3;29|RNcpKPvoHA@r-L*zx zIs(Py%`oW~wqs8Dlh#6mpFx%v^;N&bEnmIKChwIpcs5GeKm~{v7orhi!ug^vBSHn2 z%eqwEcpqZtMhAA}-Lin?Mmc9jVt0MNtDIfCBDB9nI^H66n1JE5;hkmthCxT$3GO8u z**{})dc+WEDbVZBc|drKB+eTVWt*9JQu)H19;7LZ%5p`stS zep{|V2R*KdFd1RqHQM0DVber*&_uhwNqYWr#mydVxC=W6*YGJo1R_+K=LUxeBjL*P8; z(cpsh^2iAw+t4Yjaiy@|MA*d$ZNc6T+|x0z}`Nm~dA=N8>7=Le8wvWAcSQ}U|{@qAjtqM3X>Ixd|Cjeyb>WJ^o7Sj zNOY#XxGc#n8BdKXF;b8tK*bHH|FN?j_p6iaMz^60{SFDbf6y3o^pYG93YB-LrRo0!9d0B|eIyE{$Xany)vxvNZl#OsRIw;V4@#pm%xQi;$(c(q z8Pi?KtQhfH)j$8tMydP!K+Uuzrca}Yyy@)9)}$`+9vOIsLd}6TSmvbF!rrVEK89+Z zsxi)IUJ#yY5fZ9?E?tQ!Dl1(DK@L|RY4|FM|BTc>)9?&CzIipBD;(Vx=96!b^?H(E z$y9OTXT;e}Twf*LJ~Hx!39I0d+P_2=yUFM#I+`{5g=qw3-yn=M2JzULH`u|WuMAZH zt2_2^>;JH|fuO$CMPMk$uJ&E+zdCSr5N34vZ$_?;UIiFq3c*&|D}^to&pM?eE$R`Z z?c@A5rx1p`?Sd9@E3_`~ywo#;7_`+mP_iw`_bGq;*ZH86Yt3p>jv5+(q6`4xUSCHn ze&rZu6V`lGSQSvXIm`LBj3C~P8rfA10uVM`t7-u~{?A%u6I{?to7Kz+_`-gOl8it` z>O}+Cfc<1e(^Ie|bbKjS!XTOBM>AWePzRs{rG7|5+m(yljM}~VDYD7hfeDuFY?=$u z<4s1J1E-pj!%MnBV~sLx`G)$nOrz6#!{Qc$%G=e5cY z*`szmYA(gp%~-$FRUO-H8xgG0BVeZW6k*@%M3a+bc?&cv!zt2rj(wwbN(Vk{8ou9+ z0fw0;i@x<_F5}2=MfX`VPvb9SM}X{I0J;;AQI#7- zG9H1ia*#&vYdqIXR+Upim^*pp20TEPZ$$WI-;uID1v-VBm_3MguX5!>tXlYXYXNqe z^_`LrH8GQFz10$JEj+{lQfhb%Rze|O#*rRA)WF>|H*3OV6#a`HbD&y0OhQ8`~Wvn0M~5}ao<}CT0NIjq*WXv zx7DoVL@W!q+%0Iet5KQMqo&}!hc`$oQ0B$jG-1fqBgYaimF1rj>=-Gy(&%_86B2T2 zhBrdp=f6?lnKQQt^_Z#ZHp@rdc;8(*Jea1sE~Jo+P|Pq7Iwk}#7>Cqep*R4;{{8eeHI$WgUB6 z9gBF~Wwma$2w5W}(LkVmqL>!b-O&;6EC! zIDTL=W_W@Y=$)RH%8jdR4;iG!Y=iDsz^=|*EP&mNI8l<0-D`05t+?URJnGd^o$$2S5F&F$~) z&XpX<^gNH=x`Ght?V1g5<~m_^ZR5xB-JH3dn<22vP&UXl;Nu>IwlFkVYl4<##<*Kn zBoL-M2Cw!1V(e|e+PKcN;p>?*qmd9|B!mzcFu{Zn$8o6RxNhQliQ`b$by%-Ab-k(M zx^6bcHjaPdcwNVF6_rw!5~2{5DpVm_MWtGn5<&?j3ZYb0F<}WMlv0IKN~oexmQqS7 zrIfOK_ZflX^!>i;d(UNy(P;kXoaa10_j5mYj{}f6E;#g!>L%(3zZ;d0U|DVlTaN>z zg?*5bZ-TW4>Dyjhlo#9CwLFcx+o(P+HIMs+f3biyMOTyDm=jwGizJp5+;cQZ8H9`& z)lJy6LBp~zE<56z*<)+x><}8_3wzXW9p+LhGt42gq1@J}ncLU(9Q8fW|0;RTAY|q} zGgfp^ZJ9@vuf_JJf%(s!%U4mMO#*1=5)b7AXFusjGIJWAHskz)_#jwZpxE%t* z0tf|vcPNL9`&ke@BFD+a>H)^$$bIeV4lp!Gu=b zJlx11YDzn8WpXp#MD3Q?M1zfcESRgQ3n>UitjuWNIfe{8`&Y3d556&X!cxM#)GG$e z-PkMEoEXOuR+l_uSO!wBM?|k?5th3@AOcQV(50QkG@uTxpfLVVP%6?<(-`yC3N7cT z#zp&aj;32{!4sXAs(;F3)ibY=IT^NQNI2+NU({NQ53GRN&K&Vhdd|z zn`dF_4WF9Qt?-f8Cw9rLYTD@9LD^ecVOebAKQ1$ux%I>G>6&^%%=(wi0mj}Yz;x;n zQ7yx3UE9%tLVFZM9wY)tF#KD%O1uQH`Ugo?jzB>B0n%(o@%Z5loP@|gD99l;v3j{L zxlG^d+I24_f4UOI0cUZ<*5q1rLQ^FaZR|KyPH%mmV1m3&qYsRwj>D zb()=H(imUeA=?wXIP~D3ZRj4WSQzMm8qUas_mwb9D~$aYh%@Xd>g!jpjenG*_$$X% zEVK}^omA?v@{i#%9K6WyvrxAxqn3^$wqTAP8~7fz=44zP|L^Nh07ozT83EA2 zf<;bbM%Xl!4~^;Si+ccn7}PZ+q9ksqwN~z4*Ql)&kV-YFALei;x0Z1{^!4V@WKHIb zqI@s+I3v8|%BihLJVfZ`T-LwJtm?)xKs9fZ`^nlT zYf9`z&lk z$+gR@&2^nCqFuJ8*Eq3cEsIg-fgR8O1{5q-@&;$ptL&gMEZ{3RNgPNlu|Ded>^^elXLm)!L6ZuCpE zA%m^bEVH_^$qEkTtDug0!af~%mg?`|ceP|$m|4T8Xw5kL|DQXOo?3MP$ zMLByNY!2ZOSJtiC6mCr?xL#Q&8Et)dSsueKRs-x*1QsnHKq~A${IClN$i8*K_5C`x zPy_D~#>(n5k0dN4G#^b->RzOBpgua()g!3`Uq&}Dqi}pzZU?`!X+B#A#c^2u$fE_o z_)$pgBCM-aD$sY(7H!4~bEn9&aM11jQX$|KXIbYsn|DEmX!LP{5>pRS+QM# z_VyG%O-IsTy5lM4d@7R3dXuW3LJ_9f4Q%etny1`PHQp77Q0-HrnW|)as?Fqm%Da*I zo(hl^^G`UzutXr?8|I)JzLUyZ)M@*TYVDJ**jym zgqy{}B-wOGLueCnCm6fCj6cRH{<{+;(atF?&ZYW8iVFo>1aVn&1>x}4ew zM~aD=g92AVoM5>fp$M!EKD)%4mzC@EqnM8xQA_3Dp)S_~2>ut$MX1ZRY++m4Y?gZM zjLt1#wrGO1=BWwO=fN6tnpLE9$z=thhb!WnjV!o}`vQ5JHv#JC5d=6_ zyFMYK^zQx>csx}ar>_%KR+AK!>Tb(RN)J$%y+vUG@>3y0bE z{Z{B5XjTVY&U``Ok*l>fgf!uersY^a&8ww@yq~H+q6cypYcp-*lkYst^t%H*9qxMT zN0GXn4`pn%?1C4Z`{fQ4vj;=`6y?&Cc-XF<4E6nh-Up*wov1qWYX8Bi^xI(g)k;aG z*YNji(6WbM=uaVGa0Ju6N~t=U%o@&lil@|L_={uC#c33CnNPlcdhqYqY02c%r{Vak zEl+Z=J$@*e)q30}p9pJ32V2^cWPBfT5tSS4U>AuWuw@OQ+A-+|`GX9n8^+u;blfen z{+kfF3p7%HVu_t5o|r$yV|Z>FL-v+_;S?Mw6F0eZi?V!C>O0{+ZEeC?sA2vhwV+93$+M9(4Dn2#n z`h;SA!S8mhQ(iY)KVfXtrx=40LU|`pg#x7$nhadZp}`6pwy;?}8;@&9XiIR%{Q)4u z#3&7XJe{J8k&Ll7GEaI2tH#gfvj zM*tu#KOzEp^I=;ubXjM=n2h@AO`jQUM&~q2oxi14gw7jSgFKD0&&QBK&??OGhq{Sn z_6nHW*fhTqi%qIb|2onX{ues0{X|$nDio?G-OxJ3e(n{mgDwM&7HaB8+k>cB>p(#} zHVO9lS72BDyB^u4$0Kl3b9zLK0->Gn;YZzf{udf$40w1RUbbav=F`fI>_HI;HTM|C z37QWNvJ82rJ=*bntJ0eR%9T1q>_+$m=DD&0Gjm!WPF(dZMx_0SNjQZmm)EMzDDqsTW&3rdc;-TtMTHvnboJDLS@l*?$X_UcpjDc+5}jo^XfGY z(4!HyB6wZ-pAeJx%m6$!K#%lLAD|ISEfE}hd1FMC|{x4 zMHSaylbPE!R<)AT7rWxGY|IP-&ISWXAJn84wIVx`y|mM!jG_|m9}(KDKq-iFy!3wX z&Y)qCi~|U;a!CyXK?*SEx=97_7v7vQB0#|Kk4THhEK2ja8(mc?BV7DQ)p5>*VA8ze zsZt00B4ugleCssSC^M;N^$}7u%&9)AX>b_IN%+AyDTwUxZHu ze0*Rq1LFjJ?b8-z`a)Yuq89>?6dtm9tL2A@1zBCv)y)|$W&H6Tp*%q|$Zght7U zKmwjR?nYaS)o>u89c6HhV|}NfJ_M|pls1DgTK}z2Co989eEcSAsJI?q;Md3}>nHHRSh7-e7Gn*n4j!Km3E+cb6iocsa%WfKCU;z|5ER=GBz9Atk9Bdyjt8Z7 zEr|V^HgbbYs7^>@M{9tlW8Ki8zV<1r@@h(|aRI3{)-Adb_LFr|t=B=#9ni$4s{W_8Q`@f%x&b_}cb0h&2Ax}*9@K*xEaipdgR?%MC84+;t8KZi~Ly$`k2jfv=lE)69e@zI}5YN+MuVCvH9AYi)|x~?qsX?F3Gtk#Yi(DLe06?n3v z;vA3gaDUa{y5_VQ(RtHJ=06E~fP?jTQ0Oef$lp=@n_)H|KNH6u?4tnZ3AFXaU1pfF z+4)R|?$9wTRN%5XqwYSiSU`QzERuY9R#+4QMi1__X=LdvqSGt^L?je*$A@Z3#@oD5^#t>v z#JSX}KCID^hr@rgOovZcV^ABG3uUOB{piHalFFM_O`BcX1~v$w>9^3A?&ng;^e$pY z&qGXo54Owr1sty(<0cM&XW}NbEhe~bMksu@R1dl8NmB8EYy>a|Cogj zdvy_^e_il>T5OFBt3{P_d zlXbr z3H=y~YAaO{`+RW-naJu|q%eVjw=>Zk#5Bny80fsg04NiVfXB)QLSppfPE`@Q*Y{^N!$u#0EYyb)(uon|&kd1*#Xak8DYkeRv8H^iF(N!8cQyd!G_Lt7DQyh;^ zNe$LH!-eS_zOos&z#0*;X7vDRET9VO(ydII6?qEiq>eW30*>pItyz8E_`(lKt#hKK=SCrq7EOY9Z$ zqm^)u;1MlIWJ{1hj8VWwZQ7ocyYb>Ck)$_Qf+!^BC5OHv4ZRG7!#l+0;}MEtX7mB$ zg*m#Nfw#picE@$WN5N|0FmjlG`(TQ~;jA4d_lYin^%@6xPlBV^gg+<8M2AVzZHJ2b z(N-bkZUHV3fltOBy$;lz#jds5NsXJH-i@T|WV7*msBu(+dE2w8yOeM1ML1Z+myKnz z=mu|5IYh-=(x}k|uCi){1+x85eH2SH&qWMxKH&y5QG*!sbnT4&hS#m1m$y2kY50!& zfb``UlmXh^49qNkgJm>D5Lxq@TKPi|id^byx=*|b02GgO`RZ_7Dn$Q~l*)E-dkbQF zBa2N)h1<`gDqG)B9iMzxVOlzKhfQ-iwGn&oL zM2qSBa5VfHOh`Wjzu@3=9QT3ClFfsdM|l@Q`}0FdN-L%zZnz(Y;pw6&q}E(!(WEiF zCTY$LZ;!-DjaH!)rF;9o0`ucj(I2jD(JAeUxYpux$0K0do|ydbsPHPTg)8>e?p^XT0F{c zsV`yGj&G35W9M?o4=8}BWt_xz`8lxapQ9^Wy{N{Y;&uoL#{v!x&n%j5cmcm z6wsf;_(aGY&PCIN=zYY96 zZJJW{zewA97P{gfuzWpt0r*g10v+{&G$D40z1U$lR3r|{EKTSVnzSshgI7spcsvc- zfII^xERpe2asRnLRe3LSow4Cy4^mKZ|Xj1e>Zg^fZZ!N_ca-ZiR&F3-y3rTY`(Eucx%SfDBZwnH!h|OfPUy5>UtZVi_7rG?P73UwhHs0Xl)cD8u-K4S}TYWe||1i z=`5ZA^NVfXvcD*^62mNEKo2!?bvsX7OZ1hLL`1>!QA7 zhK}q^4nNTQYw9~U^I4?m!s_oo7yfdCVZ~IXPQUd?1eMsMkM(TN>r2x)+4TSn=LSG@0aZ8Qu zSOd2F)`Jy(8tfuzxQhY@{r7J@LME4Ios{Kz_GMWYmn8*JwL&hcCfE7jP?oFmWm)Tb z^)(Xj>J=aA6SlUYlso0VzDd+*?PhllE>vXG8(_biOc6~|Vg>5wV(|sZl30&JyNdUU zxA6nZrcRNIL#0|WHtJq@1i*fyarzq17+$aW z$s;DEp_}L4eKIM6W$sl#LFq24dy6JN)mq@n+9$5p@4#L08<4Vfp6CHz@U?AfO~-dhZ}cz^;{r~<31eM z2se&Lf|KADCtRO=K+Mr~;Fm8TVW`V>>H#rL(~Y~bUvpJFAl{YsHkJYUzsqQxeT(`F zGPY#y3ngUcWgNtfe(bxlRWSj)1He8Dsv!iciwec$yOd{frP!xOHW`Qc>9G;7P{Q2; zykepEDX~x?F!M1Q*3y___yQ3%2Mj z`Vs{nn_CNTIWp+}S&kkKQeD2>nV>FYGo2Zi#`b*&7x6dTLAXH1MeA~y-lAi>I}_Bu z**fl3)w8`5x0#f&N*b@ENG0LA2AqVeYRqI=S2C>^akHg8WV4K41BMk`MZ8n*=6Pm7h>WmGvd6wVCVA z`9BV#yVlcwjrS0L$u27Z1`B(jR1cIA6bO*i^f;(GeX(A-HQ+_kEc)WtMXVOKppq zspG{Jq5}*n5lug($=kC>Mc{m^Nnas0!|1m4OM_y5uc2Pqo-+&dMTG!t7#!1+^sReS zl+KN5#=aj?Upx=9%;T-x+#Fw?Im+sKsRKzMcd%d!%{&IzdO@`~ny{i{*?z&z?Bs-J za70%tImJ;vnt3ZVR4LDXcAZiN=jKE*bKgFIS0t6%!~>k--F00D^lIu7z3kVIq7vCD zFj7|l5K$q4$DYl{HQ{k&vPnz1Y|-bywSYE=7mkv{c(F)qt%DO$UCV!gX~%m>oiMMT z&<%3v&9i&0${4U`ONhdS;o^G%I$nqEw&2>lv6#St0X}Qw<^a^3O-m$6soSI`HK7H3 z6zBmc=8FLTa53{}r=a@4=)E~etNJP?BvBgWXRcyCc8G08Vm)f=@D;FxkU$#$3_@6M zA<`NyG7r%J9e`X#Q5_UO$mpa;_in2u#r)8SP$C#iKyh`+9ok`F%JKt3zc>#s;0oK+ z4b!_HfTFEj?QCMxazqTssYlDeqZJl|`e$||8=r+osy}tTvF}ONVChL;j&q}Q)DEXG z2Z0X|>5^_|*_l*jk=xCcP(PW&_B9%L79KR_%-uHsORQPyL15`(K$;h76FIxn;<{N< z*`1ESWeLm)*qso6UTrgRS2LTwkfOA{Nl4JNn^v%MqdK*=Jxxu;b*O?FS>Fl(Y%NC} zc_Gw3Y_oCIQ0{EZaU2vc$HAC})~iMC-z4Z<0=FqBR%8W%!+(E1S?PJIQJfT41oxdR z#Fo`9Sy|Gd!SB&*=Gp<#LwIXCo~YCYXadwwZ&U3!1x`0*g||;1U&$JdFX0<(b@AcJ zxmFK^GCnwFvnUIwZj2rj-M~iq7(=;NT`A7-YiN6;=n!Z%>&ped9#$i$2ByABWuK|L z$Rd~~M>U|Ad1ZGj6ZcN)`Xyd7U!vys-rgQQ` zyZ-x&WZ=2H8e13Yx1wOqX*8^D=`|MQgr#-R#O<)@+jpNox2dMnRf^0t6L5q|DtQ zW})C5f?^fm&J-5%QS6aMeV zJh&VOASMu`TDP280~->{v0C-83%q27>1e5?9ZWAvYCyYDEQpFBpz3HqyCPiOBXA6~U>JYlcW#v{#sAQLiq;$|olpqurLioa;u+HcL%iN_VX<5hiA7PbS7bH&l zIo?Mxa`Z`ksxAy(x=N#;Wg!Lux+TeJLb+bI27RT$Facu-C5Hn~Q%hmP!Bf72?V!PU zgHVySw>WyouoY!^)q1ZexH@m=wS&geqNj(}4;jkL6^8jNHUrtTem)6Igi6onaA!=8 zc&Yhzbi~$^Rq2yAPs*W0kK9L92?45w843!Za3*|)V=hyZoNRL|tQlTvefj@cl;z3- zY+AHyd(4W{kch zLfgPAaA~Yy|WfhywDg5kJE)wKd^2^Pj^)C1uVgIsP$4`413xG(OR|qg?^7ayz(sdVehrQWy&{W!P-BgtWXCG;ogf&4>lu=vL{bwWm| z=B=W2%AXL{9jNEbO%1q@mDExVeD!NN91}_`fuohrK+}5H$2i^LP{Q^fqbkx%2(O?a zhk%W(pWVQ72Y@4M6UyUR)+)X}zz1W6P|57;;OgX{dU*5DVwieWVDPWJt?2&(JpDeD z>Pbva494^ttgh8HNJB~qYS=r7%hj)*NV#VX2d&cXsrne3rQ!G{;7cruc_;dHQ-!pdcv2okXWWKiw|){V=T$@4uOGh zvn(sJnaO&+*}3D(85)Z|jb$60U-)v$9kYNYJ_ckf{B;+MM&GH~R@YaRS74{)C1G z3UGg)AhhcsxF?Xg%IfeI-C+II?u5t4A3qJjT~8CV6|ZhmSbzs_h_j>>))-nLO^_^c zUkZrzQjLx9AxztjgM)wvf_p?v!jOkTAK*WDS0!xU6ium}7^|aFFSxj+W=*?xNcWhJ zi_p#J8g0T6h{-TBn`VW(SEK_gxDr4zr2;mHJ-ygAG@Dhz}kHX=K;Eg<#8rf|2aJ%lf{N;T<@{TAhQOgNQbiug4( zKS!S2SmM&;>E`U^RasE69stXz)R@|f`Haoq-1`OKLk6hLPeUGxs)r4G$Tp3oaZG~O z+jbD3l?y$%lSVxGk&NGgOBeOjf^tj&Y}fcWypm^KfjS&BfLKO{SA;`sC%cR?T}^8j z8U|8y3upBJ{lPxGhk0omuwaKaxhYfGak%gp!p#T|2uXO8>|o~R>`f3LI}b(m69Q<$ zTn~$Rwl<#sIw0ukc|3PySF-Wg)HKl{S5{@s%V%FIEePFO<`i#nwe7 zkjZ|@@Mys!D?sxtn@pS$6n;SvPeoWvlKHJ-fbz> zQTVujEe5T+VF-{55n4LR)Y1-^)&9-3`My9#CD-(syZeiIT_z*+eZ ziONp^!Fh3gvhl|-=^~F;X(HfsXp3)*57M|HY8o+to%`|}E}#~H#U^AgO%}Z^3fn5F z8@9_HCjXfU)8s+c!&H3UU$ufGt|47z!t@KJVuSA8e@sg;O@k_UPQ8})t$X{-a{HZBEm6QauUIGkm;R8q>{!cE46cS(Y0P zvAS5wr*?RCT4|DMZ-5#`4j}0l&#PyUdi(@VQ4BJN%iYcU_OhFs7f=M-f$IMQymY<`gbEQ*Fb%4pRjtojIrx?}A1*@;2sR z>;$q>(XK_F+O15tLaUwJ+^T8R&0hRO+uz%o~!)4BHZXNpQkv9GI`jK#qN<|4_x;j;!H;F}wM;i}rL zwb<&4O$xXKIdFd{(|PpY0Nw; zO{Lc}+k817IU_P(4u7Tp7VybJ>+E}~|EZ3mHvKRayM?S(Po;hb0*^OsO8 z;+4d7 zhi}QBV(LSGkE;N%45Jh??;wIS z1DLEd%>aqxXaab|K^)5hhVAt+L=oQuZUk~kV^U4*%k|F&c?@h_9cgLCKLgQF6{dM^ zV77yYI~#xD!{M_Q&d2(=fV)_%hMeqipj^=f^ml4gVt=_?* z0MpVm`|*8A#y3-}s2XB5mVUlG0|wW@3ItPI(`q#Kgk_XH*s-@yFqNqqoDbU74Crfc zXVUMEu2aHK^<*{NGMw01)B>9jWHv$BhQvO!L#q7kM~GL|83-O~%uSD?9xkQXSS==7 zQyC4j3?O}mM79kW54NLlkx+hzncNUIh{i)1*@QSswVFuCkBNr6of66bzQ$yhbI8Cl z((G`$WBV@dhRUCNePx(t#D}(y zg6TJhNh>&<3nM?u{Xf42d0mxkHO->FVMu2+)<7j%Mj4ksKoxuso$0$Q$@F_TkxQXh zLrNhv1O%ST=Gv>a`dfn5N$N|SvU;wz~ zg=wsWhU9>eInq^{{k2P5Obj5gWCmg06RI z>J92v!ZM$*qqgVCp3@wrajJWX8g7|}1*t1b?>_?pj}}Weh!GyHoeJ<4kkyQtTKD{J z7tAV3bn;x?5*Bz3e@ESJi9Za`vJNTn5l0}x-0fiZ=SrxHoQIY3qPG7BFxFR~IC(HV)l}cQSYt<!cJYu%bEcluvF8UDHwCG z)mEg)zEs73x<0NK=vcdU8tj9>Md>E2jqs9R*XA(Mfj)u0_-6leKS_(Y=~%?n>pJ9Nf8!{!S=1tHv<&|UuqN8-;D)|q}N zrzF~30~C0TGG*N%i`6P;6k6FP{SJ#P8?rLC9kZCvX5$Q-tCH9+0fcx}Fd9ovFvK?1 zHUXTl8%vup0AsBbuyn?Wg+n^uIS0(Ti*@dl#QWpf4S1v5`gnU+@YR3-18|u}=?#EKAqM-UtX}cb!7yFbcc2(}0B3vzIK+OTS=bDoJb{(E zUOXwL+PWbv>u8HZ4vIlqpb*Or(|L124^jvKFvA;Vk8&i z5lKLp2G9cH3Ppv8^yhy7%c`7W{JhclD&AY4N*b7K8azH>^89P><=(ri>Zv5DEUESM zbo`P{?o1!lmdo>cxc9<>H~e_<#h%@k-a0C|bs@of)rVN>(*EHpsxPj-e)WBCQ)@5Poee$=2jQGBD~D5S z?-80oo5QSn7mn}Z)-?->x<~S}b33r;|A?QM>-wlOP?dlb?+$UqHGN9lU@M_5oq|)7 zS1p!)CI!`>z>tX7^sRU^SJLWEEv5NV2X(zUm`VAav5shn)x_iJ z%?QDSZ|qH0T&NaizcjsmKo~C?Czj7LE})zpyjB2Y;$gFH89Ex|&(;p~xyQ<+kT5D` zOw-*myHca|p>y(6Vs7B4gtHX*6u#7r{|FY?6dcl&0h7N|WJn2u&FIl0G7mo+p10+& zUC1z@Uttg(bx7s#e{VM{uLF<#7FeqWC5zFQfP^TU-2!d`WdLpqA4cF-Ruqmar)F_3 zrA??klcqGB@!f*c0V-do<0%il@tvIUeEimgfasropua$mD>uS-RDwBUfMp#%>7s*eQY)K>w9DO=wv+ zRD|Uo+ILV<1MX+B7mjpjlH@@e6|yB9VbfLDn`fYjoyVKLYSQN!6y4Q42wVN8jk%lI zMP;j$%d&TYnU~?5R(29y9&hX+94HryxfW&bBW6ruSNWk=8)RA-@G+z#C@9>Dco`U9 z!EPx70fV_}-&tLn8O|3DGtAuuxFP1&!)DjPv*LQ&-Bw)hmOYy@SPtk0Sz!*_mRFn` z6B?yb?qQa7cRRuqRy{k*^7gZ$2a$1wIbkD+zBU`OwjMZgSYis|>P*VQN9smDZ84-8 zz)dOSv;5RNeNhpHi;NjrW^bcV<6F=VuR-tw>0OG&mu=u^wF@TGO8^~w7qeX#-pcpz z!#6QW{14Xs0{@-({%icN5X`2ZLo)I2??T7?q{$S;BBvSs5nkx`@V5`E2Su}Kl@N7B zo{VpgpB0*tj;uYYwZA)i=}85RHf_rWr)kKTR}qlsTEH7PlvfkKT7l!BkCs@z z2UP6xqq$|klum064_bEaZbQ0FiP)s`Bo@@@??(9u_7Ey^d;nGkPj;$t?%%01mlqrT z39Y!PG~N9^v5Dsiv}G)smdWb1p41+njg}nb%xHB{ZQWhq5K zE|kvJ*z%=GR5y@!0n^6m>Bp4_1TW-pTZWxU3n-Bc_k26q*DpJ$E4OI_D|?NmbMPb` zMWqtg`+!OYN8P;*DG|K4mZDJ|Z1OZPy0i&{aUT525Lyx@WlRHNf6ng@VFLRnxtV6y zO$g1J0sRW(Qb%eJIq#GLt4y_{sdh_@XCo{IM9xl&9KBcz3jh9Cx-xYVB3vmK{Zyv8 zfSi9gD-B#J^C0xB9A(2cWD2&z=#TB=7B-qfboXAo+x*=JA#OPQ&I5ZnRSBqD=)Jlw zHK2DHN?254IafG!r&TuS_gk#jc{_E7_QQ^p3RkbhLjjn&n~pJPM-n^qC1k~Q3#vSU z)2|oajZqCK{x);S60}83WBs%kyPyU>1F zAID9zQp{{ezW~WMi2<1N=+1IM1z>Apto)>WU-Gw~lzXM6ORW-h9>!phIfP4|Ke%s_&7f zmd4+LV2TJ+OZ+Jzrh~(qPge(I*IzG+>r$+HD>#`FzY@KR+T~1nkBlDO?z;Wo z#1tDWj)Qx3`8rf&;ajM_8s67R1f=r-PjIU&?|Gns%`G5!f% z@pZh%CGKW`E%Bd_`~QP=lc4)Xgd~>K5C)WBwSftq9~^bb(BS;AnecZJkS8rvE#BG; zNGV-0FgZ7XP19icm}894jkqf0=>-7G=cRqBBtLSMUd9`Wq*{&LNT2jQPhlR5<5*gh zX5)>s8bCs^KH7`Gc&jp_ooCCu>kNS%2IlE%HcgY@ElgH^eG@WKOQ~8HEm)F)9AmX+ zSK9QGOJ70iR}B2?v_xaI3!GG!*8w)b<{GLp_vg(#8NH_#o{U#1t0yf`L9c=2_00bcxn3lD`bZA<8UI}i-(pl$KOtY=lhtZQoW4z55*muHLb|mg04sIrJ=&ZP zcWa@HA_yeDV#gkJb!^&=ZPA%v2hau8JO_ni4OGHMTboUYPi+xtZp_1nT zH3T5{ur{Y8jIVts2cdj(_JZ7JKt=X_s0e7I<}_or(fGfh3JvoJjipNIO&-;k0(>X= zY`Q6^Nh@bD?mc%wv`k>qjs;}}A(~g45`}l6R4fnCF!0s4v=y;-V|_xaxEPP(4QyG9 zDEeWT=*#9A;B5lMU6=cX%FBKX85Z8&W@fGoHabp`CtEQed75$GoT|m04Myt33S+F0 zl6bw6lGKrb8+q#s>y!rpu{9c1M0e9I-D(`XncVz6%$iYu9Mz>e*0VAgPP_n3qZoy| z2HHSBl_Mz(r;gB~=IDYMOAZbE0dP4YRUBeXXxFp~f7)+V-Ug7Q`PBS_buNmmy`A!H z7Ko2ZA65Ct=_6jqsa6e2A#R`@|3v7gG=GLgOm<84hW?wI&w3Ik_LiIGzw0_*%gkIR zq}dklVsFLL=mvgG0EMIK$snlD_5au5pC$u>Kc=#;3?>gS|At`=VC;*=mYnjh^yP*1 zZKsD!{f4ECinsyou&GNOU#%K{E1eyqLtD00G8+(_;YJ$PLq!#P@&#>0rhVhqZ>{n!nElvH3`tEB@oGl~i|NLA3ZHjHxx_c1{&F4po+;70WfZkC{ zyc-Digf`7Mj2yJbT;Sr|#h^7iX-3Dp&r)KoSd6isiL`-f=_@O~TDo+`_pW`i1u6NLcy*ORizf_i@$HroJ>;u2*6d9kgthK;$vaDs;kTe z69$$bivl3g4LAWGZ;qIj!B^KGNmAx*kF&{5y>SseXy97Yo38LAvlVku;8tA25QGE} z7Un5v=k=TYZ_BCHn%|>^QF0&b+;g2I>HLH=b5j#X zqIfmTf#lJQfep>)9Ge4KY~bI*HUVHX%`xD)CXpEq;6a}eK8qGqbAv~2MG0z4#oaMS z6sx!{3 zu~Z$kDh>bEh8K>uXe`0O!vgqUc?;?w5z)p(PF~@L-oU?g;q;)hRo#*s@l-VVo7+Uc zn4j8>bD=@~Ml$h`e!d_{`2`ACKZina!%r?9ShSWt8P>9UoY-cF^(0QAXmf zV2Y5Lv6cp7*MW$=5!KEk&)};5o}Bhyb*Q7jff8%&qx7^rV6CaHrTNE~g{2!}#Wlui zT_d_(zj~j*xYVUqKbWK}e}`s^Lh+Na`vosdm2OsqDeHR2CMMh31sJdDX?WUVBTBci zh4^vdeVDNj9#g!6`{VO>@_A>`76pfKA~erMYEt}aJa{gfc`nt7A!R5Q(;h_~zA83i z>Z~Wci8=1d;%z*Wg`6~XTUjx?2v?PbYiT{V;s?Ji(Ic=()*`u%!g2dUY(AESa-=1v zD-AUT7KQ?19KDy;2X!KbjyTn*NPdf134RPcYS0Bu_)1)k@3jSW`Pa zs@7EPOo8sn+Ou?F92Rdrl!R<<%#HQ`1l{3oTlsn2tO;q!YMV85Ya_~lFe$XbCe8!{ zPi#E|G7PPgdtQCms`xDyV@>fYrFkheLd}N{TqUxA_y$1$0KxH<`bN1|m;{#_Y6`P9 z5s6Q0N8*2HH2+(Wth|?c+FS2x7i?kqq4Vd9S8dYa4%9(X-1xTm@qh4*u*z&}q&H#po<4y8xXad5b z1^?M9$$LB3gV)+PZniewD}*-mN#%54P$?6q4BhZb{s6_9z`|C48Rcn4^rQN58Sk6d z2Rzv(-pIAgiI#bDZls<(jiq5>nQZbh#tQohhc;>A$nrXqx+7l~HD@vVVg*#Jg?ikXuK?SE% z5sI)|hmSiq$CNm5kgTCf78u)&NC}G?#)R#vI(OY0x_YUs2(woNGHuDmvr1ctYj(WP zg4)o42tWV2B@o}P>1V$LZ*m1HsD2k|{*5UqM$WVXtGOh-=Bub$4xR@7h^sXnCNPJ_ zA##sXp=G1gSmEpk7_gI^|M))`FoGy(1Z^vPG=2)zbF$bG z@I#(!c!^35cApO2X9!;`6Cd<{K&J2ChmGUePheft7PQuY`xz zZt&4cOkzJfo2WF7QPUW;jZuIriTwGmwy`ma@>Q#C8O!$ffObJ#@PW0JAO0=pJ>w^^ zTX|j7;LYffkMLUw#mAJUp3?)z?Z#5+a1$q4fm;9#u5#5W!I!~A(?i*VakhGp)@Ia! zdk1RSE(en`3dYU#fWcWDFkWv27el}T{_<>MvgvDhgL9A+C{5oO=h?`Ugb8_^9EL$E+T%v&?-N@ROCC*Ax^2IqDhD+e%_lU# zA*x=u3kAA#NXnJ{S|_#fqgDzHQYkA_CP1zCXbAY964|8-NtF+zDB-MhV_!9mC5A7r z-gcGN%Y~Vp14JO1hy}E)CJww3B1EAVtG3QkG_e7tPMV>o+fe`2ekvN@v&9)-PJ>iO zyYU$5=+udEcp_xf-^3nkjjN5QfC2e-5T@CbFircrcpL=?qZvVEnde*X;wM2{5f%{i zM}AN2tNQ7cok9r}?e1b}Y||uM2we41gJCypgt0AK+1-8vu6}n2od9i#bD&vm(hzO^ z8!{=Pa9xeUN%cR7HcexB9uA7Xft~JcIISv9wn{;9RBA$2MY9;t&Z-&fmVi_zFC&L} zR&yykh%%6!y8MlU+A(2VH~i0OO3CwtE?kqca+w7o;oFW6r3`F{Xjs!$Hi$rijg3A9 zSS~6AN}%sxL1@?}RJF)qe?Dj7IoE?GxPe)HMunTEt0-(OdC~{q^2y2gQt(y;0DKCd zuE8XnS-~@4>z;t}n+L@J&$Inu;Hhj?8UTi&w5L@k)Couyoaf&d`{OyQGEmg4U#4Dm z(viVNY`QK@OI*9WC5UYB2=W3^t(4|Yq$#*|@lw#D^HtDc;;}D z;5OrV1Ej?KKo8r<-cCVtc8d(X~rjT{m`OhFmA2H`gbF~} zR8oZ4c7x)4{8{)MXBkZPzicxz0t`tI4@jf-5 z^=T@lz|EzGDC@j^P!4(sd7fojKoVgp1-Vs-4u!6@EmmG;ewEc7c{x!92WkqUFbmGoFfaz2zPU9n1YaLx3-PhG#_Rl-AfqHn8| z1^rMheLy{j-$!|08h@LBdYkhTi{&6qoj_kgCt5vNO&8(&>I1Mx$^BJo`T%f{D7mf? z%P^ObGFpRd*4r(4Svk39cc;}}BTEf=@L4Dsj%9AznC87kHG=ON?aX%2W+}Tu?X}f7 zRFphX@3zV-lghKIdH~(yM6DJdhJ@vYSt~aSF2kLJv zHQdjFQ3~N9_ux%`K%PseGQaRLO;{FRrbwOxW95bxlV3xYsMenvTt5WoUd#0j2JXuC zWC3&HW})lr*wE@?ZCdl|w6o%<7H#uEQQKh&qfS9`LI|2 z7X)voP{s#Qy!~)qr@iz63AL@H~|w*%3_K6YWn?$A1&j&&J%{*V3PA)74uoii>$3SBoX?79^-4& zhsvq;t8xZu#pucG{0`5#58cP~88wODsUpDy(a#6t{AsSW;>!>3i+fxM$Gwg@2i+&G z10n2oYC6>O0jb>!uep6=@2wv$V+r9@tXy&u`l6mS?ylO;7XBHtMbEo78vD2DF1ieu z^EKL>S(v}=?)GbxmUb*RbdB;dQXkCPq?fFjb70B1M$%4ezU;ow=OZ1)A#pq|_YsphuIQ_ee^WT`*i zRxd8;lnTTyoHTX?+FDXi?lj+O5FB4w;P;y0U+Rkk_ps`OMSZl6%FInKqI?$8s@VLd zO3UI0)blJsaIW0jd!@@sUPKShs1E;$IyiI84xFhzrJ=a$6#N_ZyPDBYfLqwS2LnlQ2f*lLgla&paoqyHBrI15M`xD)08ndo+CACw$j$CQ#F`UYY4OA zrpX#UGFve$1)Csf)qz=ipZ84~xy8pnCX4z+B&s;10A|m20m&*0;3f9x23QV~RhG1C zxhnNSli{y>)+w?6v!v_D8g8dT_@dFz2KkK0gBYW-d;PEm86Ee}8>hIy;I00JSa{aE z^=9OD*wbsVE~xrO)SuOlF`nJAg4`3%R@1u!aaw%z@6YW_BL zMXBPqJRjRtP9ukFN(lz~6m?})yi3aoF|hRzkHCy=u01s>mVbr&r#iuwV`Q$?@_heS z&Z*WoXKdb3pO>rgn_`l!1H9qOsKiud0q?lUMfce;m%d5|+V--LC1o z(ssIb=hB_NWDcNV%-3xO~fGn&-*7e)1Z6yXZ$iIKcuHLS2YJ z2Y9eDnlP_2##sJ^laDN6JrA1{0Gx!j4gViwzsC+g3^hXe`e4|S)u_N0wzhI1WASmW9Bj-=p8_GsY+A6PkyAE6HrXwf4FX$sm(+*?a9kceuIyErdrhyCt9!i2yg z{QWLwobULRNtF%eb$$e$tx0Y<2=mW8H(KGNnh19%t+kN}4z942CGLaq_lI=t9GUL- z{~092Rbu}G;`jry2&uH<4lKp)2y*yix-)2@=h{8zz(3C8)-aAC8C%%j2(hXhqVU(U z3ZYiE^V?$r`{io?1YJBah5aYUb+W8*h#@?wH{j(4Z_EFN=Z$|k$^|CLvUYkB4y8Qb zp#|lF(k|{Co0L-KnC?PA+vFGvV9Q4?U@Ip4Xb*3du>uP|GR%DEXz(;afMBNMu~aGW z_%R0XMx+{&u$b7A7?JWc=8uy8r})t@A%6>hQBz=VDo|Sim880 zlIQ3DjKH~8>T$frR>kD2AG_X(yvG((whzO5P5u+I{i_)t`NfyHApCI!zV`9V-@=Tl zSo}(%xA>LS-qo*EdQ073aeb>Z9rX-dI4BX=@B7~Q--FkzpZ^{?dC?5C&Y=0TSB!?` zJH7oEdIwLNyFK4x>;{_ib*Wdql?j%!PNRQby0Agz3*@X?Hu z=>D>gjeU*_JBhs?-}G9WYDXg!bKMM=j^no{COX~ zb-3#Ce%&`RJ+eAl9JP()Uid~j4pgaX0e_6ghW9Sp$P>lK%t>9 z0)(8{Z(yKpWNd^wz%g`<%(%$>Cj?0RNgU4CDSwK-vSZ|5qrmZ@ucHnE!u$2u-`IYR z4l4Gq7#p$B{7C8(VjW3;LISwJ%qIj8^1bH@S{zyYW)ckeQT))#h;sxNjhh?Ud%pAu ziG4zlyGC3i*%9y8aWS}yYzH?!lKX_%MwUMz{tcSmm-UbTy6szz_nA-jFZGUp5%(w-|As-wKIx+rVqf}2rT_QHH}$Mx zht-d1tZ&Q;<3z7pK55YJ2S$J!TfJ_R@wJX$&H#+Ci#STzBj^aoz4jOA)?mtGX7PXK zpfc16;Mpzu0B1Vz31#3tSh%p?b$D<5fSQH>h+2$+J&Mw^byO;>(j~ROsQVwNIlR`d zsZGohm>2#D)$0;Rbpcx#y{_J=t8oo8PshZ61Iz@w`+mv)2K^({vK?>vJ%0gkyE73S zUG2*29*JFQkLcxbc?a;n0^I7ry~4i(9P-}y1vOg|P$)qSk@!BB@{j0W0=@Z5XxD*| z@}<7+M?Uj}fLr~mO(CFHUP7-vY`j$KoWnx@EjqdI(R@A?*%@ELZarf@F^*E@gHh+ZAJsH>Kyzfp@ljXnRT+O2fb`tB8gmR7l<4Z;z zJR~2cz-J&(%pT=)Y2&Yj6?)yitara*tJ7um?#}1BPIPF*!$YIGLlz>qo_8~!Yh!)> z9Oqnr8S8ws_i~l>aY}mK)V}%yqrZPC{SI0?VK5jTg7;re3l?;+ea4{KZ(jy-dLKFS zg~(^E-Y;zG(w|jX=Z@RYm(N;#o2jqqb$bR{d)wCGo_3l`e&Ri-C2j`~@o~!`baam2 zl`%d)k6n5F$mzC?Q9$FLkwG+Y1cz@$jVXBRJv>u}L7rQ=BgEPfgoch9TW7a!XF|sP zGTyKA#LWMv538|50GzJ_5dKOJQvK1j2Hl8WpF8N9KI-NszkL>~^Gm1rOahLhJIs)&!`{E8 z#-;qyo;1ShiI(#E+1n*D8ZFeZ6*on7P#4hxTA)0Z9>( z>yicXoBcF(0A#Pt4$I%?qezx?)F7Q};5*I?sRk>hckiRu94X3zI_gu)Zunr`Sv=@aKU+NP z3hw+Rhq2D8TL-wkqqfLd_enJPSVpHiIfEeaygkQisn1Zw4p==i&1ZCZehoG2MVc`> zzvTK7z13#YD?>Jd8!7_-t_6r(erG?J1!gVUe zit+PVR^*ZGoLpfbZQ==3&Quw^fvj+Lp=+zt08zq0S-ar`OVGpEf=B_Bp$;59OXK@U zCf8eJU>=$6BwgvCE66QCHqO#5fYvW;chKx4wNHuT90T@MtWv`WU{9wHFqCNuBPBaU z^mZ1ddw7}E_T9PySjT30zZY$vqq_`TyEAqkMe&65JawP<0QQ|f7=LsIwfG6QF2Z_H zsNvFN2V%8}6Z!K6gt+V=CazUjSwCpq?vz&cWjk0#i^rY3he4Cb0vG7csUWM(b{gp% zD^eYJX&;08FEOafvWA1j}gn?i4FS$Yw9m9HvqlWr(>> zD*!sra7(Bbhx3;xc(JRjDLZ_#f^zcqdZ*)7C&$%)bFTwAE~AI@GCTet1v`}p^5mc; zemMbP;h=p9WpHp+$X}*KhAMaP-b?E!8w|D$wpg)ynYIVEsTC^`M*P5dr<`E9zXL*X zI?RCBevS3oPwU-!U11-&#tO^&mHL&94x+_!+r`~Z#eNkPxVUq%GJMN>l}<8hL(X?vFk1jlys~^Xzh5tRiuJ2LM8#p?);=2X4t4?A7$Gr!jg5agagF*q zbVa>y`Wg*gqt(9fwON>5UyoiZU5Q;Q^~G890?RVUGFL!FAQh1(`byX6+O-P6^$rpP zq>r`^K-+oWm$uf(*me7L^mkpSV|`7n=Q{OX_g$a7PN%Np_k*knX=^aXp!w^|=N1@{ zLAJzz#a>!Kxq6+JSruPOZ@mLFSsv`&xlZ>O6dJU%0pdb7!2oLOUErh2DZoMehZ!yg zljgID8~Z~keIsLmP3V>Q``H^ba~4A`eUj^{>PuTT#v2=UEalOqLL0UbFS!~a|dmwtsVzB2!Q7L{d& zu&i{@wE9Y>yY>pLzd{=f(RzipU!ndpJN(AT?kjt*P}|M1o55~7C_C2~=S|lc*G)HI zFaG`bZ(f*2PQ%EeH)A(x0zmcj0>fok#!~SnOJ zNq28Tl0?UD*>5>I#OmxN&#kF7@+Ve=i~iNRk~!=5b{Yc6L$_ua9K9906~9G6FwNbX z2O@?4Mf}I#s+n@PX#N&0-dec@Cx_+H(yj6>y4+j2MOV5g)WEVtHg0j{$X;UaEr z<3#)LLKn5e#m;T#Z8W$}ZH-I-n7p0p^)mzwbkPuiS^URt)5PsLhHZ|7bdz67bvjtP zmTp_SXbzRROBqtQO;>KOqEf!RcAIXRssJ}kEz3x~)0}Nx;+xq1yF-CaF$~G1x>NiZOV44g)cxvx3b?-{Q_MF6#TXJ z2yJ|UZgsFbU)cS^-WM#?b_X{zOdWT|?;vE|ItOE1H&BzK-a9^&Sa$9N?}YBqFe0%q+xet6>V#GY4vXH?m9q+p>cQfE}g#Eyqh}Sx=Z&)+IM$Q z+@-dAWB2H$e$vw8xJRA$tfPLN`yQRR=e@_S;$8qn2zG$?X75q^@#sB7)QAH$kN*_w zv2`qaZwWyAt^B>hy|8}oEx)OF&o;VpZ}lE6-=ov|$~{`UN9*Xbd5>m~H33Y0y?t-z z9^Jb~eZOwIj}KKx9Tt>3I@f*bxeqJ!vC%%?ec1PmzwN(I1NW!z2hkkHzw_luwcYxe|n!lgaMYRP~S39UG%g0AIaGv|qx-HbU@3-&o+^2i@tq*8&XzT&n zoya^7sP}=z2WSfa&e7n5&;uG~t+59cZTtZgza!eY2Xq0b^aGmtwZQ1&1G@BJ`)rPN zqAL$pACwrB&{k1I&eb2R4O$gYB-?yIS5GxrQ$V}(VE4h~+j|eF?cvx%>UcQ*kh&hi zR_)yM=)^|w(lWq zr2k?5Vc}u%Aw2!AKBVP`({Hb_ruB#Qht+|NhmD7!(and`r|A~3QBBCajdJ%PwLS`I zpbHYz*dLY7I37{gBkHj{0vYs(X3zLh*96e|Xj~Hll13h34;O{%$Y|ox+@twN3y)gr zu~9_>D&;Zf^j8dZ-y zwm)WQwd=7PfcG)zFTdIk(5Ie$9DE!CH2c`4j<8-nec~~le@s_TCLh!E1^tmU=(bh=zZLc=}WJg(eLUV7gJfWp0c5V3y&1;t5riGr$6NC(=^(Pxo8c*PU z5Q=84C)+sRF3$9{sWi{WPugJe_#zeM%>v(y6C`r@>#Jej0oV zE-!c!TVk8eK8-x3L1pY|90yD(=aJJi%a&N?=`B1hGNAl)?P=v{6<~6({&eFh-F&+B zwE2{7KW#syyFlBXVRm>n{>%~|bprI@pH8x@+&BGg``KBLWNEp|Xr?dNx&?LD);inoIQ z{RG3|)dezPwJ_~MM8BC)x1YnBaqaK5dRqF(8?4jHe`4BVoi^wuZv7D2iLH+JMtEAl zv9NoD@=6q{A^{S7=H&8!+d8%p^xLU)-|*uA_}Ct0v!Vy5R>55t{QZoN3&SLe+KN{ z^U1%tN=qY!(Z~pPc_VS$NMdC9xzo5hl7vP*N56KP4+aCGL^ceMI%Ar1n$d8KLV39hyHS zEe7s%>Ncp1Qb(M56Q7wOFt!Zg;#@#_SOa1(PR607gA|Mt7~0MNJIh)y>mmY5oXjK2 z{C=I`N+YemMGJ9KjFXi(S&cKvayd@cpl2Q@;TeK}i|g=?8YdfZ(qM-*IC#^;C=g&Y49Fdv&EzBw`pU-olkYK{~~0>B67 zn4Vnw|0Xl299$J#4C)VHOmlMt&#VB?Prpx!b1>mxZ0s|Z11*@9IkJiao6mD2Wp;up z%j$=xN{nvfcSdPv%9+Re_#IN?BR@q*61s~%;|s+4b7F(9QJ9?CQD8QvE|i|1lho+M z&x!ZvWMPK*eokPdSZ0^R{E{Ng{`?%u)C@T=Gc9tkLrLPG{bri`Ia%(2QEy;FG_%O) zJskZ%{<^_C+#{X${_Ss*hZbDRo*9Z~C3Ng45v~0kHYt_PVTc;g@hBe{!I0@h_41Ce z_*U7G(&)z5LIzwyd9(?oHS})d9}2&4>TjJVHkgdfvrBY#a_WW3{yqdp?eJh6>QtZ% zA3ZxyVyrTU3~{h&s?)-5?jWrJkskG`|56&ZbWl*}82i`64y~E}WM?{PF#Lm&AD*w9 z)u47t_qF1oLJqa>)q{yF!Wxg#(hS-CY=(n=Zuwu69B$NYI_h!=%>NCe&bDw2#=b8W zUu0iYU({Z#zo@@pvT(?)_nzBEARPA&f0GnhJn}9kru{X+9U=xDd(vmT|4<{DiGu}H ze}}c5IO_F+-+TQ(a^9!sr5>;T+e8O1I&55haMa-u_pf;Ge|TFu!NpXp#l|l`fiJ|r z`FBYVnP-B+&X4^Dw;?iI7Z=sBUjKkEKlsmzPA@KEV3_Yfm$oBrK9YX}u$frXR}9OL zY`u)1^;W(}-tP#T&A+4kd>i^T&FrxE&31@tUOo(PqK7qoNLt?Ld(sJZhW?XZt^d`2 z**@m);UL+(@4iL8$T}Oz+|hyE$Nay(47togN-|9hWNA2`EW {C{@;E4RtIra{w-6dTmCF-zpnn-eifGyJI64W zRV#Pa_i@hi3~^fi?XJ!dE1l{^X>Pwd>)rZ_bdp_^R{f{@D4fJ~asQYJbLW`VPW6)f z^Zjb{5^FuHDi8nXeZ*b|aZz@HuZE+Gms$G-`P2RC%$5D>pX^t6JJr+j|Ju{(ym+;9 zGAX)Wo$$KfCB4EQp_XCbaq-Uqj$LP+`o;gPSFfAzz{7GFFn(;WQyn@sJ(y#Sj4|~2 zv;p**H}(JUJqW`H*u_TMkTB856eJL?uV46mfV-W@ed50dIDM1-*l~FcFn*xgsrE>F zsCsUBZ?VRnL0`XK$M`ERr=8v?u(kaj;{OGB;x_AT7XJuvsso$E{|dO?fd`a!5NV$b z=)uQe{m#h$J7D}|qf_k?{w=CrZ~iO9%wCYtwTk-EXKV-d+v}ZX1+@<1>h7|$bXmNB z7Z`uwv&2{epG!YSpY}^g?E8N?{UN%r{r>0Ep8>n_SFmk%x&!Rc(E!F zCAMKbN^Eobx%3Mh?#BM`^XU(PWjoQAQhsE=-q~y(;+Y-O=TcEaf9nL!$aaLCG<^ge zAg0iqe%iUC?g-$`U+Um|#@dee`~li9IcN zBNP9EL|*;!bF)Wz{GEZwt9}wvevc_8^=jP8rh1E$eG+*85dw*I!xg2-V=+dT_iWBniR^`E2k%c#fh?HHy=QWyEr zl^6R5#^nbaik3P6>vx1D2GvH=u)OZdBGA|vpU_@|7Y&wzie`73DSQ8bJ}Ss_Qj=RV zWUqtFO?39aGNZ@`sIaS~u~(_aS+fv4t)*AZKL{!14-Yg>_s&Q4Hfb0=-^xnspd8P3 z>F)f5ogK+7O$!cF{RG98VmK?uHJM?P?jF5C-$T7X#|UNH==ocfv#^|`3&)R-%TB)C z%f_>pROEY0T7-Wt3LE_jU=9Ug45SBCeN}3z3q5$6Z$RS}X+f^O<0Kz0sjNyXSC6S|a0~uF)3eHn=aQll>iaaG1VCxFYcj+iIUsRMj;L<{!m$!Lz-( zH$l#JPVF4FB;+0FHp6FZf#1^3Xy*j0dZx$M*`9{@D`DQQ8+&z{!)a%aCtzoLZA-Ov zaLjU6cj&d3ovFp3!6!+BWlL2&S z>6%hSq$}d2&WraS0%}|?=~G-rJY@s(U#y<=jhv%)cCsuU%OYJjj18@EQTs!$IEtkA}_G%hzA2E3SlAn5X+bV~0&46K?=2p9xx!q$9lIA>v zQK_s&5U(6y%4R3I~a+9HO<0)J&*xbh)0aBm`Dwoh3Xr{UG7jt#bUi(l2( zpyY~UK1&U7$!SyX9o*{RW_b50E8V-bL)Xj=VHY^>S!!3V2yX^78~PSat0p9bXdqLn zaZ`jxBus7yeL_8Jrfs8ToX1F$=|Ug;RkX;mG(q5yhWO9MgmV$iF6U9MYu$>a{yMB` zJUmP(d^ZD$v8g9?_iK(iT)rez{}{> zo*DF}ExBz@Y7uwAPbN^c&?#e+o8#$R|CV|RwuN_KnNEkRC)0d@z-ykVuFkN-qKevW z*vZqH7^8M!PK9X*-cZ4d?6MupQkN-69&IxtyfwNez>N&d4d)T6zJ)LoYeMB%zwSF* zEavOrf__t1!uck+Q16-|NZS@eg;kY-ZU;9>;0z$dP3bFo#BEc?dJ*l?BNcQ7>5)^c zDsIAiIezgd&A!nx{2M6E{_^CCJH{nkas6HTM_8fSud=xoQzDyhQ?J4D+5RijBjLY3 zte%m2r5ERFG&M7nVnk-_R8fL#4f|rqy zSnF@=!`v|Jc`HNkkEDeC z5GIZ{-5=OY?rs{k;8XUC5k%HN$K`Ifu!Ac#m&K$E##xJc`_o!K+18|VySVprZ2C{@ z>fAzC6s8T#bK}%4&#zQpz3_Zi+4D|}odd@w<)p@@+9NH#tyoq}Bk}K za1ZlDyNoX-qjGyAQtk{bXyvrv2V~Y{0<572IC0 zA%g9^p+w@E2hF}^c|{we&sV9PSXMZzNMi$ab6V_!od|}l4gO(oIz+5dnvA%0EudSu z?m`X2KBy@|_jZZkJD{d%Zcz+(HIx-ag8vXsPuSX@F~aC?5gu$JT~YlioHeiV@J-Z| zrgf8=ESXf~m=CNKxRT6X4+)s!rUi?w+o}q}mC^?|K?SoMjfoKHEpqF+HKC!->k{IU zu&CKR+x$KYS-z*7R?)A{sC=r7(1Hhv1;e;()p%frjujO#h?f;>+Mrk@8$3;(+@}8= z&K~vj*_dJlfioX`nB_dLSWOvrt=|53r+af^XZ>Fm*Ly4cHjD{$k*+*X_k>Mx(cBPA ztRo(tYI4wudAp97oqS&!_m25gF(HRkOL9Y`Ra!MA^>hZ&WoLVCra1qVqE zE$|zPDcL)`N1stt5$<(Wh4C|?+2-f8tLOaS?1J$;I3vznnoz+1yysR`Swa*IMBoHv zAXU1HL=_n>!-oJHg!Ko9fOo3G0_q{zQZlaF-7TI&psCB&R=Wu)6|XkA$t(7 zNBU1H1p48s?8XmM-#qU*mOdF3?V?dvg}Wdw-Dz^^XS&;_kTTm9SJ~fVeCKsi#V^Ab zM3vO_ATuTmtEasP`!I(73*3;UrYw``*W)Tgj9yT$_q@RzoM6q!Y9nyZ$7s104@r4- z&}sU1p1RmI%nj6(d0kUE!+mXzn`NVWpv+;7&l1g?s)4~vF$h7Om3ueDO?6X|FfVfj z89YZJs}Bq=U>42y=DXHkZ7Q1-5tU~zzv%%ABU87cs zzC)))Sl+HnZ(8-?!Gg+(ce$d-UEd;DlJ}Geao1qwOTxSuCCA}F=+1&_TiW2Zc`R;8 zp$Tep4dK_7*`ecm>=vxz5~(U0LKst!#Vsw<$Y~$Hu5bvnpel}fB+wkfWM4y=Fm4HD zVHR(FjKEjgmf*bVllG;(T?7Eyerz%U(DS>N9 z3g?O%YVFBu)=`-?S+7ri&|ufz&=%Ag1tJsheq3VoMQRilnA@UnP(|COO)@6J?IyZq zxhW&{4#JlYygrYgnjw~hPa2+?N=if}uo255Z#U=U6lYie*v`QiaUM&s`a)Gr+n6$( zTtP~TL9wQao#@w9nQy36kNdoLU!G%=GIB&;>KYrG5ewXfA12O^o1^+!1P=4U?_RQd z&(tw`VviSJ06WGdEQ%E_M%?Nw*$}3>mQI5Hbcis3C=9Cd_FZV!}vp{L%HkEi}H?` z6lP7kn9kPq0lg6E8Z#G&SM3n98>zXY>A3)u;dlYFHeK+@mp}SIxEa`3C?Q_Ua0Fr zUvI)F*bKU=f=i6*6Q&ed@1sr8M#pKCALHSk>)9@s(Jvm`lo*ZB;%s>J?JgUpx7n_m zFr|p3XKFd|h417b{`B-!2;xl$0Y zz3`Cu0EK~%^rxR}t-97nil03Knj09Ok@j%v?!2v>=pp({K@&KH=jhg;hBz zywxJEt|^{vOQ$ddv(#>MD4xf9f?TT;@^qIb#28}B5Zfu(*wZ;>OS`D|DIkwkI`vVp z&bjVEbDZYoU98;GW@y|Whe7PjU_%q70Rg5(*1<x6lO&UOT3;q{WTng>F^FfW7mM zh;dOdmbkFl$vI?98`uQj_5*+k<+!vb&l~HijCTCgtiTqvlG>(@>+Fyf^A2G`MeT+v z?-jzPbT{2I2hCAMqi2EN6~0NQgmnKR2En9k=kjn#4mtwQr#lRf3-3Bbc3G$l38 zc#V0*D&m;rqz^w{QoZrc1YZ^>6!XgAw9vDwTa$M*CDCgLacx!P^aQ@rad}=p`8cF# zU_IQ_t&5XeKP-AraxQ5pN}G0vkHGmRPSsschb_k^)Wf<-jOyKYI? zQbq=6b`~$N>qY-qO?F; zN-&3vH5^@3Es~}j8Yt8lngwpb6T<2GM^-~xCbImMjlHGdaA z6zu#0+^C6T$0JfsO~a-bkEJ=Sh^gUsN-Fjj@cO?qt7 z8|r{M$J?JY)EM>Z>7f;F15S)_Qt%%Na85T(OkV@HkLFL>G|OjJx!Tnv_G4q5i(BJ- z<`U=A%=L~5Nh#fxlOuFTuxet0yEoP~#TCVwfvB`3I+bNE&snyF9XUs=eXHuK4#vf9 z0d9uDX^7|>DxICg_%YS0G#neM%9C_lS39}R*-y@rf~qoHyOkW79bqp4$$Mf_e3sx> z)EP`cPOhb9?AtdgswjMc>TBwVdalbR*cnB(jgd>i`@2>XrvO=0D4#nw-8|LC=-h&n%qcEooRh*vzXq{BhfBo7lq;_DN`F_thzoSa38`4K@0&16Ts|s8~SyEyWr!fs( zzq!HXl+-`8s(quVYjCAwb;;S4dtrrY($_n%zg8C$B z3pTtNn$ZN0&BJr6OW5u8n)Bb!h+~Q!;Z%_uySbzpH@eBZJ}HGEus7ZDY7)HtZf7pp zRI_bu;@I;h$P)+MpO%2YUaorq49fbmN4~SWQcaUEjDy`!GL(dMO+(xyKcMmJD}oF2 zp7&OIsKrf5cQA5kNUZLC#w2*um5a7%2FrDBVq3KZ9D;ejO^-{b=0fFW`9CA z({0)AOY~Oz+HAZaEhwghj4-P%NOo;d@{@Pg5Y2WG*FQ^srsk%(h|t!1wCl)Jl)ft)BZrqVKRSw+_K@*6-zoYvBc=z9< zl}WDH8xyEo1ml2Ova;h953Hj%6Nd}a#`Y~_Io}|N;MJF zX_c!Ab4uFaQ{sk&O)9c5C^X1MWk;-JBOW7OIZl+xnRDv`Clh+Ok9l6J)wSgatxKbhY z0`DK#;wnR6l&T}fDMT)e;ocp(6dflPu)?>_w0a&DRa<>ko(1rUtLLyWSeN&dKCB>X za#F=U%m~*Ktx&%&^K{GX1>143jZMg%tonN!GDhfVMS@IWt{+SL_+U{D&$KG)*3o6n z7|cMH@2Ag#>BfQqd1M#$8pq|9A+BD>TxW4<7Wm~pn$fba_Qk5~q`T^b6%<`MNlcV`Q9TwR*%^AW6VyQ+*bsI7Np!K7GJG|06LF{OwNwK>?*$GRpE zK5Io8*3qg4%Tw3NRbNNyIjQstGvMQb0oxtCp0Qx9z=j2!o0u{^SU1mM5gY<3vkB=0 zrYGtcTGkY_Yb5>QCY|r8siN>)6_#sKK$-f`Ng`U`i8Y1i@8=-zAOXdA?+#Zr)%(uj zGw=un@k~$wC+vF0hfMY)byVk(vZj_{98;Y7$=BAp_T)_ql&$TmpJcU7?9Xb_Vy{=1 z0qYWEyp6}+hA$ewSr*|Wo@5X?vU}%PMY*Q8{xHoaFK^1wp+(v}xe6zyTU<^3Q9(7v zmn54Q?(tw^fZuo+9IokT0TL81sj1df*nw5K{JCjta^f0L=b0f(T^p1aMaRWW-40jO zB!mRMCkhb<^(xm{20np=IMh-UEZBK&UX6?M_ipP~`?qyPu0eL>(&IL^`is(zXq9Kg zI(B>93a!dHXrNRbe#%1E~a(ff%m+?)0pYo4Gf(iR6Lb!g~e|4%U;orhB1@1 z&#IZCt-cQtai$Fla7vnk?^GKH#x9((MZ`JI+2!KB>Ycs`g$q02BG&k!Ht}?&xxlG) z&IWoX1m-6M0^sdahcZdQCZ6NV(jGsqh!CrGUJC2qb#M#%>3g&&u3t14EXNB&ZP5)8 zV|gH_t&m0Y8W&gY;LR?X9H6&!W6G?IeIbeIXj@uVgt?|TZ2-rBgAf=q_3DsI7!&V} z;m#r^L-XB&1`MU?V;e%HZ`KghGA>qH(MxKs4kdp-yaB^{zh`LIqTb{_ zgj68c?KAqWznO$rVZ^lvby1%tEv^gTGzGY@da1vtuSlDx4mq#$rU^*K;G7qF_7rX* zGQ=ZhdN(kQEp$&_u&Yv{#m{R3=4-2aSLlf}0ahP#kc6_0sAJd(3m@PrU z4l!QP1b%*iRL@2YTdYrE$PK>EBtOqPG!u|I_=rz#2t{sFkyK@MVHS}zuBUTtR^JP0ka@aqPb+7zAh4$8vq=ba#^msYxL8#Ngn12wttziLcd@Oq z3CAae?F*0>Ea}j7NjJ}}m{)}C;H=82U!+z!%8ik!vuP4jl?-{vu-8O{O!64md810p z6qgf9pcu*s1dV{+=1U=NUE#rU_+>2I5gJw`_5Ojqo(f&-bxX%%U95OsZ+`J}6 zW(>l@U``!`BN}9Mh-#sVxm5dD|UFF}HRAUCL3nkL(0}n0>a?~wh#e`e^4{{f5 z+9bkzPV(EjGT8K!J?;0_$&RXu{iHZ{q6J!GoK6hQ9*db44Iv%4H|OT53#3j!72#X( zeDc;5;z%y)>DY;S_XMd~j`@xu_U$q*14~_^+jeghB9eIb67NxNlZ4?+qc_sE%`H)n z)~ap8TVak4ZG)(3knH&goe{@`8n>Wbq;W&C&&Aga5lz;Rk(%OM4|ub=yLKI9JP^0# zm5dLF~Hs>0{bT6u{zteW5T#t;Act$TLa)BiHLGg;bHTxL0C&j z%$LZ-X=uAE8+@f_LQ&8M2;w8;jqx*!i2vE(7qka~tTF^BVX@1OX zAIzNg8)@s5o#d%ol|uaWH?t>H83JLy3IvhbD_Z6-jbS5F00TIKojX=z#hzi0uDpWD z6%;#Tm_$V%&4Uk~02PxLR{6rQJw9)=s%OQofzN`e*5IXe{?Vmgkgq&$;4a&nV9Aq3Mej6Z+A*P zr7nuFNx)^8-BO&7g1pA-XJ@H0T|s)&Lj{CO9o2!97e zfL$9Mb}?SVyEescH%R6@x5I}_i_|Xf(MngNJIBf3r)VJD(pz$LzALG>DScp0D}0Jg z)wnKmtiirQZjQ%_n@iSzMmw~KOl0A@>?jA5*=sF^S&RO6PDUei3Yh1wz8 zc<=&fT?}%_o*~Tkn-ojz4eEBlTB(w;lRIKSmE?BMgk%t$7oe{LNsI7cTRlsg;JrZ% z1HVQfuOiAOKGVfM7|Dgt^;Ed9K7vBDY4DhxuD?FR!x3Gst-ywE^ZHtb*ejiJ9-w}coWRuS5@aQK$p$4y_PnD zG_DDY>^s}ymo!Z>rh8yTJgD!|JPC*m*`rMA9LlAhwHqyXKADtOk1wewXh9PwB2rOrnC3UeI zK5-W;Cq3l&sHLrTacF&4X|^_o4)GqvT;*gObT**oeOg1O97z_@y`HF zD;;=iiZRKpomDMrd|c%CnWTC`Tvt!Ac_l!xaYtOa5J`YNgRr*Pn5eLOtex)Fl}#Ys zTm<}LY&I;4#qLSYr~4qQ&Z;22S>)k;3f3vA0$&hZnlv}9fNXY!Q5Fu85T%94?gH>ftxq^V1jecy6=Xn?QR6m;1y12d{I|%sVoNF*d z?5YWp1N*A^N=9g#0zyzVF6LAYMF_6e)v)cm1wkISp|;TJLD%`1ArF4wUaw_Rq|?-) zxAkC2o8>>gv&hx)^wv12bs-j|yZ~Z(g0Gz{^NnM3x*QKx1e>DBH&hGSEfa{&slEbT zy*I9mas>qoM#{USnh@xoGn{e^1jMo7xG8ZS7NtV9%iRS6&}-P@oSH>-P7xU#)2B(G zw{Kk=!D!DQ^24rvotrUzyok5cHrg!wYgWP0KWB9FSuUuIYpr^RG^Gp-K_Jzq@tVSl zZIU!2ByM*KBw8ENpE_2c4qdvA2koMB zb=@+V;J?OLvsTp)*3{ql&|%Teb|cI%NZd{3x>O?La!wgmjH|OsHP(v=Y^XG&zs_*w`Xw3^Z?u7M4+ryU<`K$Jzx zy4R-U2}azk@fj5jo^f^joYlAlCZE=jAJLK+y`G|*Tu2^MhxF^<{Y~)=d4l&qV!z9% zE<;V+1!eBS@+Qr7w{>ZfUI)dtmdLhVG~G*AgwXYH z*F3+g-aMT=SLUD0Lcq7BD0jK^3#tu8q`Ltj2i9R7+&h(sM;YQK2iN)5#dR8oNHnY2 zK};{GW=4r)xF>LCoJ)YU1B=l<%-dNp2x{9Z<}IKl@w%i4uYez1sI7=$D1Vjln!E@I z1L9;}!Y4)}a(tlKwZi-LKI4RTS^@w2VY#dhpZD{iE;l*dv>rBmi^}OM(`tyXgNPnh zRr%??Cv&|ivZi#2aG=J8I9leh5gJFlh&Aar)@-I$Bu@yZcGV@Wj8FIuuB8t7%N|w| zx6)243dke7LxNXYP=pX#$%O57RoI{pXpuejc@74#ob!t%F(mDpDvE#v-CoriOn0G? zv@FHWEmE6$&EObp$Qx3#FG+m5)yGV^a9b`4;K>eFu38{JG`Hl4I4yi*jVp`eW<;8+ zXs5WPo;(Pv+v9x|D9Qx|zZ~K18mDH5UlUStRvi;BZ3+#IQ|nZNnZA5-10u_e3Vccs z4=$m?rZ~vf<6O)S`2bx>X7=jC})HKi{>V{Pcm+ZxEIsqf9Gu_>>sAa{x=+L9%RL9hhg zj$G+)=`s8Zav1^O&(+m&X#K3Je^Tr!UK)pTSVV9^3|2ra=bAC8*`mv%us}wt@GU(Q z>?QY+quds2!>eW=I7(sObGl@vnPXAN=Qhw}#eo7}msZqeHKv!#X#`S)>a1Vk7Bc!emp4A3i2=W22Kt&g zVNqS~Y4oIpHkW*ndNGuKF_eLRO?tF6vZLDJAUEA0krU8Lz(jA?U|gjTP`ZBkPt^#V z>sM{`l=?EfLuHAG1-g5793K;cf`|+Kt7KMN`psSQ1~*Mtw3uI1GJq6jE6{@}eTG+3JFdnM*^VthcmVOr66# zb93)lL(Fs(dKpc#2a?of+Usr7Z`ygLO5ql5U11?3e>1DdXj2cG20vfp!ulp6dHy6W z6uXuXozi`J0ULOz6;CML<^^J@ajWNwd`0poXN7>Oty++mXhhi2<&{2#7qp98RpfoD zoVGj?SC^$6*(KSF{_ag|O=kNr0R_pF_7VhK4ti(BGFf~+`?nJq?5qfw` zWEX@js(J?@F~_+S=3w)jA*D(Ucl4{q6f>BBzZxSS#grdRkab;H+|{MIJ-A2MR^^Nd zs6-uiivh?j6!sf+uEei`i=P88I?F}6vD1P4AvQQGEK#RsK}bn!<|yn0_Ilu+V5T>Q zu)XX96C1{0UkIyF8X6E64IrYUn!4aT`K;?=Z-cCTIb$#u>HHydN;+S)q|Xy411c|ZaM1UE5|L*uCz{5HJdJ=}znL@E_<3zv zD2YW)p}Wq+v)xPFIzKPO)#vaaC;}owe>zEAima~0VY59+rwjowPN@H^OOfo}5)#Ks z-6f;%>Pk00=UFj&+Nq|_^Ivt{sq;mCig(D%vV;G|nwaF*dO%Xx&hA*Cwm@s$W2Y-@ zHp_x*u_sNL{Hogdf__45nkM9_u4PO`cJ3QC^S1H3i9QW`#L~J8z4#YDipmg)o<*E=5k7$AISi8Ymwey9xiAT$9m@aCEyW%}Qae zp-7(ls0|@!K_4?Xp|xM`ebWhj=M+MK+Q@8wP|j=Tj8VajEx-;>p;?Z=F{eVWQ_ou> zH~V_WGds?=@H)HB#ZFEOuUkW8c=dH!`D-E<0S?-AT9Dr~{`xgb15AQdMdEdOWlOvI z|5Nogz=_`ZnP9!||NVYnc=<-3t(MduZnt}SdORMFGjY6jTW+`8ZI7qB-R*e2-Z^J> zGUu9ge7>ov+?0zjgd$pwh-o>9rC-cH*MN)r3dQP>tFp_ z|4p>EG#~uL>$i7afAQq?)7M9@Yo7Rt*Tbsji=TL1eWk2d_aEX1pQ^eSJPXZ-0Nv@R zk0RCAej%@&X1j4)2ql&oI~F0V-$Em@0ORsG$Y%d(EnT71aP%XZ#2?ni_UAcx}^WaTDR)aTD z7Yy--)AKvI?~=v4Kxgn3yc@zbS-l&%8@)^7ch~N&--Q9rQ&+pLL?FLOYIn$JSNXf7 zsC_4UcS-Fo*}qGgcUyN!N4xC+S4Ve;caQI$+yx=b@s{f?;1>AuzZH0E=`9j^Yxym* zg5RTW#c;jx7TJ0$fgi~BTT4vlEhMiyZ{^+s=#+n}h?_N!rnjnZk-B!5)>{Bx;OYaj zm>P_DD(^%;hqKPb88XodX zm*0clbdmkAFPuERtlzebgdMz__f9QtcHQW< z?V7yIyJ}KW7K^kxoj`cLwy+3AeX@l9_R5CN+YhR zMD=F?C$rQYO|^q|Zt%*|Ox2#^l4Fghp>c$9p0I}0?3H)$yeraABLXy^L(4AuAu|nK zSzKommVLDi)?-FR*n!+;*Z8qt*)XpChyu%COWk6l#xwdF03I3x`c^@n>!B_9)3%*# zj3xQTWQcV2E^uC-$pbA%mSFNf?Xq$=JmR||c`&>s~(fh8qRAi|CwD_$he72yms~uEP zvCR8s&ZsbPn#n*&331bV7$nZ;p%0`N*^K=VtfB%_qH^@QImDn}j}fp)Z=^-KZag(^ zkAnC1LWI`@$Z-G66Dzegz*Q$K&x^3VG$c z%R)D3bVQ8E?bC|W?r7g!x?h#+OjIZ;rV8> z(AB)LZ4Vl2%!3sOJRFb?(VeNhNWSz_9cZ5*+4Hb@wr5z=73CxTP<$`UYM8=P%yV7q z1`7c`C4T1sn15e|sAXRX(|h!`rEeeTPp z?TlIHm3J*&stDPU*P+kLhd|LTJGJs=RY#yQ=&{xDgMW0wxlJ`@H2Ks6C?RjL6+n~d z1AwEFx|n<$3Gev@Or!HeiikyRKci7Z{_>j1u>CsH)Vlu59sY=}QSODdij=aY68{^> zC5vz8kw^Z|zlG6XO#JodKMHOAJ8F*c>wXvt{f?QPb(p7z%m*d<`4n||iMskn*BMT5 zn*S1GXs{;qkjvrQf1b3NT^Jswz4l!;rat}Y9_xGKM0LJ_l<2*scOX;Uy}9?e=b?7r zDZNvE2g_IG9q;W^yic?CIEX}}c=x3J+RX*)vNU~n+IRcIg!F@V0?Gl^e&I|a<7g%u z&tv&KC{|c;#N5eVKp2$DcY$`gxv&)kI$>Q`)u*j>QYA~q5nedNBam&-E=) zcphCxQTsO00~6D4zUyg~0-7so3TNf`=0W(cRo*0`TEu5=}! zoGsy|qeI<3nD){kTNH37gIUbdKDWWv><|>A=T&D&Qtm?}G9*yUJ#zpa{~}i(JENS; zlDa+Cr@f93JEpphc)^pb{-eIwcxDrl{YS@?QwnkeBisp?y_c}#!ool%2k6Hy)5nGa zjmh)taufwjPKi-5CTD)-*oKU%YADXPXtK+0kVP3R8fyKb#!j6su{(5;%P?VXc6H)F z1k;V%GLFO)FjR*hXWix{*UYha$gK&tH~0WkWp}7WedkK}Vry!Z%js76G7HU03Qt@G zbL7}M;Mb&MQ-#fHT|lxz-`y9(#sFkf){%zi}Uh$0TDov$t2+~bn*VcmrbSNi; zme3JPWN5tx?}-Wxj+~rRl8)I83cY1=%mmqg`v!QqAdcq^BYlSMvr7;s?{H4T=FJRs zZy<)mgslQ-c?&)H6{bm@$yKhWKclv>AEwEY{nSXNf7;}32W>Te*-)B4vz$_Hh)+J& zjyb^c#IFp6;|XNhD>!aDtV{lwtUAV1T6iAv4+hs>4eGM;XJj@(ZVah?oNR~Ry!{b5 zz1mk(hJAA$`tmLmRM123sEcBP?kR1EYD#pF+o2K{7v&}@z7^XE{S&gr-`^xL4o#g$ zM{-zCejF!lp%3VjoEZZX*ccT_TNHeTpXD9*qYPG$ogCB@%V4>V3hvWP9QvsczV}6}E5%<*w3n1Kse209rC!~e@ zrxOKJO$^+M>LbV+{UAI*tCtkd`+;6%iz#uApP=-#CC2`0d|X{+;3^Q1;HLHnsfkuduo$S(Bj)IvL-85PkqKrlbG-=|Xq-Ao{?A z#m@bcgWCX5u;6Kt$^Qo7j@317rTgdqCp8a?oF6VzGuK0_6YQL$`b$gQA8JdT%e;T- zU(KH{cK`R&#qPgn%?8gKEdQ$Z_V7QZvUi{U`0uV;Obsk~wf6z~M5%XIbgGlS_jFEY z|AXQ`t0M8VpMV9L7l>Q;0AxfY(2JJgT!DP*vIT&3Iy~k>2tPh0t2ccU<63E^rS+yR z$k)K=K+O|^P->TG=U9tHVmi5Z;ZP~+_5`O`G41P`$^q@z6a!S8cNsU>lFl#nl$N*y zA+nc43os;R)W^%zp_HW4Q*D-LvAL<-I^x%F9$yYYbP{(!7_KgKX7dwGu)fxm&B+ws z1}O+^vkhB?L#9@dfyWC&ZX2y{(gU!Vn>-r#O{^H4BA+#`PwyKclCyRZ?K9|egsmOC zMqfANnrx13UL)->FZB^v=49~P>4g*cEfi!_xuiDh7R%&R2cTg4%C4c$#tj7n^5&lL zL_Ymz@X=u7%r4jgd%POvezu|>vK`Brkfvj#^0g2h(RB2S|&Jo z&B`H&j6^qNwt*B^=RJIv{k#T_jn*W=wBR%l7hF=0VUfi0@bI{5Q{ylb$r~HL+M3Yh zU7d+-38Rs1Llzx8EOGAH2ve6D>Z;fh_rO;{q+U`J%C_lh_ubspUB|@)1$7EcIY8d2 ziWN(SXlr2;jrwIyLyfCf+-wf`EFNgBQW1>pYfeEA$gc7o}6fjmtmIm`3;#VOm56+j=Q|uX+A;2xe&mrv~Cx#U(e9*?p z9#^1#+`zeiME7(@w)e`ClPQR!YhN5$a@023HkL2QfrP~YZl!rCIae^&lmc}^`@|&T z?7Uy>pxpt2jub_FTY<(rA+@K@rh9YY@k8olE^h3I&|YUG7grMU#tz?wl?`zq{fr7LOfR5|5-7@5Pg zZsT`U^qFcb34*o>5g#*vgepL1W|k=DGh=Fz9+B{i;Yl}A$e_B%gpCa+gE;hnt zu{Xi%fbYw)af@CgeYHm1uxUd2v&vwMUUEJq#$dUSXSSeI*`MfGVro=}V$?jl0v#JU z=6)Jh9Z97w`!5{R%VL223CYd|Ogq-7iv1&|xgEB^lwaRs>q1QT;*m0>mi1lpFQD~^ zmb!m+`9YeycK-937QX?jYoY5rT>s9qM%3^o!{Wm-fAV@&eHy0`A${K^!TV=W0WN66VNV|`&hh$7uviVQtEftBygAg^gcw@x3#|_oMx`3Ir2X}V^y3^uF5K0tX6?T1KUxxsap$Lc>~pHbGpNSnQ{l9NdZ2 zqQAdr2qT+HUG{QFbYXQ8pobz%s`v=C%N^*-I`l8_vc4Dk>^unDA8%4#!^#B=u*g_8 z_?^iXm9y;HN+w`6)}c(+@vkmi#sk0&Jc9hd$u-#Q#ofssdnwB_q&$O-l6uQ+(KfJ$sX0kMKB*fUHI^s&d>gSHQn*P|9R9t|T!oo*2 zI?I(sta3Xh|BMSX(CF9kPD@Obt72{J*nLb&=nLa++5>_`%j5^g^L)%viGoCJzQl%@ zeXR?=$S#9AR5u+PhYu?jw0Lm@fyi30x^-dDW+Ko%MWrLYVXCsot9PyFl}u8K1j+sfA>pMhh*weT z_DSBsAHI}@mT&|Xt;Z66YHjvunWD|DLMpg}Jrc{*z=@J<1uq5<%OS5SKeg$A`Jl;txHc5+}- zK-0vvbXkXrU?F0;gL8`nL;5QKlQg=|@VkB`%3s;Xq9zR)n|`LsDTe!H&> z!1H+Ua*!#*t;G`Kob$_6Qt~TZB}A4dL#8-12ry_v#m6I^IFNRwmZ>XsL8DydJhl}U zfdh0)I07^r)_~!FNn*<#iy{4~;2+D2hcl#174M^leh=#+@qlG9Pu8dQVYam=E#kZ% zk_QpKfLZIGe(2+4AUGY$1F^`g-*QrG)L;TG1n#i{Rh!tPR^S#fV2TFh=J3ku(BJ`I zhNdqDd0a#98Vk!XS4kOnbSYh)#rXzKDWEtHpHlLZT0WhC3rUYz=bW~*v`r`Ywwz!$ z$2Pb%V}M_j522qX5J^w9n9xLsezEr&s!*nRX@vZBtSy%eZ4A0iQ9~+0k8T#(?*O(0 zoivDQe;G_c*W4;+gt?p?7Bzgh$~CY)d&W@CZLpauB__!q&+N(&XTWU1zHP4xmCuUv z%lb5rY7c`o*69{^q(4&PU|D5QH0~I?Mi8=KjpWgIkK~JzdH)LXfht*5V$3o0fsAg` z9ENYmJowOo$qW^w2gagfY(!tr2%E+&2;N-GskF!yjB6&gM?UT9_Fhjvjk0;|Y{E%J zH?_bDOLXnqzxldFJ^j0oTE#f$MGUN5`Il7lanpl4fF;ucBlXPq(FPqFuT1&55bEBI zs~ZCPy+u08CMUv-qdK)EB5FSX*?;r-uEK@YZr9K= zodcm>ecF9!#W-BewO!ifj; zq5~x-hA|ajlSPEmZzGXwnn=!}?9wG}Gy__i2mVJO|8tAPk9qdH>USVM81wK^WSz&< z(YJ4s`%cJ9e_W8+BH2Nu)G~CXI<;%Z$nmgcja`>A{PKHYJ|P?#D^yh2GwlGs@{RY% zmr1SRL86yoizwV#H-ZX7$05ViSLA?WIykduDN`XK&nDD!W=Dd*4W|wSZ5Iqx(DwtH zGKA`G%{Hdi_$~HWO;I7PO9gM$`KW%4izB04yt=C?e0qH7GWeutQzI5&!^dYrU#)`# zWCtDo)hgA-sZ8a@a&#N!FhzY@za#iL$D&kZYhdNHG#Sg5wu&#ZBW70`d}9q_1+u8D zOJyX0Yt#}SSKJcZ%P4X!Y4Y&vV);IB*D)uRAxkf}_(ML0#fOSpj<~%2&^+SS=Sqgl zIxp)txak*2Z2ZIohTp!ms=j()UExWKj>ulwkz!Aw?9OpZT-wkVy>uUMD`srNHUnIS zA`U2kAZa1Q?Ao1D-3A~ceU)^TDy$$!<}&=v$fCH)t}vUHGi7=gP{S&K2|lD0(L+Py zWS0tAd&13a;ePbO`NlQ(RL}rFY8qS6$8Asr2bY@&0O)Q_geT7ct=z-Xg$BnZR+D(mF?02Jvj zivh1`g&ebsb2yk1lwYk-+tY0>WsI>-Fx|5Jb-HLixn7b@$C2(lZ32n zWZl*$xz7)ItB0zxD}shOlfICXJXV~!OSAdw+sX>JC$D_N(W4H;)_exw4!jS)_OqnY z=Q=is?qEm)xvX{Zr6qbD%FQ4*;@wQ#a!h>+ejr=6R!mLNCl-V-yU!jA6)7(uMd8TK zE9LP;rY*;*jc=_(m$ai5Ct#h1koZ6HQ`=O1d}P}&C#5dEt_SzZ5nrgOm1lRsh&i0h z+s}+0_|Ng%7K~@X_QCRd#_ZGBUPc#U85vr_@Lxb`%6q^%_Z5ui-?t%xFpp#bvY|s{-Ibec1?{hx3$Q?5kwu|ix zviFicIdR6H+HmrP^dEn6dUe2UNGs;t6ey#;@s@2!H^+GrDMRUuiwR)F(~;=_ z@8yb?Jc{=$dX5`P*&5_J^79@3Ku5|zCjF3HWB*e{#jUK;d+>y+ps0`PKgzObi4+4J-%`tLTjPxw_n;-Tao?pkK5cP})NpQ* zFX@8QIhe6UMGp^`1hvj5zP@4J;3`amedN9ow@1VSCV+e#?OeXdVbm-z8{G;E-Z39W zZZUF9*685uvRE{Ag!gLZI=vxo+}u^&$nM)hT`3!}XI}|12h5r|i7sJWjF`&op}fdM zED1RwEUJ51RO=y&bXz?7%N zUAi+FSHZ$B}h%*Xj8Wr(SJN9 z8|KKF(_r z)rlGC0l5ukvDaY>p}0kF?o5u;r(9fIgJ91GB+p)b*&?8Oaela8>UVX^= z0Ark6rlPQ@Pk_9<3jD7rqjRE93$Ma@21m)ZQla}-Ql`44D2(K+!FlaOO!EhFgG))h z^Yn8x*A&wHk{C2B8yd#lZ*7_nbuqfB*Hpkg_6z5G1$tu&iiaQ%8M;tL6CIFlQAH2w zKytHb<2JUYJ~!oN2XCJ`P|8N2tdGw$rJSjyn+n*;%!2^f{0RYI`@2UB=;32URALG99x3X!>2XYoh4V}f{V&wqUPE9! z&lY6hr(|8oGAqcUeAjknH;MC#qo%H@$B@AS;m%DTQX69__g29@6(`{O z^QU0dVx0DlO``?3m{qZM3HAgtz(h`|Lqt`CceGuUQ=AD~GaJx7rFGT0o^|)x(RACi zstZkM&~M}UlA4(Dm^ZlseMaGVaY6lGg8nW;4==h+=Y$;G7_^W0pL)kIYjDLtVzzC$ zZ#ZOARF`i-q3atz83*e0!+{bpAlKFP=5kU;zs!ZS%n&g`Bw21&fXIQ$w4?Hc1mRXPKgYcYI z=BuQ35eCv+hpy;IOV=RBSI@gKo-tj>f#eMy9Mc|nO;zwIn==d5`8;w%pUx+3GrMC! zR0YsUG{CLFEJr!PdyO~KVnP{$>%GHA`IMYtD?nzwQzz6aeji#;-cYyHWxZcsHURaA zg1Any@Iy~qL6>dZ|IRtUw~P}i^NWvss+K1@+@G5*Y7rBFnI9ut;x(N?RC(8DX|hZ6 zWj@3u4Fk4JV*nUjyf&E)x(Z|U3LT_29pVOCpXl?>sRr8zZ2}esSupgQoD*IM@NY1m zNj?$waQk%9aKa9(M_h-D7K$$}eQ)Q!<{jJ9k=h(iMdpJu7zYITBFr8S$7^?r{Cn$6 z6WVv^<+uRt)_s|t+~s>r%3S`H{tO}!cD|G&B?sTq6|hOpBy)1`Lc*HaOSQskY% z46I?~{^j6oO2G2F!Gis?E^G;X>yZ`vWS#$FKqcue>XPJS)Z+UPJ-v-fF?l$1!1nb~ zYTZyoJQkLz+o@SZTgU<2^sc@^4X7Sjzfe^+V04#ecN~y*oT&5HR`qE-*B%csLV>AH z)gVIHGrwD$gMi;_I~1MYic5a$$~Qx^P#)2K7|=rF)11x#?hcZu0uu8gTJQCV9c9~0 zwrq7&zmR(F3P;%2d%9(6@j}fwVmE}tnZ0jnrRQCr)jWc>;TfnvH<>zDw`EEFvWIE% z%U>JL0>>8}Yi#(rZ6NNG-%r{PFAn(NSWMbLMYuuV@0)sdh<1RpWvQazxmc$5US6n9 zIKh}lM-fTEznKS8P>>(3k^}pSfEGJS5Ni!=uoE>pd#qgT>z3p)=uM|)N5Htved;m# zjq6Ges^9?afsg2PN;xs04px>$JoG_V7+v}}hGxQagFcd~bOpWT9x9Cyb$ZdQIDu&( z@i?W|^h%R{GR!Xc7b5nhE$j1ME@V zF#xe_^4rj3W4*?TvB;nhVDg}PpfPhc9hV9a>N{Y>58hJ&uug4kU#?v!U_Ck^sfk6h z3(cEz;#y4HH3iHA1KdXvh8^t;aob94jar=uK7YcHHXo8O7m;lN7Nb9ln4Oc33JkMQ z;xLb#QhaI|URoeLU{Q_mL0felG|x7X;fb~lMTUlY-{t7JWM$CXT#BCP1AaR*0Y6;HQ8MQa#61zf|{p7Oa z)jAqdZt;-nnL&Tcf(Cy8SpenI72zZYH&64<#oY8O9binT*HF5au!z)Ew*{UbkYz3l zQ5?xfjEk#GoFbCKcW9zbkEk=YX9e`+<-NLTuPJ9d03evOmtO9u=p5JyobEvuo331p zApc`pR8rrwM=xFlW{+CKJqECM>v5snaW z!8+xT9*Ds63mKe8D}eHWD+df6p#;m55<7rz z*sTvz`Xop*Esh+BUUL`LHY>`9=+?y{Wb}{MZ)u(M*SfFO?m^xE z0{A8=^BrU%5vFNfynqv($x6*DUG`|cstcP*fb}YSn1UAjl{kIA+W65wpw_^8Q@vc{PcH3AJNk^Y4KL;9)>nmX-(Q8!DkP3 zok?U?`_KaBj05i2yfnSfR=E=gyUxcXB<4{{BXl9P*b3jBbco(<(6B;IKz6lWm(5xZVD2=LfLlcz0lmOV=F_Rss6~JGW-gOhCz9f`1i6JUQ&&PX&~42Iz0K_L zVf|!X0hu6TF6hHd+El&Y`(FQh`TK)0kG@IFlWD=DRd;Fn08mSn2jInhfUNw4MS};1 zBroAu8qlYvAr%;3k`Q`EIbK=y4Ixzz*nM7jyt7q zA2TkLPY1GdDhOKeE~o)(&<^%tROFfu2?cShNM|4`dwdsXQORh{o%^l&5l znu5s);-PtmcL_fwL1kNj$dI0NU5P21e8xD?1>mm~)*Vw}ICeV_l~PO)zH+ci-7;kP zGaX7F=(55*2)>Xim(`XL9(JT4J|>;ZDXFXbQ3}0ww;13?CZ|vrbA~?kUR^vJb6J*! z+7<7cVLGYz7&f^OKN7dt6Q-md+)BcJ% z6MAzJ05|4ij5o00<2DS`pwly90hIuWSOU5iNnoyPs$p8riU2!CzW?O_&N6#H$Jcz?bV!;6CwhRitZGOfi3cIW#j&;SPJ)&PXouE$Nf#EZ#o>>Rf0|hPz zvPMj(*n^h1P~eVnd}G)RvvbkQ?TjtS1M~94Pf2XdO?d@yuAO>hS0ls_m)e616_{ZI zI>gOJW#X0|WaSOzMC_nZ=oXJDxGkDHU_HTd8}y!5|m=n%tcQ1`-kBsOkXY z8^vCJ1~3Ft7j_i4(7bv9)LRESDY!mw;YUPUI7Q z`$8L2l`=raMur0*I7&rBT$=1?s;%oIaXW$WYZ{{I4!OF+)L$APzi7cfxuVMh1aZW~ zHTFP`C|MivjOE9IQ)RA(2Crji$Qu$LJ12(dy=)=eEy`&fIRNqXOpdV2;53)nE!b{X z?6u1w86A9l0Kd^W4iwH(gQHpr^56*N;l!TqkV~MHbfOG-Wh6pf3TzBE3rtg7y`H`1 z00VI60XcbzqyO{){l8Fj@xfPw_R0e-%APX<@tqyu4}X90YApgpW$j!1Az6C*cnrPB zz79egdEnu5&}C{mJ2#(yeN}zW%`f4uIJ7|D?mVdCsfSFG$~rzob77g}J|sRAm3T9= zBo?Q7zzzB9t$%_(4DK&>K16^>P>m0|A-I#DOCzn%a2I$&#C+$Q2UpB-(7oD0wob&G+oecS%0+gsP)FF+IYYH#z@_I zM3Rp{wyeMIqb^^+3kANo)0gtmvK2INrTP_nFIR-uI zp24v8h9*e8vA-}2ajRq6r;_O#Glbl0ERfk-)5NDvLnby$?xxoS(k=4mJGK&|rmFU;eXCjOwaZw&P&Kw_`kLt3V||Ch1Vx`^aejoxhJe zcz$1d5=|e=<0GUCRHmRk#no^AKX?ip4&Fce>RsTuB7a5|9<1Xe%a3jR1|hFLeS7EE zcth#WLVvNq-hJ(PlKX~1{hJq!2Iyf8V`DaxDf#*Ee)VB-to5)qmGV)?<2a*eI`JEy zyqm)FJPkS8E$5$OE-%R?F8dwv8;c?W0-`_op&A3CX!;HuD>w z+>PCF1Ka+k%ieFD|I&ggcgII%ap(URuSRxoU+8Pk=g?$7z+E8H^u68xpn8812IjT5 zF(BbFYF7ci+rLlA?YC3+9XpQ!h~*!X;$u>JJkswWGxEUi=keNoj2!s|`=j-E3%_+9 zFM~)&4j&I5A3Z*PeDJnk9z8yLOk7VqPZpnepAi3(z>}pXB=ltY30Zj(c@ljRdlG*_ z)}NG{)aH||Cy6J?C#fgtC)p=EPjXL4;Yslcaa5j=>XX_N*w!|mw4St|be^>0RNG0_ zzIXUGbgEnbnHt{P|L*nK<9kEpOyC29%qUB0hd)qOt= zpZyj%GbObqBMkYdHhpAn!5}&y4cG%1g49hI4Jq#nOIEU?pesbJisx!EhfDpT&xpxF zk54cWEUCk)2$KNN1ktW1E5^O)4eUzbYozoXK{2)rKO(nnRky)JsOYbhF+;Gzj?9sX z3O%ChR07an4)S!bsmcW;SbQ=7y^5G}l{aK`sb595g7R}scxgoYj2&Z7C0WS<>grIu z)0@t*Yx5OMx2kJ_ro`l6Cj@2zMhWJXK0Gu_3W@O>{DBFEu(?Zv>7aR+Uc6ZX&l`?; zd-D+s`tIvu~thhcKxLkKbirc9HQNsmuF~<+oo+}hEA}6?zE>LPwLijZXa4> zOj|6DALQBC^}GZz#eBa0&cB6pRPLmupNz zqv$*5A_hl9*fx3yqCStWr^X^WA`&YcMRa8RJEt6xC&~4_8z!{{9j4|6@`o9UUSDXc zrPqoJYO_^MaPbzRM}R&Fx;LTC~0^< z1>n($c}E*#hjYh57zk^fP1rEt1n!MT@D+6Gnv}-gFFO317JPfOspoPxL;DK)F-VI`oTw&tO7}e!2XQU+~#-W(YW2wtID>|`VYgX9jyI=<% z8C@b-7V|fpplD$S9~is}tiIVINy9-h4GGB0RhafE7^pOm6Z8Ocyu%K21B*@CutpuA zbVY2 z$9(BlfDL1fz3PF<&IY%FkBVOt5Z%qVAaM2qU`(h19>|>3#~R``Y}1~XwDreLN3UXy zTe5~kkGKb3i)Pm(X3U3r2=uGcHnsX}SS{1bV{7uO2#gp2%q>esK}K#jMQ{5Ua8i zcE?3smD!_rUP2)+ZCc%OL?0FsFo)e?Yg29+w&rd=fk`nJJf6wc{r) zIz3?|1v+mtw_&=eB$ST5OC4b3QU3axlr@LMv)O=BxY&cecSZw`yYuIrv;?g+&7AhG z{8C{qY-m9X*HVu45z!_1F_wD|#zq0rDId(QunlQPI0MdFvjRO?fl=PRaDeXAGD#CS zCz9lhUl*f3s*9TvXayPGGr4DrqB&KNBD#?hAH%i{&cRO85;es^LoF~vDr#yN*MRTo zUM$&@$X&kKl5?QKtO+>APv{`{D-nI1UN>%Da9ui@3`xH?0eeIBg%IVNU)O_}2?wS# zb_;AT$Ic`MS0XoCnG7>)$~KL|Rau+|M~TT}%3Tit3TBUJn=6dTfe^NcC)^Ot?rF4_ z3gUc2bkCk}E8|%;Ar#-BN|e7F8;NW^f?)|h`jFJY zvs&T3R7yy)gJ&{a!Q_%}Y%|COJ`L)&r=tpzE)ZYjB}B*V*{afmL$_S&;**Hga$==su#<=+mq*`csQoq(ip68@n$|l}Ll4@V_jlmI5=j9FzD@@qX zx#p!e?PUhz-_3`1P!TqmUG%Jw25*TE+?EUyqM+GFA6US_DD%5|CsVozqGA(07jBa- z@)aGxWXB76Dybff``8kz?Rvp4$H8BOd5`Q>S_EklhLE9~x~d-8i_kJub!dQF5jJdH zrE#?{x@Mr`hrb%vrFA*OE=KdNV<_C6Dg%nwZxg?9oE$v^EP98%m7)@pZ4PR6>MoKX z#$^iA0pY+gP1?|0a;Fy#*j@c1b*uI4?xmTR?P*h!+^kH`nSTKKE0)acAanH!Mb0B&=qFH0Af`vmsih~mbvdysdFeeaA!HCsF&0*Q zw`P(c`0}(U^!Y5>`12qJH2;`LwdPUR*uI@~t!*s^2 zig7Mux}KQ8fn_afKs}U$ztVVf%Vbj@jQ^)g2?f3)$LS>{@_5Td z!GxAYzs3ci9f zd>j6LRlY9O%r)z}u{n1_)y!2D`|C*AH$jD!=aA`Em_unv**ClhqC|hH&&Aovt`S|H zLvb+i>GH%t4Olxf@VTZPeF0Jj*(Z{e<>fd|&mZ_?X#d=7naw~Mv%#mx3I~y}xj62_ zoHRd5H8{FrZa4Ux#5@wrWf(X_fbF958GDv=zSY4PFZZ{L{0_Y_TN_&%JE6L4Pa41* zDhK^3)Ii8hnT#A&heFISAP(5(UQFnnqKhkHRN6EcRBo(iE(XklMSGffCa(^KC4k9d z#~h(x9s_>Lmg2`0$UUK83(oWV7rc=C!1rMrB2WykVsctxzhO&SVul3VG08~(AI;Dp zFQYh$UWEIy3sVd>r2~vE%?Ozp$B_`9tdFD2{_TR++=U0R5+`RoMmH%r!vMMuSjxjg zItPO8Ha5?`RJo2JMSlPcfqcFRXT^XH{ZS{sIv!OLYL5JCD^ATjU89*Sntt|D90U?D z>YdN}?QO2aixn37DL^$O?FLrwBm$~u8T%xyia%NpOK#4XDee* zjrg>56+<4$8Ocu_2nk3B*h8r_x67v=lS$dZM|5?*J-x3zy^^?cB)JrAeDR_Yv<|V3 zg%QIOUM!-(H0Jno>zHRU(Cz5jaQ_wIb_^pH zKob*Q*x$?^Nu7x_=4q^=M_Qf%oqf{D@4z#?KV=NhyQQ!`4WiO`c^VGHT-{QD(|(L= z2s=WMIla_mod(^pTGuBHF7jc4_3$|hfPn@z)NE`t#-!|V=ni3l+h?5o3Pxtu8Rrf3 zUGIYEn&UdwBg54%P%B(2V&Ga=bVJ{FIi-+1Q>A>e6X3}j)}(FvXDg=VIiEeN`*6V} zW$6=rL+!wJkN9dB0B_^%UW>Jau(33mDGmiwQ z+lhD9gV`1^^A2&C{!lx&CXFSr9S1<;n1@=Fu08Y zZ&Hj-pghGM=MO=i9AIu*R6Mk9&4mB znekJ_X;^?`_{lPVs^WNGMw5RgCVko>-EUR+tlIm!PwEKq>6Tu_WcBZ#D9>wcMY|h( z;3ZPQtHFnA8L;RIAHD5W(U252=2TBpZ z$AIcWnvQ*t0Sjpf({qr19!X#Lc=DMS%#8y>8^$^=ag`ZD2RpKdIWHYCyx^rzpa#+D zBBqKMqA`NOhT$2Qrf`HVSV7;uy!}kr{G)$wrh(ys$osNPJX39~|2g_gY|y4$Gj{ny zsH)9X;LuqAT>6}z>|k;%riPtxqpvwp(qNH87K%g zewgg8_K!Ll+vBmpJTJfB_xt&NUJ6oZF(by<Rj%Ne~3Tl*c` z9u#bEzU2}+w*%7ivZ(_^Q|xLA;0ko4EkOAr*j%2jT!8&r=Zg9;sbk7`r#oNRBhbbW zr>+Y9O+n}QglGv~*(&HRs*i~1ng0WYxzexk-20XT4#fB>YY#I)RQ_$0MMVoqs}o@t z0>WL+s}QfPDE@rj8qi3lH@rUrU{PUGnkO;cmGWJga`Mw_J${0{dISXGjNV#^-oFEe z3t4nhy*C0@ujq#LNKZJsZfkN`1c_DIUBF~P`b;kIXA10NgoNz_`!)^V3C-bR;-}FY zMe1||Vzz_pSuj*QJg%NT4lx@Qg2oHuR35_OjI6tux;W+YMj#_%+y*jbK+^-6W(02~ z(0(uYiue)nXwW2+-@16xwrrsX@fiAsZM4H>@Juu@WuLB5E_tK}q06422j-GkP__&Y ztXqJe^2R6<7TC91>aGf#6QE=Fy!5#dR3hwYhg_9=EusnP|2O2^p55~6!}=qzdcaV2 z(?f7evZeqU`*XN5M&SYoCo{P&bRg#fyT=0;fhnW+S>tmTM;OMH^idASf3W0|PsO~U zsUBfRO$t6LgQKNwld|y`X5>&;9_ZU-N1xHxta&-1-341(m!QM&1I=pUuLW<6xEA}Q zv79lEwOM9Q?wE^9F)3-QP#4w#8@gYDfzUhTS7aBB-kA3YU1%mRZw|SPG+C=rv!&2t z$!>}n9^#a&%Vio>TpdXjnkjfJBqi-gQH4~1W_1YE z!2>s#ZGOULUJQbigbWPqrO;*>Zt6}7gAtgt9MVmF$r!Qi$Q^0`gz_uIz6lx2l~f{a zyBN}kH{s1Go{M=+5`?5M2i8CtY}J?HU`P$L9yuerVODelZ3l#&fI3GUe0k=vp8SeW zLP^q*LwrutR@^+U(sMZPZ}CCiyXIU&>y$R_sxHkohZCzy+}vf7%DX*7)tJFA)_%!F z(sntkv;c=3^I?k{F=;`zNR`oqM~!LuPdeCP%X4;R3HhKM z4RLBPXUT{MTm+t>d3tOf%SE=2ZDI$v{{ekvO|wyPPaLci?sl0Zi;x|m0RMm+4yLBh zt0Zd|NJGV~j2zXz?81sACb43PKyy@5qePkf52&y((P%LB)h&WW_*lNu9#dZ9I+&2; zbP)->wd+GJCk0iPc&0sI_aSn{A|K)b16(n+r9ApY?~Tj*m^7{6FqVv0?2$OUwQZPc zE6NpXuL)l@!6H3g?}DS=GLp~9F*b=Bb;KUSPuBtOq6y4Fr^0hTnAiT76O>~Wg~97p z!6hD|k?&IxF{I`Mr{Y?TTUJxTk-YBGjm(GUxDt5aT5WJ6%=U0hVTl0)v;x(8RXZ=qe4ZllPfD=9B9#9ndP< z)>20vQ-_8G-Gb^oWg>1n`6gs&n%&4NJmON2{$uz%u-2q=U@Hic60S@R?HdFq%EvsJ ztiu+%L%}DEtpMCfF_$kv8x)3#BtNn_6fBePc?Gw!g+j21u41jJyc=gS(o~MDo$F5i zXsAJ^MF;uPt04rtWNuz+qvoNV`mV+_$s4QtKbqNmbQ>k`uJw#7t$7fCQRdpRUmS^_ zrA-c+pMd!d6JU=iqyYJg|ruyYaKiA3Ok8jPN7c1iSRlo8wN9+O#Z2q9*l z>u4@10O>6&#!x$}GaCAISX#$XqVH?-OVyv9y}C^iu?SZi_evB^Ixb4Qm9;<~jqlg_ z#Ck_O12S7v`l9#thyZ?!;R26X$b}vC(n1rqVMoiEd2u8b{y^>if$H5%k=*(oJjf=lrLH7j`Trg&^Jvlj`ZdZ#%Q=Q8( z9i+c}eRda!&&@4<%+I~a%2Z8$7Bv69vuwvy#Q_HX$S|CXm2vKT>n^UT4RLX}n;hw` zM6WGw8O`g(E9OWk(M71MV!+&o3tqY{7CD^|xVl-pd_so|Uk4YCg*}ub5!egvYvER4-Bp`X z0QE37;S)7Z`R};(kbq>UeLd99NxHjCkgP6xgwC}*e4^W{DPTs2q&W|uJSX55N)`2- zE<>+}-`uybXNcVf#np-R3l%CZ_9req0n$ITL;ORCwjh1wqI#wZ_zF!B{?&x0Dez)<4cIcmOr%Ozw}a1QZeOd7gYS2DV7Y9bAxhTc|Y zbV5#Z2h{G;Hg(R`>9jE6Gn*exDIXbaR1o~UuaDZrjRQD?WB{{QsTv`_n^`APKs#8d zXcNlO?b09jq%0ZhN`{;=1e%e$nGg?ewO9g)yS~Om=$gT~;uPi~+-V9ih-3WLQ8h!p zb*kCh73eR>Z29w|oV)G5mI3l6hws2@QQKMt9phsJ+SrKw_=$TXK*y{MJBw#P2Etqg_=%T((tt_D5nC2Zm~F-=KT6a0NMyZe zMhABIqx>d}^eAiy&Fha^8lNzr4|VW1y3_=PG|YApQu4-?ZlA$q*GnR|@3gt{V!`Cq z1YsqUrI5X8zy&;p$`5BREB0`T0J_;oT+>_VOZByY&7(Vn<5ka4GVBnVYK2PrKGtu|us;`f!3+<4_tjXkE)a#tei0qHHD za>tt86%efAH_z6n-x1)&6|B` zkB>v_j=^G5my+GWKysR+>=}JUe&-N+!nQ4rWorDBT^yAYY$$NBw zWbO{RmU&A9Y~1FjCqf&X6O`+JpsxPauGBIn=p+g_j)W|JaiUGId&UAkWjuG&nxS0= z!Uq~rm-1)}Y+Q3Bosy3E2=cx-)0Tou6=Rz@hgOA;a8YFL?sEq)P=>)+gd>|>`A|Nm zTpEB!^cG!TstbpB8meMNkKNWamSFkhx4_*0#5@r?+>z=~f;1ppeT)sFrPyWDV9MB& zhNAXDI+h@fgfMF;9o(v_Q>+E2rkWZPXL66*F$9;q5WD2HU3hLiX<*W7hCME7X&5v$ zmSG*ko<8W&5m@|q#kbQ;g7M!%-JDz?qia`uR1Aw>9H|H54w8^26kz&Gs~Z?6+TWSb z5$!Sk{$_?Ejr-Y!vhm>wb+(XFP7(hHlL*!c*vwWV<~llM+u6d{{M|o5A0(iBcLFTC zic2$0D)$Fgv({yBg7{PfdPb_N5ot*IU_TkPk;H3p#!p4GUM2`B#kMvMFgT~_uZ*SN zK)hrpHBFz{6L)3D&FO9Q^Hl}K%5oI+1|D8_$k)20hT^GOQHHGFI>Lolm!r0>x?|ll zhBmLHzV!$_-+ViRQ&gHgq)rr=OdV;zflJ`Zl&USamt!lai%6ZDnK0*26LJ}XgM^TV z-LFf{+ff_VxUAS*?o(l^{rVo2rXepF=`&m(qZ7@c2#lGZNELZt*zj9CME_0DdVXyp zc;P!g$Zly%0j>+dN@HoDDQWY{l`3B0qOM^Wih)#-ztkbVOyd?(>VXVOH}a`} zn^)#2=qX=3;Zj={lS07w^9xdVl+hPZ3@UMJ7jo;W zwg$6+G@UcT$eS74!8kztof~OX5#5+A8g|gzedC3_`UsYCNgA*j6}dSyk4bWkm?z|9 zk@OI;?9ir}+MOP?O{KV>HTlUMB>c3;@JTxG5LX4;wy_Zcchk3d1P<^aMJvhJQLaqjDg^J?O85Zw#c@j zW&mMv0Hc-@b`MKpm~qMfjZCN207~$P;qdMmb+m*b26MKy4?8pGoFs#*gej_H=IgMW z)CH7n$zkkT(t5wS1_#=6?%ZxItc~?K>r_q}lllv~U@9!_-9iSe7TJ@GS2?(Oj$8kL zx)S;zTDUa(`fa(b6!gcmkAHJsub@h&0;VCd+CCsN$`Nx{XLcvW5+SRpXGtZd(v~zKt#97tnJG zSxr;G1PCj58bq)bL;>5}r*V3hKCsU>7`BOuKfK|!>{Dc4Eg(Csp){^VjamJnc27uJ zU|eK&azPnRQwC7~6XF2LgRu2oN|UKr;4h6SDI|1WZ!ON%njvY%>}_NOSZ;Pema1`G zC_G5m{Az$B*_YlN=+H$2$aj&@LhB~n2)g{EeYIrUT+3+9j0jLmF8g)KK6t zFxw-3b5u?|1m%ohFXEv9=O8%)3GhGuYM%>38iw&P%r+rO?``POSnQgbv^k;6W1&n_ zGk*9=kZNdh+Rjo5%5t~ZG6T~_JqJs~kR4O<7)xFSS?QxQ-Ja6n=7z0ajOP#opOL=| zav}2xxT}3QcSV(%@J&a~f+|^s%LN=ZHW1C-<2q&+m*LR#rb$xM#bR~_ioM+84=niQ zXY?-e3-=|P8yR|4NQo9x2wHL8f|V%fOg=j>mlXN(TpN+!@?NWmUyI^)K>!Rh|aXTs-^Sv4!jj{aIBwZ6?4^390|r@Gz!@NZFQ^GTzldS`?HH^h26Vu5p&#FYL+>%P z@KNe{{a%hL;JlJF?5-Rs2fF6UHp-9#vTZ9+ zemc4uT_#tnaTW%9QWb>8ff^8xP?81ZPs!mz&T_(LkzxA}dmgX!F#o2|bJ z_nB+OyGa?R;e;6)&avO6g^I2vk&o&+&kc-a1UNY@wxuom-+-mPbI(Q1qN~7z)PC*U6PoJ?TYC!fgb@nUp)5G)QHk}t!yWBD3w&lr@tUiJ-h4$;>(zgDb zB7O#!-3b+vW7MZ^s(_xo_0oW@(pN0TVOS1x*MMece z;m=6)6@<8blI6%(iO=vnxIcgR@ZxiF@DG1!{qV6j|8V&k{0}&K@JRtbRQpqqupkV+ zTmMs#vGB>A7ql&u{g|yB&i@fYtLew6@{~N~uzx~Y0JeerGyy^%A&0N`LW2dl)$X5e zf3mIMr~IG53TT_WkZQ5eRt1>-lx8&{-=Sb_`bRD zs`(Xx8e!{c=bz+N4+SK4_?#cPni>JO1{T~LO zTs|E=9shwEKON$t2!1$uI-P%`^BLZGpZT7JJ{-2G^b`NXXMty1&w|fF&%z&upG7`& zs?iT)A3D^;vto)W!GZ^G!w*svN~{lyYq@8C^ZxdK{~dede)s;$>dCX>AE;!CI(?i< zQRx)5lcF*yDx0EmDKMJ<7Dv92qIOf%4{=}{*DF6{zttf!!h@4iirT{mvik(j5&n5g zTlh#LyhPKnf3+QWPW}1z-@Hv-x9_JYcWHhO=Wo>%RZCF^_-*iWv3DZxI3J@dIeLPu zIO>s4+!Yd*BQd6N+xFB6pEHJx6U#jFzJUQ6=tw>B1E+W)MS&$D!rA!R0G5jrp$q%t zAv?X9v7Kp1mEEGr@vZLN*akvCr&7Z%RFyD6I^l;Tp}AP<>h`{QK#o>EjlK}GvbigUeeg!qQ(-gDx|4ZkqO^}z4F=+er0#}c4F4kU6OLi5dVvPx*dd4dX z=xg*?-dSwwn)+9V>=xGq&27Fg0LTEl&~N8mnh9SflZ6=z9tRAF1DJImpdG$gOmH*) z3QYs)8h{?V7PqL+0XA|`+;Lg{0K)q+dxoUi8E)vw&wOxDCC@JC9cI9E%?&w=xlrHq z&X)FoIx`$&`uym<3z(#N#BUJ?y)x6f>7?)2B=$p=%weijDPu&Q>h)7-e#N48W+A2taDf&d&(q`o*bs#t1gcp^M zJHzNh7oqnw7w|y6RNy!Cq+s3WOVk;+C%Ug=E|-?N=D4M9N5I%VPhO9hBAT-CY6S)y zW>7V7crx4>CR9~TQGbDvmZ5aP! zaNVKK!O8;A4#7bel)Wz8lv;)qIsOxJp!3i{wFdv>qsJ$YeVbX_o^wZonDlXnc7jkg zcz|AkKd_>qrn5qaZ?Q>Co)a3cX-v-+W3V=zaQn+}dw?w^cO-tDA{G6+Ew}`r{BbBa z;}iIi?r?p~C+n69wX4D4RY4x`S{}XAMEgz^7Saf^4ML{x(*g=J+e6C(*mFhXtii)x zif$#d=%H(Hl+hM-{-q$OT&xGaR~O4=cF)!Vq<%)ZxSA1pgY@2JONd)?wmS9OzQKR3 zBAnc6N&xsRK14emGRNyFzGm8@S_^yTm>i%S+LE65HumHT0aijDLj`81Gn4%iy>XQG zXo*veVH|`5-x2m!)3!RfSZ-1=2{CMRn4d1p1x#l&J6*&m6)=wv=C0Arlre@fA`A7v zBM*B{?IFtUQa2H{j7iNU0+0tUrA1DF zL;hY6TN6fR`*O&72y$W(!kJ5|{&J1#Ysjvt%S}vU?L#-x-m*xBO3;OsfLuWb+59(i zd;KuiA~mrAn5PF^u%IbZZ8dHTt8R@MvvypJ18dlrzKv|Y&FMyPH3wb1uEE~R+$d@6 z86|NId?LVzFC#TbDbQ~pP#G8?L2e;dfR(T=Qbt747{%W!QR5*9h9mZ!DI_8pZFZ5A z4HtBe+xi(`6d&)TOHdvjV0!rVl(Uv;$TYLa0oL2P8f}ALgRo|v@ay_BZ1yN-J|O3R zMr1qOPKZ1g^Vsk^%#m3_Hs|kNeEQBmB-Fn6%lykfe8cy%4e>8fvu-7&6adt*~ph)esroh{KC+ z{iE%hJGPo0LGv3a;$KavF(sgX_;HrMTn@^BLf(OA|Dom_{ABbTIV^FmKk69@hzsf| zaoVqs7-0DZ8N@sUtENP4|Cfz!D*J|gnaouF^MsOBkQhr(rK^P`>>RwH=4E8N2Ua>)xX(3sVC5hJZfSws ziWqBhr&f>g{H5qmy2}-nytk(`Y&qkW&_qKB-Whd5O@ta&Bmh87>zV4&xL9z#?Md;` z6)feS&4Wb568FI+>tk#Bl<9=+a0$y?5K^X#7!D(d4NN2-^;YPHI^WO0D!p7B$xW^b zIAcJ$rIFFe)cHG2Fjg9XoOjq0{o4bf4dio4OuRC+ddx0xcY^T|)g_7w^mp4RL;Xw*c>nVE%c`N*9Gax_?aiTrwkF(;?c(iy*xkU$c2HzXNm8gA` zL%MBzyJ79K`kKLxy|t`uuocbL-F*s$NRPiHvujf-&5^HT+MUHK?1(NfJ`=jM70e>y zF*@yBhz*+4h7uDrtxaGBlBBn&edS!OQAL*g8qcw>t6LAXZrp02xl&~Ya<7z-j@BFS z!Ktfdri{llHK|K0OtyuVInMUD@{@{Two;|zJiLcAnPpJnx#{X~5u7Y)i`%mSq&VZe z7N?k+8^~{#`41egOvO_+PP=t5KBBLfklt$uFYXE@iyPj<+=+zBVaQAuw#0+iIzm%E zS{=N83L7ZT!of@M!78zHz9?yt&)%#cTPR~lSRpHnQ)l32{fdmZ3^J^$FcbDje^O;O zee1ZFn&8$Q+TI6cWk=4d`=-%m8HxouW(@ER>Qn(GYH@%W0WPy6^^kYJgsQl+dIGUP zSnFTkxqF~~w5=X%&k_1FVlFHR)*(!}qJ()7PE;O$dP%%?n6B^ z{g(#>q0-&??F*_&m$NrSj^CAj;-;r!!M9#=m8!PurjML42x zBLQCJ$=_g(e)h5FpH{LVRm80f8+6(=SVAwFsFBe6b(Od3B% z8~lTj;$P~l?a;d$Y0hKbm@ozUocj2f!hW2k2&6Qi`9b%mf#Q-Hu5@22;Sn18L&FTt z993q*6b1VgsCy^{=LE;S4C+7uG11 z(Y6)HjkA17+&2I}-)Hl5m@B9a@lXyeR4_f?#SxpQLJDy0rE~Mqwo5mq)Se|KyUiov z&K`3L)uG*Q3~Pay8plR2{bihLiCt3##~#=Rh_P4~V2kR2x&`JhITp{7&{6aBZ^LTwmE7`)6=FG^U-2j|7|)+_0Ugl&+4UsnR^kW@LRh5^ z5_^G9=)yw%Zo{-kVw~HY*6j%R&i|Uhg{Ez-^)SV*(nYpNPiz3Rm3FkN+3V+ZgvY(;zPD( z1_JUSj;I`7#?)RsWoj$i;xXsd_?KeB`we5z0>5^*>;}8I3J%M}7@$6g(mU{=%^QQ# zsp=F1{D4m=7?~en$7-yNXwVX9L;~wTa)XhC?83anPlc5@7rp`OjrVh4;Pu5TT}+M% z>)Qy-1;Psh`nQXW7ev&?@+Di|1MQIz+=I~`h2`Hyq+AsB8ypy&fC zz$GyegRQZ-qLdBTED)bSKP)1RNn6o@&k=wnXpFlA@%zx=HzhU4U?Bx|JERc1kGB0fxPBMR8Mno{bWXVko8hFbD&@E&Ted-jjVzBgXhMV4 ziZ)>F>n`C>+P@2L%B1-eK2Q)*0os8h>+WJ1PZN=#BjYZ#BkLY0_el5{F8@4)!Q&7> zrLC>=>irLM!tecDL$ZJNVwg8!k!FXDC(Rg-OkKGsgJzYII^0;_M!MPd#!TM901mCx z?Rl{9q?Dudg_P{N#$H&cKxsD#s;IoXbRah|w-+(Tb zvpab$bYyze`NYW;?6Q1y!>8Ft;TB}{RZUV4ml-xlJ24A@QjU$;4vAAa7URML621+g z(Xn)K?a={?NzguLYp_3~y?j|ST*KlEo9)%I9K8)2?UXQB`IKb;c)Gs(b=Q0XSwc+2 z0zNV9{;9EwF({T)AD;y9Alj=GwBKopC;U8+cKyUW+LwlAA$+uRAzcIw7QhQ zQkzx7n!66ZyjrEbP)%ZkkkDZu+J5t%9I+25HoUMR(ww9eA<2_+)Lq!=v)M5u)_>e>G7u20^ z{=JrNKKh{og1uJi#|~{nzfbSu(#$V5j1lggFFQ6cGSpw=F`DpZm@+==rLn{u3NDP5 zJJJ-qP zP%+M@z}!#RVh&+c*fIySll${K4U(Uz>Fp-;$tfPIiM|WizsaA1;xk67sc$pH29z*H z;bdrgH2pD_urQe}AuMU#9$j^-0Ajc|;cu&ql)wF#5=yr3&g8i1gc*>L_Fy4Gc3ysC zW`NU&E+|d;8366lN|cYm8p2`dfm2iw5I%RvK0l?tjTs){^tT?i=`4cdPr-lPLsH4; z$9|}Nv}xI`$uYajGjbq})t=UiRo(8Py-I%t9?e)Hx9Ki>2-`|c$95`iL(xT!H}hOZ zX;FESmpW!Q|FuWE&0Vos6@We*N7OwLnE_zWboi7xgh~L%?DGzjF%((!N6?ba*q}1h zA8d>e@-bR;@|Qx*5@n-gB7|74epe#)sMw?0hP;Y4q)UZNIgq|D%?VI}@|x^IhOhHQ z3gIwW>IB|>Z(KqZy_kVwCcjot3mV8YVVDx7_U{yMw%~|J`bcw$7I=1SNut>urX(T>&&rW94Ne z5);qTw;chK(POI0Om~uBM#JnHyJnhXILPTpsR4+*osH_M$(Hk|XpFyV@2T zmEu%tp(|V}utCEL$sH|BM5uhz0x2^QrBB=Y3t{Q^Ueo7sBZ8&+LQNMlcIonBM7T6X z^iA+3;wZnT@a_1AB{r)2X!}Q3>Xz-0eX`!SoWT|J1m+zbrOB4oIv`zcQQgG>7zkcA zhqOOzk=Sez_}4U@E`!v@Pc{k+fc-4%<8r#5#vaoVNVD-6nC<5!mr|jR;T@0>#_*uK zGK2O_j47-K>%b(iYJsbcmFoXS`Pcm5yDPEv!N~`wAGAM+G68K6Q_U@1LrKBu-Uhc! z(;n6Y=Xwk)P~&EEr7ZWGg%TiiT&qN0oI=l9I7cTEr8+y?ap zeFko=%E|!oE8A3v_^;QsR+pi3iqP%A}f??OEW8eu4A%sl9 zQs$TgK&2M7G19sXC2qr#H6^LVFx5vwNlPNtE{li`?x3R5Mi`Ic0X@J&?Q46MEnK|~kXU?}UgdzbO|=g^#;9V?Fk_~nBXM{o zv`7cG__@a=Qw0_>Ato#}(F`;1A6a@!F+-K<;8(_!hx=8C6L%KiIbT|-Sz$S)tCE`5 z!C%QV#x;efHZCyyW{UA*5VK z6l2OlDvMY2z*b+`fnZ<{jAu~$hLV@RgwzlzYC?;gQ%6cz%q?sw*g(P*Hcc4#!;O&1 zDsBy=5%76v8oko*qX?0iXnfQGeI^e1GNb}cvBH9WPvsP^c=XbxSXqgwui^!qi5@FP z@y*3E*mmTp%B{H>fgA_KQ->q)+{GH?+1Gurk_MGmj!^faRD;ih;{cnD6iU?{``Yl; zqWE=q;Z%C?b4aQ>)Ui3B)~SY&zk%iI>SH2`sK~`dR5mP6ST{lYImG(&KcQ0Uz$vqc zJfbo+-b4ZCHG3c+8MDw70+Fs$srhZ3rXsjC9QtF(GLGcYvWKtmV7Z`U;xn}Gz~dgcJItj`7gSIQEqjdL z4Gd<#^lV#)=YqbmyBzybmim3l+?PoD0bGk-9m{TAOgEq-5BDr(_J7oaX4k_4kYtPN z2by>7aZ6b1Wow8O$gp=H8}P07grMfqkWgSaKt_vNzp;e0n4%CecBMUKh;85sxp4{d zR*@rL?(0JqEUL-n3QF;~aA=+UXrG_z_SG@6KXB_o)|9c>6ormQU{b@-~<(Vl9i zmd~SXN8h2Gc0OqQ9ReQs9%_fGTv%=@M-Ym?O-^;w)!lpOVAqL{Jwavv?ilQzDEJri zqYCyiIIlS-yl`~K4Tkcrz726QvcxirC(Ma$r0vpUWyVI3oN%#}g=Z6l+r9bZEJ{jC z$5zN(jZMwLEstp5B~9A9hUmeE#7(<+x7MWzuI(|;XL1+G>t`e{lZe(~j6=fgm0>8~ zP`hg7mlukA{oy%VLR{CLlv)l-VZ>;L77nGj;G_bW+LWlgE{GfllsI3YR)WTIfP?<< zNRA+Jg}g?9CqeXx{u6dT6Ep2kcK~G4uXhE#{XiVh-%aQSl*WadXB*%B4pdq#{L}R~m@_WPrQr%5w}t3B zGeS{AZA)$TSUW`HdchQUpTETqIk7Mhm07UM)Yqt8=YP+AwH6ttn<#TL|{S9Iul4TOgrWbS&%C`^2C&ez@2nK6+U`Af=My>@IwhyUZ)9lZjLW69VwTZqG3z# zgLV@Z&|u$V!eR7-uvuYi{8z&_W4E^%^gl`ZBXa!Xw)WVR<3RC0!ErLbcE;?H23=QY zn@LD^`>-9~UCik^V)7>0T87LG`a4pPpU*UFY4Do1;NS zo-T(;Ma)~ESW+I6^XoIT?m1g>b)Y#0U1tC(5ooB`@1QCvi2>=H&D_iDPG5RAts*e# zSoMKnmiuuRkrPSy%Ahs}v&l9mD-tZLB??06>!&ds(}_N?!^=#mQ9JGv)QIRdiK= zcXr9ayT^|UE54QPPp2zxSd91=qLzUY!@2`&o`5+6N#x8Nv@|v4>j?}s719zbaI{ad zm1`a}ZAW4bva&XFVvI`Myx=%`rZsM(S)`9=F7xxD#T+ti`jUB!uT zG2c4WZJ}#&%0X}jkl%UC_2sYu{NGD5&<}+!b8!=zCkMp3ClD6-*F$ith%!yK&n;%y z9@EA8eJmVn+GZ5paKt)SfZU>%E30v)VBW&$-SaqxJ+#c0{$vU{jJ*kS5GcsZCv&;P z^8kaJ<4V`0Gw?=tN*BtMI)xdQ({ypC$M}S!HSE5+-Zg@G<^av?Hr40g&aRM8Gtxdi zT)8lHCFsj)2tO8_w@6X<2po95lY;jMvNexM2Ion1$PhWDmM3C>KBw)cd>)||yD*2G z7}LPN5P#*RFG_N8)G-iO8_HbU9d?CG;!SC2U>awAA@5F$F9hNZH5rA7F}EmV^jai4+J-8 z9`JP;b`UCfBKoe}x&dr}-4+`+^fSIHIq~%5Lcr*b8t8hW=jDoNL?Vk>)L#ghar5)m ziJ6&yGv<5Hpa=Lia1{_g=`%wgUZ|Mx{`RvlgdMve0#(!#IJSFK*ug}GG#4nAQ==xO3NQj2-pkjnfx1BfUu9`Xt89_o&S@o>d!32^oy zGv7v$2a=-vVpYCmd)h5{Yu)MDb~H_(4NBy(=+f=r90iwJ+HJ(ApQx2pCkICI>5op~ z?g7HJ03`vOLo3Tc#(|9H15`!v%?edf$n;*Fb}q%Cu&Gh!)N6S|W{&WxAWg#HBSxKR z?dSszF>Hi;P!pGQ1=6sF{tT*Uhc>Rq893q~H3%*fW0bV-?MR*FGpw9k_ z3r_}gn|=MGy86`-3Y>4kro!?7)`lq8h*wWmPWjjS^!rHsgB=Dy@N@Rn1{MouU_M1U zWQzn5;4oQ$QZI_o7!-%XN#Iu(((n&Wse3Tk&p<5Z>yvCV;tm(!kNM07(mZ zekr*u_nLzJlKgH0N%ys=G=s);5gsh`h2;RzL=bpiYU)hg;-wPH1(FABTm!y#v9x7! zvLOV(9^cGqo8k^tG?lp~_x6P9h?(0xCauq#DohS3NI7cCcIb#@`mgteF1myUXcAc_ z{Sq+Nk=&Af3o&wJ=K(pxXM5*y<}r>;;qmTcq#2RAbfAw4ec7RG^Fi@S18)ZU5Cf~z zTge4ndC+PE=?>izYM4iRS3iwH#5HfQyRgrR@?i9{DJljh5d6UA3Bi3pCYC1eQA^ko z10t$Lw1dR?M=s3Yv2SX57#uGYkuVk&GSs2u;L1$ZdQJkUs&=I6!s3OvmpcS>gsc?2|6@LROycXt;uSjG>O5(23@ zXz3$--jcP(9u%dK8noMLnjBO^q+`rc59&`Lort^^oFgt?%E>CrKhL8jL!_~-j;cm3Kkc~|-zv(lFwmhw*z*0MKt=^_GO zgW{A_Eyv7^E9gO_z7QQuP`^#zwfDu=Yq_;C+)|pt>w}x1z}J~9Dv60cpup)*UJU)Y zAGB5Zm*_R75cyjTNz?G=C(A?aee8C&W| zfz`b2(pE5DV!_ISm4_mdDegJeoO;&zRv^qs=>s;(-N6DIvSHi~Ua1FKYI zv$r^2PJxxyzFFhorKWsy!FO~$4sk&XTgy#8$;YV6wX&S1ip=i=U~#OwRzipab#f0# z>1KbSD>nE5g^|P(hRUl?PG3LPG%a6aPnk&vVwijl$=*oyr~~B?yJ*U?34!~TxsJZ> zXbt8DF!3$I(=uZyFJEzhPc!t6equ!XR?WT#+6xY@Bajbl8ye2lmq zw>%SlYE1oNs0Feue!KlzjA~lE5H;qO+PJ;PnyB!e>xB?<8{qhrG=@UEbS+HRm4x0a zz>i!^ithD^u|g$vh>T`~8#@#xAM7bqy*OjDr2td1g^-4pX1=o{BBLRvuk~pc6#?p9 zHm*+T0+Q-;!XaHlpY5b!El6#xWi)d)r}qb%2>Bw*=!Y;FXh5ulDhH*vJ)qlNz>&lf z1jhru*xnpDBXR5oNNLnVlb__U&xIw94#W zs!&M46VFhOr@14r#8B+a8~Z)FEA1@R=?@}^!E#}0a{!~TF_VIO7ec$+ueA7w9!tx5 zN+(tmELP9d!kEqBggrTCt1p+SkE&~MCn(W<$}eMSK(={ET`iJ2rb9b+p`goyx{^X} z-_eb`5Pkhom@nK$69-_zN3L!`VlNDDzIpK)j8|gFo~nw_<~yWqU7S0lzD5<)dZi$c z!1W{jg>F}e9YUHe##au6666i*SHiw92L+H08k|bXNn4(>}j0D&6e^EtaHNs8iV!iW@h?J?g{>Yr+5?bh&c_-y~ zHFqb)&Es=USEg(oMj24I1kAX9DlqvEa2LkeW!_ttE&MqS}CqI`O(2pqCN?Js$jBWr$Q4G|}CW8gyy zb~3%cXFR9g=&Ve|2CN~z2&q=QgdHkICE2gybnf~JytQ)Fw%)7XQ)_yF3k4y!a7+!j zG;HN?ZmXoJGUt2K64qap%UaCWl5F+EqWFyqD8~Gf2+wXSwu^ zq$aKIt0`t1)m4de@>kS&J%>^>EU^yY$qp1Gxa4ZuF{VWUTjE-LApwe47c=)$(9g~g zdkfrbfI`Bq#fsp#`Ti~)fK&SPHta~|$i6ml9eaFU?HDrJyyzlV+C$@LIbdPupCYBHsQNHzE~r-wK(9F{n-$MUVYR@Y3EP`fv92A^ z@Qt9=I;q__rS$fF{!ex+aH2=XS&rV74@q?i{JWtL7eS>JFZg@s>b87057@wb!F$9G zeZme{Ka&yaYv;E{w~|sDLxyeh6v5HRO0xXC&h3z*T}9&1&WBg{o-pwOVR;U*3sOpG`iGbj zAN3;IB<{oM{*M#}JU{4P?Ej$PaQ?^n&xPiOcfJyZ>>-F-{3XhbFNcU1@3-fY78)`Y zC{fBuD){_`Q=T9H5+wQWDWjXxo_ja|7;NyaNde zLa*-xDCBQ15-4xJ%h;*l-%-WyDcfIdCaToOYj?HQ+V|93)^{OBan+~`@EEtL?SD@l zz5I4*{#|ziRqD&t56-@)R;>0|&xI%?^w-odMBTx(^fE-< z!&A4ur%<$j7q@w5?c|g8LhFB}Nb$>4yzkiYuJNS)i{#Vj^Xea{&g0qR*z@6sr8d?6 zdB;s%KHf5x+f?W&klobtl!MAVk3GpfCxz#v_`LLd_dhE?uRJH!=j7n|(evZyjmNde z2sHRW{{?2VPjD<i0KS^&@jx~17MH1 zA6`2mv1JGgF{R9b{dOQ$Zk0rbE+g;IF1D?{eST{~H*fFq4R#wt82>`tmZkD<4yl@@ zV}Y3Ul?ySfYjAFZQZUv8FX7 z3ZT^mckigljc_=(>adJpmX-m+Ew(Lj<(z6S6#o)0tcMg;sE*Z%?Kc+-+pBkvne9af z=Mn7iZN7I7T0>F~_E^f&k*jJ$YTQgC%OoxX3fnUT*tE8{2FwAtc7!BMX|bvnl^Kx2 zbExStk_s4ObO-FLnlx0eIKRnH9kX6J4u}R0=S)l;Ez|+{=-!%u3^--`%OrT)&pq&o zr+1GKU@UYw$4X;i27?q5*m06=PMW`9ixH3X?#nWX1zcV>IPbA5| zOIB9phvxU-i)FsIqLL?3goriXkd(W`d%xaNajs_KzR;5@G)f)%9M(|?I`JD~OnzyX z_kQ5zXB6~b#_Gz>wYSGN;#k=1L6$%kCe@Ib4VtEkR{45HAGk%vn?7!v1%1+?iGxiU zV$YFZH3R^k)6Hx{y=~t7?eLgM0|^2cjn4Gla{vnaKw7uC*iF2cu5_yDuSb~%U(_cx zu-Rur$k9ZVbhPTd31jlG(Z-)ftZ z3b>CxO>Ln;h0GBcr$v5th+z!aHJ8BrYHRx(0(huV=SBTI-EmmD{?cbhz3GIVM5oW&)o8CCN zo8^m2=YEhWV20{gxCFuoOv*3ht$h{7?dA|W-muU4Kox0bs_4s>uiQ#fMN^l)KI0xm zr4ulN02ZQMM>B=*&Rg;e1uX{eFOhQ?m2Rsalks(M>cKUuFARhfQ&#p61K^R0^n46P zqk&RA*Y<&Lhp;kzRT8(Mv&IZv*rEN*!L>6PxQ@MRshRh+Q$EBy-dG&|$Opa3OuCQ( zP?7lcQ!{k?1UPO}8W{$LGv!Iw3TDfxX`beNG6$>Od`1kK58&Yx;OZvVZA4E4V%TC_ ziv;JgqDyH5(msEN5LU27bZ?NXAs}sEPqPWr9-Q`3|0}}<2eWcTeG!KJ-pQ@09%v+@ z1K&o@);paWn6;`65aM6X7*H5bsKK46E+V@*c*qP)B`IZyp@05uWD&|VeUh!*nE}6O zs7(`$IgI(0p$6V$Yk0W!Yp1`|9#JZ)AW^J;tiAl?^xee=ci!F8*zepk6ZQS(|8FcI zmKuZ~{bP>Z<@1vd@1B0x{;>05_rv;=vAHi|%%~Zl7uvE_giGUFrzXE4D2>)~n$LD= zBwo;vwxlf=ym2gL_;U>YeAL8r$VUKkU=?@~dxgk?JsIfo0{J$?onvf2!ljEQN?)Lp z96-Phdpak}HRuEb&VA_dDKforlasMHMaj9V^Xj5v*Lp&En9#Bt3_8vy+b{SRBa|z- z1`Hbo2np#5d}B2&cCqKj7TYYa88j4E8wn$^JNdEoT$mcso+B8er<`fMiD6OqOFN`TxSxWQQ$ig9}_%@^P?E5kas>81^hd$$_l-h!WqJ@vto32QS;DA-P37jsGK{6WTEQ(Sg1s zl<&Z~JBZlw3#Ed&#ibr&{qBtzRiwA?!zLbiIcSj!woRw8FV=)6LaB$W)A0Wh_3j~x z-}(9{-}}YO*ZZaJ)z#J4bUK+%CX+K~emNm0o0F674IwkXFbp|KPnaEsFoYq5FbrAO zBd!#Mh`1u+PejBODcqv)CsHd?i0jW45m!V+L|k!Q5phKd5m&^0?6YUL|LB>_B%P}A z`~6&=_w&3SytrAz4V?hMe#Yhbl?Xqg7l*d?E7Z?)~WdPG}+&5#Z4eqTfRT3R|zOYPT7L_oEq2BKSQ zqsov2ZTki73I1d-4XVd>n1kbn^|tQ!?JMRdu)(Vo5DXvt39D<p&V;A6rUm+i_To zZ8aEt-(w&gBNs=4jqb?SigR*1ZoWbCVMLEq*W?)|S@)O3#lcvUK*wM&v~x#sx3&sbActX~$xhyHM12twuLJmxbBDZiUM$mqs-0=rMp#vgZJrB*+Gf zCyE1;e*z*YH1)_`AY$gy!y1O2DSEMo9zdwLaJwrbFW7RvNwdqIG=in>(XkoxmG>HR$^u!Apb_SlPl;uAb(O|*_oKomqNDJDJ% z%{KGMgWBbBh)v#Gxi zQp3HuaJ66i7eI4R=RiqEhGnrx*~?@rUha4Rj@*!!>*+l%DwD z0a&0FJiu96OwfP^3H1+WNJb*Yrrt;!^DW-mf&Nbw!pRLEOb8o?szs!9-b-&?po`Nq z6O{)~Z(i^GQ=f4gy)p-gMQLnRlwUCc&E!n!-0mCuE#vvovxOe2GU!}h{*1SAshzCi zqXu!KEaIS#PGiCHtMWg%b(fm1wu77Dgn(3c&NTLX<|vi|h$pmqOss?p;O5{huyRiJ zM(DMsL+YC;(i{2=iUAB|{cxc%nQpp9?UAs=9_ z2s)`AU{@)mw1dysQ+Q>UR9Ts&itpGtD|b!j)EE2@$YNb0T3j;*c6vtzrm=gjJbPRs zmv1fa{ErMga%IBHKFr*qqO4yWC?F^X@%d|-nmO+j-INu;n+mry_bIE|2fHMH{Z&nN z!Q()Ct3SVoS4~}#0STbRvSx*XL{#5i;g&^3z)XrO-t>cFWM#`IbzOc-tBR`e%9}z2 z7%%{_GFz;nx<-r)*e?)X!PVR$U!s2}iOM1m(bhS|4f)HDw?;OZhsKZmjt7k}Q+dT~ zHEpO%SeL^FA0J{9OqDxMz|q~*O%<*Oa4Tf+!;FdpS(rfy_%55!6J z;Y7B^O(iE^Y%OB|+zA~B2!{o+u~q3`x6+h$%Q=q8(L>ol-{S{%ERoQ18SYx}A}!g0 zJqVzE^hp(krdVRqRBtayK-iE^p;}=`>Q}ie#O7f|`mihu5Cesc3nD{b#0S@Ay_z37 z$V+@iIeu-7bN82wAW`0&eFj6_muo;h$a{gMubY{$(u)$=G z+z3Lu_i&SLt8iG_n0kC(-vF|rN*3?gxISOw>O|GhMJ%zP-=6c=ghSCey*bIq* z1bItta9|B--i%8rI->>|p+HpBVdYwEWBQOHaY$zD1`C24KIv_swcZ8=4QF2=rC7fg z7e4FJW8_yR?7|Gv2Rt2{U*P@J2Xvo9HxH3d3JmtkB6Fpj3Ozc&`q+m+%Rdf)R)yHX z#VK`R1caC!LG!$oE==90w`}>iL8RmfDookgEl@s3kA#ofmS6w!3= zRoI>KV)`hf!p5+Z;%^V@0>Fth zOagR-$v?gR*;>Et%m|V3du5@(ouMtpFFylWq)U&5Ypr!BK{vFQK#t2-7I_g@mHm>` zMpgm7q>!va#rQS(GHdYb)3To2Z;C=o=_%vD@HObco8VjvADszlVQuJe0p$Q(S{!_G z9Ps-mJ@yNuK)HSI>`;}*6oo=c8nj9{uG17Zv#gzKBF*Tqq>3gvq zDss4$&cucqqBJgTGI&rynqSC%S}{0j)_?xV8FOjyZg;p5=hv>u0fUSE)R>Y_d7Lg% zvhfb)r%BeuqHyTQD-V(dW~v>-%`~Q#ui2RYMNe)(_%0F%TiyR|BxdDy^&0s{`|EiN zN^ZsskW5MCNVMvz40J8HBoqiuYR-upBFL<9(M~A?D8r@RO&`RGDeJ`&fw`a4*dp_FsJjX)nj^{hn^mw3My4q}*k5z!ysv_9b+ z7G<1v;fwchMR{BWKKjxe#g^J8TlaB=O5nc~!DA_+>j&>CO1}_oSflM`fNG3;_*|MA zT;jZnsCcDWpotw*WvQdG!qVo|twsB<)tB7yh7klR_pe0ddG!TIIxq0>ln~tDY*b4s znk{3@b{tA4izF3*gCEv+mIl|hN4Z8%2^VjdvX9OQzh;Pv*OKDW`~`(#7&%}ZkloPg zd9#OR2xdt@Q_MmRjB_ygw-q;PI8FHVaX{DzH4LhqgpaRl@r)DY(}@{Yz7f-b>$XOA zlm#H$3tU`WQJ>83*6$;XEvwRB-QK%^;_F0_NMq*~W6L;RvQP75jYcJdqQVU*7yhBi zqpgen-ssK+FAE{EpH@JDG<$&9%o@wMUU*55CMUC^kD;SI6O1nA>fH<0fyd_fUToAxK8GQsF0^ouS6C`wzEl-75k*e8 zc|FEo-y3h;itjjNA;knk*}U$Dk^*T}>ZOgWh?GrF<*6d|)mluSCVp1@y9IM=Tx$L| z8XZ0b$;oM}h-L?s76~cTIPbyFyM%vF3ReXjfmjeK>VV9KzV+OpoyY;q}k?B!-^XgJ=hz{WuDV@ zEjkm?sUte&zWwe_9)<^aEBuPiqlSE`u)UM#a>NukZS={}cEUk;k$(2mMRn__OFQwd z_UZn+$yZfjm$+Yo9jWbF#3eDs$d+&$`k1=HG-0r*O9W)Txpbw@&{Yk9sO)y-+5U2Y zJ+M#&XzI-x#KkW4KPhyQU(DVC^g)3WSqKh}9=J&{$wOlCqdZT5MLy0G-lK%Z$z!3- z$=+?SZaL<0h$LLoE!mG2fZ0=UnOWbk^wnQ4J?c2(fRO9vFzdgj8#m?k)W$pNa?$D`&un-}lY9Edz^~3sIkCfHA=+s_8 z=Eir>X8U`Idwp45_??^1sU{YtYlg*%y%AqDsk9%C6}KZa4RX65Oa~^1c#xzKb33NkZDq=Zsp2aLlnVAQdvELeLtfz3KOSVD% zcm|ky6=!F+$tkVXQ5~j@6T=2&8{bzs7{q~OP;`()4Wj^gBu?4Len^hX8)3d6maLb! zH4F)xR1~AKFGEre1B#?#U_wCHO1tSBsObTN#fy7EP5xn2UO`h-SzSOTZLUWKmoFY8 z?kr|hGpeqh>3VPbkU{7%C2bcq_W*t(m7t*DgV7XdhdD?_ z2tUeYvG0R=Q)kz*Ga-NC74vsN#|qJQvTSZa|6@u_T!A7H9I?DoM(-7Y5|5*vECKOhpan#>79?nXJFCh~8_+xsW_F=LE>H>hi?8_x$g9pYNLkU9@8 ziKr@a+}5Xdu&clNRnd+(_h|?vf#CZRgz^X3 z4&t$)Z)}3}x+a47TdCs9<*xhmhJj&!j9kP@d8?ut<|bdXXoJUAT^xK8d|Wu+thvvx z1xx8cRh+;9^f$XaraQ-`^U=A4XFIEcDFRsR-{P_YKXO8`>r&pL8KosZBXXvc)H%e5 z7m*bdLFP;u*diu??t_U!n?hOrC+UB_Rh~cdf#r1HZ7S_ukQD;@%R6aBRu0mIm{g{P zx}q%>|F%k=*2lykKQVDG{EK5N{I+{>I; zK0Uv;bdC*0^ZACX-ls!@pyRUPrnF@GuFA&#y^Wy=)s#`_~pRWM2R%; z)*eh%t2&6c_+@1q#P|4WVU5qjLRr-P&j&`ybud;2Sm%>EpMT`qgR_7@X9r}~OEa~G zb+~Je5SD8r2Y@}U%R6={%v~P{ zcCo0b8aC8`w~2o%D&6$)EiwZw$S@PpPtW&YPQdw>x+QN7HCfqERP4jY^Kp&&Wo+NB zOW;!5CR*&0vuLRrxCDLGPvHX}*}HF7KPypBTKeg0H}`t-IL^~xf6ldS6JlavgO}X* zp)I4T@W^YAVJIMAK{m!^0yWfSm~A8A7~sYWaU?aB>!TVL4?8nEO)9eFkTFM}Q9iwo z?a_8DF{yleEe7YL30gaq=)lpmzoKEPB#>&)o%Cx2o$CZ4`)IszYVZ7X z_Ok_Z&82sed=$Mp4qc9r;U

*!ar{2QXTIjNN|8G9>@nXjcGgV<^J zDSa-UHGQ&G?}O&A<=-swL01o>O0#i@eA`$X&=*ut&(t0G*GTzfgaK@nm!J13a*SKd zLCA2GKhhv&EFyN8Y4e|r}H+NvK%oGw>ikPHr#}nmOtG7f{DO4Ba~(v z+gqo>{7u^MigBBV%xxhq!&OGEkznEMt>zDyY^Th{5FPjYAVW=aIqnbr)r+I$e!3{? z$7T;F2pp2Scwr1IRFiM%y>44(A!VX|bu?me*v`l?;#r471>4P>+~u6aa9y}XI$yW% znXLR5hPZjpl($w}&|RPv7DuA^Mt6D>QG+L8sm@^5L68dCo|*ruXg{VtfD1xg+J?ex zdIPP{v7+FByhnGsHud-5qc?*aTl%>1imR&THFwr7n3_aMkO}lx?(~aYcxlD#hSF~# z0lbclY@-rCi`4Pc@knbtnBQ5CMt{ap7(Q zhPHRo?2upsM*0a@8*t}3bC?dLg^g|1{&PnEN?IyL=t#SYdY^UXRv{yk#~w(-wVeJ1 z9{ku294lE@K3eI6H{2WQJ!=U?;Q{S2pKuzLeP1wM2q=1g&+kLbG>9yX??8F^+hk^a zdzVS1dvQVPTe5^Lji;`t5HXnOOL@_bnpHru8HkoH zD6r+PfDir|b$F?tup5MfX`)_Q#%Zj0w9ek=9W>xFYNoE0`}8KMi`sA*fEArdYM?oo z`Tz{U_0h~2O+3~$K1Pk%biTw3inE`%TSukVguufQ^~J&*9V&?UFb7X@x*}iAZo69x z?t>+YD~{T3@2t^Y1HWKIy4yMP7?TgEd4f)#p6@>-bV&%0)<;NBVOM#Tqh+2>mU}#Q z)AAZd!$8>DerCn=$30<_Vy3Cg(w--JLw3X*9W!(o-X+E^B7oN6h_?K)?Co>3G=n7d zxgHpjn}5pNprF;5=1Dk6H_OzUWJXOMIkd78uk4djjR++iQ#wNX*d7H3Y8ACHFPKGE z+xDCE5)2`zaD`&=N4HYz$N>+hbrrU_!<;I5^LEjPB>Gz=trosP%YPTju!4UGv4%5y z{iXjP`T`|-eL!alm>?{|5rp0_T#lI^sQ#mymfa>XSm5V>H#x=E_?mg2%E`Tk^ua#! zVC*UN>|Oedgl1uAJi(4%!TZ1w`9g5WG{rYbczI>A8@^6%HAh`=P%?F%Fj@IN6X0CN8{reqjiMM8xsM#WBr8v&3J0q&8qL2i^l$Q2tc$lZvRK_Yc5qSv8T}J z&zr9pC;Eh-mVyeOB8BXx63*T?R}1nIWBqVBpxSI^t|lsI>oZa#pEsI3f+6VrUsQje zTq2|s?x?vsbSvywBL9JNgKe4p!CW0))3K!A%)3wLIMB;ykw;TYiRKj)5L9!huAt=_ zDTog7=u*M{Rs_;YhkMCv-o1FWb310nVxRIVr>80-GpFv7u~N{|5KUBu8{%5!C(_kg zcEsGMv-2fgl}fL;R!YBUhy=yHXYjn(5Z>>Wc%OVu{z-{3u0bGnx*#W3=@;2|IH)R- zGiIdBvqgk)&d9vyOw=Y59uHx;`-BvbA zDjs%t$2uCz;>L@-gw;-uqAe0WZ7SY3(G^qI1I;=?obkBV@d1e@pMTK5`(j*NFLlD;T<((IQh`izlV(3fY-Z|Hb-gz4SkxoJCz zT~YQl=7pPDzXx+>vw2^m>nVo7*4w79Q?LCcKr`}9izvJRb`GL;d5h*9xH zWRD_fr?PF3$0j*L^FX`Hq_LsF93GN%d$mmz0C$In$T&ukLG0k`(x?t;6=YjJNyvwMrLDV?DM#$JLNW;ECz6_w|Q@ymiFtBkMxJ3 zL+*?GCO*H{ku0x(K+68f;a*oRapq~aE#D2oNaQq2J;l)OHT*H**!i-0wQFYzk&Araht^rHT0KM$>1_ z8vDL?QTBN=kDE;)e9HQ!5d#VLy2R@Q39IZ<#DvRb{Y9{P?tCo@4+N{F(8a3P^2VUU zW(_ID(SCBUq_WS=XP(mR1sm0fi#?YHN;xb(P>9A@;Wjs}p&ng4JeggJ;mzhiQe3{0 z3dKgG!BK)ahlIa(tzS`!b~+t~r1Q90T)&pB<(}0ez<^3iYo|qSBvUzeC^5{IR8#TH!s6NC1E!iH9WE8# zRULy-oxOhn*pbv#!6>Pnq&YN;$Z&6E{cuf<&?^AjB>*fNN~aw#O+|YVDh-F}yZd7S zVm|X0k0>1o)$=;1yh$VR5x{&?xY6;H66C#If|%NRTb9z)JZ#c%TiN^wxke&63@zD; zy-Cf;Y$o`N9o^4d>v9Ljxlu94SI~ zCr2UWa792ejgzXIgCFwNRdSaLNFUOE!4lu%;ahPX4`P9F2+E!v=t4Nrht$7Q>W5`z zA$hD4{GxPIwrnAq=SRf;oNg?caf`%$BK~k6%SmtGSMl%$Sz0nu>KxN%$B6!uknkT%7Z`Td!-8qDTCjWlHd<=!+)Vb_dq84)@hSE-fEIZ_a zmKSTaJ?NeH(qWFV+!Nmiko%0`8k@;eY&18^D8Tyb5TsXb_2JLsSo|;7@wGsvAJNQy zy%zw-Hq)m+^ttK-=B2zyW2C8h#&NUyFfhzkWg1b(Wn_6ACR4*(u}#%(kg8NQD%pX6 z0^2wP+@79y=4=TAiFDzd9s|@V)AbY`dEOayv-B3t*OP~k6`eCx7d8YUUl^c)Ks{S#M^kO zAvCrJ_vpMyZkG4*8VlbIQvIgllv&-nD0}vPjZ=RJ$^y9AS3QP*g`QCN?|Ab!dq?ei zewTFa%`3b{-UX=X*6Tf1YG6eivF~+mCad$o4>Pc%p>?3_l(s6*QWTEd!!xzcJFFmn z(9jDB6-K5pobnxJbq4N9Q*f$>%(OMY0&}Ni-HGRYK54g~$4sotBeQ>%UCYgjWy89)_6NEw4No4Q$nm z`mnAE60;IN5kjIba!yz3Ht$Xta))_MW;p!I zi+bL|LbVtCt%%R9p+o8jeWx}S_{q2O!YwOizX=8W%IMq1MTwzI$MrUFR+~?Hb}Wza zaQ4LqG(8Arbly7UDbexSUq7G^XZF}lUOn9NAY6`K@#S;UnIG z$wpE)Z;v>H?0U176k#_;aq2PE-}5m?zl2GiLnApNUrt5Q8v8M@%V+(kL5n&b*@f#N zO!ZD!Oi*bk`a)W0Ai|Z6>AV4ZBP;Q%NADCu7PhE1Avb zL*XX_iA-^hM%BwCtLy^pblODg!@!m74U8VkMT?KpWOLy7qvGTRY-Q5AhjPCYjJatQ zpH*-5UNdb|gvtIc&Lqx~^6#+vW6SjQ(ypAAx%0Uf#BJPZ_?A18qud3!OW|F2s?e3I z_buu<&Lr(^;Dp9huH9!1DW+G5xfmSx;w~D z|D;}ZS8tG}yUv#20TzP6hxLtMn4jnghJzjrdb#+C_#`8hi7ktamfql2w&5FW2WxL| zw{!*3;<7ivcWnrgjlDtVHwfe1B98{ymp`f1!`-DeM#C1L*ohej6Ic*z$mTE8k}17G zI1*`QCSB1s0E}p{Khy&!$uw*W$`1t%kuT&2{uAtHIYL_fz-6@ADuci7po}_!WI$yv zYy8kMEv^1F8G*rGp2GPBEj>Z{i6HM0$Z+XUR%SH2)JXFX458-&d&fv-GvM-myi6;v z-xkc~r>gpc65+br^E8nseZll0!kj(ieJjwKNAtsy_jR{^*Pu|hu$K_ut@xB)J<_fH zxuD#32jg|HEhq>FIBVO2Wn9woPiaeDcMuO^^ZcId_dZ4acz4icxYayW43`74e zkQqgNLF8UXyYu+`0p`Hv_eBo{Wj%owYFR0LiZ2Zc#`1GZ>Br=jX5n(Z&OP=n*LySD zf}0o}al1id@|lcXK}#Hh+!9PD57`sUy`A8wjW@0WwS+YUMMr#?%Mmg5p);*OuR7i4j1KZrpMFS7+{HZg5b@f- z38d~);72wD?JQ+oY$Q2rc1S-Mv~FQfXDTy>!0}N+#RTRzFr~0bf6!Je@|D1gwB-XP zadH5`BFWO$y@B7XktYHr@JC)Iu!YL{4Ho*(iwyH4UBQIV9U5kY)mqRK1ebzLDV&b` zSeyqA)Bg&*J~ezP$PbMSamKP%Hz9Xg##Rq~#2COJ=7nh)hD;$m(Ho42-Z6v~yPF^i z*W1CFXTa-UB%$ZXa1I<8eUh2esRem?RDKXSauN?c0IE&`_QKrzunx(b3T_mZZ&xtY ziJ5Vvfw-zjqR|FSW^*xXFn@ax8KJEkn1{F*9z{E~^3WjsW{7xO_MtWlq zgNEeP2&CAr)KN|3v3!!NL1VWAMiZGJQABLLfbTL6U;rJg2R4r1>R&uPZ;oLO;yUKB7p&Jj4pgNWygagZMhD zoBpq$Q7m(~)IN!%n@<0R;b>OsHhM7{XKc)OD>q!4Fo43ye3)GOgH$s=!s;xEGs$OH z(D`UraGzWXV*SuVB+B+!j((%~K@p{ZJpM*d3enKj04`;>7n(z`hP+Jl2TRZn1*z)3 zfNEW6E}U}sdsd0TM#AmZQC48z4dVL)zXG*1T+`)ygGhz{ZV>ygz(WTyhKZUX)Bhj?zP^EF;fuSVYys2?Tts~dub3U+Mk2|g$HeKEi|VO+vblE6b4 zVjl8DELTLL<1ASX<=3OKk$mw&I?aKA zi1^5sc@e$GhfksoeYox0y2XVh@pZ^yDy)ER`R9eE46kseCTv` zmHLqj!EoltdvA<$l;I|CMH98cOr{JQ(;_u1D-m<^9Hj(Zb4(bQ6=D1iY6$+|_A(lx-7R)?W(7 z@X>5ICBhVvFYQOkBpA{VgqfG{3kulD5ZjG?bOd%^bS{XH&xHJ_Bf}?Vm-PY-;2L-o zxfi~OT6y9c)*=yxiJ8aGNTfT6Eq1C)oOS{*(iHJy5X~U=q$w-FsCalo_Oq*WbP+~Z zw4e&{_y-r$jqDHV!coixuSDv_DcL=%bjJOx#}ufDYbE_y33Wh&Z3wzA&=-?sq3UxG zE4(|nCloOH$gL9lyFlx%3WX)asNr)i8bm`1-U;KXbA^knvq_dx1 zk^h%BPjUd{`r_&V#eZ=%IsffJxONLNVXRZto|9s8N|Az0L(#000robl!i23u$qte! zUZf|u0hUJ`Bf_pH>do8$dk8}40t$slmxM>@$)LhX%<#!z3`B@Aj#S3VjbXP07Na^m zl=$~xly`VY_QlWXphbTS>`;XIr63CJuW;g$fZ+o$aJa0_NkKM>q85C~`KE(vi{ap}Bxn-e+5v{OgXej6k7O=s#r#}bTi=HRvf(J3! z(YNGOE(~;lQYf**uX%$13Ji{wWH-A zf0_S70h|+uS#OYXa&SS3qJ~!N4R95(=wR592z6qKmE!--8LNX?!a?|@6WG|rsntgy*zvxVwNjg2r_&Ad|g)oP|dD!gnlR;%q zu)06ElaoH`0P76lRcAkM36iu&LHiFzLlHRjDO+>wG$})rp2vqW7^Cm7;hqOS-QjI< z+5=|@DkRy%vb#8!2%{Ssnm1S;#iq*BKL%bA`T@H->O?E+Wzkr%P|h5D0P_dQ!?qr! zN#0@y7zm;-s4a};d540=57vb9x|=gsveO>b!jdgPS+h9HD1NWT&^OItXRd|^sf8>b z7I(2@}M}xJ5?6On*=YryGNWRiH0!PTRp~Pfj6lT^ajbKVBVrA+$B>Ka! zRrdFfLXF$;uac*NqTZm&*>cYIak(tascQl{`s0gOPEt9Q&-#OQ7W0XKeLzryWziH) zK-Bd_61yvCKt-?sse*D3V#1U_F;K$!zbn*7nIgoZ8}3)v=$yg30%VEr$C0%WhNh2c zRSSf{d?d<{^Uf`W4}ekSqsIA_^o`1*r)b)RG9kJfZ*vfq?JNU2AWA7sIAJljvMU~A zged%)Vt%3RIVPhX39uTw(~XgzkA}-5I2VC)^@8`ItqnoujUc`~7$XgX-H3zj(8#f1@HG+{Mq3mK zdV){oZ6oAR86dW|$uqg`;7#AGp zT%{j+8f(b77$qFF900`QqzJYH!y}vsK$I&0Htc!+SUbqxWv_9?o@5{FQXOj_v7fMX zps|&aS=G&(%<82q*N0xH|K}I$a;cc$&qs2S>MLJcANmL{ldrg7y&eYw`zEQ>ImgZG z9%yP!6w&>K&mHTeVc{rxO~(k<_YHcLSF8a;{sw@4)W$XYGD ztJ@>m=40cNwfN$9Nu=1V!DP0+;>(}qFM2N>O?;)}RPh-h`($nX<;gi8S}$zd zDNm>#)%WxzSIqc=eOd?Z3VU2AaLx&7I0rg4!ILbhjk&;AAcWVs#QCma=1_SmBnxOa z)EnBSnxPrQLOn$}iha-#3b#!PLHwFA-6k%!s)-9Sy~@dVb`h0r+$)yj zA<95AFA3h7kWP=!**?ky3B?+&X^wawwt*y)|E#$nazhK zww`kUdh~#(f0629gNfvXGnmv+#}>CZ1NUEc!=iT3?W(KqJ8C~9uex7@V!A`TwChMy z0+062n@>_i@>5zxQD>aN_^V2_Oz+~phv4=xS>tud!hwXt7W7@aON#xwVFD1*NXliY zXY*WNE_Zv`=zg~an(C5Ga!7J_=M|VCvg%c^0_Ly@pOaPR+{gTP^PQXS7bMt7D*5Kn zcZ}OZXS{q5tqO6J@Yh4gTc1U>rvfzsRDoin@i zELr&Dvd4n63SW7oPoLG7m6mK9aJuqBKLplhT>uTTFA4w>s4Zf=kga>*gt-S`K_9%u z5xH_1cZF9&iNUz+=r5qwZkN*JC~qkEL^?W>6f0MKhcZ9X!>iogO6%^_x;u3eAx9kx z_9Ex)7IO;v-AtwaCU8SkJf0w>Ol{Q`v)^>&M2{1<rJm-vAT^Q9qP5tKiOc5ZXj_kfg0&9otegg20q3sUDo%Ku-60J3o-MS+hAxZRXS zPTGc@G9Uzdy=NV<^it}v$>^hoM5^A1h4}ZbpV)5G5Z%G!F4M^4L@CaU@uuI8XKBYm zM}WL48e8|84~vSUW_e@l9#g%KZ{=ji1F{s%Bh;($6DCzzo0v<7w4Krd0WE?xlKK#(7d`@^sXlM#xI^B7Q)`YGa^ufEFhgt1 zJ7$OMl6nh6FvnBL*W+me%n4kEdpGPN4m zurIR3oPhdIi4lylSP*};T`YOY3D_EpgcRPUNlt1yIEZ2ROM?9o{{x*C#SW&Ue!ijy^WH=qd+Cq z9+m*@?a+o!R>6lE)3MI13(b4o(^t^rqz-o?=if1H=ZwRA%%vhltM@S;fB|crdE_Qd zb9A-StRvZ&BY^+NX@5QK^Z(ECz@2y1i@xg`^KkC2JVl}Aw45Eg5O2zJfY_#O8Y zn|C?U5vvt!rcrY*T%Q=tW)l8x^P1*tlFOz8O5$BlXLc!8SC~e83@aQxt2)6i{TG9Lqo=b1qBJqu2r)ye^aMI4NB~ zjTmX}p)TS2^_8uzf7%2KgVu5Klw)5<1G#_yDN@^JTleep6vm-X^<7tA4h?UBG}jY} zmVN-!09<_VEd$T2MK{wOFk;`3r#*!y-m>>N zJ4cU^9e+z=6$d3&bgeVma8d#Kk9UqL>~=BB%r;gA)){xs(M2hs`sR(G)fg zb$j64mz$H^5rpHgy$cIUI89N6>St|^*fNZ&eNI1D0SY@Sn`N(4MFhQ<{I%W3482A- zl8y||E|>u!vW-3h?k|_wzO3D_BC96IAEB4r)IV){Il$@ecNo_}&t9R5%UaM;v-<;E z;wJRCho%fJvhQ{ejdXIaGQm#)VC#OV9U|o-2c<;HkUssipKn?`_gQmLBJVg7x$+1- z^Z)Ysa+V)9vAaD+I|=|K3FNtZj9d43NbzBc94L;NgvMV(je&mSR@7G8aDewR>F$s} zbEBDK{mYb$!P3CmVno$m(WMw1pO#mJeouM;j1zIZft!1gg8qNQJhNW#Fv_rx<}gzu z@G7&~k@*XqpC}w7*GQT+ao~gI0MP%0WD=*0tz4i06JPh766v+e6lPj+4nP2R+gTOO z)YdKihTFIY8JjEP-fte1HF7|KAQIu_J^ncx%Kd8Y3X_Vq3XYMre!^WU&wFgQXrI@C zMVU+M@fC|5l0gbyg9zk;9+9Pg7JV2)16q>9n7jXU=&|c`7F%3P!30N-GUL9Gv;O85 zK5c;Ea|~UTtVOiUM8-t2TutPJ;SwX8xhQuR>$kH8l-E`&{Vw|fpf7Wt008*Q&m2Ar zu@Tur$y7mQ=eyu2c(Q})g_q4GJ7d=SzPdm3lam%}N%%Z#dT0}8v+^PFT4hquk^%|SIXF_wtk`sIQ0ZbK1Z{a4K;3R zF2Av2T7zR!W#}>RN^YcTm*&by-m#cnU~B(#Ch>$EdF9H616+e%6VAE6yc$sD{T;4_f=p+|)8}_hQ-&Q!MjbSVj{cL^|9P=jkV$ z-!Uh5=d@^^@WV*O%!f>k9t-C#Cr>LuO#@50eTnAMc zA@?_nD8(n`JC=G2Cp7crSja8>f&SrJ}}+D)cxRvB?7inxLWr1rZ2 zaJ$gR8t=SRCuoKt71_$Hj`-x07`0<`>2L(ME?;lX+1y2LbcMB>tj*mI*tksc>!1zu z|1EsxAMdDgSO&9nyY_gmse670VZ0#s2QEvi)$KJSi>$HN(XvO&K?ks&c zf&m^M02!jP@OL&0++ntM=;jc;JE9MQ13$sfpwxaX(vb}{M>%f2J8nI$Qb2fu`?u^X zrZNT*U4Hnyky6?n@7IPjD$LETGhHeEqW!n4QgTrqisIk%8aVy04E~T*&26t#n#Ch; zmgeZ2-*$!G zHTFe+DMH`9GvM{2`LLO;FvW@+q{yO$?89-o`&A4@uCC09?sZ&}6W}Z)J}NadfTT0o z(6oWqE_`v+T#$E&#gs-KUV||1+zNjI7rb(S4L*3r(rDubDuo-CfdD;@=hid}HYe_J z!qH*_*3AhB+u7#5wBeu_*UgXf!|hpF9I3x9H(5)OFu2sO_}p99)@>r%O{~sE3-o}wKuezmEDbN& z;DQ*=fX|u5yyfJn&Aei+CO&jrzAo}{)@i-Jc%8(KOSe|h?cm|-+}b$|DG#k6j^mSr zpdjuw2_gLJRmep1XAApp#073XFr_|t@|Go3mAhMGT9;Eb+sNZC6fgL;gI$LDCo z`JXdjeGesqwm!lUS!q8c`>YGnBA>eQ>`a~?g_UuIX)twV_)9;Pb8vp>iaC(z6&swn z$p3-BEcqU9pLYg=@5!@)i}t)u>T|&9n|Q@h!sy%=qA`4ApI6|3+GqlIWWjL_2RVb3 z0*jf^B;^tG6r-T{UMYP#`^hbuyz_0V&q|^%ub@BA_U9=9EJw}9%|(w`feW4bRejWu zQB|LM(^PH5wpVxm-sO8_q+RUhmw#L-VenV8r?!x4b8e-BXD{1BpQ-SHywqXY92$7@ zYzUjhJw*xU9{k+|QbHM+}$OE}h9!oxBARmxE2~U+U zmc2g7fLtoTDHx~c=A8y!yUpn32i#eW0L^q~Mwrv%(ncOP1EGH6{Nnai*K;-dq?w=Nr$YX^@0i_g;}#yph8k;^?Kl=y!Dqg;_8dNCKqFLr|) zsbh*HT1S^aZ&|!fNuVXCFfJ@9=nuqD+TM}PKCM^N6{g}9&E2slLT-xKK&qDch4@69 zA>%UDvADX9+k|*z{Wf#JOeWMn@XVEgclJrLG*iZ}*s`*5SoQ=B)Su=YHsmn)D{ zR;ZRc0w~nuykXkIG&6=QQ<2*9WQ@2he(s{KdR65?$t+DFbz!-V*X0$DyWOFbD{aZ$ za%CCJkDEW{$<0)R5@c>JztpzgSoAn3bG6U9c!yP%${o_rf!2Mzh86(ZJlpB_xt19i z7?FqTma)guGK45Xc}{Vq;58}HRHC91T-0w*@Ufv#+^h4HsgE)8gq&^^J}a@ zsduVY>kr8bHcbBChR4v#=$*cc+&ZGt_J$S)XohReqUL-G?7x<8V3kZUi zT(ZIa9;-Wou1aW%cW7xRvw0^MCCd5LxS#1aq~W~Tjhakqh6KtX`eZN}S6FX$6^v?E zE*-1bAv%^3#RjT0F36R~T=v14W3+;eA2IrB2pIq6yhGCUDIi3l>s^M$b-I9>NjA8@ z=e_5p-*bxEX;&h?n(6p+e&Ilf80~(SxjdZXnB&OsfEXB!#Wnm6RU~?)fZs(Q7@52M zkEf&{780i>B4HX^F!mt|qHY*HTEZX3fWGG8g7N~MDr%VCNa)7nb-&#+*Jk3 zR_`_r=RbzGB%re6<_NodZ1tu=DDzm^gU*r0lc#kL?~sEamVBN*`~yjdi2fVrkp)W= z8x4$k$VAVG=3ezM?z0q`fC~PBYXKVp5rOoyjXw1GLbm$rSd>maxCv0y^wOMsNJYxV zx)TxvtJ&tHL_wYPwFO{-o7?3ZyvtJcvaBEvu;iS1J`_G{_JqRd4q|Bo_bU(39z$OU zx&OOxaNXYpSK>eKh^HH^^Zm7bG@XrT0_S8q|D20szoRtEBpz^C)H39Y-iO5QpWogC z>wM@{HrA)Z%xAM>`?NCifZT0|%3Nx@<_w`i`jko2n=;36!Tb#FQ4K$#~on@ldM zq2-j=@ZA$aIwSX%+KMZ0r8kTJG&|?H8m2HimCKTVz`CT-49z(KLFH19+xZJ`Z|Opo z)cqWRYZq3)Y`BLQH|f=a2k_@AF$@||+u%?wiHyDMa&}VId+!ruT*&n?SO(H1wH%)b zS9{KA1tVrxA7@?kO|NOr5yE&o&DksQnUlt^*%{*hBnCx`RcA7D4#LNBb=Lfz+7>iJ zCE*8RtauAmnA2JFmJBF^oGx(E-+I~Q+v!xaL;l6M`aD!^`Aca2U|@#PSbmpxiBVZx zG;1$$#rSpAn0)S<*LpSA+m=zV^#)U734uYt|HSsErqH@H6mcLI3(_U?{kO@yyGZRo z_5wSoX4Nh#kP1nx4hAc+7(nQFzJZ;59(3$ZHh0rWoa|{)k{C>;o6y|!lE+Z;7#mrS z^upWVE!CV~oa;tVDD~_6Tm&ahAA+PrgEax^{^MXmjruJCC)XkE` z_=Goapk2U5-)`j;PT=r(Ni!eFx172C8ZIjv=Dc9uG_j89t1N+KQWGCCK8OZ~MHka| zda^7XN2jyPM#o)@!>3=zfFZ%2XE|0vvu%e*4&t-Zz0plVPU2#4GH0}~CR+#Bk*~-- zBG7-Ot}ImKeK`+nD>2Cyr{l-F?*e3njO(a><)K9)(UQzh(rwuv^lM3m->CrFDte97k0JjsOd{02 zfN&+BbXk4u$9HqG6^#^O?(EAvfo2NO`T%$70#`FHaY@NaL=)$f#H{;N9fSujfR9e8 z4gByQn1h!92!yEqUA@lRfs8{}u>$V)6C-^@6T1wJ@;Yi6dlB9I{N*Q1$Ai-P{~Ub` z(1>G0CbOlVe9h{PR?H`7j9z}ZMfEST58Co-?rS*`y9tvfr{ht;R$Dr>iC&07WfNXMHVv#1;FwILbnd~%FJ)Ylj zd?IIkYD@IPR=U$BPkU^FVN3ngnA~U(9FT2gGCO|>Hy zog`X{t#rYB7j4bhcbn_wyrFu-*}xM>CMdr0W>{tMdN(lxGwNpOi0Na}7XZPjuWDJx zK;Si|A*Sndse^-nb4VOOn;%j%D2gjFtIcF6PLL4HXR8|0f@BM*2W1m5CgM-I#c<3| zq3m&~^4SWjIraaM^*(S?mgWBc>;CsV&porVv$M0a!!QiH!>}yNvMkH8EV!)evf#1; zA`%gz5|J4xdCZ79YAYfVlE*Jc@d=5Lh;ZW|A)%5H85tR&DJjQeMn;GpGBY**An|+O zvubsID9iqtoq6Vd?)&=lxjxtDay5fh+WlR}5CP14;lp^23#Gy!+7oI~?FKnxA*BL# zaB?MO0&`HjN?Yi^UcyPyTqIezlfpYr#U{&^1SV=V0M~lg@$0Wg?=I#*;GzdxDNsyY z@~m=pUrLg-pD75jY-;zq1A*)Ft2lmHn&SHuXZl8tbiNpQWR&^G`f*7iB$kg*dX#@g zN*5m$Sa%q2z|{>C_*A*_fvXzWv43!HPE?F+? z3qMzyj(&++v%3?-xF3W+A70D{|GES6BEl1o;$aeXgq7+lwcx03>;Hr-{882eiFxX;;h`Q39y8*5i$C-=u*1zcW3BJ{frC%dz4k~O7dkwdOTE-)0g;d24 z#hOEZ^xmsXGp|cTbOu9vMm2Z2gnjM=l}hguwNyk?PpR~A!6(oI&VZ_I(@(g30i_K? z|FC(|xUKYoJ&P8>lBi^qC%o0Dj;1U57T!9;%_aiYVdW0hm>aIZuw<&5)xb>h8Bgdw zjh3@4;es6u&>*e;AS>)Q&h87}k;eMJOR91J_R>G?Ntf!8QTd2K zu{KtFUHxnhgnKVwky0&y@i5I558gJtJE#rtYWu`v^0X-4+y%3zEupgOiUs}u@mm9! zR>8fY*}NaL|CfLM@!hR><=<$E1iT30Pyed{%-BsHW}@G{J)<8JI3d1%jH~9ZP%L00 zaKuPKso>G4h&Rf6TNJrNQac zJ@~nIDIZLt=_0+~GvFa8UDO;_>SuhHV8{H6?_LWU!|~tkrLV_rp*lBbrC@vtMS=d$ zbE%G_y&n|;wsXuoSrP{X_J8&!ToaBaC*_ zj_4`p|8KEal59z<4-C%hlAN5qhYNJhw?J&<{%%vBS%tZLi!{gm*+#AAA73Si&rM;4 zSSFdXd^zt=9TaWmX2-&m(g7q7sW&JIxSxEPJ~M_8JMaL$Jo}$l`jU(@5(aYnO%w{k zh2K{dfMop#>@}}Hmb^tU96-M5b|&{~r8q0z;woH(IY!N{O&C;eN2qyUNyq2>r*OJ9 z#W%2&(hdVLB3u3m7v z{JPUR`>+u3ny>gDARGMuglLVDW)!|DIsQU6rXbq!AL(M?v|~;R6u2ejB>TyspmWof7Jrj zf%Eehg6?wRg5l_PAF-*esw!oRpKTxyW`-V~?oQsukPS(XJVyG8DIg8EJ&tps$Wctw1m0<8{+ ztBM~N_XSQ&X#x9xl~Le}ZwP0_^rGUcyO-xxFETwbZRTGd-uwgA*n0wTR6sFN!X>E(>75dLYewVSGeYS^Au2FItKB{Xc%}ntN998~x!DYF3 z@En)9k@BaZ#ani}e;5G(q5Q7DqHYhZ2g+2zr-Ob4(&bJJl$pO4r-u zj11jRH1Rq`l9hHTub8{d(j_((u?^}SkN6kJKal?i*E%mzS^V}7T(j3trM^GB{XsN{ z9g*r5D;MmshJQ+A3f=NJ{YZ^7j_3zm&`48ff{ijlCd%l+T6Qx^+v-->1ia!-nKx7N zs{cywv~#vwb+d;N?pg~i`14GO-mCs%SPDr;`T=>rlB{-5j<>j)ckUK-o$g)5NPAkD zue#IbV&|&l1{?2*kO16a+gjZtZnsz6Ve<=kw@CC0Rbd zRNCURE@sWg2hTCmhoWPd9vQCmzTcl<4=!BGWfd#OG$_t`AZfh& zgtuK5chz^DAKt0MA3vp4;GeM0_({LId{O~@U=j1N!T38M;Tw)@IS zwH?q6Z(BQ%^4KN{0$?q#o43^k*m|Z~Qs`4Z2|vG=!7bbsZrU~NFSs*Q(}dpXv0#IE z0F^A?E#G#@b@cDZRr*-4O}NwVwfEl{_x(Erml^LVF2y#X_PgumhP$bR3_|tJ)9zGx zT0deh<4%>smUU`Kqh)fZZ7P>LFE+f2=S&MY^IirpLzJ?9@h;Lh?rs5Z;8tC{8GP5! zb*QR*OiPtZF z|L$?8+dX^#8*#7yQx_SJk+Z0h+n-9sq2xW4k+01?8~)~ph(TaB7{Wxmra=hZ#qgE9 z!_DF;eS=)1js=Za30m2bh@qJA3i(P70LcOkbLYrf>T>1q%HA$o%)7L{l?K=18DzDZ zj;N+S@jb`H;f6y`$uRDt$Amj1e$XeOxJm^UC@oDweYHNW8o>Z84?lg(lKZwD91s}nL$q*YU4AXRcYDUxmK^f}24wm`>@a9!_jc3%MmdU>eERMP68_G;!<;!6-3<4pC9U>+7{Sjt6^aZTl z3Y+KS4mwR^bYn_H(kOlSt_(#Qe(mQ7$X3hIhS}t%|3vOK4B2{K-A&ORpHbY&R9;GD z1H($_a0IueqXA3iKDa#It^5jejXML;tlLMNPjF(lXS>cqH~7l?3iRglxJCEK&D4z6 zs8_u;yrC~}MBIZ{Fiy87nwg#8;sJYm6ngpv$`5{N$yk4Ov{W(^psqxRbM~pBqB8vV zeQHMU8SicR4h`haTGB~M6Aa0G6+o5yLvh2c0>TpdCMU$LYS!|NUkPiNEn&fa1E#FOYx(blgL!KTiOo`3bQL3+R!ODe8kV0E%&Q0n=3 z;01-4)-xst44bG3E^4n1#*d9v^qh~rK&5Za@Y*F~gJ9r)1oWE@Ec3=kXosvG964N4 zQWlg9()X0*qN5{qdPpM5pc;FF=%pPlEZwha&Ur)sT-;%Y48TTLFp|71S}H32(n4vv zqDoeIdG8HGLr$wzrpaeYl#V)mysPClm|P3OCHqxoWS@=hG`H)XZv|Kp7lX5I`euia z(WX?#kPQCFl2wi=nh$sGC&F+Ka4Su-{ujtgbN?aCL~1WQEa-fWey=p@Mw}5lG^Nc> zw$k^d`gqVD+aT3uvBflv*G@oww^ul+*NJ-- z_wLp|Y>_K>@Ah4*_Sn|v~G}h~i0hzL?rp#9933_pCXE|yo2!Qmd3r|4-I1>cHPfeDx@c6SA~`FY zx@c-yV)#u11}ut~54gCbyuPyW*O^42t}s41Ca4&Hk*z4XkKWQqb@^iPIq`Y1RD4M= z*Chrieo*+iN70sfL;qOZ;oq1MfryBR8DfTWe?&>5%rD7C67qWV2+FJ6#yI0`l8(=V zG3TqZHn9@jjunwa|Mzy=RL@oh3_O4<=5KRNx9KX8UFp<>RGB=g4{3iQ>|Z8cJSVTC zJW(cF&0htjM|^b4QH|wBS7M8PSG%vbd3CYOM%!J}M$5H3{HIU@c*yTINd1MXlffo# zlkmXT!^uBI+vR3r6B1MGwp&P9vYx$=MtEo>ed)!`$}ZFs-Ot#C-=KF;r^g|ITfvXd z+A{sk0JU-kHcYvn1Pd48J5T5)u@WXx#4Pu2(aH9*QglYP=}pSsY`xE^_Kkp#w=!fv zO_F0gxwIR=L=ME#4IWextMKT5V?v@sO)f-^un<#;mWy@NZy9ddT#Bm0)B!bn#Cwcx zL$^}DDb+o`ZlCNdoSHS?(@3EpZG0||yjVhn@%-?%18Ow!V9K;+Qv~n13<~0Ujq*`8 z)@ZkZf>Q26yF)5J9*eKUy7j5qyT#1^P$r3lqJm~&hB|FGgCtP87`!^I%6?ONP+iG< zjmEqkc4fI|nzpqgoa@&zH6ZfmgL9*x_ zW}8l+-R~vc zCcjY0@T$kuARHg-0ck&Bv#Y*TKHjpwSWRD#aArrzCfr4PtFPf|L^Fr&l$& z$T)M=q{dTW)j^dX{tEc0VN-qBiD>;q3?2sA}NBrh9DVCphwxWOJ-Ot<<$OHJ+@U1z|bYHZ6Sqpc+Vr+TRYU zuHMBUVy-iSb|7@{^M+)fYAJ#p1dtWHIC@O6Enr4lm6@GFu(L4*NW5HKf1BnEew@EU zp=Vx<>P!};##lt_aF*q3=uR9NhMQwSgWg(?#! z{KYTSyfNFYf4Mxaj+(mV))Yn(+`a9A#G)ug%aoKc24-3sCj!XFm)!_`HnTIF^*Fxx zDVyJGCq%P*gSqI;BrydmYZ3T}hx+##%^5Wce`+d;ugHh}#JOyxGIq|bbh)^Qw?smjl*3aaWTh%E zDZ_p|j}m|zix*J~=}}lK?-W1Ravutw6hL-_iC?OgaU1NE=f&+Jv5^r*2^)AL2_>a} zg^H(R(68neOk)+xhnjmV8tp1Xr+BjFD=`^<<(Fz+>tjy2Ba=>W3NnkY+#&Pz=+LQ+ z>WTpp0W7pds%5IwN#d4}YKR9BXqH)vNH@1Q5NpAgGn{c1`{$ZXHeae z{!m#{$iEJkJEfjyr9RF|CpaC(B%jx;=pY$Oj&cXnrXCW%^1Tvpgi=iPB-XIJoY1vr zBjnd59IvQ(oLjCQ^A^R25XQErexgv?JIDxgmFj~069;TO*d(`MG!u7HxH%gPl7#Sf z9fDaYKZ&(zY~%JaIJ;`O?lX<^&OrN4c7>n$m1@c{tw?rM%PBK@IvLQg6^jtK7|EgD&~Ve(;69KVbE_e-xE%5mTg!HUifLu4D-~(Wrx){7k==t zegl59^X0&K6F)HM4_d5y|Bqnne8-dTJMpbdr8413HVsYGDePGHK3kL7MCPFOxOP^?I`?kf$k7su{=hHujYtO(kQAB28tzZfQzc z+k7POyw8@Dp$GL>@R=0|pT8pOK+09~NPHJN&c*p@X=8l4Ml26X$erBvQ8{hpqt3^R zJQkK8oe|}`Ky0%`BP?Nu9M5IM9Uz*ZI0|yZoIC63dxGD`&KQsstw( zi$v4uF({~cm!oBr`UG}rW3W|VDKMJG;SG%!P)S-)hn9$zt+Xi}6vJiDCb%5S83D=Q z2(@2OwqV{a<>zqRQ))nO*8%acr|YJhE&35hc!SaTiusl%>0k0kreEzf>Kxj{)#uqK zWvTQ<5*Q(*{_4Hj>$nf8D{%>C=KswGFgIP}183(lSUp8MPXoIA}iY~eO>{?D9h{dp`l`Qfd? zyg|uqt+-d{?>qXdF~u1)db_=1Pf$~vRf%|W+{Lwf>|_;Ua%1%Sj+Sa!NU0(z9tcxM z)Erfn7#=P;q6Xwz+59F^#ciK5!B1;BL^V|9ZA0BeN`YRu`G}fF-1~NT=7<_Rel4@S zWX%;T=$g*aU{G%c>tv$S1(&W10Rz0G%_%WyuaJn6#I%qsGwl!U%v)F zw$2iRasrr2Y4DT^y|z~O>w94&M?3mRLiqV~u6`y=aUcG=c?V8ez#DQpfmkt?KLtb; zJ!nmBGT}~H{cx52BwF}e^}NN1U&W`&o_)}MiO$qm%uxd8t^Hnf@|@bQ(?Wy>hr^Ro zn7@U;*+-C|kQDaI%>VP%i!$Pu>CoczZm~3@w8s#S#5J4^rpiSa>PO|0jsyQf6(Jz`O1R52*sc%XBrqo|F@XGo0 zNntjt#8fqmHGM|Rxdi{`5LvbgyO8De2xBl~I*dN6>LTCbY`8z>+3?(F5s|--b0D{d z^Pg3ddS9{0Lm)p;LRck!2RUiP^$<74K(NaghZHy{i35@VmL+_!OnmG4LV|p$eKNE? zmuniYq>+i^D;XMJ^hICN<*`w<(}$8!VbC~QYNcAO&NI{99_Rm+0U~C^UMdpc8#jfC zqbgIq$Hh@@;#)G}Fw5_FYPs-qrs>MMmWg=A8^fNXsxI9LL8gxBq})}4hvMnbqx9i$ z^--sJOd43r#5$!uqdni`%D981DSm{mqr>`MtIyXAx42CNQ|>Xuaox8GZ^{N&Hiscd zivF%ht|9AVDZ9$hC-1Dwy{Ld_t04v=m!a$EnZU3qc|r z`roRe=WMWSgM8gfl<7i^AMjhmjZ4>=LzEM=Pawn5W7TAAF2L7ZTOLc=QmRR>4tn)ErXKw z65a-l@4FO|sqWt2A#PFn9BOHgtC#Rre8Wp7%DfApwIo61bv=5QPeDa_hqFg;==;Va zL{VY(IT~tr*=Ymilju(Gv(=1oc}AjAwAtoXYI85qHZ#9iG-Z~!mNTLX80_&W8(?mE zoFq5a-fz%BgbC04MVh&xQ+89W=#$JHg3@jhus2WG;SOV{o3f2<^1SflEE@mEMgUM7 z2K-K1?s$!xWb53;HH}$#if;!)_2oMEp7I|Ms3_-vo?kN9c0;ek*Bojso7?ic5#qlA zHpK`uuyuIsIdyKtg|Sb{88&t{toZAA*Yd|yJwq0So} zYEt{uf4Z?R{Rqz{Z+#cv z^dU7wrk)ay`>Mx~q~5LNO>j~I0Imi{g9Q`wB21%*Z3fd{DQml^ZSUn-H#>s9`VMBp zHYd!ZG>rQBeAZIxhfRJ65BDS2nz<3~^5QZ%&qpcUh1fBbDPw@NX(?0Sc`ZNFaz-?w zvS7De`z**6^WL@#ijRJ!A)Su+gHaxi=qMAo*Vt>f0i2jYWI~xrwpX+rUdJBMs7MuD zpm)FwD`Q|66uuhNTW?nSHYJxZd%{2pKvE=2Zp883f>r8!K~)cTU(TcfYeKZ;t7eR9 zD#sGqo|?4sr*)IT=LRE3TzlDscf-HDpvLzih*@a7*~U{OSpIY$XYio)rfcUY1`v!% z&rV3*Z0+Z94)xLK5c-Y~%v&%1M{|diA=B{_u?(hkn+u z>m8>ZqV2hn?@0M^xz_(Wkiv3NUvuTmH;o)Zl_4>sghcT?g1t}b3(N>xPK<}OzS=uK z6vx02`$Mk(|HpsIhg`JwbHpC`ZzB3^GI?3_pqtpTjb`Yd`tskXfDS97>MMK>U;(d` zZ@o(gw-V-38EE8Pl=8cK?TmW^9(LTOpFqm;v^gzTs^$imqY$Q+Jtd~#PEjvzLN*oD zFoNx=TegB(>muW+@$ypcf4K^uI;MtR#zy>v!<0{mTct{N7-kEHwu&NnYh4xf{aEyX z$hZlE(Vm*4wkCTufCM`}GdHVpS%W+^jpUr_WNSMXJ$_{zwdD%(3`&{}wvmbNzXw6a z>P^D`we+0CS*(^VNxC&sjtDc57@*wP*giXtt^8M6boSdss)YHMnrC_!Hx^p8mOHL8 zHkKmrA#PxfrCnnaF?>Wso`(kva0%R5lBJ)xLn7s}F2DAAB*xZp!&_B&=JzTyZm&K> z($w0yL)xWN<>ji!cEq=dQi`k;`WzS_smP~uK|u3Y8jUA2*PpHCh0|VC)s3L#4Ty^P z^J2GHzedVJ6dH$PsFWd(TPn{ZqBMEaeN}IJ^ej$1T>qkKthmpDdZTvWCI24i+^a;2 z_O|f1FXDo^G1gL*JgsJL2$tc2ZM4oMhwN_`uULl*twDfiu9J{0(|O_;VvRC$k&LcW z{$HFkWqPB#WKAoS$?}1_$kbK}oYWT>+Re-)`=C(2^VP@XTJxHkk*nHeZMNUVJ7DD@ zGa^>VD&k&7UeF-F_^ev4pg^T&MHC9Ct_=N0;oTc<{)0+g&}YxXimT{H5yA-of$1zd zU1Rw}P@EI(s*S1D%#ck-WR}`pC2t%SJd?Y7%>vU{!(2NzhI_}|$JN-*P`{x6&9A3a z8zX}lDAPbddn~QVa8spPFPoh`is%2sQ%u+UV8#^|TFdEvWA`T7R>GynRqf^YpafOq zCCqvmDVIX4{d19YsTykh!RW3cPdE1%KwI%n<(NH9l!O68#6ZiFmg-an=-egxBz;~* zaV#*>+uWE!pRHYK!}pGJp2-+^Cw>%p+@zmj?uzR?TQ}aK1qv3N!a&CRWjx&+rG#9z3aaGFC~9t}k}E2I7%$Qys+a&)O4WaN~PILpUG|EDiF z7oE=~PKcUw^es~E2Y|@|2&?E+&f02uzbT$eQpMBialLo~n&8AUKwA1yeZ@A0V7Svo)n_&4<_f25;T63Fd;S(IUs$?J=kD+~=)c1o zh^i_|ERuS*yRGMVS`G8tyPXVlRl|D4U*p%@|1i|w~fOrnX^G_-I*Y3 zk~PS9m7u6d#|VQ4TU&@fRukWux~-x&9CT6*xvbAN*4?Zmz68;888Gpsk*mS}p;QjY z!H<5(ST*reW_u8OaD_3~oox!twhxGr(1e#>jCy)iM>JUunWro2#F~2=7H$!(Tfz+| zRdza^9w{}7RRXx{IdzgDae6aEp}-%GZ;L;O{M7S~Rcv;QiBMgX~drqNuN&fD6w z2|QnOVT5BV?cFbvUKi5zA2J_Vs;ZvM#d684aN^781{2j%{?Siq=Q^n<^m$RXc_MCF zhEu{NOv8^5u9)-nkAg_1vf9O4qj*QyZNDQKBd=fYQ#rc~fgQxc>vP0+1EEh$fuZz_ zco!*nl?Xw*be<(XDQ~O&FQk6TtWuqt?g@1lo*~nAkX{pCLY&;aNsH)zl#9^;b z{?(J0OU@CkIgl;}0%7W!OT3|87XX!sj2>9?IHm;0aG!8JEqO|f4lQ#aWB}kQnNG!YqV!r<)326wz$VG)N;`jt#WQDZ@^N{^ z5glD>Q#N6mQ@-OS=KN@^K1OwZn|Q}(W~%nbu-$jT88CxYMMC0AqEvb02W6h#C&kkJ zVy`uBnp$*Kk=1-V}`*e%HMl4+?UJzGSDbk|LHlppIcp5e}=!(y|EIcI$r)rLh z`Q2pd%m$%u$d8x?1a51{e>vHh`fcJ4vw=%*WC+7)6*!Y81L1mRIcoC;&ev9`K|dY+{Wn+ zA3UX|g0g>_p=I4w6Jo2ZSCPa#Otm_`*><~1`?TJNY%3PP?-+s`HV5VP?Wt&7CHL8; zQz((#Cj6EJqRg+7_zYqm9Kch=D`R6%&Eny z#PEmUnXHFnqP^gc*W*mh3i&wMiMhbRrLpvG^6W80aJS2NCs-bFy^HdU&3&bwAs{W+ z&zwxbX9QC|Ng(m4AmwUibkQ%Ic`b3lAHW#InRntnfbWKo& z=)^dVm-7>`(9VB}36wh49AcuA`g_|s63`5_ZW|-JNrekjM5*xz$KT~a8hV9=fMlro%n2!4m zlr*=9PKVRv>ch+ai~~9o#Lsbp^r>Xx_b$33D?>CxPP<**ArFP?|4i4y_oSrrY_kXB zEum~pB4di2z-@M(jcv14922lDU)6AoFzGn-ZRGILWX;)NI7J}N-B)D`I>Ezb>M>Ef zpe{B>{=zL5@0=)HtJde}2V6tP(h0HIb6%K6k$zZ{A!agd2TX~+B=rCDc@O1-{taL0 zH!?&av)qOkzNT`$tAks?Bwgsi?`;S^!;A>l(qnG{AyhF&%MriM1_j@5H7qYuwxp{U z$?G?=hN)N#nq`p85?Dehf~LO!$Toc?+K>8?F? zqD(p-)X#hcoOk6e_VRIRwkVbzxh`+?=s+@+r1sOsxD^=vrEt~1^(t8bu9Wh`u>y_J|zn_;Z+gw z!4~1JMpz3Ngg5*CbYkI?@@^fUt`QqRc%yKoij9J?}VdA%aiiClJbhs|?nOXM`pb{e`>1q?$l z4xO9DiBU@;7$!d!e)ezbQ|FVjjFo@)B$eYup-n^!sg$K8O66>#yz+5wN<_B;ntGUs zXT&<#06pnz7+b<@ot{jw#(>~8Js~A;V=DK9Y=5bwT#c%ns9=(nJB83jDPN>z$rTACYpS3;0ryAgqiOitb(zVo)KW_0b;SS-xFqsF(n zhP^uam5Q6-B(47+N_gLF)#u7K*e-Qfgj`0w<2rG?Ke!G2?})Yx(qrS{s&~}z>SD$4 zi2kMW9`h~#hiDW(5CHk^5nlwO{Brm>k78`}P4K;3O7wRyidfa4k`WO)kaF9?$h)eh zX^nge;(YYR7|bdns~%3|W|($#52F!G9X{zdOsJtikutO9r7=O5g_pmpI%C|{$Hj!l zMY1_%y25Sms&gm&Jx~+2+b)veIS;Dfe2(~1Q|%`jRsBa+@m-TM@fZ!P2uw*R8~Nyr z*6Uis!SAVTDcit}H9RFiNuqxUyWdkYBiD7@!bY5xn(#=t={=Pm_khv&3CPtg?~=bT z+2%}eiA*_^vZg*4KPXS>)v|t%?KY;786EZK$Z0XyM$zz3@2O!6{}#wDTmqZO2FI-mJFR6lfv!w{glHND3*by!P?7ivXe>k z%*BL>@sqZ3g=@=FwiVqDMm<2rp8 zg|4=`4Rjv17nGXSC)Nsxp$*vr^c_F>iWkc6nfuvq-JUy2Rtn&ej&kW{rT zsL;%q^xYosGh1k$tO~S$Zd);*jS$4sUPfRr8s#^h>I8jEYL+SUQeG)suaqmEEw^=j zh)cxtNgrZJ^ET1(>+qVhuslg#)T~=w-Fp z2#%^{%;lY;sl~;_q;IU)#h#yUyc|xYG-}y|OxHky>m2&Kx|A|Y30n55_I3jOO1avP zi&*jnhHuuv`JA>|WV#zMl(r5|BNsV}!)yD`XK- zHw&?xceL(JJ!I^?wq%y5ioPnhh}w|4LUh{AR;QAaTv02#4xJ^kEN}vv^xEC6dq%$p zrZ!dRp}ly8-L@$XMp`McS}SB*nM{_NNjicg&~=;4%M_aZ*IiTfGR}W1n@LMd?qHv4 zKUqK=u87LlXR@&;#qBUD;;~ew(t{gElm0Gq2t$|m)47MOI$v#-g*)XOAd+s>D%_v; zFVvJzkSlCDuG$CUX?6$TN?-RXC@$sN-x5INsXl^9*;&Fg-NFdD7c?btDJ8NSo3?|n z4MhoQ@=jToTJ$K2bt&tDE;0qeF9{e<8Uqhwwj(IEk1nYM=lvd<5Uv_V$m!Wq1Fr!4 z7ab#qgx{6AXPh%-tu7RLN`KGjfx%JpV+EM*vUkwAfyPZS+-V+hd<2tkXhbLQHL9p# zLFt;F{)}zOHv*c(1NR(1?+06_3ml7;@&;li0|dK&AmmUo3@mer zE-ABLE_onC!E~rdh7Ty+)Z5QzpGq4!HRQFDrVIBEmCpx+eorw($Z>!+2chVqgz$<5 zn6{^a%UaA(=?{^ulQFdukxHDSO)NU40m5aWkgff=9>ZQDCJbcP{NcQGK7KLOlh4R@ z929K3EgV}~r~Q~;GMl-D4ln0(6I+C*x|5XE)c~9|M>4rPRROreK3jIgf^JRh?=1j# zE_53|;vKTNRI&p!nG-UhSa2L8p9y#4et2WS148w`y*=I*5Sg{!Dw-LFV1aa9Zifj8 z=ZfGrOUgvKX>Li~->Z>ieM0Nuw$v_}YAQJI z3~Q>Q)t;lwRuamtHE$7|)0D4eEqYM^lfD5i*(n?2wO5+m;&m0LXqt{DZ5(g+BXFiJ zcat!B>`cE@r;nPg+EYpLn$6+wj2=>W!4CH0QM?zZTzou)0Lf$M)qV_}jx5bF zs%5ggVy2qWHeRM%8nQ@yjo{sJVoXh`48P&&bBFxGA)u^eAM6BSy^+h2suiP*0s zhNZdr!tfnW7smdI8mXdF)wIWF(M;*P7~d{#2%y;%SOz> zFuYpYJH$0wwp7Ud;cj2oGYvdS#WXflUONC|tx^!cFNLF)>OjEwzKj6oolQrM+WV$m+6DCJ%Gu6n;zAN+@ zIfb^_^XN}-L#6b+0t`8lo6H55mv7NiHky2M=)n4yZ_7XW%UIFH{ zR(}+>9y3E7)KcdfmSmrNF1$COM}G&uyU{xZX5+Vl&8O|aW z%GPw6u6PyGY@(M-N|aDB>L7Qj%-lM3{nm?UO=2WAGi)r;b#D78As5*4>hiRVkG+(P%;HEnAz&Eoxw}MWZd9U zjOjY)P^zZtfP9amVtyC?x3V{)bvxy7nmiqq)mOs<_L(cZ+U&?!87N4F~?X0E9!yb*r2 zRL`Qtj8ch8MihOWkBT$l?@IMZ=FX=3Y^r6DX+lNKv?o^39C-w1UAG#XJz8%o$iATc z%3~B_Xy}jBMgi9V_FL05xs`6GyiUFZD$ZWx*f6K@iuRpMYW0ldUJRh}yPGzHbJ>^l znd40z>EhEm-O~em7#F*IuyVMm#+ z7k+qEneOV{WS8`*quwt)|9<8F(lhrfm%6X_I-^fJ4e!0AOtGb#Wp^7A6Rk5&$eF1W zvVVuf?`MIVGI z&#{@4L*mhRdX+#V>$K=NC>l9#F#mM||7udazBc>A&V(M&`$k|=Zba!A4zq_d;HJh- zh$}DxzZM?7&E^$xP}mwZRu0uOD2m`MDEIj0lz&jP`tSJatGcFCPYOIewCp5`r9Tm5 zl(fgasMTKHD0YXj+vK|JM3p=naPA<-U_@$3LX~eX<@_3pP1oOLFdmM;n;FL zqW5>04}I9RpD@2sfnloG3F;s7-L_e8uR7(gAPC2KSDPz2dH$1h^n3S;NOgl*^ff6T z7dH#l`GkN;0=H!>q)}FUxrhMly&=-7uKg|o1iEfC!r9cJm2&+&n9ZuAx{MpBUYmwi zrJA?dwkBL9=#!l7q-h_DMO0IOSTLxnP@9U)wo!9ksmynEDC#!GkJn%8H`T_#DbwVq zj*FhE@^o00)XlR_67zD-Fe5erYNJ#Rod!}ZkV@s7`XcXTpJ;FI?hl*VlksFz8R-q> z*K*ZKt{qJ#L)!y&!ZiYpXD@F`>XD7F+BgjRm#MA61$;{++}z>%*pkdJIZk$Ev*)PM zW=X!*qiji`8?x-*l0-Dj8ItFEZsg2r(aNgNQJDrGMs_T&W#OY3BGlVWI;vR7Vz(}> z5bQ=`Xg?OmuI{jA zHekc@UK?cvsM=ZzyXeXiBO=>SCKH*uV-$U;X>xa<@w3&4$$gg7S?if``Yh6|E+;&# zzDUin_5~uzsp>ERz)DlcmMy6o;2O~B_<~IB05Mpvt4za6V6!vAj}^Vc;$1;wSv@H6 z*5?qMaVM<>**j1!DRQC+k*#cgW?(e{993!WsR8@Xp7_Zb9&RU^n zJa25FLT4#>Y!qRzOYEX>K)JA3BikXOsm*j#&>Pf>BjWt=w%sdK#V7|-<)m4I*SJH> zh%YMUKHI|`m3mw+MTkcnF17@om%emz#m8{#x-6>+Z=st*eJDk_K$lc}ZGij1RS7-e zCs98&s3taySX7q{DJvNi@X17wF5{V`pQ~{Zt?z?u13o*Yh9hJ7|zCX$`Sa@}}DpggdPY-4RxES4>i$riQ|Fa<&YrW47E zzq_e{6}DPwGrH293tG|u*tnH896UhRQZOwErw-69<*VfzBr7gk_!D-UAmKm5JJ@7; zyXOujpniCrkp4P>)qaGOSzT_ce`QirMhDf7Uz@tSzBJ=m4iW* z`Z+jzQeN3{$h6Fidpi9b5b+^zr*f#&Rw-8Aoz(-!ZZ(GgZ#MFFgGkKXxLLW-)9dWK zL(aI2SOp3_x3{my|cOWIAL7FLw*qS?+h=VP019 z-_=o_SgUKy3eL@cfX|I}Ge1=Kl}E*kVo}(a)uT{xJ1vi^cABlT`AVl%Y5pkW;@P|^ zq#-*D!Ns5-;~VdqHV7h2z?{Zg1+a`fMj%b~iryczt}J7+PKx#Z5Cmox=FEX$KKv3F zU^y%0{`yq^<`*l3H(;b%=H-XT=!M?U#`t9Jj=x_RfbT=b@A)*_=0 z+eD6*sna$AacQOKJ{F!HqzBFUfmIXU4`gnT)R|YzIyFJ73yUzn!^hMR^=rz=YPd`U zD)WG=E$k5Ey!Em?n6=Z;(ou7}*=7ME5D=$NKuwFy@yE%VRQS1^9$Rv+t!6(}tJqWG z=i&Eqx`vsUhh+Xv;>;WHq%c4ePO`(rWX7Q?XM-WKXieiO?)5{qg`TZ8GYG_y_B+tP zw)ODG-F-FvDBeAoaGjcd=RRgktNAFPPz&>77aF=l zY=zEOP{1#886jNWufR8VIV?=3G9?D?dyLzQj)Y8Z^pA^yMBFOJ;m41D6bL+I()l-R zf@Gu|l#f4ime@5xYob;q9OC{2N{+R?oT9|V>KU8h8A)ZdX<`xL@ims7G$^SlsKNA1 zN^{aiDKV-|w$Y?=3>RanAFPq~O~Q{dFLZRtAmiY_4YVnIK-A4q!UD9JU2xseKF$ra z5B_-{7v8zocCWJ~*jqacFyC1-lAU;NJsn9tT}wWVBXzEUJ_d1LcAlc6>}(bDk^A_a z+`#Pn;n-@O7w?B3uh!LklRm(=nZH8a%v&x5rY&yO0r_W77MjikZ8N?`xh_W| z1w|t4pSH2h!N(OAu+_ylxscnP+(fvYe4Ep9#mw-+ylx!3N-sR3>uCs2*3@Dl_fcoU zGng@U2zpmKY3ehTL1L}V9ag_IGM~d0s$Jo(ysrBU^lEeiqE!cNrweNT9(di2FA2F% z{*NSQj#V2SiIbVWmiS+dAYHX2 z<8aFy;fz=|>=>d``37te&lwtV8j7iNL3L!4}EurHriI^Xa zpQB zR6FvVU*h3+jq|3>btX^Z@lB2JN};ZOGFU6i3^H*aBR+I6J$Oj`STsB$hlAFux#yS1 zBFxMiIH19g;Ip+~sa^TtAxcg++sKU@)y!wS-w2SpSJ`TNyzDRV-lQj5)2{}egpp!_ z!J$044r)`<^$f1U@9q?-v*ZbWcZ91*#d!aX^8udQ>$ikcYJd#yvAU{?T1$7yKeRqJ zaW7g+(3IN^?nllz2> zU7*obDsSmEV%R`aBE>IO!;z2W_UThpA{@K?1&VGhi`w51KyUvA!sWz0RGh=<(oPDb zK33aIJ7p74IfxYQ6a$Dnj);S#k(I-^^lf%7HXQp)Fm)$-W6T$)ySY!VBE$A+;?Bjt zZ@t1O#{_Y^YdXD{X2C}`X#N^XluFH@G}RC%CmD#h=!zy1Th;RlpWD8)YRV|-7pBWM z=)9o1>B@Ny_nfzC279hH`UULuZmIHtn}DSEpE5mr~IvxAbj}%yOWXu(4KGk6j7pqSy!I zsn&dB#~ObYRMBF&5>9Y7Lt5o}JXi;64ljChyUon8DqLQx2PW5wJwBpMfu2mPN4&wV z3Ge4AdqW+%cIY0=drKxx;D#yUskZakY*$mXKGAI)NkVdxgMQ6A3Xhpaw*fd^0G=So zxR{=OHhb18e8_HtVk<|JMKl=ZSyav=GS*~?9b!m#NFJOu_31P{o->!@f%0=zZ7LNT z%p{>wE{aw4i-d&2>}%D6bhhQHm&4Bw*A3+%$}jmZ<9EL)bfqb5qGRE|hU*dZ*j#s~ ze2rVzmaotawuD~#67F5JX|>G|%(kT<3Cy^vWm-OJ8n%X1WEvN)M;*bb6tQZVe**dGEl}F+Ob~z- zHhZZwQ&tFnSt8leo$JUQ3e5;TnHihAMHRpzyz;^Ny6s{KWB5R6R8@O>CcA(GFG0Cl zrsSwtu>EyMeG7RGL+}PvavV*<$CR@b{4C9oDYMH?z}9@rIDPGNIj`#BVhPQ-Ze6$e zZx=-468F`AAfL2xq;hz%MrtDLs+>AzYusR&CmAkuR)oJB!S2~?QJVG*q8XXFHLiv9 zU!y6^kPD~KX$SPHEG^aDn?wc#BMNSSl_Wp8Zm(-W}aQp4d zx*rMc;G-NDuu444f(aTPq&x>P4YGvr-|Kax;iy@wAM<{obPY9r2OojJbmr#fFNnH) zKDIGfl=ib`%ImfU!x8SRX9LZzDGkmKe_78OpCr;7FZs=nKDpnhKPg?!tetem(b_g) z&$-;Mxho#;x{JSu)Qewg{#jma7tryNOTpRPLuLNP?{LAg&0S<0TPZo7x&YgW5UUxy zaj|LbT1dY`98KyVQQw};M4P(9bt838={Y)!sJ*VNZssB=ygXJL)aCDy?smh}EkgX+j{u7E= zr?h%Lyr)6eMsKp_27Qy&H|Q6`Up45~LDcLz5~<8RMFZrrPdGB^mUR69*)}+=8l_Xh z3tL9%Ps|DJObbCK8%uTY%H6R8L1)HKw1F$S$_C`t^|b1lOXW#hPLgq<)7UYOL!o8) zXSlR-+N@`t#sFh4j*HkY1Z9Lna##4`D4qF)V`G%Yr#c~-&6>G@l~`(8yz?nqxNG9~ zx!rNDo4vbL&<0U8L=7~qkShE$h$zyGY-v->@9p0*EkyNd&ZTl;e1Z(25b3jMf=-ZTd&y z@X?&T!|=%Itarj{u(1Zw+RaV(kuP09+(wiP7ZTUmWD@x24X&I33&eMI2veVUUOh{k zKzil+-8y3wi>XJfV{-ZY&*9Ko)9C#9yTXxU^nk=6DA@lW zTW65_Htq z{Q_8`--N7f!mGn7X|x-l9z2M(9Hg6o3BwFa@&;Gyda=d3r&_1C{tBQzStM2Bc~hW~ z6tO^Rq=WUNxdf~K5vfaW2pgSkm7-bIb`bD>B9jP#z(sl`&=GVXeY;3TtqANUPX%#H zM5-Qd2%}g1ij^uKREjd&dp*wSt?~iNyOl-eaa<)KTU&$V!6vbX*7FzBIGh|{(yyv| zj(AOw=G0Ec?y{7lgQcZ-Ol5LX`NRaM0}{xV-2+yzF}=K|ik8LgklN{ zU~BlgC~xuLinYO9M;^nS@D3D~KH#WxC7k;R8yhXZ1ZMLDjJs_71KyS{I;-{5Kmccu zT4cAgGh_vu5^besm4AuE-S)Fex0(HUQanQyR#~>W1(V|PFB_2nMv9CZd!{eiDoT)< zC;g(dFLva`2GWHc%6>7GdB(^!L7gPS*tXcc`|UB>JF^O|%@XmvcX3x;I%2lPI5pyw~ef(eAmQ_IZ2XAzQ{^SzJ`PXSVBr*L9z5- zsbtJW@%H}ERbP@0j|mi4H&FM~Nmlij6=gRQi>(;s6?fCaI++whD^QJfZ&QOzN(tH& z5CF1_2!@M`B%opxuGY{7iBLhrI_f>tP3N)KgVn3`9Trll1F9wDZd6o!BoBgDs%17iYc6-l=S0;5ZU5*Ahy$I3935U67v3ga@p z^f2c0dhxQr$7vieHLkrW&~tI1rmz(q)mjwjFq90~9|KvKb{p+Ra;74-WlTO)T4uIoyE|3nM$6z)ftU%k~WV$i9Ty=_%zvuTVlBQVVe4mmx_?MY7R7_W*|2EHJg zlyy{})&9&M)zB&GC_OO@p~TwjSZ?xSTF;Z4@4#oN6|&9+f+lO?Imr%B?#8rELv!CR zhY-p8obQ;Xxc=V&`Jlt`G<8XAv0jLbP;^G~EKDJP)b^(Iz;-9<@w8gv-ylmf>qj>E zD~^k%hQ3ttmdMsI1jMGl>aFde`?l`1zJM~5GIKu&q>?th7;MO-^rXUopBTDd9i|rD zxOHkb(=yE7rT!*#5#wl2hLHV#Doi%WKSFHH#XX0u5oLg`VFreQ@a(Traa`ezElh10 zuvUzLLDb&Zz`*YpCfX+DEtcht>#37ReyVN+&7~I`$6&wu+cP)p3Mucl$(p%@YAt7Y zV4MC*2Rl+r)wL$um4o_RDE_WY?rDb4HW<`z$e@c7<;OPw6|KEpJ$3)K=bduc23Qai zxLm%HZiXZQP37PQ(<*{W*GXHkII+l*UWCu?z#Mhj`_Jj;^#uH~=8Z)XHg0o62eIF2 z-Gr0Iu3F&&8!zM;#c}Eb{|@jT|7?*T6fhf`YG90D5}#U05#*sS#=bG4KPOM`G4I&` zNCx{6fnUlaw6}!mvbX)<{vc(a!&OitGTyWuY` z0V`e?Q#4I=pYcg{0Rz(twbgpH`qCn~E;p$N&m0=gCObV}5p9SV%;uv3l3m8!9&q}~ zj#0dM0H~vYbgyYdtAv5B73qucKqMuV_fWN2vJh9P)AdpBuHHI@;*dq6`d3oU+y+iG zKCSj#88awL4XI`JQ&lzA!mUC!;n7Pg60LWrUnII+v zK`S73+2%k~bYbZUkc84RQ%xMX;yD%eCu2PWXh*>`p;hngM zfZ!V0vR{w9hRsAQx<+^Cc}lFNEkNl)*llu@fQvOUYOB5W5rRZ_!+KNTfMi9`Mid_I z4`2Zne^0{lIO}Eax*A;!xu5lZRijHo+wdP})&$opHRd^QSB-9i;YHq+@#v`;fpw z*)+a2tc89@g_?*h95o*bPz+?>N+3dV#U}C8Z|QVCW5#w-zeM zw<3LlCOBeh80;n56o}0!y#(H9ymY5crbihag zw66Jtms_hlB~4E^fu9rVmcR(I)UK>Wrre*%Oc+Sr2ca*Sx}Mggpc`O5&D#PA){Kmd zAw!(rig%c1N9g1wNwY#|8E1{HpwJ@Mp&Rq@KC3Neoo6zZZZQcC9SONvF+2hf!C8ip zQ*%yGtB!ezhjFy0&+Du6{pJi4)T4e`wL8Eth*lU<+OLgUrYDAUgx~?-t(X;9{ZCt` zu*b3KaRs0m`D5uSP#OfK0#_=RNC(FZF+E9U$0)W%2vi18>m>4Kr8l&%9_K(ISAukR zrMIQ8PVZyvu#03yxW!UG(NY2{J3UrHOUpFQ0!R>{93<=G29Tv&=I28De<|m>zedUH z1}?w^*ZZlj?%8TIkPU%ZTLKee7QdqZ{T0C}_9mQFZ6~IO8+!nb#9zpxaCwY?k)I)#Q^u?yCbg+ySl9NR>?s=yc*b)}pCbwX?%qAE85gexCZAslPCRHwL#l{O++W(W|s8}*NJC;8a zY!3yuDBUXe^J<<)`{&Gq0$`NAqI+!W6IAiXDzJsJD;m9z`s>tE81do&k(@yHC1Q!a z0*0kVn!ptz1q2hq(yBwnYA=0&Zqsq4l?2k@Zc%_fl#7mvx@KB{;}i1}aOwnEP}{mk zW;nx=7U6iGG(dMuNeH{jY@BZBwQy=^YP|Q@09}%vpB*8RL-A}o&H<=SFw;Mp0D^a7 zfWEwSwW?{UTrTR#g0`%}NN?O($q;2&7vSLL%BGG6=|g=%lKoXR=fyeMUuGu7 zDow5bfQah;CCQ47`N=~rTPNmKSox7Mzdv_PpsWyV;{1wO?6*{A<=`p=Q! z8s~gmL{wR+0ou`&{#rFTfv%V8k>HZcx%g~d-3=z(-cByS2jm^9(}k@Y!KPbk8zi0! zHv3t56(w-jsoob}Ozn-DHp-~a(=3ya+L`8d&LNl^NKj9!`=tE9`rf{i2GrN0t0#45 zYX(xw*@XEea=RGdPwY7Z*^BfDj#N2vK<3o4rDC-SVk<(-+M86bi>GjPV`rxOJF&en zBY=q;-%`F*;a3OmZg3n-ER4ZN(8_wV%~Q3X(BKDl&x7Km{=`Ue2wO!^E3judFLsU} zFApUs>HRez4#j|Em6=>Q<$YbRGeY@B59q*pBqy)-QU>Y*!V_Hw>b9*1)mphnS;fV! zq$^eKU5YvgYGPR6vzn?qCIPx(`K*zAW8B#UEc>V&#I2j7rPg+Bw0&vYg6=;MAlQ-n7AbUCof~Tf%0t&$K z#H<~YA5kM~Y9%OB0DUnKTgBB$>x|%Y;tBsqw6SEM2R2-+dyRfhzlAF)DVU9C zHgY(SUPyihsrdaWjL^q}!fnSuil81Hkxpvd1nLt5>5zOu(ND${7~Jm)kLBF>K0TF)jLwP z95$3gW`(Rs1$>g0gCYG7v$N%Yp1!w#e!p4$LCRN|-!d&r4DRA)MS{FhzyH^{q8HAE zDrEqh|L=2MoH+TT0e!VGSmAxBKmhUAp>!tRFsQ_rPLR@+8nqIy6Tdzq#uWPg!Z$dm zll+6%c!^HF#N@Ri&2f#U;JbZVec^{?K;B_ln_~9&0g2DNn+8qhF$FYp3a(@+-w|&M zo64_lHY#w@Lf#kKt4M$nj)_+snrTvOQ_P?aPWd9gH9VQ-DM> zQ*ovNb_D5>ibJw!G2PY-d{hdZeKW0CM`G;8c}KGE1eO%D2kVwgCt)6Gd)yV?Rl{`q z^3Q%ouUI4AHT5Gv%#JqIxP-!&i=%-Oow%FZ1k3x>FrAi32%~VKjJ+gWv$U>u=dx00 z2yyR&VI-HDwf)a5K5Tj^{qOnz`Q86GqNe@-`;dgThAda$iN0bJ$WDCq2Pyxq{>PI1 zj}uLiC`{GQ+sW2i*->6*VRmFomC#Bb^+!(XMbtgRu3S0p(SX0787KJ?e-+jry=N}f zS*d@;^+pkb4%vNhp^y+qmeo_ctkS>w zQJi|Dj-nnuY#FzK`T2_oO$j_DlAaae--@0WJkWr*;NEGA+q!L>RVeAI(>izUXhLtF z2-{_I^XI<^)$*;S2HfyJUbXV!pKW4B?tZz^zbJ4+qMphq#XFtB#E|}}s9svE-vX#5 zd{gSPBJJ18KiF*-NJ|RkNBihPw~Pg%qne#0Q$x5hy5E%Owes^b4k1KL)4i zAkCVn#P!~+;kxjWSsTz7 zq;3l!9*ObQ1F1(&N{ZS8Z4$2e*F$?B(iD(BTW^{yEvZbk9m|$EUa4MsfLZYW{BWhl zHGx~q+Y9A5>!q3cef9w|X$Q)%{l^P1?dC)Cvq-@=^v{6%_X|v=!DNnrRNz6TnZDaZmR!X`h@F|ZmaRN>@k@){2#q;RbR@Urbo52JG5EXZ=njgA_~IQISmPI1Q+Vei82i73n`Dys{nW zEuMI+RKb4486&NM$T^{YQtAmwm1pmu+Qw*eu#G}j<)Y98GvP+@9)Uf7Lee}0ud{i8&KuBYV-$kuiQpqt@=_NBj*%s=0KrZZWG!* zW-S$?F@=}u*2RE+I+gWwQKos1_)Lsn4p8-1j#`fWs&)qGVnheyZQ>(8ZD$R9y4s=E z=$Q>$9JPzf?-hKzEP*6Z@iKZyv7$2nW#_PX**>yhhbeK z0P3nhqB$~i$2_olPfIn9_NL}Rn{gbGxux4kZz`R)L8zg}^d5Q&$M&FGU3i?)2Pqts zsyZ>pe7EX9e=*M}{N^e96i>CrG&GM^4EhhiRT%)^BIHocOCA*F1Ka^k$c7})R@6C> zyONLB=;!$TDMdcxckp5bpu>k@=#$k+a<(2&$+`5F7;{FC*aLDZfB*kIo+rTgy}6I& zbW!=j(C0gHdh23i%kfy1cpk7;tHst?YY9FWu=@3BVFGR>E+}Y^zeOI9(^YEKu&NsJ z%Bct9cGQUAcmjoE%F`pU(aBfuFz0zf7v@4W{m7J=b;O*V#|ceF4W6By>YRTqWk^T$ zM;zLET0omru@^5Dr{!m)a_&UUe@A005hwmitIP+4H7xhIWCVESKuwf~^*Znnc3DrT z_3|UB_F!po`sM7wLbCwoT4(fjsgD0V#pZ)0cnG#|#4=sFQ$25O)3j}PnfL2^v#R~} z(2saG%GMUSN-UG=Ab&tTHs4cLW@>RN{WyY!;6P`0wK8*yt-zd~r527z@5xa*AAS77 zrVpTgzdH(EeA+r@dN}h~sfuZ5N1`8^*{(qMrREh-l{PN^cZgCZ-r-hTWjg<;O*FPT z0aU>`wl!}yThmX7o%Rkpb2`~IN6@T4GRKckt^R_NM>Y&TDtLoFLjj9w-U3eN7PXCH z7u8Ct#8Nd*oe*pF1yK0Y_$&r}scu}zge(H;5h|1NwZwXpY(7d3nD@OI*&)EBz9S`2o`oaZ@t zlNFhNuvH%cV6;I&woCPx)qY%Li!89VzL%Trsm}!pi@}u_Tco+Uuf)8iuz_Vl&DpD0 z%N4jT)Ed?Gs9}6fLq@1Vm`7J44|2#Ns+t$c(~`~~pZRg}>=8W|iQr0Coq>{re44$? z->lS^+R7d6eKfotUW^QzmJ1#qowF5|NTIzTXxZA1zxmSZ1-Nd zQfD|n;uKx56$q3MuheZlF-Dg;XArV1vQ?EkGIf`E}yIC|vNNTjbCky{?u z^j`^id&lbhZcq3F-G9(}BXQ1EYMo|{tCI`t(Pf>@#Y;)_Fnwx*G-7P4v$J!{k;!~H z?B$Hpg=CNWH~ZoIM=4JGURArge5*HNoK6V?sizBz&|8e96!K<|!>}Y9@;QB0ZnEw) z>??MHXc=2H$=f=PXw(LIkCaoBhWx=e%p?SW+oboGn%|o!<~pOh^6EG}%xWI<8xedl zDSx#<0m-$p`2k#*IQW(;pIlI!X{`RMWNJDjcVkt*s$jlSS0`^5ZwmPZsaUUQHuggM zISEJ*PS#a&d|yUf+OphWRpV#!5tFYbC7!=Gh0eW64p?w0ldQ_Rk)T(7**R#1iX&1&aTo@I~zyI4BI+u)gm|F4|x4mvav8gyi*4=2Q(Gemu7ZvPNEExHtXc66%R8GWmOBNXT^Xz3KDes zoZ{jeap0&}g)7TVuZG&NE-x+qBQ9Ol+>6RHs;NBtJH7sJ`O%Qjrx*V5R3b}_@$}$p{Oe~ohSgpT+eSDz&%OT6u z99c1XlV~Uo%ZX}g)f{Z|zOvj3f^^1%#p_~}`UJ5Xg8zySc zKpS)&%#-4*CAfDE%hpuuq(JSLt{Hjp-?-|2Qr}EETqh=g6V+5Ux2zy`zffFZ1yj38 zHBD1Pxy=G+{RHbZoJ-E1P91M>gS<Rq$ag>zBwF zIRuiNl&_V(hMPX7+H=o1#BZ1Wua*0eP#@^+DmZ~a&Lp%mjKwLkd9&TZ&oo2c+|I9+ zj11jG@^oabdQ1jd`OfsAOT=8XFr4X2#H*5E$Q3NF6>KBb{UqKvay{R}`E2qP{Io)< zdR$>09u;I;s{I;Ucm6^B3!~B}rvC}7Dv2A{?1wu7gvO>te3lx(adq zH1&7;WryX0?H}tad#{A`{3KS}<50Jk$R#8dyd%~#er5m{WOncTFDTNtPKg0SN57-5 zMPX6N*PF)j5LbOA=Equr3LQ($rZ7LhSgHIqa=m^HIJUBo9La4BXh@Si$9FTBZt1N9 zmI&%J%V)6SftMxCFh7uQNcnq`5wGF8^DoPw99(7KcVZ%m~+cLq}McHd)@-p0v#Bj<|Kb3(e#1i6Ei^T~L z&E_q*2ON+^C}!A@?kuZ^gP)P*Tt#{j8fi00dJR#PeUGrqnBTP$k~TS;|8O|?M74{o-Xa$amOZtV8GK!+N()V*^m{*?(qGIl30C;?t@0Ksi2hDfQ$eGzUkUwZ zTfZPIh;TIowO>{)IHf@(fmV;o>Z&?9*h-(5?5~~wYg#@n)OIj}~Nmc#~d1KWR&?Zib4-LyI z-X!X)*6PaiU2t+9STjdalD`z6)4(BklGG{-->hODzm!$wGZ(1xQ7V{Ti#Ia6@#>0L zZrSLrRpS9X45?uw^OO3M=bQYzXuu!$gm{Z?ux#u4Pnj#`a)*QJl-~|zei^y_QvF%U z{6UI&=WmNxpuMfK`XjP-f218me|4SA1|$xfR`r_?iVOGM5*R;ZmmGHWPf$c@n(m~* zI14mftZb^02IN=P5sCxYJrcKWp_znVRYHEjVRsPU@~a}L?jWbofT11|)=Rd=VR(d= znN-*PMY{&(#7)tAd-!{6ywr=V%2mvOHXzpwyuK7Vt+6UWT_?z)I%Ha{`GD@@`i%vx z{7Fn%l{aUiE^a09)xTE%NjM)$oOFo(^=fLr^&+rNjB8#m2Y`>cTue@-9hK1@*d6LV z@|(@_q~;DOp1GG=%k$ER(KCWxpb06#M5X@)v{>@#Kr<&luFR2_jqW~H!k&v;f@O8G zAE9T_VH3$bt)SzG%2s;5k^e-pr7DYM=chLty-Y>2tqj5)L8}lg&?@vUYSy`}ZwqIO zeoo%<0pju(lCe|*k0=KMVZTe}-V#(DhN{BCKDY*(7;^5Q+J>cK1d#zXr)w5rv!5Tm z@rI3=-Wfi;P+ZAwDpA>(IF@l!$@JaOmxX>eYa@m}g)cYA>t)#+Ac9(zjR$+HJegX! z%w8+4?!m?67tGVLX{@yhlxr}m(s%O0LBwbp#S!7N# zd{M@XjryRpj;QtWgi+_(X;CBxm3dciScC>|l`ya%{&}QoxwmwZE^6ItH`D;~g4av! zRKv&=d7my5RQcJ{%=PT;RB?zKG0j(E_`tp@YY=l*qJf!ketL1VZlUjQXe%yAA==ZzXzNytjGj#sIWXapXBKbS=o+8 z2bHzTYV^)eW`dW=%i$ZH3H!8ILwnEQRX((c zEi4vk8jL(j1WXbkSeK4DfQNC8Jw%fdB{yOMJ*IT)d2uTq%g2@4t)_1>he$bKCSl-} zVl>PQ=gDg_eW4=N$>>;!05iyyK+#n%SDSTmA6cAPyd*(9r^W1qMRiOsWIndbN*E@! zmMS}Wg1ISsbe@`}Q4ZMNmBs$_p-*rLwWU@5T98rmnR-BAOtDD~aGO~_!@!4bmQb)4I1pVAojdq`(^UCGS?&?`jCbBW#A zyjnEx#Zl5>ooKaM%JzuBZmZ&u)+@wnje^?y&!}Y9wqcBE z*jRlORZ*~C)x|Aa z)maV0-z=K&0UZ`~gf`gcYPb}Ewg<4$#Of!G)O;%#tK#NJ zSCFPcv$rE30x^BHXc`Sh{`2%^lPeW1LI^cHto`38>z2~j&9(=uK)s4}k9oF1-i9(D zW+0EqAYQ7kmqn%wVj`&@KU(Lk*Th-W5Y(omq{WxYyO;$YYY0Ui6T9v2#YiqgR8-!N z$+%$p(`0I#!u~uVYPwq4WL@{WF>~k;%B1#y(IU%+)G1Yrfrqq0AE)ukbloODlHj@Q z#w`92AY`u6nGj<>8^zG_u9&WCQIiq?1SG`FJHnK$S1*e--co-(Z96LRe?d@6`-|0P3O<>3b4rrd$zcD#%=&|LQTs_YKPRUW*Lxm*hZd88 z-xAs`9Z=u8Mx^giWwZVS#)1mV2{JQ^y7o#!SuuR(V8Z%%MM1@pN}SHEmzcPyNoCA4 z*96aAP6R`=!?@Mhh%D-U2%g^A>bC+Ak!#cr^dcKv`to%$8|2w{MCq&xTFJcPuf%Iq z-L(E}>R=5QUOn%q0w@*oGmpol#!`#RIr*l-THYy~uUOwj(qBKK>%Brgi91+WwJcwd zJ@J^(gZ?e#a@p@ky^@f^b5eb-?-EXpBZRr z9fdJmHK(TEoW(l-1Gvjq;$0Z8P`?+_SY*W;#VmB5^Shdc0GS`4lvxy629#HbU z7}Y9=oCLE^JOVH@#)oxOLTZKEgyj@CRZ(ZScKf)ULT+6=>O?|;Kvu@pp@Klj3FTZL z3ez?*(*+$MCEj+pQ=H?@F6r;OPPlE*$qcw5r+r3FN+@M4S$eTR*G$!|u4HgYT}gf0 zHXYmCHE`hI(z59-_3g4tOBa`v@|aaOs#m-Ax7Q7B!<#Xsr9(12pm)`Ly0?&hH2ie z-0?@rv0LV!X^ypS!5B$MVXk9@ElQD2C`I+u2^%L0L;@463ad`)Wsi`)$inY14z{eY$rM-2Fovc%@oEt(aoBsSOdSo8>`Fq4b}xl5^COgf z0s!LotiBMKfNPk*gvrUncbXy7qdL25 z^ylbA53Y!wN`T^-*}ACxF?0hS3&kdc-!4Ym+pn5?_e-V83)%C%NI0X;gI(n>POrRg zj?POzt}b|Y%KWO>)aS>wNsOoRZjP=B4+v3)Ks5#I&3ra@jxK8@WpXx=5p{8OtfUTdP$SjgcER^PLa0@Qt(-S8?OH($&jsAkMUpjsp$TWEF6bRX&)@O z`hH6e+Ji>D5($s5f1sq4af&3f`3ZfatNx=a>=8={PZ$PuM)y~}2ht{998X}p$Puq8 z0Jx5dAyvEmUx~~G*UB`t1HZ4-@R(hGMCx&?l}zJ;kmD5et@3q=yCL_0lQqKakr60# z+YN3TYM%p;QLrQ@Gcz~ddCcaFPK6~SVs8I-oqM@XL5yw^Z7TxpK|XT+94br-CSkkA zJ7x55xVpJv^`r+@k8R-5+&t=?Q4OmnuO2n7p<&+Gh6mmm(;#P{t)TZ+Sgn5lVtvE7 zN(U$;*Wb-5+AF};sAffLbJIy#UzVaKPd$}44NdzmzBa3*&|T z;<3)L!s=LTM7%V%FgebVv6RFY;#IK`$+tCl8yiM7G>>Z7KBi?vLutd+Ynz+rGbO7( zOKom=u%#g;dbWz*Vx-WVG*(y@>zB-hI@ebf#bW&mi_N8y`=|0do?JL5c3Z!AVNpD` zxY+!ys<9-V!g$R13R6obFwd)xHLPx!*W5B{^_b>{wP_7w8pbrU0wWsUO`Wu{Sd0@B z5U0%D1=Hx~m)_zVbemS_lj1b9B!>2liw)2LDCfE{RjzRO*9Jx({!vUBKgMRWghkfJ z*xQ=qWHin%(J75HHeIUeP4~fFosS5lP?~5jV}ZaZ5UP$ng64)s=mMr1@2qQMxH1QU zGS~r^@&T@oEO^~mJxh%m3mp89A{#Sw!3(Hd1ct{?of*g`z%qTUm{V%`lc$y)BjEIJ zwt~ddWA>{38G;kHnJMZuRlGRdm&-G9jqu;N10`;;2v#dq;Yp0??sJ|{YNGR`QdJAZ z{Nuu^X#EAz6r7Szh;JD2?<{hO7)sSCE4YI`cWU0JqW*c+eFNIWU!@w${&}BT4W%B` zCaZr5ssfXS>Orx3dS>+mJO*O9Abj~Zvb|KmWa6s}!mkR)HmvoG*ntd7L^dzfMNY(@ zPUG=}2{s_m4yPVoIwCs}x{s*TKA2%7{Mi7%Vu{s63OlsLNI@9w#H&L@(u6{ITB|>{ zt*^w#HqrNDYp=+!+AVJB@SG4y{v4TJHN?C1CV&uVA0D(w<40Sk_5@a}a=a}!>9S#; z*i4uz-l^AXHE*f7iw4fAz$aVaF&7$~he(H@Rnfh$3_yfHtQ3x(WM!5YccSl*)IS&@ zl^sTeN`G@~nRwePoDU+GiT+m^m-SDWn7zNVf98{`oM1=P*whsJ7K0tj>MfPUajamo zM7T^9WVXoccWlv)?nOqc+NATW0Z)&?n`X z1jNG3*>cveY@OhdH1+!21P^ZaQ`$65S#V*^g>C=mGJuA*#IJD0m(Aw_k4dV-BnU@a zRAAUxX|)!%RJGPOJV?;Q)b>1Peswfp*<=b(S-~ztE2%^W_=j@7(8gnMMi3L_!QVQn z%sC`(OH%x;4%4qw9dhxwQ;$q+j=ySI8lbxr>sJN%(KV`cKJDbW?S0}ioXtR8-wtA@ zA~~>CQ_x3BqDlV(7lih=LvX-tC9VVg@6cX$Rs@}E3r1VbXR(uq+4XN?wKSTot z8IF7>*icnxFuQeTk-~9=C3{$0W$YjV_jhVNIjkzlgc-S!eK=-FnnFLvX&TsQ&8fMY z`#&zqQY*8!3e}djLvqNKa(qxNlog7u8=s258Z`7j8lL!9QZ|^R`Y!-uO|EJU$u4@B z@j{?&bulWVYBFm!jtqw`>J=%UPcSO0PUgR7W^AQ=6S}4HsEbT!lNh7~BIZ#@fjXNkQaE%OPk05ap zR&q>qHm*5%0>RUy6dg$I*E7|sw;~fMFpi}6l?@dX+XnnSQ@b{{?nK!m9F)2T_34c0 zIRj6~)aUKp0>?+{1G0QA?xqd)tA>L;t$XgnIjz)7!s>*18a#tcT`)-7)d28pg*m2n z1k-!i4iN(pSmh2`i4nXKH_}Jq8-<4Hsz0Gx$mPT>2kjGOK#K;hrkibgwm;RMoS7RL zqEeIjZg7}&oQ4yPBZ}XqlfgRiv>b652triRaob6dVRHT^O*m#E=CD+s>1FC1Hu_<9 zQ}Hobq)r;6mDU<*YFribnvTERpWH+xOqLxX+0m7m!&H8%DW=GSKg*BuS+T962X|7j zQq+8gvXp6p^W{01s!|q@^8UU6B``Z!+(x#lG`q;|NrwYsatJ`+Ne4yD!G!IMm*pp^ zzT*bvLZuRn;YX4P7AgQs-_!C-<{>$Vmk?4&JUH;Y-+^;y7L&5VN{`$iR7FJ=L7v5; z{6+xoY+2jP66W`d%K8yNtY-(xR0maf75-!ke@F6E6`Q=+qCzV>pRVMwxV&6NqO#Z@ zOf4*r&9ahv)_0G^QpYT?tn_}zDEzz2JN!%BC(>T#1nz-kD2h5jY+1Z3WY6J%5~D&g zyu|p-Cf@9rWIn4ZbACTmpDp4r{fU0O!0~RzT{VJCw$x$4fPahuVO|5{ycl&`ognvZ z14&N&Dbl!JEEItS^`>NL$OL#B;#d10AUR;Hy2hKR@eU)eoM(T9c zB?<<1u_}>!QS*OgY>|b=Ou{@mXg_aHUFWAYsVRh7V`1uSN0|K};O2Ei>)7sVP`NF1 zjf0wMy-jrFBX(bYiM&bSrPAsTZC8En`}y(4@1EM*v-aq;^mzYiGn=MfF}u0>issqV z=hU?{&E*h#bgxgJ-L-0bZIw9tvhVQUK6fvf*VH_txks1rooZhXd6(U)Hy6yfp?SvK zmYFkV&Ys=eWM0f}Zk)@TmbuNdTN-cf<3$$gY%5^U1ux;mU+7*}o-P)s{(lP0SA}sm6 z5T}JG6X}VA@Kti@#6`>>_ec=~GM8F3twg=NFicBW!Y_qj5hNdlZnd^$->wG=@u@dq zv91qn*EMDUDcikg7VE5DJ2c0Zi(xSLiivK($u;86T;^Fw_17* z?hkYDzHRyrT_J|<&~KTy(%!G7Pubh~EyCNie~j2Aq{qp5pYy(^&lRW#HEMvEFJ_X! zFZ!8p{n_}c#dI;5H(eg_ZeF6V(v#;*yU}}hiLQ@z0sqqpDAT+NPc1HYui{Rf+c8NB zf9*eUfM$f9x3wBChOipuh82@snm94@`JDzSjtqxwv+va1Me0&(JAp)T85b%zrX#J~ zT8NyhrMe=@V40^Mw8dmIruV&bOZE4epOI@42Q)YukEZ10<%FYc1vJ8cFStyXT(Zo% z6}LBwBkOT1iiJ{+60T?;TBvcp= z*sLR`vRSN8wH_iqz^@pWimKrG;x<@?_wUet-$E|EguP zz*%0#6>ORf_(a-%?Q+uZbU?s>+3#l3Y#R@nkR6y!Wp30BxUXtm55+sW>)YD{Q0SI+Kd@y!?Jzn%x#=8m*2DJ zHO-wdx3Oi0x8fK6LU%?BJ3Fzfy-vzbX`M57&Vd*BKYr@G>!&sI(=r3xZBx;~?her7 znJShfI`Ia%U5Kd2W}j<{g_YT$!XHk8N!mUp1M0E(rG51ehMo;Lhqbx4JtVYo%UMal z;+qv%Vi68y1y-Ah%{ir0GKH8&$X)pGIlH?^3Q!}Zuxt44wjWk#TeP<4I())>acal> zGH;2$`*ecmFdp)O*jj%6H{O}F!nJR+@XMHqep}mS#udE<4{0`^eO9Y-{@}i=bvnZ_ z01fso2Br)>RFH%$_6o6&{idBmT1_{pSbV^`9Pt*e)ZYv@Y=KeW05n8k?m3Je%`-M5 zL{ay*qz_!Sjm4eAmIQo62y_2bYni*#Rc4LPfI`E?v)0skev2i^;XK3XlTFpBj%@D3lozYH!yO^ceTA6q9b66WZf9t~25}9)itDGj0#ynmCs=-mcm$*IF|%f|93RWa((#g$ zNkKr$JPm#&V`H*e73dSf5MqJI*$`+_68wWOT30+y%_@Q2>G2A`YY56h%04R zM2B$1Ks?p=Iy0GB@9z8bFY`N_DkmH40n`ydX>7U;J0Q(kuGPj2!YlT4QFYy|neXer zCv#;Z@wD?bJ-Trl$Rx99G9w5rC+O5>26mdsaNqN06ZGo#dFEmLbjlX-vnWBtIAmVW zf}=qVXjq094TAoL;(4evcSBz#`)zOG{rV5B_oq?vZM@_mCmsgzg_n*Ka=S%Sorvhx z22#w6sJ_7{PHwZyp-@Nh-@G>S#|FR^g5qMM{v&$s^gm~1$&S`FHoX4*zur_|pm~39oZft@lHcgq?($q4$Xvt{Y&&rooVzk{)~% zsAevxq|v{4M^Ai7JRsaNI#MMn1ZqB$`nDcy=p;l3r1`pop%et&80iD&F)cE2kFM_V zWMJ~-@lz*{zsbAdLESTIG=nKq8YebRZ=5}mN%N+!(e7;wGq-L`gsn;cJ9& z-JsvCu#K=1IXUnXZB!WU4I1;2GHC8N!K)I)feJP3mFQnWpwM-f}+Q_A@A8W`o+%IT{rXQIgL}N zw#;p8zG3R@#(7f@Z0#W|H)Ih9vJG6O6AXo66i}umU``d@L%-1_o#6z+j$4;~9Q!=U zaCA<6Udsv?Ou=_L)$nDTk_9t`h-CA8#*3__`(1+RsPG%~6*h8P^!>Bz^_(Y$s-kOJW_Ouv7##hN4vRw=z zsc{dd{uu3*)9aMZ@ri32-cX;&q9ZzOIU9ngCbL7LK~Xlkof*C%BwZ4VGn+n<@tw{< zt}sK$4kXCS!LIfS*6W3>`4FoiM}ArHl7LyTSV9tLUntCI2Hu^sOD|0u zW+ocp$znK$W+;wLsOtsa>W-MhY;k4QQveNH`alz2cAFh z{P>mwFBrY*z>Whu##bHi@*dU&)=dYOj-T%hdRSLnhtB}Z4VN0uJ|u)uanQ^8XPAUh zlx?sq67L;9Pl=CI|2uNO)AyzaZ9^?=qkvE%%n#!lM%@LD4)Yb^^YgbP^A(?tAMy@7 z%qDsiu-f5Q}h~4i!(we9k%jwD>}Ns(ki~;-`@Ch0p8kRG)iRdynj~uksE)qT}T+ zmHnXCiRoR}AvD+F6o$+d^2MJ>m-S_tarrQtI*1L?bKZ%KdQQ(exR}44 zrt5$!;(~Lv{cCAm;t-!>4y^FCcfzl$#kMac+{c%)p8?s&$Qk{!xBOAPr2AWK-<2Eu zVr$ggqR)Pxf?FRt&z})`r_Hr~;P@YSkpq75QU69~D4dwXyrG-m4u`z&H|gS`u02WD zJzBn9{98Kz(mvPxvO_RI1SkBbkf+`HQ`?7z;d9!?)8eOicK7R5wlC`ZnlIeR)Vg8k zx}I-&1#j5}>ZY4Idwt)s)352lD)2CR3oFj%XR+ZuMi`SOP*4K5^XnqRl9S*|ZAHfy zDofhhODvzW#Cif_$Y+=IP22;Q7DvQEtLq20@VO|D(|zsU^3FY`Zzy`b+pU%_)aMj8 zNp$Qzz0q9JXNTW5B)}`@ZExjfeP_WRyR$OKZL!jxhj-H#4!isGPsZF@pE&AWujk|X z+0J+NcvY8{a{J6d_$^M6eM01m!h9d<-lts0OiKJcy-`_X&NZE|i5b z9PJ!UqjyP2TmhpkxH1F9t7E*R{FRID;Euw1yZG+6+86Jfl4aW|(XX^`)H2E4lw6tP zI6hw|ugjDA>0XaZagE5p_U!x&>_~(_Fw)J?^rOib7vB z6w>rn`9|yy`7$1qKF3*R?O|VKzIzOTUIyQHbE)` zwy;ArfA0B)+~WAs-eYVFg|G9i;%-uspASCIq8-tfy+=(h62#Xnr((xZx|$Xy3)*AEYm2FXj&KunyXHIJWzt_LYRb z+xFO2eW{q(h5y8 z_vPT&_L#3ITI61OK!+V+L-Vs$Ui@x^V13abnM zTl=mpfFl*zpq-T@V$50ZC#GBgo!R51ny=>%qnr)b^H1^D$|Dwrae`U(z>_95i=!%T2Sqte189_#QsO*z_O3ksl3FQxOWr zlgQLZyC>-;%W5-0==KF{9yp0kfjDUb1(OxJ?W=bR!@-XVU%QFDeRk)fIJz9$w6mR7 zi)m`xy|Ntp2XEcW`pH3a;bi<11zqkmt2ek!6mm~!+xLoimv;BvE24aJZV0B}+TXw_ zy4)q)VZOAB+oaf`OWDx~aG!Ip_v=^mW9_@ewYbP1RvBrcsI3m?6#ng3!fEe@dZpRQ z*LNURy)XW>Jm>hbvKD)jcIsC;bhb0vefXeprC7eSs1r`HZ5DN4R{VX=dPtx2Z}t1a z&a(=ZmDbrC@dy2Q7tqTHUZz}cXQVjqiyYPFPiqA<9Di4EhJAc3dcSzdXs^+X>*-__ zdSB%2^(uGilil+`#EXNZp>^fo9}%6x;f^je6AIlyP4Hg0Ge+Re!*|0T!vG@qa!T41 zxpp+|S#Q{@dV9~ig@&ASLTOH3h8hS*Y_E#`akmIv1K+(HrX3IEg|k9MIk$_25#LK$ zZi?M;rxx}1hP>L>^muLbM{g~!TI)!sazH$FLO~1<;&CQfK>?f&0FN<3v=zv=MOF`y zWnYo^Z>%0FFknET6q^i#oUC>bU-xI95YAG|m)DEQ&vQl<{aZLGaGG!ydkY=l1L2FN zxNqq%QEx^Zi}?!j+B>j((c@O9%A5DP9v~)pFTAdMPpHGhQ9q=rgCIV|!48RsLQ%rd zTjSC}+mDC%Eagpso=NK_SJ0@M);sZsgw^qfxo-;l6ZNQj4$IzlGVCalyiGXtqP)YJ zzB}T}ThE?Pc}V==jo7V^`%lD>m+C&R`j5J%&u{M*m-&V-vEC|y7o`-1E;owbJ23Q- zCnCNa`)_*AZc!>KPX@(d7m1gHa_Q!|c}pxWyfn1Wd+LvR(*Qh)0P^G#9A)Pq@TPoyh&$S2V>;^>82hUyr2fY|o1&QLzK*b3m12SwU3$f5Xt-byB zHgvYmVi-D0Ni-`1ug)ldJ3_r4eN9An>8pKR+SyQwdllniW7$Q$9v5LgD8P5;Ya2%y zze_kJDLGm0O0M&Y#v#(@b;ry4#_r^8e@o9Fiax*teS*3G)ys03F*{lUzpi@rIdSca ze2K?CBls>ng3d4d zsC!n4wG1zMEwYXSQ`)VEh?{(AX56rz#nyS;FisvBp{Mnde(57tP4sq98vM=$0EbYGBOi$4wG%Qz>bi=f15w|I6>4a_mg+ zA7|}Cum2(4*d?oA;=NLbRURFBg=0rkbedgu|KG(Qk@mj4qKQ*KVN;$#`!5JBvDSsx zhkef9wjDjB{bKl~I@BqPKJG>OrjT&kq?KItAhjt4G;KqX$Pzl#@xa%j%cXX-OP(E0 zX=C3MMY)N#%__O-nm0t&)OVu35`0o27TL`~>e*hWAM80@Blinna_~Od!2=@fM$4Xk z8*HqU7sY2NSNP*^5!pO5{Sf>YT3kJjaUSsA{geKx`*7Om>5D`i9tAzH{kKQOUpX@T zvheA9#a`S7ZS%rypn>r4w{iz48{`ZI;G{X@$U->zyf??=16hcz; z35i~)RF8lMdtCH5tt(MU;D9%e{TzVJeW8U6I*vjKL-)nQj}ouyi}TOd$9_}!QkuM> z@8~n#CZdmwWy=*rJAVFG@lSn9_%6wVoKjL!IvEAQcJo?%E(XBBiLbHyQpTG7_memG zUA?Aq@I4@g>2?+W`ZtO`F?U}a*SW9naebb9cS7OLd6%TUua^qn;45DebI*Exj_MD) zRNcN<4%Z8MR{J#e37YTiU@H3TJDG~R__-VMy@!vTW$+4nm2t%OJLI8dckvd#rQG*qo8^i&MeLI5 zU*92fIAXo{AgO~djCo=&7mv!UaLVrz)a|$h8R5JT^VY7-S$P5_c#&0ow~GrD*S&WS zKqu8N;$G3B!|nGl6k}yZhsD`a$%7f(#XzADXiGj7-E@obIzRkMep=%t>2l zts>6j!=K{|b^e5yX&20OpSy3{L&s4TCO?WpI^@QAq@;!IaM+I88M*)-;fBb6B@Plr zVu!i}`P5(e;lE%}36>Cw&bCWt1T0KtJZRJJupB4aZ5}!TmX@1i|4}SV8h>^955bwU z=S`c`GHsf7?cH{o_wmR6nclr0=q^K_4XE=_Y(d9(R@<}^bjx^3Mkoa#ekl=8?#&el z&kRx5Q561ur3?*sA7Fn(f5T$`7M8j~`~EH599Yx9&O5#25B108k3J$X>LEB^J2&(f z_N9I$K__7+jbQ$lL0>!DHde@9FXtour+#T{DRzY4eHhm%lMF3{pz88}Zj_+|Tm_v3 zXUwVaZZw#OF{h!=!~BXfMMpTxyV`62v7Xd77i|hKE`)+)uZB4+_6z{4_~i%>3(UG(z=oF zg&yOe$A#}&I3U7^!(KOjkT|q+k9ZYB`^nTP*WEbf<|#LipE~7cLXC5qTZ~V+X-Z4W zgb6Lv=D)Ui#|PU<|*O?2!3>H@eCVw?bCXd z_+A`TJM;s3v)|{`rJ=9zT_-CArNVho`JNTdwyQtW&0_SW_9GIutFyTGKuQ==oQ-w} za|reM`%^|QweeK+z;wOTne&YpehjKK!XBRN;5l9yUJ>4&=lc1sX_lVtx?OZ%G7+Ie)#lEf(heVFr~g%a8S-U)q1RA5;Iscf zzPcutZ~7EqVA4Lzn<^O@F-UAXSOm6A$`=8Jc`_s?aJTA7 z{ztn!Un>F_w0y0MvuxR{4J(Fe9cB$@e4-v=2l*kHs^kS)fgKrCmh4TbXWE$y5dHx=+dnj2i6y;BVQM&Itdd%H$ir@EWz6br*AnOrl?Ug!Ge&PH! zgcl)zP8Ikd!JGr2OZ08Q!DF&bkTqEOxeCR=cO9_8iWKYv6f0Q3Cd?hU?P@9Au4{(~ zj-uDvgr~%ZoF)zCV|V-+erLCEwNAyKCW;U3o#t`*lIMyw3NpjUmlmio&)ct7cFBqY@H}@l3?x41g|Ej{ilM)OF zj^VE@cJDaSoQNMK5UHKoF_fK9LM=`k?wqRn6nD`@-lW0z2UV8qZCrt_EzECrRzS>ZV-cFEo7~Hz)O2$j)eroUg?I?D2Xxe^h}FJr6C~ z1}v}0oBRznP%%5hMw=~^js=JLI}W6dao+v$6944xB2D@%qchMDk_j>2d^LkTqoYsO z*~4nsDZYUPGr(Co-^6?f1i?v<1$ypcQBdDAqtxHM?69dA9VR<&Qb^B=`zdPW!JZoM z8Lovu|IAMBDFWPh9tB0E%}T!b1>8~zLypVwDl{Y6bEE*m=3vaGd`>;&Q6j*3Caa1s z+Vcg3Z(^wotMB(rh7BB=#$(+luJHTaGu8C89))lof>PkG0GNWZqEu)fMlQbbN+{SD z2!Uj9tlEyuxSzFc=7)QN1=3~a>R;7RMG!cB0^f?5Hz?i&R&4BktbE(%K_hH#R+V6e zd#JkJ)}4Qq2kZZInW8hW1e?jSpkMbu;DO`J17!krmGTXOv+d9Do?qPKSNWRTVdp^a zu}xo){X6sOZ)$W^3V18bP&*8m1OBb(4D9J-aMpQXfj&Dx8bZq*?(X0D5DrK4K)2)% z^zbf4N*g(RbO1x(BtU=>v|#AKNZ`m*sV_GRw+a!~Y-qM$4`oeei;+@;S|PxU?KP~) z^Vif?;g{8Kq39D^u_mBamf{QEM5XhYYGWw2ud4Mya%5kHz}lV0 z?)g9XPX#=~^Z~Nz#_N7FS~GK{-3p75?|xM%VhadKfs(W(y*{c`3ELwhA+Deivx`)WY{>lh%ta^ zV#9-=6u@tm+-bX}9ALgKrb&#%T+H&P>bVWwdbRYXZl4>xpxa(_S2eU%+)plcPNt0n zE=(A?ZKV#y(n;_IA0Q|MVZnZNV#hA2!{u0Ye+o|2?;K`u0H3(5t`a+0GT?KJC2t;6 zn!Mt5r`FP&xU+i8MsA;*{Hfge&!f`KJch`9r64yiH_&Z92pMLIA_tvjUu#PG67`?! zpf!=p2O{#a>-&>0ZO(&*MOscCmH`+avSrW~p%q%Iv#cF2X|wU!aAEN=K0wLM!$~l3 zB5ac%#~1=&vre>?G)k7mZ~h5ka8EWq23>SA!Z)(o`1lr9@cb+dOK1B)y};}N5v>5E z1Rr-07N5kPA6H?(MzdSNz%(-Y96$_9ZX3VMdsTP4Gf^|xbHptyu*bljBZem8d~Q8= zpJ5`uyjS-D!@CbavgO!Pe zg$wVqWN1Z*cX$)41RJ^69nclSSrOZ4G1pU8Hf(UkzSg7*R(z;405p#3=|)``16WO+M0-5WM^d)L+dZf%sNt#Naa7Fv&!4VmF& z&xCCfv}HlSyx+;drsurpUeUx?z0#Qs*je1l*oBjMg0Vm($$$Uj_7d!{Fzjxu#fdky z449Q>*vXYn>^U|^CC&N-N(d>Ti24~KPPg(++H(6XTM6F(xbI!$OA?Ryk$vVRecI_Z zK3-3V2UulCNSPulLpOG_{#LLekIA8ocgeAkZ~$}p&a-Q^5Ya2j?HU$nR(3XIZKcT0 zxWe|D>}kcs$Lw%L{-2(LGFD|{d_}H(PPmWmM|MI_L|6DwH=*ioPhAb+lUsvW2e7E<& z-fKs!z3pVrfg_goTwZs`%4H*#W-K4L{&N5M_16xYf28-?{__Xo!QeFw&kc`_SQ@P# zQ}O^!N{E1h@i6k^^bp3Sm#u$|>THhs?Z)QS0U=4c-V_reiA7 zFFz#-(kctg8f>9RJ|401((ifCU56f%qM~0#zsKAkbkW-FeOZ67@-Mu51YT_q)G2_n zy|@{N8R-Y^4dfB50Vfl_pkNSTrx9qf5jFwb$!rff3lBK{h%ofrX$aeZz5pU@a*nbH z6@b~WvYqxsX43u`D%DG#=^m!6=BURE816euF>?E-{KU3lv<7PMD*i83C>C*_M2dcpvj=`-jMEd@$V)0ode>XW` zr4fC4535tz|H=Mm=bt#%fB4cNgU|FIw6sCbVe8NLY&8FJ|CNJRWn7G{`gvHa_L?IX zm)43c8eTT6|EkMN&keq`xWU3$zETW-C;T9QFA(bn#{}_nFMPMR)P1pf5l)f`w&k_g&Z4Zx69&Z&| z4Xat>Xbc|l2^olnnbDRI186*mzPDIsVBYt<{H+GNJ^x(|h(qhhYIX!Hd8f7&D+r8m zFJOXbU>gt}7-Yd%1Ps+`YrGFiv<(P5`u0l)7)I9s9_C%u8s>HHp6jkm68E;e?&Yan zHHm;0m`<=9f!ts&B5UeLTG#JLLiqd+qB<30v%1v)Kw(;!F%5h}&*P1kdj8;Tr&{h? z`FcHfm@UxJ)J;kjbsruA6^j?=`Ci1Zv(?*5)E?hkg; zK0+Rrh z0^%`jteW-FI5O2upki>oBt*0f812KOnYDvAQv8K`aVL{>y?eV%PIk*v#XII-0nr4I z1^gnPb#d?Ui<*@dN6iW(4(TyueEJ+XdvN^VR$`%i(lxq3O#?cFIvgyELcXkKXHk|9 z(mgBS!#p91$)NWI%o%Vh78>T){C&hkcR7VX8SEW&?GXxjP~q+bv&#l&mjz?JWo6|< z%gc~^Q8vQub`55zT}8aw(&VK$B?uGfYq6NY9}TBFtQ8A@gVtGi8I?dvUjiM2vYfsS zaF}dMKAN84$F*Bu=ZIbaV9_A&Q;$1jv1sY$2gLZSX@6)#TV*tN=u`y^7?l(rV3`px zk3?jMl*jmOiuK@JU;LMVh%)wwn;aD3${%2x8Ym8LBQg|{1@3k;W`a79C~cLXu8uWX zJI0!!3_@Q^%R=AGbm)I*AjQ(f-7{`#&IjzWWS7At&+_9woGr^PF>I8pdl3TLW$RUZ z*24IMeJ}8<{71MPzhhr$Mh51U3F{HDjTs-iD}&;vyQ^jp*8n?B*E$1@^n|jQSqcYx z{cp~|O1g-}z?wp|o9Pp^B&D-C8RYUjSP(3{NY)oP)} z{~ULJNIaMR?lca(`gJJGM&WhfO@MLk*(85QWEQ&{yFSq!RZV~igR#BmM zgeVM=W;dd10~#Q7;+XUSe2BrjGZS3Ryur?UmCRA%OKYpCI9X%FQ%W|BnE;(U!XdR9ZtRd>NsykSo z52zFOSq#ZSDDlH`Lq+VQyDD8&DZcp*_wQi&J|DDNzYU0^D-aO8$$SSqJW`CAo}_3z zgZt%3wnh_Epe4ky6;cL{#MPRj5o6D|1sNiv+5U~(j=qnAhlvHxaGpu9sv?R3@U3S% z2=EX1MvDiPaHtiSq>>01os6~Ne^v7J(${v?ulc%0Vn@MzQ9mo#%i!Lr_<>aobExrdzTM&M=lZm_}8^W z3wBRMg!hMb3#g5=rW3aFJ&+YveironKo+#ghymxoQQpb>B}0(fC(s>=%=f_Ga2%q8 zGGqn7S8@d+D$DrH?NM7iS$vX&p#eb3;vtRuW1Rm6Ce;iJm0f4u{`d4;Vr71Qs`F|F*)@im#ECcA46 zB7GjQArb9#$XaUx8kXI@VQGy)wDNY80*bq#v z_{zUwzG-eaOI*EkKVxk*$0$B`fG<`j8A^I091&U-bTzzHA`3@>J5r(8gwYV}JAt6f zg72|{`w^qnw(H04KkA8v`M}DZ9L{r1tuG?_>#je9h#Z_Nxf{!6@70v4sGg$)a;1@H z?Z-=fO=P&a^|QsFg&|-lP+J~>mYBcfB>xG6ZL9>2Xg|Vomq!6c0Ps4jZ3Su!cQD-V z5)K{3KSsD^^~I*VN5KbSxg$WbP|I9;hG!Xme;{BWE)f%W;?c7t7XpMNTI0kRJSiOS zK9D00<)Kj=T*VD8o#t7efDYJ$?QW+iF6E{MsIrF=0Bex)9H_02lI5F*dbac2iUwkJ zuZM6(@eld{Gy?KAATFqg9N&wnxFgGD0oLq~z5F5EAK`@xa(n1Ev|+qJD+_k?CoCqg zG#uzyaghWnsw`%9keteSIF~`N$XszW2m3KeunWBO8@`3eRr;c4KFKr!sUGk0=qZAf zOAMneKGWt0cSb`ov9T%hp&y|k2Wu0EYIU)i|n*?ZU*Frr#!}S2jb0QWaR+ z=$&W)cQPo02k;5CX!Pn*H?=T=2|%5Z*hWOQN420+=r7R_js(k&IgMVu&Si*>2uZPM z=0DFT+NA|s(4%>NR5SM4j)+xx9w`JKn1bKZe9#RuR%K)La!9@hWm&b?ju+Rm6LAdu|m z1RIm|_b-6QfS?IOhLgg;uh(JNonSLP^AcVh%o2)v!-hEx^K)_==G@jWFDI{Iqnw6$ zE-w_dJURI}`HgxOJ<;9WxK^aOrG;WRhyT)aHx!C$57d|p$2aXe%wa^V@))z>`HvJp z@D+kj^O6%2#AIyrK@9>`?o(I55bW?4hVdbP0k+8`_JQ4sk^Wj*#QJ>6^%72{>ZqtVxP^Cb%~<%fJLD5>*K_q$^8c$4IeWJBko6c{7( zk7RcC#2F%*NTN(RPNxod&p!B<=rk@uoubE-QtNf>F-}NeBy%S>5r+v(s4_#dCra=HRkXAFs7+p|AkXf%D~L;74yGi~KZz`SUKYGw$O}#bZS| z_+=)u=-O*@_8SU{B-Efj7h1pxB?eeeM*$XYPMnOk|H@ zg&jGcC!s3x4fP6204T9}mjAeUJN5KfS6uv{ZDtZE;-Wf^nJV z#~8(8qMyZBCU6CL0HylwctgEn9)xGdl$av4yU&xhCKa7_pYIQwtY%A5QSZ|=BK<3# zoRZ9_JSThV4OAta?kM1hG(XsQ%Ne}w?5U@_Y;gZQKyS*PaMuseTUT~LpdM1I@CDWi ztVyRQcnL!0uP+pqL$D^IG^=NDp03Lza6_=&68Iyq)!>6z4iIs(n`=ZA#isW2@_sOR zz@L&+>DEf%BIzg}V|6W~1PBJr3o}HV07||ga@v5RrI;{~>h9MzeDFbc_fUm?dvUgQ z9v%o>8h|=bM_|5qjH+$H>cBI?^WPKUZvcIQNAV;0#v-V+af%|Ewb?-iN}4<%R_CX2@|v}K71Y(zm~aBjOcVqxCg4I(gJOvi%I zPlOc{G*01MBp~;2R;{|ms?7tQf$*^xSgP{yCAa2KkkZ}v2+Mu~%ky0KFW#eXgm(74 zM|7`z2(*EPqW^!91qF2CMf!pZOfZlRru-;W}ZfDW%Ik5MfAN z90&|F0e4rY-*DLTdhCkBcKTpr??Ort{rwvRa^v72atBW?TA<=8sSO*jc3oc4-S%xo zS+zdhpUm%D>XX3D$BH6sO)C(mFyFuAl= zV;fc+VK{0w#g8mu-y)!&)TZ~1Q95Iv%N4pZ0|8&JC(lbplm_xa>ni3H{)<+pE@S#( zRuo_e`6*hiPA;Y~U9gn07plibQ~6M0^bZ z{@;G8%fwI>wBq_bR|_NIzRLfrp^w%I#JJPT}q z5}c3#|B1V&y%_!I?1fDGc{bA~pi18_qmk(8gb)xL0V9KQ4_F$%p;n2d|4x2IozGHW zz2T(8Xwx#k`B@uyjLm1K;R&R#qY{^eP#%S)1nZ=DNC({V-40@O%@u>Rk^j&xG}G2J z(#|%}F4oqrRo6C!wB12a(Vi;WO80?|qGA1wYXmH-a~?pEMi7ff@&C@pK(*~#CV)hJ zg6|x~#sNesN4%q`$D+GF6saj*c+ACXDQ-%Fzhf{roGT7EJ#qUUr)#@4-_TpQcXt*w z({F{yxA>nBc?8bidhK463Mn7v_U$ZA>g^H{>Ydzs?iD909|f=EDJe-DxV3HA$sX$D zXF63=lBy(Gc*U_0bKzhNdZ1>KZRlRsy#%9b(NZixt1k@UTi=&HjA@;-!ojcPDq@~9 z+Yzrh?yVsTl!wB&@qI9PA3YQuUk#xG3P3;l8DG{#e8xDgIM97@seYIq&4@pApV-B! z;^BN&SKLn1|Lbc?(w|m*-ZH&o;v*lpgMSiL<8OBZd|Myyo_=eyk`8(fV`QGao_+A? ze&yNj`N|_c^nB()i$=QE!!yEe^4t37|5=FJ9~PGa4_#in>4_76>MZY}S-uR3`VjSaR^R*3b^&ujd zi4XJ^Gm`;83$aK$<2{bb0f`CVm-yKGK0OuP_SA?!JVab#I)EtDp6KTG8Y&Ql#vW*d z&mVVR87k@&yl9T6E~6rEZgRW!ZTk%>>sisG>|Sy=wkJ>LE$T`kBj== zcg$i`TWHw5QIDSP^6R3iyZ>=9yAom@{t;8^5ccSCi>hDH0SI~a>sh*^>|z}mls}}P zDu5+5O96L=Rtx8BBAXn^_f&+0-S^Sw;sQHWov||pI*}nGHh>al3)RaiVhB~AZmy+w zS%)=!6GEO@#w0bciQeT@H~cM8MFp9(upSZm=Q|Je4MrwaRh4Jr$xn!8jJ0+q!OvTO0ZCMqoWuEB!_bkEjHGQlO){HP)B*x(&9 z#NE9Yk()Q46s05J#8oN71Lrq zJ%k&eY|I(K-h=|8nj(-Ccw5E(RW4!vh3s1cTbdcj4EsDtvghdHM4f^lHdF)S4R3Ip z{9Ej-%teMcPy~U^bAWF!!^1)dWz&KNUO;phUIzl=L);r>9$Sj`z?^Tz%XMXcpd;8G zZ(uD$83scQq&r_xH43Mut+3n)JQIr}qXE=nGqK@Ozi|~cFF|Bl__CVvorm680kzkQ zy1a_!EZ5{1)1CITSlYQ1bss28-J+Qws|VpQ5yZ@w?l~?NH?l`DNts{FoUMu4%rV7Jl+9xKo}H`zsscA}|=Cl3+?u@Wgz?aj_88Z4+t~ z>st>h9YZ-DWPWEfhIR$y9#2iyF}vrIlj6E|G`|`OfzhpBq>?}m%vTF2Jhs*vtXP4=1BKurC86- zx$8!vW?|6d?i(qpm!s_g4H%Jcs$bFC%|9lV0_3I18B3 z_?*$tJ@hORFPc81Bh_S#sPvD7vIZmEMtG14=MeZnNlSP67!fTvaaas|Ef=fi_>(IJ zgsTKBqX<_vw9Eq8oCxZ)YK%A704(!?q^+n|=wGZNRY)Hz4pmCzSA$!a_|B}RB0(_( zr!SZ)BGCd!xd%N(l3*O*&rqvCaabbg?42iH7MqLh63mmT!U0&;nr&u{Kr|^?bJXy5 zSZgQ+Bzbrun4}upuR4kfk))_OHGmo*h`~^Umf4aoLdrkwy?NRlJWia#y4mi-&x%mT z2)Gvw!vLj&bG2G?ReVwc_|6A3LkoBxX@bv`>;r=jQtg9?Q_$|vzo(x=90RT$@trRP6c!DH-5QXT$Y0V`}nrkud@CQ(o zMuj(}?YXgXRV&-Hc$@rp+0)oW%I!oeQer?zA9IqjwCc1SKEs#h;5AWlS*?YE!HHQM z9S<}c9aS`&xur4iQT{w`-Kk-f@?mWDg5I8nurTlb-aK-LSP6=Yk?^5_Qefx z_)fpK%~dV;9WQO!F{UoSLW9VxMVjY3I-O2O9c#iPP9zC8mFX$S74koGuX9=Tpzh{A z6oUe4ZCuCs2FmU?DojNU!vp26oG4~Ja9l(o`jaGUm4+oHY6Gz7fpN&fN$JGSp)CNJ zZ}{qHxvdl=kZS8a+xdS0A_5_gk}A60&t~d#0t3&<$l9b;!KPrR9V@ievuwLc`(mS4Gd)O4voOwwT3%qo{iO?dzg%J#NSq)tCum>jCx2PcAa*Bu|AlU8y zyogoy4>8=k*q5#jpEXH-*T#WEBmER?XafnLsIUfMt!0Ek;_rgYn9uCi(bViIT)yF` zA8=&AK+qWf#{B~L+#EIlu>zM>6Rmy0i>d(Z*v!OFe6eO7XXuiIWTufUy@$dgb5NrT z)9Z3u+Nvw7vV@q(vGZUG5m?!H{hsc!7zB8 z#L-yByys2!qgVYbaqRh%quC;`KNpI|ShGiuGW;9Z!#y%ptf|Ze4uAkU7K{YZYLHZ} z0>PS@L>P{ar{EOYe0C=xj`W(!?w&YD9=YF{r0VaGWC|gvps+!tN(i01L6xwm6t(#% zpcSlhBhqXlHiS8eJ-fC{Fj6<^B@wEGzK30hf5p~#ldzDx%Bn~UIgR6{9Y)Ii|}z3d7p zW6?Cd=~XkQ9BBhHUlMOsHiy7R{)?&lpj6m?1Oy@X2(?H3D0u}JGiF&oT?fmN(9^JT zq$bn)VW1(Pg!m1@4_8IVHqgvW4EWxSi{$Eu^Q!r$P}MF=3z&YS+v3dYq!@yUfHSUz z{9~DmG?ZQn1JqXiCzv@+JcpJ$bw1`OS`NHX-KVKr-EUtOYZ-H2a7E2#8&S`(%oYz7 z=PuIH6fKtObTx>dL%8ll#c4WDyd@SS=ta=)yPDd9p^_YNo0V*cp|)D=o^!?fl{p5W z)`-fGs7!l+v}kCYsjvdTnCKO#H#%BCfSrO5a;4pgHF9PjdmQvl8S97fMkcBuG=gdj z0?C-bQ{OVd0ZjhT?Y^TbsLa`*iE*mB0tM#4#WPYfs-&kvDc_;-w}@mKop$TZ6jS>I zA;_UFp(FtA0ZA_MQrEMUSYwcUvC-Z6C_rFf7sx^{{>Xd4=VweRML|nh)KTz;*PNP({VYgUwTbq7GUw% zMf&%wI1gzPeqBw$7OT-IycQ@ERaMD=vhw^faO(+NM=ZKqZMIme`n~S%*`ikIv=8Mx zb^9O?MKHgPF^{;qJx`UtsOn{n^~1_N+RR>|8qjtHv7C`l>9FW|9YLRe=&sX=$_Ya*jE%qlFdlzM`Y<4>*pL>?S68h*Gg zwA`;@Sz%v*I|gu)Kf6Nh^D`7ZdeZk6c zrtn`P3bjTFg-bJZ*#kWV5gN?4Fi0$#oKFroxmC^_fq*U#C_xzSk}givAH7Dr(?1C$ ztfmKi!rnw&0LSbC83z!5{B8Dl>knAH^K={o@1Ry7+oZvZudbr$W(EVxNtjX5>>pvP ztbAQ8yEonA1Ff2hmd%4e9v~i|HD-CCEOOT9m9OLm_4>aQgi$rG4N?%AS*2 z12Fx(48&3y2r3MidT}&39&ACqd$R4Wn2VCtz4{HK7`!cW#mAzxE`{z+nI~!@DJ?;U z;3{O2x*O(+^s+~v{Z1ZL-yVgkf~eH{tC!s{(4h!l-_g9GplXJnFPCWN#8$vc(Z-on z-_17PrNc&isQ*#5<0;}@h%=YA@aaJ~!EN+OymbNIY?f2}1@|90{m{e(Kdx*Mn1P5=Td91nlZ2_1t5A1+mUFY9#T1$ABdxtQe-0 zk8X=a^+&pO2QLI=27|2ofjx56)AkZ#9FYq!g0;+xS}LJ9s_#=2+XRV)E#K#WMUb{r zK&rM6k@%yC4fvOk-jH2)JbM`(%%(F~FXs)c0(cD$53NVe9JS6pNOYLCKy)!Go*XoI zV80#}?$HI}zPs9^vCN6lpMrKmna|yQhc5;B?}#}u{{z12IdLt zk3$aNJdPoS(4Q3ZS;rtX)NnGib?qbdMHF|0kNzlKz`j7UG#5kWpmI~uLNlQO^{goG zQ3iytM+Hijx+ROm%E|_G#u=K5p?nQ^B%Kf#HIO+paCpdZzl3ZBbFYFOQQNIQBHx*S zf)Dm$QYXU|ChB_=KxHPdp6FGL#3(2kYN|g`ZxhDE1d=AvWGHGPR*(W}D8ffF(oL;H ze9&Ui6b8eflBge+Aqf&PRVYu;WKU$+ut+v&Y(@W;Q%&5;HR3Das;N0=oVD6GpLFPOlDL| zg)8<>xBXI4r?P^e5u88l4wMyW?nDV0Fmjb4o6pMMo@af}vk__RC=qH|8$$Yg9&kj2 z`Cw@23$zIECQ0HRyZ0gsVwMMKdV!?k4ImU1%7r#Gr`0bsHD@YE1OU|^#0I=hxDYs+ z13rv$ftTY~mm;eE0rW$F!Gqdpo_qheC}(Ncr{RMc9i4T50bO3~OE8>bzRtyAk6Imr zGPn;ek64P|6IllR9RZJi4^-M(;MS2*8r0tQ`BL~wZ~KbWJ>P;=7} zk^uf13;(OVkuaAYU8_BW1|y34$Qqwp6|VHABYKYLS^mV3q2(w|I(X2Co_&T69x-G@ z&tc_{jewd<59r5`9=*!(Yk0rmsPl{mPYy%z=Mg=JSGX%{%KAF0_Kp~W_`)A*%DR=0 zpv=7oiZ3u6L%_p|2f~IMov9Y$@KMJZ)tph!87qUzK)`c4ktNIQB$k&+N1Q#+=3<3& zVNeif2Rn0c)FG9^FbAPHz|zIpSN#^V0TYru0RDi!HX%fkv!G&Bf=EWP=WohIGw}|& zfi(N{4H~#&$5yh02-Xa$90)WJy?bsD_9uURLFH+(!#$_zjP#r6>FJw6WZs_qJ%(A_%7` zD(zzG!h=Shh+@XALM*o$ta2TJtF5(+vEy|ADx~!DK&re4f6Z{(7doB*5@+YL{?D;_ z?$Q-vzu*~mAjuuSQdDpH=~R8mVitCclQcU=+T%HZN}O-oQ;?Z;Mymz}w2(s~_X9{W z&|3s$TwRDFV3Zd3pN}72DeAK17>)+S05a~LIo@6SNlb<5;gh_p)&># zn065~saPsNLyQ%r11JF-hrMl9@Dzc$x2-h#_31mjUqxAYKh!JUvKkmrU2J&RX8sf$ zdC&q>D7--8m_e@scD)q!<_z!xmECjhd41j@cFS5qAYUy-%{-^2gN`b2fUTbZzRTjs; zvMKJowc^vtoCwNuCZVV)#$ziv)xnXZFqGcF$uU64KUy(bGssH-01rL;s(u<>Q6{0@ zp*o7XJ+M`hfwka>(dJHKK#_5#%+7ZhJcQ~)qojJ6c&5e2vnA{;_6FD@{hicOK)c@k zw2IgX-Ci62^<7cIDs!~1`KBt6|CG?oOE@$R0=0`%Nc+W5d{9XeiaXLyF-Qz8B)|`$ znt-q2Ik;Hm=(+mYmCW?ypEn}7jhYtKXYg>cR9nBR<$$oN zLXXh9wkSf|Gz1sZ=?zXm6$y<*I~I=nrlTyYimDTM4z;kVA5a%W{bo`koP=;k$OIjY zweGL)i3w=j{h0f&b)q`CdH<~1rNsP$MmLU~V_#wiP44%arxUAv}gqkAtbjg3-$ z7X@t9z2Ha8+<>xkVtLOCcWY}~)bT-Qp?@~E5Pxjlj6y+Rwo-~F05A|6S!!z0+i%OS zdq$&mZV?ppIWE7ZNmiU-!;+XsRKermZ?xw2B-pVK1(tMYZxEjtbMDkuG|}AK-0}}Z ztoxAewz7n61lvz00){>c(t#I6VXbZ+lnckOyhu7+Itk*d;zKbClG5YYe1@=Va{^k{ zTvJiAlEtc{lnJ-Tq7*xp+<1w|0wtOEyC**oPgfpoh^!R@)fWv*+gne2A*3zzYo9wc zp}H9?k|0tOA_em$o`Z~MIBOG{)9qUh%Lo4$4}G81Tt{Z5($RFFZ=fjMW~Pnx9E5HI z*tdoCJGrNd@9=qpvoxz{uKv#_p6K2%@juT!wowdVC)~~-iqcLWE!JewjeB8B6tv$lvS-s06D;TVD$$j+euirA2FH+}bU~E1HTPEU1D>tVD#5 zIvr)#5f?$Tv}<|kO?RljxQ9Oy2P1Rd(%17P>p+?G2GA#{8u2oTTJLC1@x#ZWYGgff z;_xS-HCbcz7+NtHwY>+GSNt7{;d(y-bXbh=6Np8~e>fmD6D11~YzyTRshfy$@z%j6 z0Gxo$V!|hf?MK}S5Cmocd0&ul0b4wxcsfmfTc4=@vYs8HeMXCWh`dWQ&9K)N*?YJj z^bD5T69MuFiK4psm=Y@WC0`^XyR;@q02o_rXZ)^BqBhhouRG{dk@nE(PxRk6F=X4| zdcd)N!}_S!pEM=}gyA)7F++blTmcHFK)EwDQ7{`$7#szlLs|HYj93W$!Uh^!Xd9gq zRDRr0i}T&XpTZFe2}g9sdaCJQheT_kga;0>zeMaoOcm%U-oRR}eoOyq9W#F7+Fgk| z8e0EG*}tK-0QOL-u|quhb%Sk!;>yfMxD)bL1f&@rAy*sJ>DSG-HN-I6y(p0OmaSXn z=4=+Vs`VOBUe>Qqzu{&5hW6-%A5hcF(1-yQ?aSTnn<0mrYb(+FB;Z3qUDTga5rufGg4Z^EJE`WgkyS<+X}$|qd@8sE}xApBX)I;y6eQrYFi@tFr=Rjuowuq4>#P@T1h@wT?t-Q*qO^ZzmP_v}D~ zcw1NQgmV`y3t-miI=a9nuy9Za`n90GuoA(fK_A4Juy-L&HfuuCU|z(0fhuEzIqQA> zeSIpw`4RgQ!$>efj*7YvY4D80!**O{hgJ41t*L{P7wrzm0sI-7xsBF7(+_zB6AXtP zxW^Afe#Rg46V_ZubsgNgKq3t-xF^1Or+`!H%_{D}FGNYtT*yN*PNeeiiH-VC{FP5Y zpBGc`V<+vk#XFrw+#D{c1}+f|p~Va?YV%ybli1Fmwa@XUAeCB%i!Ub?w7?PauA%A3 z7#eD64fp9U#hN>Q*rKo6jCy}yG_XGsqp>y+{une6xQq!zlWq8kpjUrDn`5Zae>i98 zXvj$ql{J_YxZ#(Eqb)!0BEBKeG-M0gH$`+caaP%Q9w@OSWTdQ7&rMz7F2 z&~gYI9ZnMj`kC*?fBi~)#EO?~*H3=V5`V(S2p^z2L`bdIaSMUBa&rT^n?MFYVvs}t zUQL^%w4EgoS-*SG8M^P^kvR(wRmTVTLpXK#&-Fhxv*aykDR0gWp$dW>PrUJ+ph zyLR9LA3}>Jc9)nCHTQw#ho87mVrnRQM-#-|3HQPZy&vEA4f-~gUf7{Ow+&A@!ABI9 zvL0`vJHF37kXm$6_0}5U6-*JQTs3Kpv|AIR3%hl`71`Q-FUQ=j--Oj4Rr zJCMEZ~HxG(Z{2Mxb>cm-=Xc;LVZNbL znwo5wsi~-FWTqi9(zMw>8l2dv|4&FH#R$?jf+6Vy9>3M6!lJJYR;gZy?gZT-LFRjrDoqAOWf{OAS)^5apdm*3 z|A>U_@Uv)~82NAU$%p@*R2<=tyA!W2a9h5kXT~=i6Dt$Xx5bB?5OWg`6XB2P@%)q2 zT^TpH75@06yK$YK?LKi@oUgql=8HztqyA7R7zqbM5j&6>%uY{_XlpXGAFH!^Y4}uE zH~D=%5MOu(;XSmVd)%}S^txKtV=?#nU&U8ki7Ut5$Igi=cehgJwd*mYOJ7h}pT0>- z&7lKyrTOq)ef#WCkRA(8_K%hWdzP2kO6|J`d6kYGdiF2xwM2QVU3rgTBZgA+o2@i! zHDXY&4epocM5xYgCE2Seol4953@x9lpg97&gfuZl{S+;^l$t#Ty-Re<54g^GQMF1} zD}Z1_Z%V4iYxz>0DyddVO3-a`UIb-=jBdIQo)^{Jf1Ve1N51Sa=g1^r_LoAVN@p#XGC*-;h@hKj)kH=gkEY_ zYid&?+Rkc-xx`}qKVmN1t&jehbZ?jVD;Gp>=D%OtSWP=nHNQ9ujS>*)mYu2HaIH%s zOv`=2&AudRv3KGfF9}q*!7GQj`*FTZi=VzMURCLZjeotc_^Q~E*rNSz$E|uOKJ^cQ zT-jsk0~dOj$AdSnbEjPw2kw4*mp)ER{{mdd0wlNI!0B$qR&{KgzliB)&zvH zKN&@@0A>?AN5%r79MFC*(;GYO@W!|QDXOzRZ|~K2?Ph4eKs`a=GbL$^j%!ja-NNrD z<_v`i8jNKjSCyc5B<%Yqij+n`B#2)#drRV0S9w(c{nW~g6zknw)S(NZ`zdb9(I?UE zz~p;(P5nXN$xk1kZcPZ+A0_yg)FNA`2T28*$VQ6MtUhF=eTh{3qMbbZ5DnJQ((_Ok z0`>IO8kjaJf3#QSR93nAJAD_BqdJc?puf`E8b?UL`YiNP)ZxX#1^}`!pF;vL^NkaT zs50b3^^x8~Z@$W9l3G{AIMvWN5%`j^W$FeMb_oW67EZKsK+YW}I!aVyY8u{#;#U-| zGY-fh@3h~JBY>_W>$ZNMer6BreS3H}5B9@)*=DN_sP>69%X(JSqUl3M?}HJQn6(<) z!gHu~B8CvyL7-s!YrHqGm83)og-^LdYMpB8&m+xCNA|70@{qoTul~WkDP?-v4s?oB z2eLcVakMZXGV>ZeKu3z(b$Ji#zT}WTNzDC$A^T)4Q*VQkfFxjjskTW)YAtCKY9t8Y zYYVq(vv$xtpa7#y4NVk7gy!M9#8ZHKp~JA$!d3g;*1nFhm2-4w!)6M(+dX8+Gi`o8 zsc+^tk0uOG=p67C2db3b;4N{P@j|PrVpG@As6cnz@j73kT7dc(ZiN^O4OI*p*&}f_ zG|=k!c+ixyS>=}F`t_d?^CCw=i$Qi;beyPGmEFz~At+Fb@G|CT_)`o4iw6-((Nnw@ zdKF=qmRD}RrBnrd(9YoCM2@rFh>$^?N79e7!l=iVj%OyUMSArHHH*yqRPWIX#e=9m zsr%UhUfu0r$rnq0KCNHk<4<6nNMG}f7s)tUXBb1vP_+8Pji^3dGW5`K-S37bwv9G?0;Sdh^?*mOo0wkXZtqiMp}L?w)G=X><@-K`%vX zAtetA6p>2q=kZo>rLzv}&*@uFF{dh=ilZR3aWv@-g{>Sbl;+>UV=&p$GSbqkVRg81 zjpl{(iQum^wFcg29!cc$07UwhJ{J1TotZ4-&8}b2SDj^eJN%pUE*Zdzny2Z=B6=#~ zTthz{9Fe{cAT^Ih;C;!2Mmw1)IL|+;XhBq-H ztUoLtymddf%8B;(abpy#Les1C8h=x+Ot*vGs4`jO8O$lu^%6)FDNvEClKSVuTDbte@^rLJDGH-K6&K zQKAA@*o{NN?1Wql??TB46$+iO#>byblO0&!8PB29$)qtff3yI_A3Zpxw7+1R#Ha8I zI(KbK&_9Bbo!_`sADy=9u*T}wco&Q8<2CUf@Oj5C4-!d27(mtvS}5Z3dJ|mLzUt;y zlb@Dun}WN|n}EOIh@h-DE&yl5ZZ0WUh&jnPL>w+C6>&}+j9&J_8<31fh{O>tS|GD8 z@^!p03=qF)&-1wWOeDl&ZQ%hPO>~1yS)L-EMgv#GLZ#$2v_}a{0Ds?sGp2!RNF<$i zhgFw9-8JDwe#Dl1Xjc|@7X$ptQ!;MQr$h5;MgwOLD^|3n+6pC8vTZx4^ zg3|EnOEkZXPu*D&x$DlA(*a!UnW8r0DR?i~p0qu|G?aQalX1ejW&4isWST7)J@_CB z>}BlaRa5aN09hok&&S`YAs=Ry>t8Y!yr6=mqIo-=Wka5)CG}t7NpH~#!OWN>yb9Pl zPA`~Q#5i`{&$s^R6&(DF({NQ(arQvKLGaham7UGpeo19jvGHu6+DAQv5dm)w zkT_BO*C0&QzPtEsk73U?pxg8o_oEE?$2~8mY&cTg|Wr0TU%~xIboi0ai*G82b!9ego`*|b5l>8P^o3@ z;Q2e53S|+}@(4$CZ9+Npj}krvYVpFHacnbtk2y!&!kAoAdUg?-=`Npxi}(^;5N9Ev zu&yY6j&<3|QT`bb$Jjn>I4N%+#Apa7MI=;9D1{(}ac;DZ99se{chPp1dx0N zXw;6Ecv(YS8jK7y&JfDypjV3GE_$Lh$dtrzdoM}5JJktkM* z^9vct*oEk{j7SdpCYW#B`W%LUHPz!Zs_->bmQcOwF7_v1OFKE9C@XZ(jn$QV+MT_k zpSnOzB|O_1b=t$WnOG{jD()EE&#OSaxeNWRwOPJ7DOtg+AXugbDXmUo6-W3KHdqI% zg_bl6u|UQ|_pU7YXXiCjj6eC<3B>f%Al^_2+t)!Ii|VsD>Ew>V0Su)<4?_FHrK!K9 zkVaIVa1!;r!5g83GV#&8Q~dUa@nH+u{V37&plK%ChV=xE$7Xq7l)5vMkYxh_Wm@<;d#~54_a}=r2^` zv7%c^mSIY=1gAijCF+8wR7vtDvMgESti^8{*@+wdl~5_x-pZ&Hf)XkzpYrdV%DOXb zw|xWob5@&Zc=$Sk&I#za^))4ljYp=Yi~P(g@rAcz zO$FZb0dt?}DgyC83guCjhZp|N(nN;iw;uK-(lptB5Cw=T;?|X_S``wf~ z(SN6ER{2k^rqECj!wIs+G2G>UVHER>O$LpTM(Yu;87}}#o@vxY zsM%e`^0VrhI!{7sr;yczgPk$F^u_9gaG7t_c%LTn0BeNDhY&o>-qOW#9c8N%sXB=t zq&}bJ;%ogm`4zCk^LQ7&P(mp_ys4~YHSo#b)EDJUq)o@A*oq`T@tOW1&}@8pd^h60 zJ7ozI@4abE(%g@ZhyXO+`SC%`Vdx}%^ro?Z?(r?+eV4?yw~%+Snp@s9HfS$O;iAd1 zm?FpH=zFwL@`@0@i;Jl4ur=POrF;firEePB;%i$;RN2JCXXAQn43F=B)3^~wuIWA& z1-;+GS<-IhnEDdSgS(~um3_G=_4W9^doZ|`Q=4k*i?v+^8NTco5EyM*p0+L92?kN} z$cLUE+0iUn!0ORV|35jV@ow#8YZj%2#QM?Kts5o%7YWg;ZBB&ao7>A|R_j(0>cByi zR(gv75)c1ZE#2cCB(}>8y@8djj)NAZuk$a2 z-KfNlRmS9n?%MlgU3MY<<9!m4zU`jBUpBBtuQ$dlLDDKL$JK8312P=k0F-d#w)_PD@Ddu^|-+{J?WGtFz ztO_!A5#~TixB_z?o^*8}<`Rm_PGcu;0BvG4<9<(uxThh&tM z#y@;WHet08+>9g;Z6XPGd{hpAPe;jaO8y)2;Gk;PA72_1SGxy#$olZcyy5AIz{6L!8%I~TcA31biiJr# zK%ppek-lxwWUS-fUxvOt*Itx<*PN`Qm0rF(v0UaQ+pOh1L4Pohb9IpU{!4j$Tf@Zhp?Fp5Eg+;`5S ztm~okddIvG6&3iOXo@moV9)ZQd9Z>V-7C?Az)VsBaic^or7RmFhe!rg;zpmAb($1y zK4iSNKC#3Y6^|m`h8)YZK(xdWn;zRZ2{Gg++gB(`!~Pwy1DN`4m)xiN$WN`mWENFM z&Uf$ZD}z|z2JVA>Whjzc6QMx~f<*oaej_f#R+@Zz%y?&mnt9cIv9C-E-v-PiJKVl8 z1#*B~;AF$9{7BAmzsLQwFB&KuaO3@C5Buel#{7*KRlx8GW4RmaFB_Vr30g(~{fc-G zJZIWBY?J%a0NFS?_KdOQLuh~>sW$-+{f8Q=xY4J0LUvf=y#_Kl&!6w zE*J+s!A=`$X1aT5pu7z%6vOc8MQ&t}{F51OWU#FMe<*to_$aFGe|YbmJ9lPhXD6G@ zX0t3y2qAGVXo zknnaeSD@V3??d-O`Csf%{JFkJeq|4;7oL;Vj6K)PvwX`J>Z9jmGmyR%Clt_lJH_aQlu~`0-ab9Qoz*lIf^K5%NbF+ErqE;1oURoZ}#41@}@4 z4CO-LJne}O7$C_?TZ{2;`_eGH=Y{M}q53BC>xTC@77lT|fi@tUjRU zrr0xSS&)_6E#C4)`3Td$sjc0~Rr6kwUG>lRnqyX~z{@f{JP`ANp^de7kT_Yo&-T)I z^OwP$?%i_0Jg^FPAgR*lF>DA@5kOz($PlLISS4%{ywb~PSxPrCaDxJdD?s9`!9jno z-hI>qAIfIxt5;-Ir54G1RHr#cM3s9@+BKfiKB}Qj%GG99L7_U~I{+cywxaORXs>5# z$J4dt<+Z70wNH|q+}ch?z|K)EUzO$Wcfiw$krQq4f-iqIcdP>!i6T(~+&}{{Y36cr zUp<&foUwHD6VkqRBB(b7w=wPYG}7dm8W%DAWNsYdQ~L z8N+FjNI<`wz)@LkxiUH}BO@;@6fTv}+W87SCM!^h!;owa_YU%Gbi=8xst%LsA=Wez z;IUY3;9Pn1CX?Ux?*B$TGfY-aB5xGyS`#IbenbNN@S$ysPZ=f)8B0~)4VSea*frfd zd_PZ50E5Bo(QTci6^?csNDhdh+UHvT>dNU#i4EY6YR;xqV>=DJU1^)Xi4`f^&U@Z2v#hjF!)M;8jYG0#!Qz zWg`g9DF#jBAAQ5dc0=DFbtA6*t!}hM?hz6&5Xz@KQldn7@kxZLRU^@{yC8|><9*YU zPN^sKpe&9aN2Yj{xV9I|7PGM+x!5TbI(lv3Js=g!%tPWVy&|}>N6CzYj*Y4zIW9_i z##OXDh~GU5d3v>ep5;AufajMbsh@_@D(4U-vqSFNSlJE4zfi?~FRlo1HmGQH0PN%O ze~p%RaeeiC@A$)N;aF%C$JN%cvUb8G?y4=VRstM?WnWVEIQe;Qwm*s?M@i(^o{TL^ zyl)%@j4L=8`LX%v_|J(+}=h=AF$3AHy(F=JOFlc6x`!yv|O_GNRDIDxH ze_*;Mw_)S){iszthE*TpazB@@Gm;^P$C6kHdo6S@)YRzPYRtmHoq{}Q%ti9-q_7wJL9hFABO${cMp9Z{E6q}= z_jaP1{-#{_k77ghSJSzdcx1|fEP_pQt}xT{kf~+EKyV6k$1Fj*-|xqvaA_Bz1KV85B?ro3AZ6+ z0)c=)R>ESs6hAXr&SB-kK{_iKr;W2hrUx44V7{O`B;%pbLab~!A# z3``&e66ypBMQkk{rIqI0n2Qa#5@2l@W_RQb;eFBzrfN{K-OrLrtdKlF*^}`1fQAYf*p_cdgmC$Gk@`a%VBwO}A)FVQ;Anh*>eKUKu6J^-c_z&-+f-ZFZwD*Ur zI5faap)p}R_Md9VOj$AI5HC9e92Vb9cjP6F0|;-Z&Bn$*ok;=KND9s#Moom^mZMpo zG?R7%_rSh@rT%!%J6WKK)I=ouyBw@VW$5piuH-pXyENJ@+a*W^cln4a!(%8e;^>q| z_isJZ)iUQ0H5bhE1K$d1uAO_T{j=q6->CbvkxjIdh1%ExwRDbb;y*aa`_pc|C+Q^Jgm#k>~;4B=?TkvLVGeBGzJ4;_SXOjc~xg(f}Kk>mY)zS~- zrOprMx(5XdMrLXdOGM8iI4&l@7(Kpb?|<%{BGgI#7Ulen01`q6tbz>wN`wWnB}*NA zi=F}1Lw9a4n4Gu);uyf>!aw$hG8f2G{EZsw&jqqV(G-?}v}zM{jcn?$C*4c;Gd*G4 zS$G=m+U))57v3TxZI*Copw?uZIEG#V9`-Hk7u0iRQfU;p<2kMaevkxwZj>k=h#H`h z2BRETH6A4UJ=cH0z(H!-B3WFuy>_(vf0W@ssWSX)Rc(J|?PP|wB~2R~;n0Qwbr`U# zs+2{t+#~QGU^w6+B(hmpzvri~y+hB!%!?s&U&cw*gUEx%NvGtgDh|pX>A)W4;^Xq~ zIZ!{qE`qKshCE+SA8)cW6o+cuj8$q@st|`|y0#cPFf#V7NHCK2KXl-H^~Ogszu=MC zzkAnT=V8lQNjsXESWw2iP6sAtZPB(f>wTdeu&5ytt<{^XAElH7>1D4<{8%RY2#l76 zKjCJ>i>k)QvX0iP_(j$AW4Wqw1HfIQg}QDSmKWu4UTS-V^a~X7BELcR`m&(l;HapE zOJrI}#BBHab??1Dy^g>H8}G2;Bz*1OwEu$;b)d~hzj+kGA;5%MuO-B0aM(9dP(8Yh z(hndf9!&d!zE*mS!ran>$`=g-s<>Kx|$e5@edHY95u8UFlgBHkjCz5cJ-?F{nw%6fFUAW zNi*bwF%u4-6~acSPH*EIht#i=)SdiFfgw5;E{9Y;`Y8?g8L9ESI&^v&&_# zU};)^|KhGaUhH37TF!oGxvWyqM#AS{16CcVBnamLpTwk!aSgfHz?>k00~|2oZFhrC z;D$g60*WWVh1A_EWNHbO_D~@)Gyy=Pan|j^C~M_t4Y5)T#NLPn!DbNILux>#Kkv1)HQY^dPpy*OQ#NW01t>I}1} zuv&e)LQdngx$3)8MoThKMoRpNqemu@3}CNNO3WH1g;52E8c>Wh)z^B@IBV-z4IyLn zIcB42Y*=7KC2#pT`l2pNWOuv6HUD&Vz#$MsntO~o*32HRCxfs6S`9@+j;9Iay=@fr zc2S{8uOzjbIcUfHV9XKf4#Z z8TEnd-#{TAP5L0+IqNDK*s{78y}kOrpl+^`Q_~6nxQkML6vP0J#S1h+%s$3LYf1XR`F@pquh9+wyhdM3l!DLv z9%N+zq7aGQ`bTzYpWdBWhX;6W-PW|THW2lo3{e#JkL zEka$2ySlm3U5k1Rz*8hT4;ZMvTPJJjJ^J)Oj+OUQc~9Qch&}^G7dQi!MeT#M(J9*R zA#D{h_8fFT51^x;LxEM)gE`cIIdHcsw@#*%&^aJl12P#D7W@Z6j8riEf!FaK>J*TM z)$PI+@Ar3j{-D%10(=Q6GGvwpZxHh#MZoz}=*LJkk$kECN2yZ@yaK`m6(U%4R4n$E zgQ@<2z+%AEAxU7G04WWLP;?sbK+TCITA>kYi%(@&v$(jATcNFnenS8RO zd*2s|pD*s;3dK_>4)GEp5d~*h&x+)*=9W~3R8HJqXWP{~8q+ZZWC}9&N zg*fUCLJAlyP875dD3Jmz0VPQ|U3g$Egs1qz9q(X%VJJwv#Z7S!5(-%KkzU?qG<&iJ ztj)A!unIn7-syhrEc9p|4MJzan%IN%WvCP;)tV}&pvAdS2O<)D)%9AE>I;V%&zt5` z_UH2Mzc;hl=dydrv(FCd-LGfQ;(>VtUyn+11F=d2@VnCV!lw4g&@ofKh=RRbT)zM-hlCE0MFgp0V}d`CJA$ z#y{NBe%Gz_R9)I}Uy>TSUiRZXi`Dt{5G->x$Y~uqBHsnQEC8&Dx_*$4j)xCeP$m!$ z3_z{=@D}(k3ZhUJZ^|Yi9PZLG6DWWfuno>k1xx^3aVOU|C!qB3gymLAnr%m0FEUR1G)Em(`R_ z@>ykUmQ}M_F+i!Klpi{nTiZ{id?@P^hL188b)YAsoWSdAq|8k+R)WfiKXlTQl z3lB9`0K^A-o!+5G_uIq4na+$P2?<_2n8ZDazK{vg4#o%M5Q2EX`Hc1Qy%S&)Y4^h5 zIQSSuFKrkLRglY&>4cH@x<3RE1{1Scg3L;&3<7QAT*rmUYky^`{LN^>8r~vP1zMH7 zq-t!D`6bP?&no~iJK)5q_D!Dz*lg`+S#3@V2a*gXinHrfBF;d=%?k@pI)nps;J+up zGN{fOCNeM{ju1QpH31 z*5Dfm4??PF(Mmg~Iz5!{OL@V&fDI+wvz$aFx5`Q-tCh9z4Q;)5E}v#0r4Kvb{GP^n zNU@bg{9oFuLi37~inu{L_pEA%?H`kJtoFr>c_A)_$j z7O)cWG<-)SmF3C!Sb1Lmh?ZA7Pkp#mzGBRtgMJ=sm#L~>$uha~P23bP`dBTw3%UkA zjl8qJkSIqNL(I(liPp{3qoHU*sv7u}oL=$)U+hrk9pwXO1DnVt2e=kcS!EQ~C+rhH zxs#s!ajJE3y0$jqclMsRlYsdmHyp#dS(?Ju=&H!83l0U6za{ukx?kuZ&b2!Nq$`?O z0C#%N^v7Rb`U`1M$goqBw#gYhtB$JiHE8(t+1AvhTGPjZTL_&kf@Dj8tRra+7Skav zX0jt<5>qChV_-yJ;QwBy!$Q16%4s;sI)c+iNwnatNCac2o3eD5b5#5JBB(BZEnm|<;EU7?+hv^+LJECG^jJC1I=VvJWB<&?h@0Xq zKZuWG5z5kaQKof=#2>huKxZPY0==fmFWlEI({7l0UinC3Y7nX9_7iv)sb~6IgiA-6 z(dga-0>tJ33dWRmK1J8en)$Wr)~}IMBPUN)-650E6Qj`%nWElbAc7@02Y|aHjH^nq zytHZp3NzZprq{&AVY&bLAO0yoC#Tov{Jw*Wt&y9xf>sS$B7fApPu@>Ck_}6Dz-rtG zuo1LC_wxrpFnbwL?D!8*{5hN+8j2MXNd6b@5KrVU7S(Iy<*5@p;5M7v5V89vZv|9_U_;oBLJgUGl5&xYcL@IB}0w2|FMKGI;Zm?zThS zvs=c>-2u`TjxS}u4W@6^<#qT-h*7?R^Uu`FyK$gwRcnvTt{P-b-v0!txfjuN4A2_( zM)K5{7hP5z$c~}u>}jOyLeGeWoj=sLJ#zX}%WY{{Z_$JA*`43wE@JXNEJ& zHgATjBcEw3KB8GCnLO_T-d$5izm?ZYqTKWo>j#~HOtR6#*HaH*fHG|wdzIBgaVxqn zJHWX3ioF2M1S$s0(&}lQKUr^0JglLn%p35w|4Td$!CTHL1G@~CEe1CN6)GTP*666H zHIamvrFETzUhYor3V_yJ6Z0|J=JkO+kYs1yf`^Q!r!RpJ*+}`w=T(n=^1?F_BynLi zTOs2x?B{F&dl|RCf7&+d%b$@yYaONOMU#VB*KJ+6DHYMWcCj zQp=!=kLcA`YMEw+hc9Fo(2Qsy33k%Mk}pgF~1WMNwU1&b>xtv4#N~p>!zkWzFxcpQz+9yQz*y(_#M$6JPa6` zQq;>zdz(ehLytizc}|P4KWODd(6|N5fdU9cmLj%{xBJZ=&~re);?DEmJAl5tjT4BV zKvGaSpgR$o9K-}l9no@*ddA^Pr8+E&q)81tPcJ^Q&)WY7V0i<68(B;je~GkUtUcNxdbKx6*c7z+pGN>19wBf0b6#GLb{BrJ&Pc1JstwN*py1 z2k5-eS>3LxACgP-OmDN~H1+c#nR)l@W7gZZG-M@1?L%U(-V@pIkn>MHnOCR#lhtd( zGBIrf?x^3$ZxgOy>V@^14%S4(YG^&Jt{j%-^A~fi z-3N!PQ5Uu4d;z=3QD-Gt0@l%{3?{h$6QC?Y`?BvKFoo5^;@?y)zL%-SCT(64t9@1V z{a(KN&I8g^@5V(!NjGm6vyaHz{^l}`kP3l?;z4`$#XrcqyAL^S9UFlL zbJfH!j8 zsfczE>Qw+nqu%Vp->qR2gk$Gql6f8SMiS{as%<6+?H!KeMLYtMFA^^Gqy~(L9o$be zn--*eaqyt=jMx0lEb7q*;I6O&)qCqiJ%4Es7#{E9t_XMkvQA{@y798Uzzpn5z=3@R z74_+sr=iOb`a59S1k7a$WHQ11h0tzQwd}M^?jSrFI5Mcfk5vQY22d4J4FcXW8cw-t zz5Sj5^M-4{wi-7JCxsJ$?@ejTRJR6yQSLsG^(6KM>aECa6iE&i_&p+Pg{TCDBcN&? zlkaMo$?0nMF`0aCC)<-7YW(9U-=f7La2+B-E2xhJGzbA)ULeVyTCQ_u}hggK^_}ZM;TEp0g#LC!K*C&yrjv|EYGGUNJPAb$V zl%Js0;0VnNB<5|dY$E1@T=10kVyRT3$g-+rCYyKSSARxRFsFNc_^N;- zfrK6yb;^HAraad1_4j-$KXV6-*0OigB+#~(b}P5uEz!gyGD2-1%C0n-A+&5n?}%!+ zmlNGD0J07S34wxI4HMm;#P6h3rapx5K{zp5A@qxS<&+#%vOXBVW|Dg{U?KDe_ctvr z^`Ou0`YQ)|G)3|!up+jFoxlm>BGaD%4+rQ=@6yZ_!4X4y?78^4DjE72`ceApnb?k>Ys~6IA~_0dbxx3R8&2*fj^jG>m zQQ@q?+m8yU7q^H^_0=yjS$(oa+@(7HD!cqU%VO=XGOy%u_y)+gjU)?gc#>(MU=|K1 zPKASD<#yCG9VA)607VXtwC`~RBoYbWTt&tfGzB;?9hgbRQ?r;iGv&b+IE{(G#V%D!@j}3q4PwSk@_Td71dRf%0US`AS}fGh&2lFots1jF^B?} za`KE20~oxbl^`Ts*%>@a<{{a_84+8ikJPIvhmW?|cJ;$q`5qdC5FaEyN?HWP!U7I! zoQbWbH6YC5A*>mJykrpl0rRQpt~tIdUm>cE4q^i6TO?OWJwR3{S{n@4D|mRX6QTY*^*iBv_MlDL@;D_26$C6P-23^A*^{`ZsuN`A3b29 zlOzdh$iVbH@q#~OfSG4j`c57aa*ulOPnq203lSy0#GOA%%`$XTK{fOJSa2xv*F;P3 zHyDf_IHOP;Novs;9bkyr(MUAE9T~Sx{`4s@w^)43pU76q`*Mlz{61kF#1xFoXkII` zqnpEI!m@(|!odhNsy>E|r9v4LK}Dn1Wp(AeoE>aFm7)Zt52A1=B#SP{*aK%~`VMUo z3y=eht|Rz9g>LcK?pl-_>WF|Zl&ni0+$_p%L`+kQ9uamEd^EgP1mUs9SAq!{QTc@S z&_SPieWz%qI{qbJV5`)=zhn;Ur`SbVulVp9-&ua<2TbriIG776S<4aOVAIJLZR%-H zBYzO;kCiiv#lSccP%1-(en@@&Tk!^W!dY^EI(8aL;HLU83#=A8^}zLooRGBS(0MiU zB0`CQ8mj1$ysPz3TYZ~;7m*9_<@2;wC_2I=VZkR*krFuE-_|nPJcFAB&HZ#Fa=W*E z1?i9%$vi3;%?fkV@3r;`qwQ}A>UUG7#Lr!#WOQrt6Wck~tnp(FldwugziiYybdi9rq1z*B^(K*tnfEA3^Cp8DPw{9jVxN5)` zP9P%#QgsAbEhzEZr?Rigm$WK!o zQ>HgTA7vPJxfE^+MJ)d8(yhK}zYF^)Q4e}Y(gY+5wgW$EYbm){E2sufQy56No#0vX zO=H)^T=n)%S=nsU2&n{4qtj~hP5GnMtjx<*Aml$_-PA|7WZB2UGSmcarnZw#`xd>a zhXw;E6F^abw;>M1W3et>CbNTLE~|#oHa@#2RO1?MF54sy^Xq<$O;@-Gg1{V;6OI`UOccFn5TeV4OrD{Mx!lS zMh=S#6cf~%)mZ{=G+3XAx0~;AdKGo+RWuO)4=nD}tLXW@3fMruu*K>;Gg6_~szh#N zlq`lAg<*r$>h{SmzRM#1h7Mg2=<(4Pe6%fTBlVU;ne4=#6DkvCj(gU)+-b zk}!i|d#H};yx0j*;TVh_X8NOlh{OXX|A8hIhEsVSyUx;n!dt*1l91Eob{KpX3tw>m~oLgDR=fZb~?2q;2JPOZ}83IG$4Mw^&L21Mkc=Ebvg!(?gqHhT;8wup|AP3nOw7D#>o>BmOm zD8J6ms#em7mC$()1XzA5>$UQdZ{jR{9B??kM!77?FB05TveKeuKlH$hnl?|ciWrO~ zc8MRcXE((moIs2Xv8Ry;)L^wJUoT(|yeeM9fp&7TLUxzl1(U>mI2j@`R8RNthc}6$ zqSr%RyFdFvcXdhv!>!j#n-}&`)qWB$s@{e%RvXak1?Bx&q?ujtCFFqGs=R5Wm;8C>%u1=>GC#nmJtGpy^_c@m3mjf-wn@|FD;c|q;F~)#RhbIdzT9W zHGx$P>mckkrWlQWg^n$BwaRN`KH29H_Ee`1OGnwO*Xe8cD_>w7)&!^^^dD9m8UqG^ z*Uk&?TMRuMfD6tm@{L5q&peCxec^-cqXEYkIU$mY0bq-vtbn)eOYt?Pw@MXQ#to|w zGPP^#+^8_r-996B|MCg;t<6w3rO3=pMWxAu_c{K>@XR%CW?P|Ki03gBc&vK!kqvsCR8ev3yk8AfGon{~2hZzBi1d4||g}!;@I}H6Q5~l*J6PL&OFJVJS z4+Um;(}t$j>|Vf{Al?Mc3tZFLt^V*Em%894uJZ4x7smAgfdAmp1@^Qbb-+xU-P5{b zWzwMS!cQe3?U0e48qK^V>VgQ&)L8R9;sFrT9uZ1}ZzE=flM${#7QECR|3h@Z2nY#} z7cN%K6O3&a4YRIkPNunT$f`w%sX6xPftE47>xBHbfWPl`x=+%pzL)PsYFuzyauJ_l$%T_;k55u_g2p>?0lTEN4X6f5M)`;A z1eSqqV=XRBw%^&I?-#TAa=qUt?1___c*m<y}E;TM*84WV8Q#`Qs}4>yf4 zmX+DSAz~dKg=E`o}BfK|T+%pU;B<=5Y zf}`m_iNgs6l}I`_g;nQgS=6O-Q7`=8W8h1j)#xkYKJ|N9+aFzLpS!9ToENVG#GkVSNJfvyJIV7fr`v*v1feesv2kMyU=_Goz1$OE z8Z5UGL4~~l_3^Ox7j&Q4Ddvb-%thbdaM9M;%KwCf=XtM7@n~ z?y@t!oG6hU=J5i$iI&5FtL8e;Uodk(t9b#Xt3TBR{@hu_UXY&yOwZtYI!&*$QLJf$ zTED4yd83W!+P8mi#nOzNl6*K<-9$AZk%t3sD>7C9SqZ2LmJO8*1}^}QIkIoFl3JA6 zLTQ5-HJs@Pd|_^ZvPjz#uas{&WUsCGgtz1@uj@P%<|s{G!>Cv=84a{0!DXcS8`pcf z&BuHTf0tk7_ptg}ErMnRWbbz2qjR0QU9C(r4&Pr`mGh==AF{uG7quGs;9jQ8-zW00 zw*wt}10Tf}&~cFs>XUc0HCDlfjQ8m2sg@b`f$kwhY~$(eqNh4g!T5?LtC{IW?xS;$ z*|%rGvP4VcP^+tuI80I|Zul^P`M?wa2?LtlhNXxd4*1}f1KFj=tV?Ls&I#mW1&+@| zfF3>bG#tHNctF4;G?52uH#M>C9ql1)48eWQ_kum(^b zvjY=@Fh}8^UCTJUF=YRm$mry9mJmCEEy4+=qrognn|@Q@DVFLWuS8B^J#-?=Yn`5+ zRxveDIEQCpYv)5-W>39)4O=j!VYNv7KM>qTlYMQfF;`SEYC0Gf-_26i|HjzBcS%Y=HP zIo|BYtEV&{h8ioV8L&=eYIFtL0kXR4#8s(K^SNHPBb2T-pu zJzsY2)N^2`p6YO>F*pS>9yEnK8-aU45u!vX;I^xNm5p$2%l&K}LKE03D5V-)G6=+? zbRJzBjDVf$4IzV%rh_Y>YelA7QrSrDI$*~y_NEV|@{U2C20Wz*ULdg#!cd|EH44Z= z3sIdSQsDyW%@4L!09fatyNv63x3Ae#k&*NXi@02acG*q2 zORWCH|-4I6{ z7J}58+iFG?Bl6T&x9s2e_AlsjR#xTjwYhu>jK*bb4;#rN)UpHoB$(yW46zAO58wE1z zf$8QYXoV@64g@7QiG`L#tm(LM{vBf8A#{0r70RW=0QO@587Zi#NNWFJgFB)Z37S^h zMeX?%Dr?`q-rWejV>Z8#NQZCfq6j@XF3=f)rlM}ez}6f{|9bSHPJ?QrnzqVH1$vm*`UQa8I{OA@mmV?o=EY0-8Q7sy!Qa!q z;pyN(GdPb&t3fTjf6X-i_CKT>6+THrLvjhusuayy03WPEaEI^#dx`o&)4uS6{k-a1 zns!5?zc@HGQfDcF2D1R@)%fZL1aL@At6`++BNqBE-c%cFfKGnq8|kAvQG!S5cQ6Fj z1Cb7U5-sC=ExdyXW1sGuULI(C>!^L%v+Kl5bez!E%vY*)gGHBxJ_+3>{40I=;TE_E zl+FhZsycbbw?4G*=~Im4{$73CDyODVk&rU953~kwqf3Ce(^&^E2%=MzrCQW9vS6xf zU60K3kJ4^k!|2m~LRgMP{S=Nw!UgWFhm(U&@SyO$K?6bT7XD9or^*8As}kY~cmUwa zOUUin*|wRH6kAX3IVi3bu!flx5J|2mzYFs92G6^SES*lBh^ggus@bWiQ;$wPo>iau z^=2jC_(fKm-I^xR(L8{nJ@61RpP7?Dk#8#z%uQpm3{va3(R|k%{`tqyig70UUhKig za5rBp8jFHaBqnG}yyi=68-<=zQxSf(LzfVplVItvnw<==d8aNP0c7xl-omRU;Ejs9 zcI~Q`=Nn_#yXx**2JFLD>X}+br3W9~@xK2M-*_Ggi{wsP2=B&U;w=te4@c&14xp@_ zENl{UePj}H4p+CK?wL2-o+QJV_|;+aAr2WJ0U=bguFv0J%V4>y3@Z!^7n)3%iUyiy zATA_G{{&%xv%tW_r5rQ864_*}l&E85bd#*hgxUVpmu22nsEm;42%Ayz6r2UN7fm)y zL<2$v+Ytr8d(Uj^!8d(p_+sd5pfxu#V^LU^6>MT%Aj3nc!Mxn; zvm!e_5on*R^KAp2r7$KAxU(+>fmHsT8`UB7EkMyAu2=aGsGtj zB<(^3IlVAmq zjJv2Wi3aNmRh8_KxtskP=Ag>7_D$k^R0s3aWA-Mpkg{SnP*GVeW=dAi{NxL)-i0>BRWeLgQ{09EHxSloyY%2?EYQ zT4}ECYhY9;Y0)o+%6W&iEn{nlj5Lp>VIpuVpz9#qNS-i>c{~PvzRkbpLnCdwD37>D zR%yNk?5ZaWCLLVY-gj0)D?<1G~NuqhgC(Tk%gkc+UX^5a${Hs zW-n}LROnPY3I;+wiI6|^wsG-Q;K)Dg68j>1<#QhA2siYVKR4Hg1 zgbcC!?1Pj`z*&rgWqt6Ye=Iw;nQZc;_ODq!%j&mJJVZig5lW}tAX^eSQR!%32~5~? z#1=Bb$T9W4iwOu|8|dc?eTK&@9IWT;w)r;Nvp~6wp*nJ8s(&HUaV~881TB~K8x@YP zVjr?~=$z`N4rrODRr4msACFrs>JzeQIoQY0omsk$xH$?Af_k80hpNq5ptC$Y*l?r@ z{D|tEM*QYqx!XuP#VVuX&Le`qiNHwkVE!4cZX~H0!19pTkYoC~FH&zbHIgHBhGC8S zf2_^L=p1BgF})kONo2J8tf_ITq~EJCs^I~7pcLE0h0tHNwv{EqXyC#+q9rdmzW`WO zkc?GDJlen_5(L1*7ccwgA2!lb7P8gAb<8eL8Hs@8^`|DHBnOkN{)eauj+B*OIX!|@ z0<=PV@o}&P@;1H+S0BG>wY@Y`RWfe6@_n5BA6p4TDWFLRuo~Z zO0kASir@m26ourE`*9B>y1`PjGxo)AHaAk(6I$B>1e0){ko7^FlFIJej2Yv+dBLc@ z7w8MHpfizeL8EgI42;3RNnt(&wGdu_2eAIKL30$LX*tnhY!0RNBb@*e#TQtw`m``! zVtv%<7Dknv!w3C?KQXpyTi9)ZW=P;MGsr6vTrJF5R38vr0n!nXkf~LFPc>|5#Mqd4 z$CgGJ#?GkcTNw|PXxel8kNQt-#9YyYMjrFBRUjfb#L{PLnGkyIf^*S}6~~f?PBC;4 z31?$DK)*JOKI{}h@$$pwr)DGrDT*B;Q3Ck14+#TpqQP>ju8B-Msp_=X(rL%~~6?*adaEweduUPcQg)iMjiYg|xlSNlKcKzd{f&WT}Rb z>W50&!WyU~)e$Mz|DZQUppG-5lV8NAwlVV9 zLzCP*e%5;2ZU6EgA)L}~i)an7hBpJD3lt+l-UVDdPBu`3Iy_`=g(nUWx8K8G#}>lp zE%IL1Nus1!+8VUVTdW1|#8V%H%ksXX%BlF)Fi05mm?UourF>}LF#Q1OWmNbDf(~pF z6|iXAU56*(I*Vs^YF%+@cq`Wmd?fFP>iUpzFrl&E@}wr>BIzNV?pCUGTchlQA5V3T zk2GsnoxpZ!ihZH8Ij*LpJ$}FAt)3?@(oG8vXf^0nS36Jf{FBbFhR2 z2jn}0j0wP%Ln<$ET&!c3i&?>*08xz9Ck}(u*=23F8g!|>Q`~jH;DE4vl#ivsMk)tS zl8>8WUG@ph3z!iAm*UpQMo9g`MQ9!huF0LDm@wJk{$_2#jqWhL;%W8dqeibL=^9+M z8al&qq*|K^sSpP>c6{iZnSug7d4d#8+h>bxiZSr4??tQ_SN~lb!h<7l`v%nlWpZ{X zyMxiMHOvH1Dix469kSH9EZ&^!mf<33UIuWm5l}K!)mst#kwPp6$@ea+DgBKhQY?&8 zHWB%FL=SY*@wHYt2)svt(gb}E%*TPV!5tHenGx~I zB+LZ;>OxwN*O$TeJNyBe_BfQ}cj2K*l6=LK+Aaa?&7Zw2UdD*@)Z{2>CoQrw1`#BZUBS-m{?4q`m7T2nMLCt@{m{9h@D(B;m%=C{jCKYbRp`*dG&Dt?1+_%L zD#t4*ToDCV)k{wqnR?CK{M>vs<0+#Ut?rR3ZKJ6*Itbom7B#zv0)T{8+XjM>Q~jA= zXukA6Mn@SIm_Im^!@71OP%2nXUc8uzjVB(!MZ4>tIX|y7SMm?o5dIBLu|&T>9I6a5 zk0`lSvoX=fU$uy+SfJu17ZyJ-AE`HA*GZL!k4g@C)b-P-}82JZuq%4|?NR1mzk^oxEO|2GAnit5I+l5*4rnhsn zXXl=sOMwMC_e3)p^e^g)HZx?%sRw2u|FXt(Bg5`e3{a$(x)1_ZvFcl2kEv>fdc~4F z?hPaxAykh5(h$CPVBEU-*t(v9Zs`z0w1$W!XJLZKiopx;8)BDHvYU!8HQTV)8S;%8 z91ry$gQM7#oJ4CH@aLw?Ri>-(NcR33z|{hs%b7$JB!d~L;dD*GFPz0sO#8)>q}(DzQ^~XHMVVp z!)u|ef5IA6rAC_7mdYM|dv(SC{fm0{?F(24{J>AOtAT#EGP@X|N_pBcDQ&neP;><{ z`1?N;R`V>v6QIRrS?Yx@M(W-5R(|Jf`xX@rC`8q$g##o_Au=Kn=zVd$cm#PRPN|S5 zEz>fyE21Jqq(wm^M(vyGwT60uy0_S<6GHDzN*O@J5@s3}563ZEO)55$3qLvRToRug zgDzOFp5qPrh}B_jW%_q+7Bo@`;_m6z8Z`OO+vJ-8vsA~6jb2YX5L4I-3yG%gE|L>7 zJyv>FiH`2wbi~kAR~AL zdFk%}av&*E#knt_9_nGFv^nyVGyHcT%721_BP1XO94|fK5_f;69~4o{7h((+1tBX^ zmWe-#!a_PvP`uz6O$0^`_4EQZkr=`8|3X^%L7JWBXnL3oixGq zppf7y~ip75L!?_1;Vxgrv6bSe${9FCnHZ|s1W3hSRl(XofS@?}= z(9=jU-lD9ktZS-cPh@R9{Hc1Sr_m6VexLL-nwLBbDq$M^hi!qU86sSR#~G{ZzK9>X z!2yc_H)DfHKaO0T*b_t}ct8xpr%zs&_V^2$6&&nmP)1`VNI%Am`f)_$=~YS1mbL!- ze{tqqHuKMm!B`2D1RWI57eCH>U<)yAs`E_X2(S|8!Bvr=`Ipv(v9&Il;ZM}^h!vvW zY7vTrBEb(R$IIM^2)zv+YwqXz3D?PtlLIRNTkG6W2YVTf*&J22w^7lY^qX^Xh&O+~ zYS!CGH{3=Fh2vDC`}ASuyLEc8XTP5PI`!;10RNuHzg_Ek?jDNYyGM6=sZb^MF;GDP zXDUim^$b<5j}dzuP#X}9oVEY-Pp9D5@o)fy1Cb=KkWHi^z*B+glV`gIN5oO1ZKD|> z;Er@pem@p(D*YYUD9ow41{?=e{ro_7x_LD|vyYL%S}r}0YTCmSK;>Kgd>#@Id1ok$ zd=6Q2p}iuw5UCQhQoIv3Y9Z6^(^}(#U@%At#MNCTYzAaIvwu|y{frU5tvUxEG6T77 z-cU398EKCK%Q@<5dr&?eJp7w8Wtev%8^`vd!_Zb6_#7DbJgv)44N({X5tjVA%^<;a>IB03#*! zFHwM<6tIR-Q^&MqElI1vtKoaCdE*VbdTW5uCfu#lOZolsiI^VNP9Ndgr2|}>v{#)Q z0Iw_5o~m!NlVD&7c_Ltn!QlZ$#U6he<`HBgokjOW8VzTUU;o&e^`-VDKZT6HA$SkY zH7ZL9_3LY&l6UI0xREC5Ga|8McFXG>m`#$@Y zx_^+-spO|`x%TdMt{sna?Vagd8$F6^f1<+n)*no}e4J^&A7a|KU!weX6VnE-XWEhF zOxrS#X~*BkdsCRUZ76(n@EHLqfnbOv{^@VLk^(nfpT`;{06hY0LeYD;@W8Sfj96(+ z*{KCS;>PmZe8@U2XCcy2KVuy)@VifvH3q@pgNOvv0rjD%Q2XBCAK|RAP^x)JwR_%Z zT{5Dt_C^P7brWrIzBZw{wkHdR9rx9LOoyOF{1^H+0?vreL`JZ=UY+AyY0wJ5tANMk zg*(=0yz-!PWuLjxdzcba|M$Laag%p-~7ct+}&WK78h<_CCBxLx4epFh1FEZ#?m3qXmoJzT$i-woLw4YPxqmjT49BIH?MvDr6i!$IWVFI#ACy zcl>Vr{K|+!~9Q2fJu;ZGuVY*k=!_fl#WPNv`tU`D7!VSE%8(!S_hX4c2(KOb! zReVZ`QOw#exZ$jN-y3)oiw>7nB119(){;8>A}~ydTaUT9@-Eypg3!3c8vrMy8YK`q zpe^y~r!_AdF4-M-uVDr=*(Kg?uu+aR|Kz4KMO=N~yOsQ5|8nPzUR^FeCCsMor1Mc` z46>%dBhXx3!x4PLLN=B=3^|uB4;Y|l)tVv3a__}k&i6CC`LC2wgNGVvYT{7CiO(8p z>|;HtzK85T+9wA`$J1^3Eob=*uYHDcZ9=_Fw1af-PFp~_C@=<(yKeSDpr6u*m*wZB z4c7fDKxz0?_-!&ICGzau{ZpmC1MkIu9Bw?y8s5C)Y+~bQVeCL4`}dY&4x3P2hOfuI zK-$OOSN_j$#(t$Y3wFn!A88z6&BokuK4R-p7XQ-`pxWOZ zLH@5=0&w`CkDWK#mi%uVUGS0rbOjLqqb)!gqEE1pQU-$l?gYu`u6gt8LlZvc2j>tO zECh5MEg}RR)($Y-wBY7P^ePSpo-QH1g+4+k`-%2BroBN5aOuwcA3Fv-VhKbV;a`B- zjT^%#OZ6l*d2e{a+__$)f4I!T*~H*-4GvvoEn`O<*RXlWxt<-HX+tccfSK zy@qB2i=UN`Pkz&Q>xp3uG?m`|ECUkPcLzVWSh)ec-jm zz+_>Oap)BDziviLYrg|S0VH}1DRPLO0_@J+=yx>@@NOV%`iwOVN-F&(M>CzN>2yWd z)RFh&p?4^wAdJn0DEQ|H<5Z)p+4QuXFa|v@N6q)HqVwQT7a;mQ5807yqhyuYST|Lc zoAb$=4Pcc8u;4IA;4ezH9SRXXZ7=32ufCp{Tv_o_s{IOZ%gC)CCdL#QIu9ad{ZjC?tu2H}$emX8;#R4SM z!Bwcq?V1}%L5EzLEoKKoUnSJCG3dvQK+rL?wfy@*^gPrT|NT8<5VOXOPxyHOm|x(i z>NU-X);vusf^VNG{T)50`OvrtuY~{9jIo@JCpKrF$Nu0qOcxkl@p}fL%r09-JjrRE zlzQhTBph4ljSd(8B@$>6N+0k{zM-nUZ=4Ig|A4lsrS?Np?N~!?Nul<09c_4ZRbz&6 zSN+LXoLf`9-+B+|_IDU7TWhlcxSQkp*zH3kb7({mZ0N^JmtE*(W9dkld(=BKjBAh1 z9h`8AU7F>6*Jg`syuXU%G}IiV+H?3T2*^PElR>=%Q5LrXs1 z$MR-+d!lDU-@eq#dLT75s;wTLZM4g1rk$v+ZO+wZRnbmW<~H?fD0O4~-LWB{9R+y7 zY$N6FJ;M@)%=H41lBD};_vaeUkDKg!6P`e*l)c$WI%kCZk81AE{$>@Y1ka!3s40tN zBWe*bJEN&Kse*R4oVKNm_ItqX0D;1B^qM0`TDXR(NkdGHn`@M9#_qX2K4JDkue|U# z==DW%+7Z|?ge0v5xzMaDz>B2k8z|D^T&M7bbOCCSOU)mc6jf}lQLNAi;(K*+p7Bgc z+y80-G07kJfAxU)yG;|yXcC~Fph!Z`_f#Scl65>XAwh{<3%%W3st(?!u;D)x(dasm zgP5F-!~^%;Ml%E=YV`2KOa7nFsVN^A$#6J-{DD!Ya0-F{JnIR0@C5%~F!4vKCw7Y$dBxvUbP+_m#QkvH=6$4jjqZ6M>o25rQPT{&o`DB zt=(>P4=LXQV{4oCAe7Q}bkvQGdeKQMkmz?i(fwCPxzdJmk5t>E5}Mqr&tcRs3;)n> z4FCSCw|#V>F#t`*RD#>v{scXHJO1J#Op>0?j-##p)9%xMI@<4us)Ub?t^Xd>w;vnd zt13_F$+djCh8AxBv}614ZfuX$z_m6&>ipAj?yic|bBq2`Xgpsg?kqLxx_7y((0x8N z-eZ|@5dF?n!kjqz&fj*Qeyz}Q{;qhxRn!g2O5yOdwB5Yk{%GpON~+;=dcOMC zXU6ko%mJG zXyBltUibH*RC*UrxV<+C$ku@81j=JVz#j~F9Vc1s{M?A3V?1vBpN{c?s!yFR|35p% zw;=_obobq-ZP8MpZ|~9<)Zza6_V{1xQM)L*#=`09)&?V`;8r=?$xMxeV&P~65TRLU z_!f!8LV*~6ROaD!|A$WT@2bzyye|IqM%ao;W7D)zvE14j2=%0g?aXv-ctq{kWR#^v z|97AGgw4i>Ovfw7MQNY-16vG4r}4t)aeJ%L$bIT|i2psbJfqB8-nPtVV*qR24twS{ z_0ZSG`jVFGz&&W8HAk<23$947W_Yw#=cXkLW^XU^Le<3A z$m+5IkOW(-z*81R2=c_ys)!{bp+;wM;>|$R)?@Y%)+}sD@DrEk@T~D7*q7Db0+Ju{ zA{_Etwi`FfzdtkKr{#b<29}`4#@lSF#{MwaNfMvA<v#(@5(?4klD2 zJ$!Li!od~ZoZqPZRhpfjSmvZb_qf3|blTZT_ak;1L_>vGFaXo~N&?%4q$A`9)l02c zuHZM0+%oHR(zpQ=^BVtxL_yK8Q2eD`29k&e4(!`oof|6C)xzC|k3Fqc?KUz?P=yH? z93(=CmagB{)8;W9B_$XTTu@{_W$UJy4x9yw5vGLuj-l zmy9S>y-W+vgo}s_z><=S>2R-gFM(+1rfgKa~!c8QG-c#r5i%?H0#1>^Ky{8#V`1wo2`TGW2MU zhR|d)I$H0C02Z@T8>FuOxJ|NRy#AT=#?W-dfgABGHHo40HEAUjo!FqxpmTSasta${ z*iJsfA&L=IU@Wr7H0!e59SpaY(U~P0J+N$in>(>U7kK)Ix!5+Y?>f!c^SM-oR%R^^ zNSXhSE%74ui@pRag5+~pF~HNDcEJMpgLxG7G~he8YMZ6O$HBv7Mu3>;37It2E%KnJ`OZG1aJO!#l}$B~25 ztKqx(D zXkG{S0R&BX-DL)Z09M%$JIdk!k}+HF@^$K$Z=j@q)&1Y|#Et=F8in$>Km`@L_3q z%44sq8~BYo0V4pYK@im_|D~NBFmnZLLyZp)OJ{&p=B{A%95ma4WK|drp?PB}2&EG_ zi$mc0&)TZa+GRn}enq(tHAzjFvLUz49Bi8uG%)D^PmlHl6%h!NM1SV!t8lmT*-muc z64B>|qKw%obN7;0aW=qShrg}fiVF0~G2iNp8N;y|{f|iRAz;O2;zweVX%|3XGTeAr zkW?!urMbSbrmL{;Yp<*OccN-rtGf~~8(5LSUOqClSCo52S_^!m*`_T?=CY9m=XlNx zV9dJ*0*#3o;&RjAnmU(*dzSuTqdAk|APrV~{efV$KVWqK1GOcO&k~)+_AjOTTR*o= zUG}!cl?bY38)XV-OfCh{xNHh=u6H@{Hyd53va2e6*W3d~85APNqg(nPl@d`_(C{CV zk_KMfrXGIV(k#Zq;=VLX!rIEsMOzjz^)N>-+&Lau#4cFBTA>oqz1wJqDQ3i&_Lmvk zq)fy^ZIu@2_!~@rC6Z*%Y&mpHN~N|5C{>E!Ptz?f8`r*)nvB}KQ$4ZAg2sOPIBfP~ z^p1wbi1o*z1e)ZK3g+-}r_6f;BhuN=D*Z!2dzoqGx}c1&teh~PpjFr=AtMsUvR$dx zS@cfF7)%OcLK!o*PnFgfdB-L9ZAaf#ukE#rdZ?oS&s&3}2pyk_(@h&t1YF_RXgrQv zDRWGN6@Zv2^NmN3OW(kuJo+0cW8jQE>JIkedlp!{v3pMWin)t%`jT<{8)^8Kjwisb)VmS;j8}9l zD64dYH!8lB(m4m`m)Y@Vk$!$> z?lG|;d z`Id-%L4GYVd~*us@BvS_;?XVFevmvM28QP+sYQ6k=juuBxlhedfyfI8q$r2X)pcz! z5h)Q-B2B-bF{btoAk)93PE)OtmzgUBCd!JwrkUoD9gmov5maMg7i<)O1azFj_yeZT zQif;mMbjSAdxfLKS2rFJETvWTWk{H+-}2Q@l0?I1%N11cG9Qcj=LB8WlL0;Ovxp|_ z%eXy&$TYB3Y&)cWOQ(NsN)Nx8klUYX^(}I#}11|o?1c+FRBleZQBZ}c169~X% z3?}}{=u-1cye0P(1%*3?Cn6g}k@rXLCB%NerRublPPGZOcw&Pu4!_|sTyjQ=Px|GE zdhUS5^|cx4VlG0YqS1)==}&aF@!1(E=63B*BqKGfwrPq6{fxf~NJO-j3xVNg30nG_ zX~TU)L8x<-x5QV4GKBTs3Lon9qq&)PqOaEHEkjq{`^vi_$Q&!Y;=feSejj zIQug`6$}K{A#+qTUNk2EDzyzig&YjXsCBcBsdM?y4*@iq?l)UQqAWO?@}Lg&nmm>;iX*87Kwm5Dskghu~@Qk#E!w zk3bYeI{Fi4Mr7<>6eh=+a>S4$?ZXBhy(clfK(dsQ(_Z#7;L$W5`=fOhRrdpZX+IzZK~r^!qVA zQV=3HwbvEV$!xu-FCJ~w*gR^$o4Nd?pfhwFo|J}aEYJHJWy2?29JM%wSvtF}8t zNpaatuaY1dU;i#Oksx>=4^%QN=cJUdZ`*h3Qnv9J?1EUg#b}Lc8nX|`^aX$%ic2f^ zagUqaE%|vQV6ybTnDZE*8l$j1&-gb$rulT$>?Rv6nT?j4EoTv9o9TCJuyq3^Ut)5P z*Zx1c$;rWLXoj`^3C0uWr1ypHrt#Xi@4S>Mw?oz=oXgY*pO^9n-hKK9^^3189o??g zu!WlF#ggAbeIul8V96}8>&)zNz)6JJ*udy*8z2*7n9)kp1l^vz35}c}04irql!I#Y z+Lo*5krxw&KUB9st1>qmfpR<8NTihVx&Zl%hbdJPIskv80kt*~&C~kLr_~e3Q7Z>D zJqyb|Mt2dtRnj*kKyI z0}m6LZOURXFTkcH(M9GiL-0k*v}Akd6ud70zlZjq?_rJ}zZl2=lum^kR%)!-tFAln zl1dUv^@AB&kQ{>;IXK~Ab3pE{B&%qv-3|&7(@Yw~Q=1c19jX!%?=cV=xmAgFNfd*{@3Cjs&fL4O;LYZD~7#NDiG92(0b#MLJ2?;$@3Niq&u z{{Sh5Ab-&)^`bli=Pg%|I${oTFRMXGP{9c_3fQ820we`RH|j1*@6%OAr%O_?7x0Ma z2ZF3i2y>`>h^PL;tvzYk${j-fyQu`~hndq9=uvC}Yms??i!nnoxM@hFz^qJ5KFIVG zPzmw6F<*R*L+5yN`DNw!mJ^p?ju^QAqB@^m{oe8|Oxf5OP=9d0lV)moBEpQjf5+Nm zQdZ>$liEbf@{d>n{D5$9^65x(1tMggN7@d@o#N!Kzc>qxWedgVEim&pqj7af@LZYF z0)CLZgJzNr8|79Q8?H$412_GpKKG*qhA-DI07k6Gjh}``n2vf@)82L2JWFWlS$dV# z3Ro$)$tQD~$+F_7bI|?7875s2XKhKi3TY#Zm4oz)CfAG`vi@In0e9@Qnc46p27p3o zZ%|rFk+AwQZ@xniS;!&RQ-0cHEAdL~pOFpun{iK=+yL=}BI37XOcp&pwP!eKrj6b< z-Byjz!0O;QADULy1}6IP&+I1^teI#g;Vu4KS`qGGh8H2=0p)8fHd(US0ac0!Q40FF zD0m`aC+0Lc7sB&F_wW+QeAcoE6$Q9dF3|!vX;Y-XUF7Q!ltb^EH(5K!j-3ItAd=!) zfUS6$iK|S$mwuK*x;^|42%iD7=7xu#Web|q`&-GMaqO6hVa;6G`?y$mp-i2|6B{cV zY#IBDf0Mpv!qKC~xqpyf^^qVWOippcM<+r#Q$(dD$i2YDqV68{&SXs{VZ%BApk3HX zQ%6lNM2fFDbTlU7hP?ETdiiJQ8Oe`wcGGi^m*aShGdC7U)F==k3?%k%Dxa{vAnJ?F zty9K>`=HzUk{Av+YoXtps~)=?dLQP}^jTx_HR*ZUePOzs)AiZ8TI&2iu>g0sj5V8~ z&y0Aa5pf)E0n@U*8nF&RXYc%O794PzOkZC3nEVz^Hqd20zJ#{` z(J><^K2R&o9gs<%9kaDZ&s&mTp|;Br*9q3v#9JXfUS45>2b?n4#t*QLTr{eMnOlJt zq1O0S@Q?v0LFZqBkv%K9xsu6)07F?inaaJ(!%ETOcF%2OJOD1?-=k6TpD# zyC?#~HN)aUGJ~cMT8dy8NGD5~oY1ZNk;k<)-168dr;lMJ~MJ7a{0tI$e;Zt`* zpr_(iFi#U1;ReF`K`kxJQs*(0fL^|1z{EFN0OYTiZ2p>@}Co zl&F+e*x%GAjAT*1+IP)!+M%nKrt!*t_;nC440w)sv5}E?2r3)rILry?IEl_pfXE|U z4A7o)9ODod&B<$R*e?YpqWCjZxnq`UY-}mSi(`D=F+TJlmJnT>3&U6I{sfWg2<1hM zlUO+(dNK6(T}+hG5;hhmQXS~;sl>~PXd|RBbUC*{Zsm+AvYbKw?%&Aqr(_UkmIz$4Cp%LRa9(i6BQaDT^K-U9Fy+daW&nX7q~ z(J3ZT6rVE6?DFe$uaW4Gllm4T)wxJCa}OeqCEez|qbUZ@@)JOiIS)+ zGJi3Tm3D`T`^oi|N)$bV*pUEvjdEYArl8H{(c$6&6G`M{9GXmkVVf(olGe$oY$L47 zriDb|@0h`5be=4=YTc%7yY}rzqh!DX-V*fvGy2BP`PTY|W+>t`=QVZ_;Om1Hq zH{FG>?=Z=psCHAdrpD*wx0HQF2|_ zL?sh0%zvgK+=MY$C=nkB(Gbj#7HxZ3TQWmwwT{9DpK5jzHuLZzh6uAJV1x=E<+!<~ z5&f7MNbHj1t=dzN_t4=?na0Fj*$aLmjjt-(ybE2vsETv;tuOTjeC<3b{o(%!b@$eJ z%`5KeaB9=r3r2Ryrx)HNpPl~6_&8e5)Y}!d#EKS37BMzHAvQfn_rw<^IOTS--PO+8 zrd=n)5hEwi7DjfAJP75A9*mJojN>tKTz;GUylh92Cn?d|DZY7bjw3BmY@ZYrk2>bD z(aFu)xGt$G9g>?i6lK+K>*UGbtj)q#Nl@dXQe^cG8>lA^pjnWB?gR29u#= z7#U9PBlnY$q>T7T1*s%{_&~>yDpE~q$XGIwJVe4|GMPfAl4)cnd6dj1kCS=i2{NB7 zAWss5JWCdnCFFVX0$D*;l9$M8vWBcB>%!z^vYu=to5-u=HS#*yM&2ZElRe};vX6X1 zJ|&-#&&dIDkQ^pok>lhWa)NwMejq=RpU4^VD>+BblRwA>a*m2k*=a^k>&C- z-GCJI&2$U$TDGHp#ZLM*-9z7_dl5hI5eoVrL`j@4=uvuto`jkC2YMRH=r8nFbld%% zovC;XgP52ri z*RHwKJLe)pj^h&YZYxO7apud#c{v5V5@$_Svz4gg+q!t#-Dj@a5Zx@h znQ~L^+E(Snr&G-V?dhRCRg^@9D15+l`<`IYK$|+7Tw&M ztDr=OgqC%d7AVsn%_R#UR92;#@k*LJ17WXibUCl91OZ)Efp`A3UHCs|p zFS>~w<3!PtLc5q?QPga>ARvbd@z%Ihr7%jdMm6`uB*e&e;{_dkIGY<@x9p~>G0iQv z(-5R?O3`>h4aJY~zFYn@!347g!VIx5!urhLxW?F!E@x40%NOZ#M~d>i(V23OaC_ib zN8ni38(7wp+yNZB6~pe1;Mhnqig-!M|H86b5+e0vJedGon?j~HV%Qwumx*0Z1HTpl z!=5M08!>FvO&lXHj{=TuxCP6$kgenm;M#Vw1NgR+>;lg1ChwBH zA#K%&d+iWN-4Q)dJJYVfz@8EO>rL+f1`hlmI5_eK1_J+bfq_Ch2q=_ z+N;iDkFZDCY-3cGoS2cFj}}RyGtSXm?CMMx3i!@ly0o`;;O$yYD@%*$l=w7<@obj- zP{wW9`H6}xFD|}|DaG-F_QV=2~aV9$ILWXUn&xcT3Du99DaN z>lU})etU98x($sV3p!Y=j@+U<)wovuyAC$?WXpYNZ$rzGTMREGt-w~=l6Is4@J;s8 z0Q%S2OMkGI!DI+nO9R-Oti=bmGNzHCJOm)0MdsW9?!^G?l>|U-6q%5=wGnttR`E^* za2r6@WEs~P#!;}0uNy(uWEm#A_ydf>WD+KeKw*pjD~pJ4gxLlbp@T^@z-$g$CO1NB zxRFiV1~BbKdq<|1NFZSh$a}C)ZYX_lm35->S_n6?{FjZU5CA!Y`}!RM$+F1cP7+HaK@C9IT{F&`^u6|9o^*=RO~ zRj~jI8a2)31fyS;taP8orlU*j4bW_0Fv#Hm{KG(pxJsmvKuNGheBo7!-xJeTL zUPs6<10bK6vPnHC;+r5|zmk6;7$^}g-xa)jBnZM3x|lA*lA|;VFtVkwKTl2>cqfWI z4q`*tP&SO+#qMVJu=E>|VzV2b+#x4B z&&~-(I8QEgMMl-QUG^A^r=z(jg}rVr!l=mhH*EU<%VInndEj*#)w!j7yYWe$oNV-H zAx96qd0Q`FsyqTq)&GCixM9dzcSG{Xy}~>6ik+sA9#vcwEFCih3ED$^5Yl_Y;5Pwt z691=^t~3hstwwrC%xM-%vrlC;DfB2SO(8)Q-yn4BCN7CLf|Ra0CM86UEMCGje0bt? z8$N`|11DMJ92>g?7B}-%ah@f39g|Zm(M5!F)%=yx|^Z#-+Y0~3$+{XdNPg$!3(lWU#`?zX%JMPO`%0Inb%81;OJ3Xi2d4xN$ z^7^MQ)^iErhSQ%v$|a063l%ww_=9J;P#S;y2hN`*&mPNtQNj4_mlR(D_j(N#W_%(| zNaO$A#syNwsKTz@TxqQE`A)7jjV>47KhFi-!nUV4e~NJN3g=A|uC3>4vwW)f>1nPm z*79yZc*MuVFMd=4S>gxpan%XZ{O}b_L)!Bc7fh2jAH_GN^}9J=iuBSF&YL3r_?~(E z_(dGyKC7Y9{#PU%{on^~WQsg=zqso$*2xh~IDNpRg3Sq^R z=||0_;!apDpN*^;XZaQDWUiRyd#qxqsQ0i$6)Au2$6S@a=U}eN>63UWeMdR-29FH@D2bDr7ko5MT5&n6{MHR%wmjWvAq0A%1TOtFY`p zbIU`_JF<^0bN@y2fyj$}D18=W+kH&FIPKSMn*_Is3-sMB$(0k=%>y5q0 zl4^Vv2^Y$#>-k%EQe0R|U6cQ~vF;65I?pu{eDlu^{Nf;Wp12iI`4|1v`QF;_e}Ao& zbNlDlQ48PWFW{nuH@CF$)-(PGjyKc(nt$_Knc~Z1srJR}TY-&`RPCKx?(7o3_fzfZ zwNm&dZu4*Zsrtj2>jScVQ6s!s&eYvMDhb~IT)yUtD(dB))h2Rv1X!x&Qih3k&=-aqUbgLH(y*{IegqaPfg}?cSt7!a%Yq#7gKK}a%zBSSj;)>sY_U1+t zTl|*&xBN-s7tFZ+VE*kY8h06#&U^pmYbv&`TCErB#DM4(lc#NJ#Q0=jRg(CYpC-S( zKuQpPtE0(l8Xup$tO0km9Zaik>c{kA6V6O!@;_+?t^WT1Uo>f)6^b zGk%)(+J_j>ivgOpa4+s-&OdGX>4wRrURodd5TAN_Q^V|24>i)M)DO-#UbExh$Ol*I znv0QZY^jf}Z@4(+;-isMV#=whjYmFg{CdjHr?>>~om+zzESSE_lu_I>Oj2`w{nIy` zj6j(1v!A9vHCIZoPOBH*tzzy!r`;gM?vo9V#*m5oi){_h`nH_9cisdk_p8q~jMKbk z<$KpZ+uTnri3~|uP)qgG=FA&jVg1Anpb_fdpH8cy8K1upxuu-({?P`I%-FuX;o%t@t~7pF)i5+MW62uMUCJ$!EUuz3 z$vim~Vri3QSGdx&CTBkf2G*#`&*QjX1FY#Q#~_AAH(hm+tJcI11GMP}Go@fw)1^;w zl?hFs-o%Ye$Xa?HWFu=WB*iSSa(;0Y%bI=_BBu0e9nCs;03v4AhmS(U%zkVWhMoQP zNi2HKQ#-l3G~seN%?Uq0TMA_5JboA=WV31i;*y+8`ye~!m?KGPw%PnrvzK?`GrzQ! zHhXS6q{e1Xt%TIr?9-_@*L?jP^L;zuEvxzRZIIEL&wrNlCe*9V&p(Qh*%nrd8_QVp zE7KInhG!~h?$0ks5nh=47397M{N;Xnv0;UB-)#UOlDip1!AEB~EzY7AyAET>EjDlF zDpOjlJ&Tb@-;ALx{yJq!fmi*s#hIm$0`s0a3Mnw})#YG!Bh|di`yuqP&-rWBw573B zn&xWUZoZlpwN=71J}%oZrM&B}3gu8Wcc7GI{rKM-KT1iO^)tQsc8O za#W8dv#d)~PD zFweRf=66M5k)L{=o_k}mE&pz$hIm-Zvp{$6ojbxNStW&E&w$8N_|X+^$f%S;2+D&~ z3OD`>X{QjCUIwJ_P{Iozf5DV?7T3~(D{n#CDfnqKq@C;ogHx~dkNd5!`s(e-P4~pNG%& z=Bxc9jdD66#p0z}+V0!}$=%WQ<9N#_HGKG2Ki6*C)mvbdv}w0;&W(LBZ_{qdjU~+$ zAQ!Yfz30YKn&;c@-+g0?B7eWV@5bN!yFS`>HRK5M1YYuiAZ@#_flrx#M|QdGtOk~E z9>A+gO~4nwx73o z`?gsZqIM~9gs6EPPu=rsz47$PRTT?!ajRROeE9p*PZ(cylbdM&(|~0-yUUq&x7>Nq zW264+99)&tPi8)!Xm{&-;`@Bod;YxrCw;vRPIVveyvemHdPUNUN#DiKN!l0lTGHIavvI$t zZ26?Sd|bY}NuAz_@W^}^Lda_tP5)iYA0N=~BCYcD+dcO5y2_n!gp~M7z4alV9xT_r zdQIiT7Q(!$iMqeG)>q|A7vuFz$F4lxG|TzQa`n1OGDrN}p#9~cYy&aw?k_L%nEtdx zMy62m5B(Iy@_opo)qNAZ)&8|2d4*V>W^5#4ka^aVxW*z^&&a$}u4HMPG3QSCJ!^V> z9U?!gC6v=MMh=i;q7tMuy$we)^zwyH{wqS}OO`Fu2goIq<{Li_l;5WX#)d(11uJ%J zNf<1z=EGzQ>W0&_-j9ogB%K?O)HN`1z`?W$Xeu&r_y`>W?GG_x3X$+0L&UDotzuHe z9z;bsaIN4DDlaEw7?oENZYmQph&&mU#&gK1g>>rE6s_RJv_YDf@4+oM&?57evEtOD zv};XG)x;rR(fr}%xnYY`G(z{**sL+3Zxl^O`8A}0gx*jmd#m(Fiuf{tlu1*)A-!uT z6fAv6pwqYwgKNCCAz#4&s$~)P_iB1F`aD!3?Qne6V(m9$ZW5{UoY9i3-nf zY=KHAaO41MmZxtf+K5p!&Re0Oplj=Pd8ouqGWDn@1?e0SzZBBCd?_SLnBpgb(r&I` znL#`lClUr%3idMES})hjIpf^ja(p;PAZKN_!YMa-_vW6#TI}I3 z!t1_VUGL@%`9iwh!NUJYm5oIAhBgqV?*ixXjq@S2qk>nOBD9&2l@8{%|4wv#w;@zG zPuB2p11Ie33*iz!-oW^9V5eeiY0o0r-yiFaE(CT5m^Xx;TZWh#m1N-FZt(BHlx!Um0mi*aX5B@!3@q&k%mTfCD6s zbLl7S?)uuZQbvVuu*j|9*+Oeh(_45U?n;Up{phSKHfzkQ^-*|_|H{2V? z>$&<2N7r0EFv3Ej>tC|DeANzmTA(>3A7GtMM(N%NSQx~M2+gsvl9M~>0;M_fj5 zxEy2YW>xzkSiC|p9v?32;crxRH5F7ZDxY2@Y7_UWx}Ljb4}h^fhtb?#(?WlvW~-<6o-~)U-gQb)LVrOfL;q)mJ|k{Zyb#uMLh5<>_xm zlQfZ1m8F}5>+E) zO;_oFI$vpJ;5Cqgb5e|NiIXg*!ZAYj+FVt?QuYraOI@tYZj2crH;F&z^wibY_Kqdp zwRB(L?x<)zlf;e~mT0_$$CTe;Cpi|bgRK^D=dG%`?MVx59o1uWeW>mpLM9PUp2j~x z3Uuqh-cCRpbx!RB10KB7!M>iO>$Qm`*4DUeYc% zG$JY5$h}`qW~bteJMNd$Me@0W4(5#7`{hhy~51f%sRIkwZ#D6MWlinHXXN}fyZS^~yb8O3^W9soj&?DkgO=GN+xWKYOf zmlmysE=0rmTch{$VFAjfCmORx$vPrkipKk@st`_GnLtaDNg$c@O*GydC3nm1W-$v&5+Dpek3YYd23sY^H$aC(XC2@)zg#d-^5-@q=Hl<*DL3;!dT;8ubdL5hoYzJ zHMPM~UnsPXIm@i+1nHTSI!j_0sU!B|%mWtkHsy8`E%(dRsb#g^@gPQZa{y$slzDm? zkO|dv>%GJoY8scKf5_AOh#G#>}0Mfa%UOqB|57&rs*ZVH#0ot^;JO*oO_U7 z3i_VjD!Hp4m4r5=k*AV8=0M?EV(KM$cbB+|$D`&#rh)vS%dAm1X=A-pvl%$|rnVtMW zNq?7Co1HotSAh7GRlUZOQbH~z45+R4mH7|GaW%02Q8G#pK8+(67`e)mkK#ycLgqTu z%bb{17yOx$@d7CzY6Y<*4tc`PP^M}&5`dZ-V@u^0UEfb8PKV-6)h6Ao(DxkVUy)=W zhjl6)5b}+!_w~vWhS~Ymlzz&ji;3=F`I$s5uV*}4m=veCO-;)yOf|kKl~XdZQZ3HM zUbU$x94kksGUPUOj#EbgPNF2jv4G<6`{ z$?+&)^VufkUa8dR;KQCgDU;iIHiyuDK+4efR>U{abun!rO$;NlpJ)$`Ch21fixOyW zRs6?AUKeQ!7d^Za@r*6Z{VOASL@_EIrxcg_17&Yep+g!!jtI-r2#Ps&veVn`w5?*D zK_{1ZL;g^nCX^MMAM`I()U6a3@amUpIGJ`P>Qr9IpJlf+A@1RUemt2#wYqi+;sAaZ zkU#jp)@G>UELlP5*FdF?qyS`g;8P>6@+ zg7p_95Hcl8;X80z>9;o8o&#P04FeT>Ir^84jS=|K7A^FcMp7vGjw2_y;t=G+4J0El z;%kAa#MX&vlR7E#0e=CjJ$90l={8j@WK<$!TM;Z9e0WSfXzd5xk5;nh!I}x@Ra#OLE(vd z&bTIpw1u( z88zNdtz4n#sq~J!Pip4VXHj7lEeh!cxf~${ayY5*6z6M@rnm9zU!sNP2=q_H*a-AI zqG&|6gbICR_8diY)WREVZ9gdlH=1up<5bq0khg3r13tYc!Xr?;eiGq+pw3Xb(puL` z?*K&=$s3$09QeGYm5&lc;y~L2adQ(^CpV`qX$~!Jt`vM_< z%QgLiwLVDsCoR#w*Ck^_rJOi)p@Ta@xUE8QX=#1UPKnLsnuhYy>`vhh61OnbuC|WO zr$gaCu#bA3D@NAsN=fs+CwXe?N+k#iPA%}4Wnc-8xA@Jeg~HB!fc|vF_^?t=R*Ht# z)Qy11yihQHt&}r_=QM7SX2kgA^zt}K8_}O^c8D>m}3MH)`neoH~Qzw}Fy+r00pFowZItoEXap?QyR<6N z2^pdy-W3~aBT%Rvt%bBZ2D?0@IYptAn%8JCB#6Pp9yL7ARWvDAACv7e#lXq2lPi7t znEUH0^=zm$VnIj`&bO1VEnK?n4(0b%JfQ-8hh@qby_4?A)$^a0w8FlEt&AvMB5aCp zR#jDL_Umxq$l$!KGo-?dgt@GT?cKScV45{KgQMswsBfrOLEewC!V3VPjsZqsd%Z9!g8{^uCZZn-XuXj(;Ux;#Q7; zFj)#|&KHU%WF3`nBgJ4lVtXR&O9br`AE)ZRM5DY~b|*KBr6{d*7-~c;N!1S%F-GFP zAu_u1jZQFLsFpJnPfu@Ea&%N(uS8>iwcHVv#*?IY&d>sKQp}pD($ZcK44lJOkSbT&5-%7ZbJCo-J;bLHU#M zbek-^m`n~vdHV!?0e?ll>>XSktnvr;r0cD6?slq&h>gy-k#b(@>mYS$ifZT7){GTE z`WPZeZ*a!FK{*YPipGOMc|IGOj;iW%ypWT^A5AfGYh;~m%rW}cK<$u{jj9^CGe^56 z8|!NjH@Z53^-g9XLZ;@peG^7T@gLik`D$w+yr2hTZM@_O26S2HK8h9A@#0>qgeKUB z37KstFDGaD$_l8~uLq}1*g>0g)sbm%FGs(ZVGg0c#ye}*5So$Z(eKdv$n*SQ%+N|h z<-=`cB#kLAb}lasf^j67O+s>!_!h{tzDEJdqoJU*5=ayMFRKw;WJwGU6g+_JmxZp` z1)luDg0t&C(x!oh`nZC;{8oAStv_?hiIglQLM~$uNc32|z>>)Caor(imwl^=p9nRf z`icr)sLoB&CO(3km}5d$y{lf`C$4Kbs7pB`Mm&vkyy2^jsIucB_xC5ilOB0GWMTke zIG`8%YAfy_dO>~@kvt`GXdDJJ-^bK6nN-$S{E|wCC$K+6a)PL%kR}&TXj?*lbdV2H z#g;@5`BqXbce4`~z;~5Z@eJql`==Y`IvR@6mmWEyPV|b7u0t^AbeXeCqO#V`w-x zrE#w&zE94Fx&QG5aPzKo87!DEFhBz+jUyS=-f2YKD7s^cyKymtn~=LB2(?R08@@~Q zs6N8TCt~_cnnY@b1i?Bc4xhz&M(CxZB<=#wPICOOl5mO}6_G6TmV~^_XVJp^4505mX) zb|Kz!Zz*~?Pv#rY7ks<67A>Ge)g92MgUwgHqUzQ4#fa4qJOHA35;uz%-e4|02g5$X zYvZc;d3vR*13iS#={?O&>nnUwYPQ zIm+ZzK5bAc-v)KoNDMzHRP3)C^f9Lo4{TISK6^rq34A7zc7nWu(*7bFg<=I7Nduv# zY1t1krseDwc(+XED#o08x!FA#ikeLOJN20o2{QFv?%Im1-J9Dm_m~kKt=13J0X=Jj z)!n;W3qr$t7h2il+^FGWM&uTZm|@B99q{$BqG@Bx+(2(s-{?%ZzQi(t=(z;Zz)g~ASo#U6?lxf;niDV_`MDjIHyAih@>P|?Rwb2YA z-bvhfdM4p22>B?A4kvA49~uyEJU&joEBs*0MsI1Uucj`-jo*=l*+eQOMNoWl%cLT2 zS($&Iv;p$5Db4A5`p_CX*iU1LjJw$IVDm=$I-e zCDAYJuG^kg2l%0bcu(5N-Z+|*w7d>NZiA-fcaaaRt*U$zGD(rCf%SE`x@}D&w>$2G zoz|-(q^$eWB<5Cdu*Y zlgJS%ipZASZSAIZ<|F zkPh7O)v9E#;sKq0E}6Jh+nZXZKlE7)`PB4^5O)O8U6CucL}{^$Opj zC}-_iTk|q~1|hQ$eoxsPCw-YYb5rg4(5z25`TJ84k}oe2EVC%`pNZp3Qk1KY9`T-| zCIpa##B-F$sHXlmA#>u3>Ok6Gjp%i`l2jpT|bu*V5B@$!K19D1kn|K!G zAjwQ!%@WjEgtKOGnV(F_v~cx=^kx()G8g9#>6--F$z>dQK+d(eN9aA1)va8Vp*$#O z<%JW}zxg~5RHwYAruBM4U)=+v&C&$2Ba;iov5S)Wq`+(bkJ4S$GfDLHI+X~`QIgOZ(>&*_m`x}XH!fGy*{hyWZetvR#laE7-}aFc|}CV&Kmn}0%=JG zIwO|8)EH8w=z-9pgcZ8sd`M0UPmR|#`&XjSnr7+IJsd(T5w{6xMZFwpLQkUZ5ES>H z&K&}J!62ha9-lIGQtpFZSQxz9lhr9H45h0@vKRJ;ZxhwGX^ypLj=Bde%Jp@GJn!^C z==eTH^9|OWp$}rUn$ME7(oaqEl~#Qw(NkLMKb*{kSIR}EHTo-kluu9B_4F}GTFrdN z039FucD8Ix|Lw`;4_1{_;gJ&Y6y)bRNP0nmL_&p=Cc(__dntj|SjgZQGG27n%uI9z z(o;;sT{A&=2>JP<21b~kujk5Xx)-f#3nuB?P(Z>?M-uvrg^VHt!oCSL-hi89OPE`S zWS=m6G$RYs?;J5g&w;90fJaXil`|wCPy1O_zaSap9lPculDe40cGK&;W4=q8a@~r1 znph7w*vIk0kDR&%RYjbd797fxgXyG#k7|*nYu?4I4XXL1rI~)9%m|O+Mc8a2J*;#O|RA;R>&Nc{3+;F-mM8*eUs)MJnp#L?bQ#tJCs!U zW)l)5LnF4Y=GLok-JVX79>TWP}P^g)Z8l4 zuUMVVfk`fK)|8+M7>vXgF{5gtN2eonQbz?3EztYvtu*WB0))fXDmN(Wim2=TIt@EH z`O*DG!hd92Y%d;C7Jq?Q`w;qKHVtzZoscSxqW{QwVP_872iwx!!}MBvk$#u1f6B-? zjT}gW;~>4%m!C9G-@m9sr!v2{A}RCJ?ETvTDtIf%Jvn*u%AAvryy(&O)e6~d|J=lY z2H67KJe4I>FSj5euxkjA_!x^0^`T%eFDP2>JqozO-6EGkPoCKY?gmo&JFNZ zmDX213KJgMU(2!jA&HEmC}iu65RDcVfxO0CL7gp&0D?&}{53LCm`D|~oafMY6zSNu zs~job`0WK3Hy`*Zfg*(e5gB!qU|Ce+b;vKV{ zh|)(+t`h}J-VQcf9DzxO5_#_uz+{s5J?OllYfQY&;~7Qi25AP4K~e|<=^woM6t%ncz^l>fOrjv0tjo#CFD;`A8OlRml*l|( z$cs@26Dzlhs>6uj(W~`!R2fPvZ`;HCL2(o0%f|Y9x@_uLtf$2+2X)2Ht&~Uk%XOc> zZkQ7p_vA}$LqIp3-z7nqZxo2IU&d(Vy`2gE!GtZN-2HR_XnS>TB_rR6-eUAZ3|1eoXf4N()(m;Pj0Q#@RGqk1*y~WQs-PxfT zF~5_WTBj#R@1Q@SEc7C#0G^;S{e8H!t9--kBq-A9JbTAM<`UMA1Lp0K27!!}R(2ri zq2Svhn+0-CEvI1WC>dEj32oxZHHmu*X6G!KKFtx7SDi$PKmR{aRVaiXuZ`rzFZMI6Z(w-UF|h-KrWN;7%6E)1`ve}~ z2cVjkudFE1siQ>4Iw2oS;#sRxKPQvZJX_7kglKMw@%J=2SvniX?V@spkv1K%Z>?eM zP&suX3M%Dxk@W7~iP5pcI}_H0 z2}~E%HpZBT<>pCyV)LOCbw!{_M=K03!@p3SBT#BNI!f4VYDgYpno)0cTViWRF|-2b8Ky91-D(!QT_&b@c;op$e(OnT-dv;-!VrW8q`sUV># z5CfS^CNMCW37H8HkR5DTUK^r2c2Rfj1$)K5wp|6=T6ab4t_r%V=<2TD?}pv?`@TQW zK$6Mi-h0k@o?m;)DVtxpUGH#b3M;opW|+#g9x*5XhwXZmC(wC}j?kd-IK?lZ{CC^+ zaU;L*!;H_C7P0R`^h!Z%YD0Qm)S%P(!j5R?*s*)5xbvIRe9KvSh5GwKzC`4E&O%y3 zZ)wR4ypQj=Q$FuFhF5oVFXBjiGoK`bUB!*@1bZ=3Y1&scqQWer#>^`07VLo%{2Syg zfy}g1fH~J5gPj`Dn=OFspMC(r!2jgfVxBOxlR5is2}+dOS{YyMV=YC#hRuerG3in- zE+LT^zdpRsc|vOayC_wZfF`2P=EH>Fs#gs880G9LEtiufX8XOqnqeOcUUvqc9u zpeS`sB`Izkipuyf{n<(9nSsPy^pC}2J$Iafy{1IWDMixBQX8^}yZq3*u{VokDqT_1 zh)3{EVkdnjyYQBmrw5mN_|j_GJM>8L4XAaK3G}qdp(dC1w1OvoZjqIJ6rsJ54GwTK z0lEPrDZ$XUQ%g6b2XjiaLo_p$PSqZ8%EX51QucEGm$UV<&XzL7AOOsKtWdTN?JjJ! zH4KFTsuZ+G=aL@@>Xnh_lxma$*Gu{J*z&=NNq*=Yy`t+QS((TNSXU;Q-Y9#%D50+zaLI0)r~b3waX!({OxejU z20|chlpuRaSX~{!@pg|73*ljRReaM59+VYC=akA=>@bPf%UB>7%6JW$rW9Tp$^USU zUhS@uJtK&n&k(r1KVNsQJ{O~EH=T>@jd$|9&ehA*whDjx_WV=l>a{uV@npWmoOMZ~ zk=P+nmI1(XSb4vtOMdU zLuu%b42^zyD5O50*^oTa23g`MkRlsoZF zFKd(VLVFA|kBj;$pRufd>5E34_xD79<$*na<;wLW1{n=7UaxuI@fQb-GEXQyr60b5?k6!U7%^g~fXS89dMQUwC-QFMN^$BI8HCqq}WQG?8i@>L_r_ z-p($^qG+-&otbSkppfst;bC`tRM{Ch$cyMPvDVZvb0 ziak!g+JE@B4I^`4y8_Mz95j`jR+dVc5veM~9#UR2q)d&8YG7}0J*bO8|K zR4NWk>9Gs+@^Qj!LjfM^BJYC*>d91)nM1Uc^tBXR+l&oN!{tfJwFvIVOaA%@JxX})+h`ul6Cl=p zS#i#INHMMhZa0njQs3*YziO-Hme{I>NKjcCiLFX)J+V|>KxQ+-{EuU_Lj2(Dt=@#T z_Ur>^?~v=JH^@|M)w(6C*5MzML0j*>SUB%s8s_x8$oS-3R&=4?c$-3z34(PMX_Y)AFD9gO>FW)16e^+3#t|*yq(aB7 z^ah$abdD00Jb27Et&PJ1vUm^Vj=vCinAHPKrq#2Uh1(90(lrdQWOfB0-_T2(fdt;l z^97Srx%kF4=)mf-Zu2AL3w|TQ9S4ji^L@^i;>J9vX86F7u|^&H1;0oikIO%|*lN@j zu_{D6bYG?x>&c}ylYW4@*Zr31BN=O_5$htZf|ewn{O3JXQ85|P%T{un2lz*( z+6?g&sW-wh@VMa{f4?Daqzh%O1nn$qZ=(@2@Znvg(sHsz74_+!W4K~}+XTDbVdgZI zW<+E|C#!(=NtnwSnTwh5rT&KZ61H)fTeuaUS%#DAPL~@-*?Zwg?0k2Gz=oe&amHIQaGtP6>bFRV$VMk#)|gVRB#UdroJTgPi!skx0J zGE}Sa%Saoegdin^YluM*HfT_&`cRrqM#iiu*f~BF7gAtFxurOp0>zT3w-qCDo~+&(OlPuh54T!JVbd=b-h~ zji|Fq$UH~?RcNof+`m`!gO2dhgN~#5phEBX_74pMDaS$D*AdNRo&*&^e35F?W#zzd zE~&7xiP8I`sUf)z{R-AA5RPqCEcaz)Wn9jxX-50pd%eGTEx!LFKfPV)kKHM)jI+Yo zNprB8U8v42zsk>{(bBromfUEUs^MvusujEy2Q#uUzTfTQHHe&K4X9Z)#;-A1pD+#N zzd4x^MVr>*9hsH83uunv-}r51yX=F8a(Qk9c}LP#*3vWBpEMo7ASzQm*N^3o7mC+M zpnkv8OIuvP{0@v@cLy!#eH&$sd>;k{|8iSPBNt#-cCB55PC1n>LcMyBv8e?j!Y@XP z7Kh*`o*7-uS3%TElqmp+|5MN(xrsyzat46tq_ep-f(6qh0NT9)^bCKeQHhM7Sv^J0 z%4Ga2qUD_aLgqJsn3~A_HEDG<7)iq_F&2JQyG;!ySA{F1-8ZTFMn>P&f}F8MzdN9s zVweu60er3YnElMH{V23wxc;38FZfQ>wP)&avlhnI9hc4}{^~yDus7huKr}ggU;#|( zv+?oHGDcNiWD1>{?(GFz5?!sRrw!v=C?4N(p&)MpCT4kkP#9fgld86&duR_7sB-mk zT91-pO`<#T7NfVs&wTh$vPEoIV0H2#W=^GXmib%i8zDnXbrq3ztQu}TRxNd5Ewy4U z?;kYC_xUIWc;@EgOtTuTE=s#wT{gpt#<#Bi=?BgMLGXjXPTLU8O6+v{X|vnUNwF1+;+m6@!Z z2Wrc?OvG-acAJ0Bj6>M69c|QXQ!QL|eF2@njP4OEBJ8qatCKDlz;Oh_2)?5Xlrbo( z-G1;UvBv}zKr_Etk(uNM&*k zAN^MEKmFFm?^RzCm>CLX7Zu2d+_XTc98At|jTp>a;-^mpoeAxSR<$PnBx}G8zlCoD z&4Gh-L*fa)IIP@##D9_-HlSoQI$og!lwbb#VO4A)#BLezW29Z>bpKW8zjub0{@&T( zf>Pv8XZs_(ZB6=1vO0EJzRueiK@saE`k2|0h_P%SlR#N2W8;8;QuBuBz|iaP(Yjbf z^T!|c`ZJHI0OqReWG79G$Xu$6fVnB{xXVcVHiL3LxxwRZ*=$fdYTlm^flU0`|Ahr- zkz+<*M9#(Jrd0tMO?>6N?tihlzUg)=IKpy#fKtG_U1jr__8T=kKuoh3b=L)l!&Pw|1P=MZkIr;Mt17Ta@9)z$hW0orLs4iX=+h?Dkir$IR=%Ts+)~M zrQ-~xh*7lx87F<9QnkRdmO9SRCI^(Gh4z6hDb$sR4ZBx8PH(n*)ft+A9P~{J)g^L@ z@-Wwd>ptIUf{BN4I$;t2rs{>V0P^SEQ zA*PYD6waYy&H1TCULl~iUqi+*bmlx9i`~g+&uqFFfRr4Dcfa)3Z|%Gc3fJqI(nhUv zbuOOzyJbbLb0Y;bkXC#OdNaRD<7xZ+=)gKWSkat|kA>XGMRBV#mbgb#>xz8wW2`43 zZ)>1o}~?TO_%PE_u0DM#hHhgfBnB*{3xOu1AyJE zMz$Z~VQ37}15o&7`YflPcpKO>-yiLcT6;waPsbk)c=%PtS-GbyrQnSq=h0_NH|u~h z$yXShZUMPl5v}AbC-$fkNn}a_+IJ)d$cd>B>zO)_PP5@S95LNTnKX%;H;~JCfSE`0 z&MF!GbedwEiCu})R9+}wg81XG*NV?~RHZlmOZWHPQV6LPTj*p}-ci6ISeKlF-L1CD zIU=1vdP;uEWqM=oFP61+20&Ab0{Fu|ETf29d6)|2%_ZM);1}67wW#>k{YR;Nw2Mqj zea%J3dTD~GJfid*p(%e5{G}j$p;C#jC5aIz%_h1cq-Mo;xUAT8llG$|b6Pzcjq3nU z*bwT$YtH;yG#tF9VEe@`{VI25CQ<@I9R8g%HHKJf=jA%+{C~LsE7l1s+p9oj?@#}1 zK3?Y1yT0Qm21gP)k?I3i?p z=XYJMA2a&Sl0`9e%gK{0cE8(vmr)e;tQ?9veG7XB05hCpmB|kXw|U0z+L9Ph2{9%?t)=cV+spEa24aYqfg_w;{}wf1~&t=q~mrMGeK zsjCWzzbUN2e=zY{P}$A=ndxQd#Aq@m{4x64q+~$5JE(kErey`o-K6>x7|L{_PoF8A zo0*swQZmG*l5+rsvzNZ`u+yk+lf1G3+pqXeh&Eya0lQ0&hs5^E%E8nLrY||RfPP=V zjw|2M9hbIOFy8Z}lkPI%1MEjFXPZ;HOiGskadtU+6z%N-%~7FY!cycw&SK39-DvpY z7X=;~*3`=52Vekw%q5qm`a=2_;KVt!v%OLdtVv5K37=It_KW}V89%$6QD*L7i}=AH zJwaBitBU6P%hL!?KTFU9sxw;XDRFj1WTGx!_ns4GOxG<6IBw?Tjv+GsE*v{KLUp7(?c4^CUhX}$PJUX1!uK6RToX`-iiXL(hejfz zSg&K+9XUbgX-b((`QGhIe^g!{mEXG!#&BVDc59JxB8I%^v{N*|Kf9{T^MI=QO0*PH zfe(C0P`9%`D8?L>3JR!-Dtpts#F`ziup&5);byY zj^Q_Y1amqt1aVr4cnSSl>MAiU`t$>KgW43%&$vbp7yj9DJnz-tv1}6NgK!;=7XFo+ zCgun6$(rCu_%JWWhC^bbqP@>J1ns7eZFjf!rUwUFN^scqjaFz;VSdjw`dIcu{_|_} zF`nDUm^0i&=T@1;UXic3Rv&rHlo3`(U4R9uwEdi>K`%BKdq$&qUggy>d}#?i4j(D! zf8n%KRa;417J#>{Ihz@XbQ$Jr0m`3otv=c7|LpQYWji$kTIueo%)fLkEGpsxw2+WP zVySkM_anb|Hlt6uUcYeT>}Ic|3k$e^C>sc zHk-)--x%qNMfRTBDJS!96>0B_sHlgfj$kG6C5^%#JIn`c^CF(IN@`xP36IPWxwblR zSpQ{z^O%g4`rnN4ac3AE{Qtl&t&=FoV zh*-vxiMBYbHXrQ*`3RJ;0~hc(hh0}(?|Kph?_Ar1kWEBWA98dfXK@kb}cCLc$gthuc*6^n4;{;xaV@uJ}5}5 zqutm+us_v2s1L-u2cn6X97Cfr@>o)WDr)JW->KH|XF2gzIS7isq~Jm~{3IvrP&x=C?NAb>-wHsJFc=2Jj?=DkQ( z!}Vw@*B({agT`4ljXRX7k@E;gY>pNJ#{gp!d z9n-2r_?RkDrp>G;bA)hC{@gN7M@)lC52;q?t)7CLx9Mg97%?Ic!Q{hHY}!)If{D=Wjlo>CPtw@JC6xk;x$jj;0v?~ z14rD>yL*q52}p#K)X~5J7Boz ztWotf@Jm6HvWApt%oxGe+pG^Bo*98=yM6$3I!~Y*7z>Q^Y16KbKQ)G{V_8TJqg?JH z;|x-Mhmjl(Fwe_|qVWEFqo91_G~m)Op}Uyvi^~7P?PzDmc=&6fr{I4~%9O1Ek&7>P z6?WzP%qK55>7OBb!#@dd#!PB}`>EdBkNkryX!9$L#Q+21oBma}8%_cV>fPr4rw7@b zfOtT)JWh71Md!G+3oWQA`qMIQ>u<+95iX9i(S5r@|8_7t z5){j+je3Sn(5VwK-NoGq0rqc=ezf1PpJq0>HzjOtE-v2#0V&@NYD*y{aONS79hT|I z`D!egfwnO=Hn`2^!)#yQ0+%@GMs5J<&d6Y@n2IB5>K|_N;&Mo#cYQX+2ObY*DNF8i z7588u@C&rWcH5xL_1r_oYs2l}2H~I^NI9C(7^gmyD;pW_R@rFsY+{sT;}V(M{d5yk zPvOef1?BQ*=n)0ops|0s%$ErT2crdaQDzN_+}L1NzNxWm)RvCMNYksL>7+IBd)$0N z&a3>!&u<7#Kp&~{aO7DLbYm{$aM9bq<(l-lZga@N={DxfaCWZC*~*-&9CRr)AX7F~0BPieUTCpd5C?oDHF=L9i0So9ehWoY<6mn#qlV54la>g6Ibe`9jUBbmm zg{|cy61mJJZmJ>gJ~(5^c&c+&h)w z-iJ?`$s0XKv448egXZVoq?e5o&#L6{kH;A?k^HrjXcwyLxNT-g#4jnbo49-deXn6r zPbth_auX=$^E=k!M`7N|sV+=AEu^*}Z3t3(fWj(WUrKkD(#o>@M>oOpLg)G$;xcI`JymV6|9D>_@e9@GU%pwdwOkAQ=FP00{oct>AsQ9R zdv4Jy`B%<-!!7!V6V8y6I@0}vs#Z}o0jyL{xr#x@lc`;5XJ@RBy zZz!Jyp0h4w_oq`(L2NC1`iL~e?o~4J$6en1jkoBd^wQD%v0~%%vi$4#Tkg4{S?Hb% zw@_E@@hKF;bDhnw`1PG5_(;aTAjdgEF9gmjs`WYc|C|$U@ECt0ejc&Un4?>mU$W*# z{Mh%#xQ2+nVfr&={A*p=%*;cWz40wGzhlC^zS`Jdsy@yD<1_#y{Ls~aQm}MXTROci zCvPlu_H*S8(%$CmV%5t2wQQcPuInnJeuZ8dvF*Qp+rRLJ!EAIjuZkw;Ym3kT%!&KU zY`M~XI^9sBCUEhJtjtj)yAv;1%5txY`#EUoT_gDw-f`;(HY2xXKElQsxYa`;*UYfXm==oD^#w5{XQDY z)TpIwWOVftW#0Dyh*}(@``o5uJU3rpV}di+s`Q|umX?bY<6hYgU3)S(=zR~n}IaTugaD66vz^@)@b-v_u zENcLb{Kv8ZNKJd<(d4&*nKsV$^XN(7l=qFHxm)*$=%L(RsOXg#_?6WV13pNXS@G*^GhsB7+))s87vkKOu372K7RkH%j;QeZN z?)_>h*i3HTr#ff+iy5c_+wsP>tb0f2Zz;;vYB;--p=_H17o5sAa%DAnE(IQwn(9*| z!3XHftKqGAyug)=(`SnNYL;`~>(idov0VxMO+DQ4rruzFf-fi%I1*C8#NS7xi>gco z$iwJl5sD{O|3HZ7Z=9~>i-wEe0IZ*uCGS_*A=UXSFX}kVSw@%xG>Ntorgl3_!?swu zXNvteq0<9HK>6Uf?@k=0@lY7iMOW@1g*#OVCyZye32bj zC?f{#)-ck+x8NiX?xX~sHV0DMm)-o&I?G#k;b|B&tn7I{wUl^0gEStNyASk30dxhh z7uoJ|h~84zo8=rRG~=1RXi8Q$9)0vtH5hyLsODPCs|J(Z4lDgV%=ZrSL_|Op8n_7a z?Hcn;inqz%RHte#FdR=X`iq0A3|u0|se+Cx@INt;=zf8oyH?L%eivZoq_G;tsHAKU zQE=-B=w^wv0*zn2iSaO_E`I9VXiu~cQnt}Ly#}d)!I})&Gw`s3-Qy5YA)n#zf`@TK zqQ_xi;sZPd&?W!YUTm_uZADEjHS|XlX^R%X1Fg^@qdeZkCLFx_o+en(jRvq*i3@f9 zZv-fnQ|pxJ2d_3+bN#_<&Z#4sYOq?DtDl*N2{*>|ofH2&W%`zbSD(KUO|IO#t$xCk zzUd8-#z@{}P2N>#ExFx^K!V5y&h8XeVpeeM`oU{xrmcp#U$Cd_C%ChIOPv0#9K8Ah zXt?|EXYaQBE4y`Ll4&uov(utpJjAUZxY`%nzP>LMUu+}&7M(Ai9F$mp;}CjapYlJ@ zz(x-CU#;hjq*0q&#f?$E@mN-y3Kfh7-zjK4Zw3aPI#1A-?)591#xEu4LsUuLn^`zF{&Oeb|ufR{1bqTJvKWIF=0u#CN9fq<}y4>2D^b3X>~ffXdt z={1WCt;3uQs z>SSQHrC+XM+M_}Gw^!SwDeYil<cyRmlc`UGY9(#JN+_Y-#3ZzwRUbS|H0V#evKA*^FWmAEqSR7dLjb0XY zw+~Cci~ZViCx5rZ7g-tUF!~`7*!<6cfAbh~cVyG5RAlq2RL#mI$2tbEc4tA` zy)c|d%bD9SzHUO@gq$8&`1gSOVR2Z+*$0AU*cp} zIb9*tM#s`&d8LrYWfgcpKj3*C8+SKQ3Ze$}8d zB`o)8ZhjZ@4ydCgq6XN#!}9wF7$ca_A7b@0o_?TZzxwO1`;a*|Eceb_URX7d{b?k6 z+DCO8_TFA%#V@zmN|#tvyf~ZAA%O-djF`b)sHx|}Q{baB3mee$Tvn)dQ*&%hI=#zz zFY+>uXlIf`N9o|N3KoW|=<%ZF-o!xP_8{%C=t-+mCO#~zlhI4XttddD5?lv+!abwd zxoT6bT=t!Y`M}nSy3P!#Mm91ArSD#-jJ}+^fO(w1m8<4(@b4b}% zIuYP<6yc^L8q&!PD~Y{Fqhs0s@u^)f$ePsdXRm}=uHRc)_qexSrs1q$XO@PuS2OOo zqFDJ#(n#LF0pE#Ogdd8b*_O*4t`MFp)(8dU_)_(7sd^XL@4F}MVpFAA%(;Gw$ybz^ z5prm4CEC9$`IwQk%|++)a6HPH`FEynL3wEFQ(q&;5<`1M%jqW=;RPocM_CK!8uChY zZlI+j1{loiys3cZoA3n&c`WI^c%T>Vq0Q3onzglr=#S`;zMjl^mngu0mQbWi)y17089Q!+0~@pPK~|E zgb`*lphXGNxeEQ6iy9J7kuhF4wi|(QLBx!+z_Uzl>g0xddWodZ8AnhWxP^> zKB<^7&@~;5_7PvjollXYmbJ=_YvR|IyKW)J&FJz__*aDUuRe&Bz1k|PbFkc)Ixc_k zL0z^yRVx8ZI zuGoSDAB!J1EyvyNx<;wdB7DzxBId?p{CgYXg3{fW!um*uhVew%`q~K40wG zD(jqvT@G}Fs5J*=_69(6PGV{CzdyJE9K3?dv{XfnOZ`L(h&4e~bv5#Xl8OH7csx6N z3(qCTa$rV}3jR2`ca!5Tw6gXk^NSI2`7u6oH~BYQje0oJsbBKHIY;k;IC|Nh#lRk; z9C+OZrj0i(c^8zoTSk$8>u6w1L;t(H}eK<`%uhR%TzvjsIaZPxWUm;vj>h zj2$>Pf2Pj+*?1U-|6v|6<&P5EuzYMuNajqXIgKcyjY6%la9B51$7*gT@fK^U&ept# zrQ1DZp8{*B;lTDA`>6{rcWG9hB0#3qtB8Pr6*5?R0@1Lp2}lIA#4N(-GtTBKbbguT z&-@V~9D*SpbuAUFdYv~zlGwMOwEKBpdqi(+3gXn~zUX~Ubu^@=oBF?^CkJ7A0CG9Z zS;dt#)$zL3b&)kyDY&Een zh5mv@+nM8Xou4RRURXbnPD-qhkKv{#NN9E{^r1%opu1y9TpTo+(B%AGh>wi6wiU8^ z2GO2?f5l*wKqWK;?kynea?v$6gqbZ7U*wB5eg0$W*|P zg3e*a&%xQ)cv8(m-%HfVtJ+pvg|eTpUlDxyu{BqEE~=ADkl=uRa-EJhu-U-}ji=;X z)XdB9XYTYBk0?}Cz&A3RTgn1MeAU5n_YnefDtn`?KC#;nr-Ark7yU=gm54z*G}}ja zd)XB_pH6zQqb4HD`RV^{FYrcw@L2=L=vJmfS&8#Bo&3sy%3q%+sL}8ZJVKOU>^MkM zxo3jwCGONPVeIu@FzVQ(MyWk2qr6TM4^wI)#a zZ}TZ&Sv#38JB_GU55*QDGmZ!5PcYYaL=zxw)|y_c^JfLa2Pf6ZHV_=!s1%`M0s70Z z?qyk zQ(1o$3pG0!EpfBQ3=fp4BjJqO!T2ZseDC9WjRhxT^h3oTKR{~8!{Myog@4U0_0e>7 zbuu08iTCVQybFX5z4S?Yltwp9S1&2ekE(6yE~_DxUHp#cTS6vTtWnk;BRAVeGYmZZ zaYdeT%mhUoWzp1P?H+T4jI|Lz-vuDN0VdJqRu`OA*kg8iA>gc(F=V0aQ`Td-+t^tX zLP9tB7RM97KOG)elKq>vLQqZA!FI*+*(da->Ccq=dJpJSP|lBH;(KaFuRZvI*A0yF zxj^BT?-8cE6xAbi2qah&iDyVXlX2XXPQs`2pFN@1&DM_BthtBSA+o7TXns@ifnkR4 z^kQFiX~;E}@2EL~p~qAEE$3_=$fOuuSAq)tGY28?v^3<8eH+Y2pM8s3Z_KtVjomK%i&nCJahOc8QiP!FBz*6+8?!W^B=Wx2W_lyuvbf2_yvK=sug& zZ%T9K^+GLmzE0*o1XI3D{6^urNg$=c(TM!hcRc1TqTIa`!43uPu+P8wuMXSYdMTK% z@q|8%aI-JN9s`fCPZX$tQ|MK1S)`K+x3n;Elg~_$IvMW|amyM<$SB0ko(%*{dKTVc z1XV$Ij_Fa|ya$OkCxlpsql3Hdr8dx-3TeW@6sw0vB@SW$ow2{cy1;OR3t7E8k*}vv$Xb8{UVcDoPYhT7mB&xuFnWmmWl!s4bB>VTeS+|JhW$-YC7o5^ zG&Fj(h!7g`oG&P+`q^1U>|v*JjGw#Ja2hU^(RFfKrD7D(T4raKzVGK7IZtX-s?#^2 z1Gb4u9`Wyjz|R-6vcg3OSWfo`=v1WaAs0OrJIAtmPvPK;e*?M4Mvi7^ZERgzG~2;6 zy1~s4;i(SLIfMvppM2a!V~t8V(=iGi#H4ci*fi!7b`Xf#8LCXlJDjW{kb}D( zE!wa#_Y4ZAFAa;jz&3z$(T?$*a!&Dr>_B?xKFYd92Zn(_m{9;L3%3CY=;3v1MD_~zdpj1DAPXRY@Es-70yo` zfQndU2vH?&@ADMJBMl4SjFI8kx#;GOE8y1&3VHdP9=4a3KpLFh*jlM9fO|o(SoJor z7Ph~=dSxKTP&hmp@-3YcD3Et6<^gJUT&y^^AS}YKpbYsKV&BeD+lJe@M5_0)GWs=m z686F&d5=OT2fIKbLn5?DiuGuvD;naN$VB{L03NW8T_svayYN--SjLP7BY^AX_K#ahG6cyEZiO?7geY+bF=FU-A`pvSdApY%szxgo-`aJM^D?;l)4sn)pxJw#8YX zFmPEmICuCD-){M+aL>Ule?9!Tx#a_V z&6fR#_w4uh9$si{KPFms?wZ!?mW&E6d-a>C`=2j4YRvD;!!MllJe6K__~PcTxv#wc zr$0PW_tZ(6e&vKc{^D~k{QRnuGnbyw0!(Mk$$Dt)YsUmmsr_Bt+;r>d???81;tLM6 z-r@Q2s+m=t>sL8?W*^8ER2{ukTs&gO)?5G4+WcF&WBR4e-^Z(04EhTl$dxFf=TmK^+j0b#-+S*^51`6U8VfkyHjDt?(=+eRE|$27 z^Ab=^Tmd-tT=u;ed=DxD>=(#18{Xo2>bk_j@m>9V;rLC*utQe9ewk5_gV!Zpk2{%J zQ_7lWrelL|AhZ>Mf$3EJtki0d7i;Pl#d{aC?)E6c{OT)MLFP>4MuHQ+pI=1ZDzoe= zCo`1E#``+93`>EUn)v`|TszPBXucn+4eXxLR6LE$y?7HHa%{l%kRCu#7i6-rob5aw z1`GY1hpEMmY+D15KF*20L6m(-Y$TAb;^Wcu6U(e0jN+UDvODZ+z-2>R;IY|)@D*dkbJ^Im`DATiBlLgk^U)!b)PZwbLMcZC$P@}WeJMuIthItgx)s_+RP8J zVah0(*o<3d6XpGDIhwiej9$Fc+Vz9o;Aioxr?P{6wKj>A8z{u_cA2mR2t9G!`D3&5 z=_%ZZ_%JYvetk3V>P;uHF^9xrTZ1UEG2o)tokq>}i8T(rzugDJ9kPjb4ady^3rM50 zqq7APyN@Sag>SJ<0v6i{q9_G^IE|RCYz29r7qds=?PhNlj*p1m79brJwDl{JbTQru zz6Jf;cmzr2&wg327=4ryMN@}WQ%bubiuzB9oVlH-owVIT%Ep68Nyt~cq!%{LR0BV3 zaX=@*FXZl-s*=&fa|$0t2+{DK$Fwq{Lu5`+!#Zx#JTiqkHb3~1K0QY*iusK4>n?r= z$N%SYz>Ci)#b-UEu>B&Oc~)`Hz)D@uRr5Qe+PmB+^e;DrqSwjd6^4Lw_(UZMIZ2qlR^uh*H zk#Zgafn_zuH^?ZaVnQ$!%^t-U+U|{-x4596w<_343Exzm4%S5;r9;%>L9{YodmZUvEdUGObW;2E+3nFKbmUfW_a zrZ|7qYx+p{A$K!am+U<*HrA8>(`$O;xNRVDV|F0a({4J8Q5?}N{U+Nn6yfM=LzI3~QM&8QaKn6h)mDTa-OmIhRF-djLm%TZZYO_i7fr!|m*4n?K1vaHLR5VnK3XEC z;}zZ^qZlP|bloNs@da$O>C4;*BPTP^ZWj+ z2amm%OsHHdd*aUeSr z@&pHcO3E#vF;OVQ@?+o9SLB4Fpa~}nT<;h1r(leX1FBBSSTu9DVLS%J(J_F}LbV-l z@Hr|-U*ce!eB^Kfu2VneTAj|$)yHFxCdANIf1f{8W7^b=<`BzH5cu5kWpv*boNOh47DHeeq=JlquIgd zFbL;5!A>&U5h$EYJ|h~DExf9*C6|O=`+Bh(yr`YM+*sFCV{mOAGfpGr1?E7HkmQ6* zexrc7nik^rZirvWt-7#VZj88vawjvVbG5}TMd8Um28XD^HoCcA=)KOFxN!@9yo6aqPFvy)46G$N7x zz7mz=#^^xmMX}NLQ=`V6lYjMH9BqpbOb}0=Qw;T7b7oDV7r8IT3f5V^4HZix)=lGK zo!#i5KNq7b%@kI6Hn>oUbCb8D$cf1BO4@tU@r?Y6c+lX13hi|-f=xCG_7$t_jz7!U zqrPcq7S?d~M~ok^z~XsM)m5*GDQ)VVNYpSUA`O7wjIs$JW;dR8Jh`%1eC95Q|5&a~ zP|R~kC}!B}=h_rP3-WV`*-Tu?KlC2NHPpqd-aCB!6Sff#U=}j}g@vvzub%XUmn3~n z%3_@snH2MlJ_B;~Rqg4G@qr!yxKESvIBUoD-Jkxp2>*ts&b|ZdPywbe4GpEHy{?02N0NIt!_2Y~zo=6(lLaU63q5zO{M)KMflqbeaI8a((^N{rngOA?HCgBvoe3!J%_BVK@UW)srHanFYq#h^D5X z1(6`Pm{Bzk8v10Fv1L<4F5L=$V`1iy!FORtS7dZxoVpwObhK9}qaxDnq-WJPhUx65 zAHZgblM!L!Q^<2zs3)_9GMj@%?NxujEs4bvx}7Qg3cHN4X{zS}Ztvqe8T(1mlFZf0 zv^6vX%itsC_ANlb+X4n{(uq*e4?cM?n1EQ$?QdfQtg47_QA*;6jtsxN!E82iUHDTLpoRYOsHl z1M_j(hl7;g;ccjUGwTp)P836aWBMo!aJ%4_YhnpkH(_{u zO-fMy#I$S3Zn9CqW$wTL>8PB*T7lIJ8oUKHQuk4gyOGL)_kv5(J$NF6mgNTh`V8{p z`z2x|*0sRxpSV6qXA`exbhIEyA^gOC()_hM74bgtyF|gVubIHO8@n{jkwbERl3G$d zO=VM6F;)#OI-OIB!OlB!P5l0xen`j|>_CI~9fx^ET=WG+tbGu}7$ddRVsFuhH9RY4 z@ojkGu;P)=L`^Vz{HO=o;48bq_9oRegPDn3g(8xC0}pWV6%2ulPYtoH#;IuDhXWY% z#A@k!++{oji2awL5WQ;T{Ks~35k&IHR9N14J1)V7#2a)SHjV$phH0F?#@Q{pl|)=X zgighqOxV(=&q?<6BOQMaYqn3ZKPpw3_;7}v`kvvqLwCR8&~MdeEUjO9tKOhouCM}~ z&UZigJ!?yYEzZnN4|I%oogT^kN6I?N9q6n!8?Y*>41eqi=xjEwc}{IWe8`TTF^qoTmS1PnQF|yh=6&zS_3|S zSWY$8ArnFVmd=F_7&eR5eV|o$Sz)=299B=(n23d2;A_Mu`{?h4PuuO^V&Lv}yxL>* z7PK)N@X-nJL7>(l-1m`Abyf}e{ipdFu&TCum^2T$9%7}(LlD{>jjgMl7q_D$2CyAq z&8%MI#$bfkpri>rsnRrt*c0te9-i@xT9)5`KriTeR?Ym!u7ZTP*Hq;SKU@m+#d00U zlQUVdT#x_1pgLYcP{j`z%g7wd1OcM|kx2{t5+9^Cyk|M+fxq8jK8!yvB8CPI_BLDh zH`%{8zw{%pL|uAI1_sT)6MWy>6dk1F0VlFvKiqq2Wbf&nQ>NE08R*!1>PBkB-!@Y9 zv8fL@6p2;ofjLf|5z1t--qw6(1_vsP8-Z`)7egI|Nvc-&ByYFvflmzV(`BM(slNro z4WccT+wmycqy18MX-hKk@pvw`d8%URJw^R!Ug1?6L316cG~e6RHXL?*$fT#Zxrr;& z@X|}j{gi@U*EpU6)kWN2vy&l3gD<5<)Tvi`{ev&SA2T2Ws{1)Jk6rGF%{-(V4=MV& z7?WG9H#!apD$^SZ+m_v)CgLmEZ(+E8vSZ$S+5$N*sGR>mz}ISn=6dAWp5T%-JDQd%9FUIH;`i?I|^SrhlS_P zVU5FlDnc-snFg_a%T5Lf$n#_d>B!h9>xrEeKY=W=>6B>E9%6H%J75&2^PxqggB zkU$s(yq$a`Avp!R)<-(3-_l3yZ+8L3+u${ts2}9T-)WzK_4>oZF||J2RQ|WNs2lLM9;z zRcaENC`dw3lo(->Ovpeo6EYJz4q*A%)18!`3cL@>;@T?MVH=q8 zj?H0Xa-3uVzkMf@;Q#OPiCAu^>Nn=gvpb0IA-)hs9DEFZ@2b|`K3KQGhtEiw5Jxs zq`6rD25Igvb}Bb-Ljh;s>c`<%>c=7WqR$_BNoeq^yUH1j)Z-LSJt4z+MF)v}tAcqs zKUZQ7NDLN?A@R?xEx+?)J~jA_sukU0vn~%>x)Du9jR|A;HM zXz1%3Qi9K5WyXGATPrS{^+beM@ZAx-EwR02z%0Z?&-MOMe;NYUml-1 zGlC?Y{#Klz{kCkU29iZo$u|EkRDQFt2E^Z!DiD%`u|821$VJHqf|iW~0*0-#sm%5) zP&hWn4}d(jCDKHYq}T6!&lqxu`$C%)sAv+NSFRPA<9gtN2vM;s%MB;wI9i{5}zsY1dv5dY@OGPuj? zFWE~_omM&Nd{89xCrh~%IW0uvvC`5AB;Lw)Wn8vmc>e?O>|Etqj&1N1F#+QjuPzpf z%|j90$0cY1h2|}wnq@;vp+fSHaM70EuiOl_3T2KX81S(xhg9v=mRU}L>~7(BQ{9b5 z>u!+NGqHkaDApJj0r3SJ%s;5e0eY@g)C=^Dl*blqUYhOOny6r9Yf^ zsvWEJ4w`{&(mzQGixT>p@IfKwE6liappJab5;sFhAohZ11l5cS!`4LiZG7zD`Jchk zvSUNWxMrmcjO7e$+)OEhwE91C)-6BE<~eL~j(sk8HhwIJ-y}MRWyN2T{r2T<-tJc< z{yqI}&*SiA?4#|mvQi3Ij+fYTR^kpn!|u*-fQOzcIQ=1w%8Mb-(MxgGPnvpk)mQ1O z&YuIca18?Zu+qBMB^CL4;If@j$NInhUF4ng_n#EFXUH3>4S_yos9|=NCG%$Dt4MjDhw8m@p$2Nsd)%mK)6XKz@g1_v$23m) zNHM-5Z4ZO#{Q+gP{v^?ZERgV%JW=-UVbVFOLqxwpvXY-`(p-=04aPjWJ0u(XS%HZc z-z5zeAJWF8zjpMnt7k?BQpt|)R=BYD0Ph$AZ!r@~-Rh8`>PCi%lPvc%EZcUu_?sB+ z1Mpi(%^CbTJq(FDoOZk0or!RNVh8(H#$tiUXW`Pd<@+xNgn;8EF>tJV+1jee+E_Bj z%{q9Ez5imDg4*v?7sLl|BVUXRq{~foOQ#|OmeXC}h^#_iqk!Fe?f?3vRCa>{#J=lp z$^fyis%%o)eVEXU17@>_5Zy?s&hrh;1$K!M^O3R4y3bX82~jVD8a;to&{p+*ylAH7 zLraK-{udWLfx*8b`#Adxm!5WO;2->*Ms-KmvFm=v6MFk*7g*8K+=kxvSiGB+u1Q?L zC=K4)Nn%zNke`d#vZUSG(i1I2Ac{CFEslc9F#w+@2SS2=Y+Oa#8D73jJt2ckc8DKn zs5ga2je|Pa$FDZBk}t6w`)Ex%Q)rjM{Ob&*4)IdoC|GIdNi)%|M;jfQa%&Rxe)3+| zDwwJvV!)1HEOEu60j8Eo^${RFx}c6f(*KR4&6#-*>@=1MfaB}4ST#8g8E8{oyuJsu=o*pU zhIO*g$slOmO%oxZew|X2{5YkCq%Q4A@EB2kn)3xcrP$v zlU5B;sqD!n`!^?y!Y-$xI zLr5|kX8UwS9?cau{6^dgyr#)C;WzT8rh{+anyI7y?yh$t87}AQ^?up{wH^1WS94`P zs;C@KR#%-m9c$tmK1;inABAe|Z35!ri>Ct4Fy#jB`8yZ?0ou*S;WYk~nK$ub&zWg5 zPp9fE43f>T$YFPaA{c)Lg+}i^97+`PUapty-F-ps)(l#Y>6W6vVi8Fv4nF*m?2o+7 z{Na@35BH%QJJqYak=5WF-!sUHda`N&kFzXV#K!;@xY<95VlB1C$%MIpiHRC75gpZg z)4TDP?g{|+rndv;D9H=*B~IZPi5#`A9|K6@OJrJG(u{)_&j_5v;4CswvL=Fi)*eG@ zggdUVOJ&}wx+@X1!sRil6Ljffs9LLhEHz{KpT(Y+tQI}nC|21OiqcTP z2eVti6G%rpJ=|e#JzD0Eze`s86jkp~se$ow%1Hlf+w5{M@YW2~wBX|AQcF!6dfnG$ zSa%xu8X)s^xsu^-y)GN27qXuvHi|~JZg@j3-4qtG>Bc>%lY)r{}0usq_83>(hB&8DB&%vi7OU7UcMYFlGbRwo=F4>8)y z`i_`}e4PVV9kUY8{i>lGf!j2^K2Tu$lJWsx{$APxRHg*}E`IB@R~OaJj52W(H937t%TMd_3{hl?4qr zT2?Q}@;9{e-eBG-Wkd1%PR;;l_v?0Mmd{Ivxk-Hf|n9yLSaR99IJ2 zsJL?^Lu|;ODIKtPF!egtl1Z^Tq{%MkBmi8)YVbqDJoe(0|xH=d|dxf#fu20Jc(#5K;gL_0(Z2On+RSJx)?k*(rB2?Jl4+kIQvp2fQoAwg14iPxkdhI-=W@rq=biT=(V5 zcln^!&gm>ASu&;XN!y}O?|TkDzVpJ zX+ZEv(_QKSmF#=;W;oiBGS*C+JDHJX-^RuPcIu9!12w^vQ-!w519%`z9>o zXg|T3qDt}i{zhL1Gj174yB(RnPB6wIyc5)1>F6vFf_flobi`cor@fC4L6Bfo;geqB zg}po9)?RJ7GOzCCGr(l^PZH3PDW}3f=~Pjm&LndU{F8p+dL?8@kqFv>tK4#oc@JZX z(|+)rT@jFq-QY1_ZyKl2tX2>_{w-~@hd@1unnqbo2hX{`-3Hyu5xt;7$zkk6^HpeJ z>jLnD;P(v^tX!XH+) z`>C#d=}Mu|nO1|n(#Gn*vPZEUPwW&;_OTKC+po|;duRgTC{|E@AyVXQ8r~i~7k#T3 zZAaz-zprQNUao0e+rvjUkH!~uD=f^FtN{yTV5Av;&IX_RUMne`oV2ZfakWzkP5GFY znXQUz#Q!<_z;~Gf`bS8W2mL>Q`W0I6CHloP_3Zi2a`seEN$K?t47yHYjao3WTlkYL zny;Nn{2J-$KcG*rTNY5*_C3XiH($mv?Sg83nC`k|9Cfmv8{|h3iM)JVl|78Nx zg*F7GY+1a91ZIieRHZet@(&uZclSStr{O8Six<|npvD-hnzzVnLzAzR$E!au?G7Gl zx`Q8OHD4~jIDKYf05~K3e|wSMEupmvYwWljC@StkpEG3QZv)EMqSWKhdZudZWNl)# zVKAq|iTa=x4eXBa?_YlYpsVkOSCPbp+JYvrv z`^aOhn;B?NW}s}DXgjn!Ei@I?@9QMZ0JqwqSTWC&5T3f_5k9fo#pZg3ueEn^w%Fyw ziljiq#7%f0Ujjyr?f-%NLJ1i4dE6L#nXH$miN6Q{KT}ub8&+G3H+0J@;2*t*Y2<6H z!~$Mn*$FTMypvE$LDl(~Y`%lA-z!POHhzG)K86lR@H*2x$b2jeIP5X6`5_MDj~M-= z4Y3b47mSF+r@Cn~$3cj>ikyq>37mOnTA1#MRbb&RcRvBdAX7j)jGIL!m&{SI|I@12kEvb)HZXu=d0@Zf-0_Uz z8_=dgozRZeGj^sqd`;rXJj{7nSO@fKO+J_LyOk|4_3U)E$6u^JD&|4!|1nRyk-4v? zTk(WL*6z$x+o-fH-L_xa2Ek4wBiMPBN+OP4=Q&!naT@X!HntZL9V8$ACooOgIPFuC z|E!pY$ea!gW+myqw*SI}hRh_X{>jI=VLB1EE6LnL$~A5Fs8Kf1n%2E!D69jFyR#+Hji`s;gEEa|CzM9Q23+ zf}8o|t38L{K-Gs1*`d4I0pIGmCY$eP`xO;3+-y}KKM8i~-AAc|cmAwpw-GvvELx_;2d&8{ub&biS??3TYmu%quy?a>v(~EdVnoA%x?Ji*k=XgDy(`TcEN2#cRcK~ zr0M9-AJSZA1FppklH(FfNM%cF=Ww8u_%k~t0sDnK%Dz*Wt0kGgqyvJ=iQJr(7nYzB z5rrsO%$G?EMPH$8Z9Bqu$he=$@1M<~60?US4;JrEQ^gQsG{HZ_=OBjLHNfZccSXXvwE)o&8gVY_* zAUwaw&6$zzERWmAt-k!+Z2%uTqkXWn8lNWm1kol+Lkz#CL5Xutj(`*DGDdR@^D$ES z8F@4%Z-;{nI_*bf`5AfaL1On}Oy;p8D}8z4C@^lsn&pa%bJ;vt;^lp90E7j&3L^H( z-zWJXEyqwFj?ZqubR`Zew?}Dc+?Ph6ju=ThbBpZvr6+LO4vi_$)5G-ecxuiV-@TSM zJQaOV$DMPX?_$4EqeDed;0)>-j}7BYS7y9>rb`@jN%OUtXjIDYb7fZm7<9Q)83v*a zX$VgBcrwv{*u|HKtjM?mpM7rrvg$PE$?eI%jAS3FK(SMxD;!Or4h}H#Gtt3ZO}{Hf zex^FWJmUy9RH~jpL|&}xyS%K_Yq(_7OkgRrQ^E{RbZLDKf(r`Kqm1{JD-RbKmyql4 z+T(Uh>jv28g~x0P4~sHs8L`F0UNzIo51I&*YZS~=iB0G9eBtPx)K;-j{}O62#^3Rj zEsxX-*@hx%2=l(IP+HCIK_l{ei`gP*OV+@VncFcM zI~`G)ycX_(4=Hz{0Gebk?vA1O8c!PkyNBKf^4_z~l=AEoX$lY@?7iPASma|cb?|cf z)?*rM0&gxhgNUMgc%)}H-Y`dW3(YIyg=Pd5OG|4l0>$18*0i+Nc_0GVyZeyWiu^@d z;3N{CAtc`9SLVBE1+`>sj4_mLCx%oowv>2LK?8n%OfS*MP-()pibq6o1Zh>0csPrX z;E;6j9GoxD`S~~Wje-lD0nmZ*V}YUf030*WUOWS#Mg4vYWe#6Yb-1y!0(^xR95H^e zs80fZ{jbbSWix&nV(c|GcsP@TX8V9HgGzJ9d zw~Ey_i$~ctUs+-lCq$gs9$B9xTl3rPO1M8uSOVt%SqjrZfFZtLrbcxlI7eRwH``79 zi4_nE0BK(1-3BItjfDh8w71W09!R5`OXgD7ke(Y8j|6MZYyp@fb+h*YC)!RC((0^u zJByrUmjZ#*UOB-H2YGWY#$pvL@X@a1|`1{XNHxmrN~fU@P8Z^IR)U-E!41( zR3Lznj$UgA0BGF#@US*G31)7hhZ>#Pdjl_vb~TY&3BD%H?2j$)?xZL1v4^&jjz|(D z^g*7U0I#-ozPQPa!bE33p}~aLj;p(=LGNG$j~SW4CzS!yS_2ic6#yO ziH{_pWL9q_u|9$vA>IkMD0r^z-97(3dHCAaevv6YoiXAkvJ2L9m^J|kTB0bIASS}$ z&tr|&t4kKsPuO&-*k#a8nKnfl6fs|2;@6irkz-DzWk7lS=vj^gP6)ScZ z?VsUm980?G?Of11xgYK8Y~^Uwzz0-fK4NIfx^-sC|f{<w*Q z-RPpNt|kOtf`$e3>;)HatmVUioJM=#i+Lg17LTJ1zgIIgPoW3W@Ow04>SYY+b9A-l zfzh6w%lJ;=u4eog6}-!dO1|oy$TUO){ASd8Bt|oMaMIiS@yztGEkm(`|C1lBu8%tK z;elT%GM<|JdsyDgM85-;$i!N?IKgf0h^t6{6*aYCyobI zRxRC|nf>7uv==50YM0`%v}a+u*6$;`sry5v55IQC^QGu(XDm@@`yvFwBzj_Y_#VC) z`wZ;QQZ3ccBVUqJ0UfGnCa^5(8X6fuzbZNiAFiHWJxc5grEk@-bJ9piXE5<(!`pG4KOcCce zjK|=`bEk{F7X*85qDvII90niuoz&wlsMn^FuVGpq*-ZYHaER97EEoa94^BnCtoY5Y ztgbWM*C3^DIo@N~_A^C%Y|tBuERvYe+q<6vk~uOX>v2H!7{(%kks>W1 zxDq5&S9|4ARFbqen_H8~0kqC`YMQGF61k388GxNNj}_8n`W?b#uq(2_V}%tn4!z_B zvidTOt_DD=8lRCbvYKeCC3;NPCGbELP=r7a9aBA%nchsmI?0fhMGz*Hg17-A>pPrY ze=KesAJ}nBna<*k!uz{WAZMhr-()|*HhGg1XMrI%{)ZU_;ZpoGegzj2H81H|0gQ+BA7FSUkpCo5-%y^tg!nv@TFA^1 zb8;ZKSb)ae;85m#2Qd}*NJS!TE`p)KZCnSPc`nnBC;Y5yUMWM6kDYmTCbnLoZkryiDp;^w# z{1*orUV`1tM|(?4S8n=%Z^6>61mUkT{cEr$9N#pX<;^&ewqeuG7%z722d87*C^i<1 z*?lhg7RG-K_>z(AvP9QGs<7=-$lFHu|Bq)D-$mkWosaPuSYpk-%_%To69YY+G2aEh z51!&*1_>9G!$M)YWipv*pQ)jfK1-{$-ZMCTr&j!npYASe-SGY})y%^TP(H=QX6MKk z6wo;Vn87^b9%lFd!!1^1vy)KY{l2RJnj5LmpV$L~TqU#$(SOk)YTj5C8vZn<)Y6B!{5=8$P0XEzSFLFtXy2O6 zXOO>koL-BWb{$EtJ7ewl6;1LgZ^3TjEhRJ4ehqdLZ+c-jp)6(WJ4t#W&-?+n(~k^% zH(#-FIdwoVyD7ZtauRQ4^Ro~mK_-}Fgm$fg*v=93QktY4Y=OPXuI?qdd&md+dDZ-t zFD zeV4bUwWjSx6S|p^t+j4M-?%YEwM04j#u&lMx$(3mT|nUHPPd_UEhbsK4xf1VtfG8L zR>6FzzCb#K(KRlvGOR_&z;?cq8vwRhlG zdv{;s3$>!(nGjC4oyeMO2NSGRgRRYUaYr}_ivb|`embcg-y_)59~m~-=hEeLS>6~N z5A)QmP-vjt?OFF4m%cFk9Vs9C+|uS0`Vuz>eaWwKpj41cnld!;bNvmrt(U$Pe5F)x z80w^B9eT?a7yp#AA6?>K?iBdVm^rLFFQ?G{(zgxN^2I2u5(7WF+0!n5C|}M~QLhot z&Q2#*BCfN-=$92lrSx(6R~do_^CBL=^y5ZNy3ai<+Ig~ORaB~xF5BVkc#2+&U~22o zwjF1PWM84Q2{06|Wefh#K@khDOjx!0y zPUn!eQwiDNEKgVvkDj8}J009+fy(@2PCGceI-mVDK)`nZk|2O~lEq(9%A%dWkhER9 zcHceWefNg<-M0xA3|7z2X;8tfWs~fx{hOy0)2sJQ*}oZKlvDQIi*NRj)$pR1#fhzy zgLbxPiaVNd-bY(KnTl#*VlrtfDb%u(YVHF?l}3}u-t@e1(^jrOzQ>w1JHZz z{v9mdt>_`ue4oapvD8cQ>_PHA1YsE0%g6&ZWi6{UAHqJBV!q^^85v`XaLtqn7)OgR ze?xUNlL9CSL1y?O%iPaN`dStrxna_{3h22*5BaBhaHy_p-S;rg>wOPb@WZ?<)1zjD zEco3O7`|weYsc8-yEOMWh1HX~PCe|d2-{=ra-@JHaU$XuX!gh16riurN%beBmxMP|PadOgR-{cy<9BjX10k2n$bB_$X>TF>IeSiIkT$ zmZS52gSL5Z2h%K;2Hig1v91N;kR+k<-ecHn?I}4gp;1FK;v_{OvZ9Zm#6qnz(Lj71 zbU_`diO4*j%vb@f!GdvQA(E@n0rYE9{9X!kgs{ClvBPL^sM;Ipi7qFu>`1-% z2IT$K_PNOZOAkSH%hl<4%d0e~H|zx8fx*wU_E(O=E^W;y)o5NWj-*LUJstLES?+d`!S{}_?)!Z#fc@(#$je+D<}kCk3FZM? zgvq#TVWw05CrOj2KT{|5r~c%|!WZmnCO*?;m!wQ&4Y-3>sI@4ms( z(Y5agI-aBR#SHyh4^I&|?zVY|i?0d)c0)3Aa-h5$~6ALjf*`d@J^!^ zK@}pP3|Ekd{%<#*B{9rt#|S;fPRNWS+zd?>7Ix(1pjatfw^6#@K02}H%_0O!&p)K_ zt9erf*{kEFcIOID9U>KX1nFc8f(rW7vQAnGerB}u8Rf5lp#Y3!sKhpcX&+N3z|w6b z7^!!Y_B?`#Ld=y-XZqAjyi`|Q?=WXB1r6N8%91fvW*c&;$7*u8Q|Z(NV8J3nJQnry zFyp^KgN+y>3(1u3LtarPX%m1?GH(f_Y5pX14vu_K@zZ)zAVJumkjoa2D*DY7SaiML z7n>BCica%g)4WpR>{-I;Dk0U7)0M(JL2;QylJdmd6lj!*l>p#lT~mDNBSMuvb2ZSL z<*|6=Hh*??70wX0&`B|{J9&KvuqRM+7WsF8e+h{?4xXNCeeAsuKUHAvB7X`S1P%Fa zPX6hC{Pcsq^~g{(c{0p%bfy_>jRuZ`BXaa)N#lt&GkKgW|HRZ&)2tRq;dW^oZpsi| z7$b87py^wX&8P|)d)-Bn{CAbT>yV|~^cL4(7PgP{sHWc_+#hkzCP~cF%nqTHw8vf) zbRMH-rKTs<{a>98=WL;3RvIvqur5fnua3bt1x_(?P6XHZy*yw1WRaGh!MVVwgR}xT zkhQelSvsb+4NhjIb#3ciJeRC79#2^;zBX9iV@F6RuHQS>x3V14&Fm~BSMCk6Za4MO ze$Xx*IZF!LoE?E5@a4qhV7xzyy)U{z#n8)_EN13UjLa;#S zQG{{D-IBA)GHM5w}RRTcZgI`Ez~A4>X4Y ziIKro22^N(1kNM=D{{EM%*HXv;YXDZH{Bdiw<+x={-Y)t91vl79=RVk{1xBPI6U1O zRPg|@qd8K(UDQP?kj>8k!6Z)~4vp?V*$f<+7%bLcf4W13?s5Z2t>9Ef+f4EDaP@qh z-KCe=^Y8KoQ)g*XrQmH``G?qoLnZ@fALl9QO?Fu3{b_9FV{+9s3WA1uv2Qh~>S>(L zC}k%QKiBEztoGqDJXsm05C78WIVLTVkf!S1%<9|M*#o~>uB1V)1TBKt|~2GhBEX?meeM&YrJ(iEeH0|E9CdFE#=oS8_qwx2t) zs;&B|B6t%AKPTfn7sy33S(P2wlrv&(d}B^%`o^5$qvysqCYqONwMq;1m6dz=yu4sMLUjR*o(AZ7L@*$4$vlHqR%IHaakmCn_1G{ zeuiZJgZZ?pb86m_h75jG zps>kGApWyb+LNp*S_mvZYCj*OJXeEbXwFTmeIle;%Mnwo1>;w9ak0hO4o*8cU=p!b zr5~liYx4BsG|v0?DzAlHVu)v+s#Ax>Qa`}ee z36Sn`F9rpP_}uvS;u}dh0+=^C!-Lk0FZS8uq>Q?t2=0x=q`D_x@jbsovJ3@nl)g{sdd4IF_uOq}7U zXp?e=;5$faRQc07jM~L!szBTV3d-oMsu*F>Ncv72;`%$aA9bK- z_!~^D;%t(a-t}*ZA6X`wI8s0OEg%Ft;|_bs3rKF?yH1$9$N){n8)w>X8vL{Xycb7{1J<6si*oq`!aSeQ zzX*MgFdr656RO2TDyGr*8P2Y$UiJsb>NpmU(l9>jkN!og?Xm6uD0Fp@K2()=G|WD_ z)h(F=2!HfM%`EX zomLu6ZO)e4VU<{*ftUZQU+$qX=nx>NeM+lMRvZ7NRcXK+t_Br<~bC2hz;3i5{Os77-O*6Z>B)k62eAPyQDPy zcP3$W_pwfcIh_s=V~_b3O^wE=B>M@hrlI*6>c-cN#{peJLv-Y+M;mY*S~8`~j_d_@ zwuz*RMd?_3qEglq1@L~*u=-ClIvgD)F1Y4PPGec!vc3!{9z6q{qg-O7mTw4r2YQBX@Cnhpjq- zqRzx$a9Q0*WDZ|Wu#4-8cKpnI{l6L&@x(N8&O6|3D>Nq9GF-A~r1S=>ad3LEp4W;a zdk)*?cnf5jq*s{@pAsg);CH2H#`irv&Ejr{)QGuLt<<_-vXX(6)e{h zu#0d)>>PeFe;PA-=1@Q12B;2r$L*pV){MeE-g%MZ=N9Z*=n>P8yZT(~sYt2}}3+t@dnV;=ywLC{MvH9{ePaSW!I_H#&^XC0ZE*uK^y!1``i zR?SXytZeA){ESm`0Z+SJ&1g20>H7s%bP0{Nx>>5&k}-7t9*;_+xxy z+LN^-q^9;{9WYXU@DB_gCG|i$bt%KiuGOIVg5a#1jHlElM=!XzOp$67c_W(bsR*CTqe(pG9o?GY zOI_h74>$hCYH-W0Q>j}TxhV0Z4$pZM%YJl&@z0go{#3+vD_h@#8Ry`_OiTS-e7 ze!2&`9<)C(uzDg(H5k&;3;w1gBxnX>VCi27MRyBGF!9a$HQ<-Om zCe1TT%{itq>}_Mam!@$C78$m8_g#dcY9so|XiiqzX?M<+w_+oPiDIm3FvvazCfpw_ zVj>?Z)r^BlmK|Tc0*`(C0Z#Y3uuVIJf*vkMbV_H{K^SvI*4=i8T?+~HwHZ=ugqA>4wLo>KUH0c23^v~VYWL$vibU6%6 z20CvE(%D@8m!Yhdl%k-V$7I!QpAgA5w(F%QAVsfKpY^PZ0|@{cI8iUFwteI)Ki1gd zB>h3g&|l~g->SaVpg4}tl24YzNG97dwdjQS)HjvW9E7H~FSRZ`0YCN_YlNdsq!b3w zWs!{JA$d=bPcZl}unnmmR-ru)X>|jA6$gSK8RH*NJdoUgTlcIcwgDjP*iJm|Dd~?s zQ#JxFAu7*v*qv;O&KGNqNv!N<&aYH>sndEr0q54%Sa?Mk=B;f<$!U6=B)Br3Aq1B^ zrymhgcT6Qdjfy+=c-S>LKu;hMu-)QbozC?@`UE#i`2)sICzfFHFWmfrbGA0u7ySmY zthuaMqUoA2-A&GfF?yj2wGm)~WO6<-)7FSaQ+SmTHirnB&a`>t|bCtA2c`8?W zN7k-VLi4XuCPW;|*UQ;mBAST9|D!EkxXq!xJMJGHmXsCA%~3BA^41)?xwS=<*egyh z47D|4*fJJ3qnOP3Bwq)JI5QFg3MQz-4H8!cxYk#a{C2s+wSG@A-!9K^tq&;1u$$Qd z1-9qvF#$7=S#qHY^$56H$Q_pC5HoFNN+pi1q5|<&CDX#({9Ab~YW*2_oAn;DldaGD zeQnFq7F?2~uLPK>(r}E}D{7G7d_FwpD#k-h|1v8~zRc9)i_Mo=nR#rnD{J;kOxi<^ z^2aFE9wq5V@93ocIBMNKrk_w~_OXdp@+y%vc$H{cgsK0+@=AysdN#8BaAN`Z>3!EA zO)4LO(+qB}%5g~cO=^e$v@^Vp{$o(AW-O|9yJ?G%ZuQZXhM0s001S|NdjdqXUlbg_ z37bz4GR&D&k8&^eh=CBYP%fD(NR(ND(BL;C^$}_2&m&(RX*OGBYkjC0S244nO?ITW zR~5~$JL>GuY&y@Vftly~VH&5I=yjWb=ztDhN#Mg|`kF%o0VDRLrGjtv9>}y;f4tQ% zpdj&5g9DUoayij_Hb!lac{7#6+pt)9pY{&1!iI{mfJxZ|tK?i0cUrIzKY$+@a$o9; z0ILUL(gVlESCos7b~sW_WWjhK{*J`iDM|bI>LX$CMHH;Ki9eCynK^wcUVgM#?(|%V z)DKMloCrMSzH}n_ALh{drn4hh;6u#(D`?wKGCMH)c0!qvxjRQO?I{*I=_yuYb`b8q zJPf8OBt1v3WY|m?EM=O`W925?x@iAX@aQ_rLO+B7HGhDn;B4?QD^|t%bBq>gCDD#Q z34d1&tx0D%JMagg1%G}qwb6h*y|vN@K%yImPXjYK2Avz zIiys^d8i@Ii&Z4-_He`gQtshuHA#L(m0BI{I}(d>n3>B&p)q*eD4-TTyGo&-0)W74 z)UuwQe2sFlmnGI>k1wy&4n%u;9Km14Q!3hdI~{Ns^;Ijt70mcT9dMT>!z~hBNc5E( zSYUj4sykT)Lm-szN0JHOm6 z8hhWKFsfT{R<^{W5ElTY&Q?%PIy6`Ndj)>~4kZK=$p=-WeOrr0YqgLHT&DOVAtqhU z0q%_fIC6mY;)SM`@7v=H-1bz0$wpd!Ien9d8ak)d*bi!~ zgsjRC)mP#S*YTTE(XAqKxlLkMAXuDem$oH>5L+zy_N6*+6t#G#$I)p(7cukgkInTu zkhNf>E9@xE#z!zlL{byju}*>d9^qZu&FV5#l4vP%a$M7eKRlhjPE&?GiBs88i=q5@ zD%*-z8oq&-*__TqD!Ey5oi4OfrO={Nr7`LWf;LLudk(WdqPkCRUD%xfo8aWume}&% zNL$-JH+Azs7f6_ILV&M}d>6GF&2TxlPo7Hb6eiV!SAV>Y3WQ;vc(aR|Uqav6VRjJa?ZWEq+CHuE5W25&E{xgh4xD7qE zL+9*3X0%zyp~&ELkz2l*(SV3JgvvzwF1MBHb^9a7x!G&(ZJ7oX?9=2(FP)T6?}@EY z*JI1>gwq@F!ODz4+SjEWtCNFg zU2aR%xPQz3(=^a_m6Ew#U$}jVm)!ndV#-SXt$L(j-oIt)#(no3Ja6a0^KRXD&&IpB zewbx~->75XJ^N4FcTWdFzkXc7$o}ZlyePStL;;_HAGsIfdHl!K+vyKgO^bJ%{ne#u z{17rmR#Wh}T=zC7L&1i_ZTCgqE~ivvcRP0{p1sgcYo$;fWpNa7(~1T*R^CIq$twN4b&wg@qT=lIS-t2ISWm_oMnXbS1@Dz*^0gyc3O|ne5ZnZK{h{! zho?Q7vg|{oVA5%SiQT>9WFvqPHeDd(HXq+W%2XDNj3DX~RLV*sJ+Jcrb2#A+JaU() z0mc3zUt=dSO`_f$e`2a$zY_2GY$o8oTy3{}FSZR~7kGMh%JhzKrmr?5TW>B3So*oX zUkC(^unig@^h3_J@q)}}1vY~OAMJr|qXs6N2nu_gOW*khKOLv0DM$>2YjRj*W;~3rcS9=85EA7ef?~c8s>vczfn+Djyo!e8QGZiH#qmuo86R2OPlSX*BQHd@Z}nP zOxj#4Is6CPXSYzp2GsRW=Zdo>u|}375;A(kSBxf*`4yYt(2Jf>ORr&1vxfPIEB_8o zx2(io`3;h6dLkd^(0+!1RTR^9C1Lnd54rQohjhZU(JM>KU9?%I8IBt?Y_i%u5dv}R z|CM}pP|0b*Ruo%~$=oRf)mkv}zUUmhtQOc3yt7J~s|M=SVGIo;Uv5exm~^w^4-aR2 z1d}gS%yL#b1dhi2<#zN$#b+b7$v$K`GKLuD0(V*tcLzqPHq3)@DmVkG8!Ug{Bl(V1 zCdeu48I@`**T*`@+{tM=KG;q^ldfltNPN{A0mIfY`BqSTIf7OPkE_$ir97q>R@<+O)r%gkIXS?pLRiXLABn zp66fJDg7T-W^x78#Bj^A{a+anZ)P{=@X)lwMhSzCIF}n)pLI&ClKNXWq%+#crvt{L zMLw7YnBP)Rtd+)~`kXO}P15`DTCjpx@tvWZ;U#o{h*B*hHq$iVyB^!5(}y4877l}?$rHew2g5W96a+ow)r^#+?3Gye!Y=lHz zs`-RR_N&LxQAyjoAHkz`Xwq}M#Qd{8cxVjxFVdqPF;7!mvhp&Mejsfh%bUNCHDyvX z%!yQ7?`%|G(?Trw8-<5nSp?b_3i1r^ z8>*_4C%I}iB<(VBI?e>=+3)?gFnbUXqnAm8{bTitH0Z{ckU{$#<>6}rHP^ju=KKbA)KM~8El{xHw6 zPnGlN01V(u;<^W}w%`L~S8WXtOI#ur*Ei+GnvWlGYL;)g6=8)$kXO5pWo% zH`%W|o`L31h;$4L^tQy5Yg^k;^cO}tJ7fJatrPCE$hKTCWbVS5;@=>YZzx!Pz80Fc zUKA>LIMSeVPuL^$(_qJvsruIlF`T0~8Oa(MkFxruwQZHlNnplS*H(#q)f>2SGZnQW zETo$mMvPHWkZx8R;X9Oy1Sy+ab{}oakgQM=CP!&IfYRfUa(4A>5-+Jvfmp58r=ojz zmr$f9?ZBk{BZ>QqzSZ2IdfQb{GO1{-MVOV4tGM@V{s?Jt!cB`>-+vbBHxY&~vihl^4?rF$znE5ey8GmCE9J!ukq4|B%ID7T- z$C!2OLRQ)sd&%sZ50(q~;H}$PPTObxCp!L@GHJi#wbrgckh!3DJW!jFmOHK5@&jSf zEHC0r?q{ZE6?%^)^KoXBoXwwL=0`y3@V;ISnE#^SHw;q^B(VUP#K(20aXS@Ba?=dY zG6#2zcFyy7aCoJ4(~J{E5SD{O|5CTHgjstZFzG%7+EFdIYFEh8OB7h}n3oodyiR!b zy$A_ZWOW2cDjvWN!@P}=*2T^Dy|pGv?4z+8cI1$}heV1?XZgUS2=tueqi2iElbID6 zqC%`Ur&n9SDAZkcx^TSYnZ}eq^U%>VrI6=1GPmO@Z#_rxjKj5K>IHsNXW;~>`q8MJ z1)YJ5n^jC`ULI;qNn<@I&$deC&+$8$uUTTN!$Zy$DQ(pe+zJSL8)#uALIt^HP?9T= zIRv@R(9|xDj2(dD@2jPec7PXeY0~*5C5gas>8E14PvO657vdxX{D40BH2*SSYxw(l z0qr`v`*%4KMu$i=3bOkB}ZAUc-KJJ1{~c=2-nzM@I&d zkZyFPyYR}ry%Eb3WuxsZ5Q4Isxd>qyjtn*b412e)l=EccQPR$V)8qLlAiiZB3}}Ug zBHy#hkO7NzT2A_UoqRC*AV2$?EPgh?b+0wAA;vDxa7>BoFACQTW>q(NMs=)wo5NXe zI@{*V8q*PHj5jKK3=qDPSPeFV6}m5}daTs@L94ti#3CMK%?aruPtbl*>qGzUkWd$7 z>x(&iSa5VR+u#z*2sEo!;+^D+90jF!LL*yUigCVe_mJ*nB_4g0@%UUou#lxVJk8Xo zY+qCXVC=9gL&F$!_e`QOGG^Je;BeU_kI6wa0L%#v=Ulryk$`!1CveWn?61jDTeoL; zOZJL^-o8Jn0|_j0j8qzEnF;Y^(-@q?>8Tx7YRx-$aWUGa-c6XxTL)&hg#l~r&!Hz z$hocM%-3>uNQAibk*f6OmE(DRQ^I%U9M9`Jl9B&3 zeiz!y?px~reIKKevqb^@;$%j6&;b#!m4+o^xAonFl`r0q{(d?1tG8%K((FyDa*g^J0U4TY&>bj4G6`mT(-=H&jw>9jjS0=Fmv!6?F!^ z;vVP~=OA>w5jW@&hW(~XVhCM-GUEdC3>EQ*7_*A`_TmeAadH4qiP$ia7mg!o6co=0 zSbPo-*p6+kgir#gMe+6{%7|#Ek$sqTW_(%f!MD?c0jn z=8P)t>fEu8QwmX&#;b~(ah#_Tt^kGvd%`RvlQzr(io!20=IOA;=jBldfrrJE?It52 zB{^O!-xt9&`&pNK7U}p30{j+kKI}onf5tq_Ng;?n$Bom^VS45_tLUB~MP7#W z{5a3*1Zm)}oZn53ZGS3p6*PE>_%zd66Ex{u1yCw*y0pY-pW=@n4O+O10!Tpbk3NPR zUsel*3bgDuNFC1dJQopg?of-(GLi!(mtHLbbjkAmXf%W39+v1qy0#m{KxYH!jFyn} zF>7)*qa?V?QwX~h)u4E36evRZIIh$>z~5-1WE!J#8Vi_dHVuoeoz28l&WW|(l2+^W9u#RLV^`$`^mgn?iBLSl+Zl^Q8QaCJ=_F-}D|HuI?;y%oTP_||W zO_RJ&btassZWLrtq&%jv<;3r#`+*$b;L9N89W(>4+W99|19St@ghzqq`kHsiN`MgC z6`J~^T%gP#bC@v7?i0fV{g;VpOnnPslB=0n#@*~xX4`f?H;3~&(FCu0ULP`mdzfMP z3Z6|`HCHe|_{cD8c(qtbo;t29Cv^S1NBt+*m^L5}jp&(s; zc2H@O27jy9i_$KA8?>53W~niiE#-U>9DE(r4U(QAzaG0CxMwP8b!b%59@bQVRG5ka zkccnM0{!+d%#CkrEkFR zIp@}C_s&cvJ(-&XOakcvL~24uDG31-Lx4##2?NPY$V`B!IH6c@EudgrT@~zIY$%F~ zsMzc3TGmz9)wQmIy{!5@cLKZn|9;>1^OvBK%-p%>nGjyqfg<_;vWzMXK*Y; z(bY(cQLDE`M$s^AO!NVY7p&=MSK3yh#JoA3_GkxUy{*W&!n_#9M(cp~MiT3E+n(G6 zSr60ONc4R<4UC91tAnoz*?H4e=mi=Iv3O58fL|=Bo>mH+vpe>?PP_DLY$HtM{Mn`* z-B6rGQ+^0nX%=LI07yWeL5^s+3s}w~97y{nW`?)Xu9U_(rGmUo<2UP7KnuBpzS3C< zV^4GS1qiZlXVUAs*?)0HL2TWrikOB8eyDpty$0yB8^F|BKy3&2enV`f(f|M~DpsGR z4r)_zBNRIeqVbzE2+P-tREPQP+;-6rLn>x;Kdp({lO9BJ(QjgCQf!r^$|<|ODb2t( zHd!6k7CV_(2S6Ob%Ne$EabXHan+g4p-L=_OY!D^=-A-vT;mp3|2y}fW_;0o}-uk;E zS#!Fz;dtn z5-pU?6R)B7XWQW?$Tfh?K_uLJn?|*+!&0m@9s_*^$wrHSsxGuAXrt51ru0|RwL?bK zNz{7gGEW*N#g(RSIdbq;c%OUj&8rS_j|mk>Bx&F1N2^D=&_;L5-z5 z2SyB~rgVhnyD7*~@Gh35w{U*ffb zdzo`2N5bDisQu~@KOdc>va6jdY)l~5dy0-wUFljZ`a1;nelQEX^>+Jy2ITcFR&PGG zGSt<9p;01?p7=?maH|~28_n~m4m0f*XnDK0n~m`vbcJ2so*_J;sqJ9}u{Kb6|LT3z zZnc{x)>gtPWj0Y|d&_KK_&;#?(rZ6)<1%wJoTlq=IhuZ?S`;Y>4;F1rEl9*yvni-j znlVZ~NvFMo(HVOBsAYk|GbWXj-Bd2Z(&c%KkHPQ2qHf&EiGgf;A-<2p%gKKq2djc) zgT3yQ2OpY&-uQ;+7&)9P$1m2XYHByF2*K$5VXPrh*8 zHMe2@f`#?-7Fy%1Ny)U0ZG8Y+5aV!-Q-0b{NeAnq9vr*{Dau=c9=n0S%APBBph8O7 z5rsEF|0DveQqb4vKJ+@95dv!v{Im8(A}^Z_+m;2({PMU!s0sdV*5cFBq~S6cd6v}_ z2#iAAn(r|quQd?o_v2wE}w&v&%Kh6q%&>jLh7`Q@4bzmE9xWLEs- zBv+1pD`D>$BJ-}hM6T`XLI^=)7`70hI$u?{RklE?iz0&UO(t%kR@?O^+WvNWVdS*c zY2)y$TdltFgAsy3myq zx*TmPa79oIr$c$f>SL{m(35gC=>H%m1c}bf^q-9O{6UX50p{mHsLImK_@B6_<@HF3 z9aoa6&dOx540FAfPRl&JA#K}#SZ#9w)g&|Evr`awR}Xx7Tu_G11ST1>RV zUH$vqfLvzd%=b0Jqe9(Sf3z;&z#X>|pT*?wpg%mrqyu7SDs2z%n3(3I+f8zeB z1hg3-mVI%UY(k0B560e<@XAPg*1|aSeA(e)q(8;!1*v*%ZR?91$N?>u%=+}=s=?5S zNL9|_d>o_%0Oi6n(%IKwo1%vWh#lT4v$4YlYX*^H_bvt>YLj|+N=9O;a~B<%i- z>6lW^+@Hg+STU2mBM7&0pK8e<+N?j=4^p)IVm zHN20K;3QR10~)k5COu5(Yv*{`YfL)8s2RzK!UNs)T9Cp04JjJl4@ye!cots(j6SjQ zHHW;7gC>Dfj&ta%xZh`!?Z3#`Hl*aj6&>fL8&qHT@6QFI|~)*b2+X28=<@l zXC%o=S|!~?2J@BMpI8K!pa@q(g zZ5qUIw3+jV6-raS~O_zLD%Y_jPpqQ9ekVQN~2Bs(&8o}L?=`-pc` z6&An;+}>>u%yxIovmG$k!t-w%nbE%%i^ZJ(U1Y4CDa3vR7qi^hPm&Azp3mL>wiUU- z@^iU_+Fct4JeA~2%IxX(uMXpqvcZSu=p&M`vTAOj{q6<{>jL%(#+La%Jbd`{kBXo9 z>XLVVcgrpPzNp_|~--gs(XJyy2zy9@-M;pI$!d@-18L zeBgpVyjoF{eC(;Q9p^kgXY3tPUBQeF^KjE9^|4KXd@YNy(>@ z3hN}g1vAgKnpvqR_C<6fTD4T@dRJE^$?cRM$I}s_F=z)CBFh`PhAdRHh~!2a_Mi1C zaU&UnBq5p0kv;gsCfD-ho02_8KZDu92uW5P0ksn9?FD2muVS|z3-)fYmXnHJ`#fg+ zf%%77Z7s9}17WLTJ(;KH(ndRb0RO#V9l0-N>Ke*uuAo>8>ioS6PeWUo(pm22^UzmV z!#Lf+pFGAgO(a2^eiEcFysej4!H8uorxH5iviDiImg2y%uVM{E|KE;NV=KfaU|xxO zGHO4ceb}gMD*HeA*Uq`NUK$GdNE?=#R0cavGj_qX;gP}{e~*2O&2ye*;n%P%N4gT_ z5rn2BB^&_SQF|>-p=H<^!|Ut=YP5For71t-s5tDg%lFws1`MeHaJ)roZ%R!X_Rt#i z^ElA5Li)jBL&-y?G6{nH})+E9)qa_rUM^CiZek zYUmBH*B)}{^o{qwhD#}7`_bw?87j4v2Eb|(eonbmH8m9dhMCb{=o=a7l}E$YF-wE+ zs5RE!e>ba&o9-SVUxz|1ZI7@E)bD}D;!8$-`jc>+@B)K136(STN+DG-@ens^80NjT zY!o`l(Fi<3A|^&&W0`ycOHW$kn1qC+3Cw3rWCd1i5<9FM-1}c_AZ2o81L^m(Z@FDg z{TCj<682YK3?c+~tYF$29&B2}M=2ppgj=-_68x+GvY}54H+N&=kUhT;&l}XjprrsX zg=ut#J%f#hE9vP>JA)0kx}R4ZlYtU3c_8)JZe||7 zg-K^Iz;QwA9A+sCWY0FHeZqq$f5Jy=OBt<@y?1{BZE`~>0)Ohx<`6y)7L(=rt`Lk~ z;c#t@v|4qlYO_Y3sc-)eGI6iI71UYC=X%S_)t;l^#6!FR9HeObQkbFYRM3Vg=D;y% zV!FE99xU31ioKm9A>y{qP{5ji&nKhf95s0KrV1?W&i$ao+xP^c6k)RCzn9)m>ye}<&&Z*@~;8*UIAbr{FiU^TN_m_p%xgzdsZ2^_)3AYPIOS|h+4 zdc$q9endx|vT_J>`M;pT6xD0_^dpY{K^0J4;aNtDnzE+<3*MnSX#)%41Cp?Tg)-iA z6j+!^14EXM@yKTRYxjSlh0bs^j5`P#j1;)=f3Ssxnl}-ruciMtw1Aa;8@>ErWC0lB zxdiP6v>e^GrREeHMY(VYTE_ zRYjt!Jz^6~0DJA!rqRL%o=~vO{f*bzu)>=%n(!2?u#=KT`NQgkeb!>|3()6tpi!80%n7Ud5idlS)IK=Pq18DsIY-9%yWi@ zzy-maC-ZZTf(zj%RPA1&y)6YB-N3FO1QdDrafegIS16mjvS$c3`!bomV$^zHdm1ri$GZ= zvGp>$n)rA@*8#S)CWtBky?*Zs2!D}L8u?V74&<+YrT8W#2ybdzxem8&xYw4n?Q=WY zfVN5OFZ2qu8`y^trv~4$2&gw7yZMJQQ#JO3QfK2BPq?X;$nS*o;6}c}ro{G!v$Pd! zu~V7FAh-_vX@kv`zY@c~&-FIkBG{$2NcAYA`^LC> zdg9@}_E>o>K*u+rt6UpXt(fI95ZmfaS{b~kuX~KwjGqrvc&~=X^InKSe1+|?5}C~+ zwn#U7|EAK_vNsep;X7Dp^=xs3EKH-r@%cE3DCK*jugTI#b}mwb^A@S2=w?9+RB!Tm@CiInLznyI&0J);SwQc>I@^P3_;bE( zT`0d$hlRS%W*u$K^<7;p;}n`g$^?bJ^2msah<)T&a;acL%L)8=oZdpBCfHOysb_Xv zt}sQ_HYruBVv!P6drFQUD0QF7dz45w}%gFru8nZL5^#Ew7=z0AT$H}RMW)g zr6B`)Jc$>|C>t+wQnRQ|tcy*Q|BfF(MsHU;D#w$t7NuEinb>@6X#1nH!A8HWNlwp& zq)Pf8^ss}!F460gm~NZ3|CZ$#0wdYA%1N$tM>E&HlZ*}NqiHh(WcY&=IP`-=0Hm7p zz5W)s08e8w#|^Xob=)3bI_b|&6lmn)K$7VZ#oM#V-C#op;T}co2J>~jQyk}2%4B&R ziJ&g(O?uly%Y22gKIm)*51p!;Rbcml+4P+hoV?muM9@tCAUTHb5HTkqR$?B*S-r^u z5Xo@%C#loD+Mw2~4=+ZPC?qoTx~2&cp=5wc*YELmSBG>yr9gw(V%I9 z9q^G8ga}=fkY#n=C7ZEM9mn#@v9$H_rgfp7T+pe{2rP`_U*jEV^kt?QI^HOVhkw_1 zq3LX{wkb*aVER(slS~)#(y;Z^uK|ZVf~CD-9*=KCZ%t z%m%>^sx&^=?2}w9IU$YKD@HN+L}jnLR^V0PC@=&5q#7?XN5N2K&`*~mH8s}RO@GEs z1!-$yWp@~hRYawPObsq?YX&@(5+A#54>t4%sBpUae{)H&%bLn*hM=fdOCu_PbImS4 zyE{+Jk?WgIu5T#d>HSbo}`UK<9Rko=Qthh~T#!#)(#=A<0#RsJNY!GGu#+{aW`Lg#%~@Z3-fIRMp4SK@ zBNDneV=#Z2UT}i(b6%cyA^2O8W5n_LxkP7YIv=5Y>rq5IE@O^oNNZcRa91fuV6 zQXf+BdXQlNtEf&dtw=-J)*9KB>+QY552juu-aXj3T(3y}JB_b3wB4rsBgx-8+{t0a zY^KnOj2>1i>a7`6U@dyDfG$!&l36uO94zXw^KVM}dOk9aaBLG@u~saB$0i-cxrZ@Y zUxsu(m>9e?U{#K?O4~C5L^q`5SRbW%Loa96V9k1rNe|d8V)CA2w4xwD@WgOBQh|Hl z8f4e%b26?~TDqrb8^k7S`Y`T`?^iu@w6m-!;3xO?H@z#wCLA4* z@1DWYA$>H@2@Upy^r8$tq0n#(UWEg?iX3Z&5@md1&^vf{NUv~}WVl)=U^NTaSPy;? zLY1>OpXO(-04o9IO)`UO9rU&va>Kr#a%h`R+APfYqr#mptpU!wsLWb?o5fH?{pg`= z!3?&md&trlo5`1g{bX~UWwyww!L%0Fcrl92#c~1PM^lCS#v#dYNTeI~XT5 z%lenXcCnQF&BYGjEG%1CvZxfY-OwKxXPBb^@pm%3g1FA2{aKJh-!sBaN`I=r48Q4?;7^+w2!uX$)uSPgTu$_=Tr~JX z8^)SP0*5J#H({9DEp<+ znA5z)+GFCj<|CBVP z4a?}oNU3B!wqYhLIaw?$C_KbFBwt|9An0Y-ip6b(f*XQ`#7v1!5-chQ zdk>N0PbsGo+?5tFeyePJ2!;0Lf_aqfVQUQPz<4DgWrM z#?5?<^FDk&JBHGpp}$O03p1{P%~^%v+C#jXVaQ>du6IVBk=;w-2*w`&--q=OMsiHb z-H_rUMMMZ+rM#nU;zwOpBJeC^>9R?k2Xxx0&|AFcXlBk*h0SCc@gveAzrDoGC-2;iYR1l=q~MaDq-swa z0Xi<-BF-T1VpRk2LAhRx3`O%ry*($0N=;}dt&+EBO1QlgM#suN2MtdWJh|9XZq#~( z{5?sVG;Ex0mFzHI+B_7-)MWP>tEYx~mZ*20+OoW6S&ap5!+j)y-aW((@0KRVqp;@p z6B^J*$PIn4xfQFZhb(iv=I2oZ1FE zaTC^<&oP)g?{R1l`sb4JZ%1&(za1%aXUXZ9{EMpJ#U!&OD=qCNLorryeKI~$7gW&+ zjtnEd-TLaPhpif`CORw4^DgFd0zP;{ByjXos6r9U-OSa4PGdjZ+n4b?3uD@#wStc{ zo&W|=|;D>y5)mG$%%`UUb@nx^zPGSgb*?>JjeVMcKU|dIb>7KNwy_agk60sfR zoS-5)W-;D&+{6tuzY?!;G9k^?uvJg7-kz0_wlih=fa3MA$%hv8N>zD_NxcTOsI1L7 zqBT6Fs=o3x+uBdY~cnH#N z|1dC$K9DKjZFX+}gy5qm$qX$@r?X(j7W*4Ziwv^Lc=yMO!na7q$I6KuxB16P`|oT9 zE=r?j!VRZtIzmh7?szj?+=uMc$0%BjqAM;arY~ryVA4{RED2%`7tpvYBg&fMFqPzi!o)GWfdvL6(lRAN^nl8 zl4~r$c)Jo9-$h)%os^65{->|TSy}x%&)P7 z3JZpL&833b5k#0H?j_fDrZzgJpk8t9B^#`Qjrz^{@I3Ep5GrJD5wdcIFd8%RT;NqF zgrnkRPeRb289k=RThsYnhVjNyR!U!U(WM1#i#2VIkp3!=0d``B^_otfs4QEt=J&qi z!Dz$s(5RW==zAus^YV0(CMkD-$ZtE3V|TdOW~WKz48jQ32>Eu7tIG6D7%W)@ftSO# z*e1AHTMYguZkOp#8?CU#hxlQo);SH%=HaftsVnUC-La*RJgkI!Oqv#T`TE`n%(o{f zYg`Ure5x6=zE#*XYpQkTH#&B7^+zEV`Pmp!e-P|A2Oo`SRLKloZkS~O^4=Yw_wghy z8n?(wHdu@BT<`iqE4cE}ENG>(=vHq=LpsSt4D2-NY$mp=^qhnLh4CPx-LzsT?tZ1u z480Yg5q`|YU?mx9@BKBOzSOG2R%afX@mqbH+rc((N8^37glt=?p-b)H2CHQ1sioym zAq3bfKJg3ZbJ7CNowy0sd+AoEQNTGzSrGvLn*j)+6^!0+%)xNO>S4wY#OO5$44rf; zpA|v*cPip`T(p!!jQLW_nu(pxEXE3)5?VmSRCW$}udaR`7|F8qBFlOa)z59q> zvn;x-W@JrtWG&W=)mSp3C8L(DF0Wof@(O#gH=bn-<)(#J8`GoOpf|iKGt0UVGgzq= zyZxL<9KPXRUEE2$fTm)gn|LeJh>`sMQTa1?2w*J76JrqHjZ6oYj$oAnUL{qbw#<~^ zt3zjHiTrf*fb5w7pOFSaxGerj&h4u46}kO0UCii5-(E|Ra zG~pu}$AaOnU~6!n?)gg9Zr6=Hc{T1YRGWKr)Af4KOkk+daBuSkY1`~LbI6a|5>s7P zXZY=G)0(1Cg~IMgOSeACqVIqQxo{I?uCe2@5Jfl+5fH*SBBK&SFN^O8VZ(PjIHOdS z&G@G|U{vB>oIx=555oYsEkDDIPcXfG_h*99#C*9`P~ERt zc`^`|e`}6{BkT_vS~@WzH9sh48n0l8J2{0FXqeVO?@V<}zYAtehND={uyA!@E-uwk zaSLp8F*+pRGuoxxxO#Yvl4K3|)c5gK#1b;wAxl$q3cy&MrO9gydRdis2?0kBhs^3p zJPr2v#&oturVTmOIKVt|E+aQokcWJ9izR)KBZJQQl;n8R-~%oLdRpx)7nIhh16Cq$ zZc{F;7VPzG2xEm4gz$X^3#K2>M6s1umI`kP8RMi}9dBzjC>2j4HBz7sBws=8bPYqmcqw!)HA?sN664%J|mn7l+ zl`=-(IJQNtqm9+09>;1r_`j9Q;~uQ^x=pWvP$k^;h=j_x7#5q5vcpV}HOvP-)?2E8 z{$Q`o4>Oj}y%1K}TjK)ptSw$Vxf(Kt@bSGgf&PHLq3fUyQnc<6+f}|B= zT>MpnWptgrXniHoOezX@{lbg_l3`*cz7nn?+5@;2%S)=5pX8zW1m_4$mfK-cY+;?5 zqn3qH6x&9YuanRD8K*HG<6YA0rh;|;gQDCcX-Kt@xxZqyE#AbH9BEVVk+PmNfMOd{ znP<(kp)7(AB_1O92Z*1g6Cf~>z-ER@Z;@;@j2wcc%78@mEa6~Ig#h`k>V)0NPMI?Yr&DlV9O<)!W^GM7s_kRwc4Jnn;zeozW=nL?EY^ER}+ACc^2}Zfn z$G{{HI*)X>*d&T8tPnMp!IdT|oMy|;^g!I80Zi0jHW+IENR@5?5zid_x)*#(n+oD* zmXwCiA7DzRqm$Ch0_<%3Z;Z*~Ru7@xVtaHdu9;G8O6#Q~ib@t$Qf!O55r zI^GNcMrg4*oFrs_qb*4&ALpsFIzx#f7kPo~-WO<0ZD6NBN(G8lV|r1C^{!H#g$}-& zX4u{YD=>e}&asL6Uos;*XYlqobRwwPdaMsAPx)M^|03;fW(?1&hLt(e1*|u?X{)YN z2?;yg=7x*7m55*J7HiVzX@4!oe899`$V?o?LvLl`Ey31#{Lv1FomyB}VReB=-Bt~2 zj|Dc{6L(*1U5mBW>%kr^Ur6E86V=HwD`8M&tmjH94`a&O8BSbB+H#`jOb}0db#i&x z+vao>pj~C8?)R7*zVy;pG_W?*)rXUJ`cvcw#}h+v>0dP5a_*2a60VHk@fS;Zm5K0G zptwG)U(K_chkJZwrMSb=jAvLymW5Stc^*WcY)LY2#Rq3!j0n@}JO-W7H68?-CeR%u z_IQjx0M)vmWm&CI`{f0r`0k&`KiY&nqa@v3nm<5WbqEmb~`Va4Wjot-l0H=!sMZ zKhQb%8djnHfe#XR_O^>|&{(m{7)9EeCd?2E_3F_Ci0ixntS2!``KRA|+Gdq@sBFHi zGv3~m=nPw|~ z2{w8$N`o3$KLJOA;DUE^#32$M$Xr8@`W69{4^-Rd_Q|wzAHaK9o&QV3`q^ zu~xwdhiG5Mf-Wc{68%;VibEA=ZnUg@tprcJPOI@I?#iyeiqD*OmkupW=evrMNK@MK zS729;tPME>l-$lqcJVxyD1v{op!aM^k9A!2J?>Jn;5 zVVP-Jo@E3x;044YWOja;N4@0kBKZp$UKr9aKTVNXOHpX%G#ll49pQvY-CSQq>=W0R z2blLXdM(t|8E)-OhD;otr9Y{pPwUi!qaRmtgVP>U9HV|0`b3u1sprrWln!Bj2DFs) zSvK39Lcp}q1R+p?)p;mST5TUD?%>YvW%oK#5rcUPQ;ZH`$D_W0^TJ4V%CzRrmUpbl zGpB(?$Uy958*^}*y6#>| z;Fh0-an`V0JGTYAq7$BQ>*yk{VZQd(Eb(v}y+rbPImY#@ax%P}ZXEjKW)`T%+Zd8| zCM#%e@0TWn19T@-9q%$)E@+tpsB^qp85ZpX#CR(=OXf<-zYE!E*%!wXGjXQu0U4I$ z#Ju5CLVfE?|0LMG`LxSHdkm)KSAmDJmzXP?=`a~nwY#`{b~gK6=k2t)zZ)=5Z=~(L z%$~vHPt)_${*kc)hh@(p+94sUsef?*bFS9!n42aXRdu{+eBlMf{*k{mC*`Ft|alq8d;xI?yu| zC_8c+>^>syEo&4Y(4jz$hPR3BtHWV{@L&aCohc>gnBw5R_20-=3{CYlwrj{Q&2~P2 zRGtn}Wn?$VVm5vKL2h=R8 z347d7*A;H86|{pKS)NTtAHeb%w4w)GD;T(Oo-SfT+JRvNL>fk^9_DDY1?Ey(>45OI z&*fF97=M+_-kTWPB+#1{tPgEW%G>QQQ@HfT)*HOgmm35 z9#CO-rczbA|3tt+FF?ErxR~pou!iTxwG01lNu=%9b|q& zp&w05RHrw0_Ov|9X`d`|1U)On2~x=B^Y?__5#H!c9zg9>%;m*sR%jtkC=7p8evg3b zjaUO2@mPDc=&7jS>RGf2MPQ4SgfYrArpTghb+|wNtEfR?xLlgrQDGWj)la4(EBz(S znMq299-NY)=Qw8}$w_yNzf;#i=4oPThHflo3##z4lYO2)!0n{tI^AdnrPJyd>r1P@ ziph5~Z^?^l-Rfv;-FR6FQbYNv;Y6253H17?aPh)8<}aT!v-CBo3d7PO!x!CRVE68g zY;o+d?MZO@a2mtkE4bALY$lIwP4}w29W`r8uN1GBREHZY!UhQm%yd`>&;%v%nfmD3 z8r>>=LV^Y!tN|NV0j(|)@92Mtzg(E&N`#^Di^mJgH56(*nQ)WoCT2F-(mPrxDP7w+ql24R2FhBac7Cs?v9jCmKB=m zL}-UK+$PG+-s%#5E`>?`&R+-mU(EC)zSB{pu-pA+bh)1j@PtN=_e*z>LsjZPyH3tu z<{0vtDkXNkVs@SB!1NS^rb8reB-?d)dfX4)&jy8cu{yilH@xgClHU+~lY`ykBxJz8 z=cg-WY(1?^_BjUdE4YE;kqF0GMBR0(gQlv^f5VsfR=GIbFELR29HWTcM$$-?C##_t z`B2fbN&Zw~kCA7X3`b56)DIsiY=IbPh07bXGm-Z-`5UF)o{KdRMjq62l##VpmCpCG zTbSR1lk{f_`%d9!%50vq5tpnlvJmd9zRYl^&oxWd&QvNFRo>{R6bDIqnbCmapPoj8 ztpmD02@lib_^?Fli8_Bzqca2^p{b6UNYZuA1ng(1AdLPj2Pge37oyWQzLy{tgrULVnr%J*JZ|W#{7rsa1fx~h)lPT{5+gj z)m@-{heN$UHsA?YV=c5^^5I5D>s^@90KC1mA07%9cqu{DMHF?28>JOkN5CKXUTuhB zIp~=Q_pZHuFe|$Hx}(Q?2%_wmXhNn(N5TTM*d@cveQiFlLmq-#KKjvtY%qYn_GE;g z&oGbxL_K7T=c%OgS>fLMvK1rKJyoEirMJ@zK zoKC?_>t52NB5($@HEF(EOmL5SfMsNnbFsU~#CjpN(g-WCQnBq(S1G~zRZ5`%jM)V% z<0oWQ7Zn8YBm31Oe#`f&_@bShV@wB9;>Z=QOE%i)~;*SB(WPIQ30aQ)i znh|(mPfDzLp~pDi6ZDpCA>$&??-h{MJ5Lqb0$6q~kd7B+w&h0lvgd@i@kDTkbm@RK zBGK9*EkzF=X+I52SY^Qsu%*LaX3;hyqhh)wZug31(o{TvnaR^Br+m2-h%fhxn<%$& zxnIII*eV&z{Y79Q8f}teq4-7ZML!*01JpVmvp2$o?CNW0jKEa@c8*yr=7 z%?xPb-%Pq$VT&9*Q{QBrUW>r_>J3-x>^k>0s}}1ss@5{u&pT`yCwNrd$yviQ`?mr| z>YbTK?`H8ssyI@($o5L^E6SAmh|V2uw*BJ1CXBkStfmy~3Rjw0{Wq^osCB0MLIW8y zOKQt%3n-(aK0|ual;&~mK4Cm*j+FpX>=kMEjW09AUIPW$oS!kPCy@z~g=E!uW#{q#e_D|>J&K}qx=lCoiQ~k^q;?^^HJiPkSktRA%P7CFd zGugsUhEGr=F~>;l`<YT0lV9WGX*8C`T4m)SFp5--|X6nhU+#;xtNt>pNd z-N2;lI7T!@ZJ}2Yvqp}OF!XMejMoICXEg&AIw4{7abg3gq*4Z;&njkj@*J(c1NN)8 zXuHv3Vi)TSwe^2XzJ+F>8XedQ~Ob}ES4;0HnDodpR1ct{A@l$7x))*M0;_4Gv<8}VV1<$CGL+R_{S!UNxx9ig!K5G9o}%jGt7=DAA3yel6HW&1EFJBp z;A)RgIhR#o4PU8Bk1+52$?&&Uy}f6srgf42KSjtgL6eD`y10qC{z{eb7k-CHRqLVq zl3`NWl*%JoD)STBosG57Cs$NgS5#fjI3!KM02TVgM$*3{@lRJ>dn_E+o$U2AI)b3H zj|}=8X7A+fs^&%3)b>CxI+-@O5C06atM_~~$A$2l3hPeC$VeQz+X;-W@C@tfdLc<} znfW@(SfMqlN6F~76ysyCR8D66IZ=nTsrojB{f+d?IX>FDF(%#SM53O=zjljLc`$x0 z$p8xyvAXohV4lP7hCha?^hSmKLS(9J&^5d@oXrH1Yzqaivx~1@H(LM`>U6r^V=g#d zSjl+!avrjam%jLvbh^MryV(Hbm3FfhI#o~w8J{!GW(eng0j0h%pO0m*GMmRs>`Bdx z49QzI+|6#+RFG9aC*x}&*V&?j7aWBcmt;_$n@%J-j;s|Y;&ELYIsMgXgfJKQjC86xYX!YPfmBGx$O-N!1wA$khZxH4wt` zxm4?rk~&vq3q3clvmKVFXPI3$7=w?V4-O;!CK;`y2_NI@Nq;~%7bt2{0m<%1$d|45 zzVNw%?*o&Odwj7q9t=1o(V1<0LF!~|GwZo(!0b`l3NbvFA3`?+BnVT&u?!P%Cyd=# ztpwjkzKF>$Fm{D7KI9x&tIG_3?U@YvBjZUUSi`txJcCyu4rG}@?PzM(^`& zsp*Ri;!Se!tvT}dX|N+bM5+U;)61 O?nm%(x#*#nqax=Q7gnq03T}ZB$bk8f!=q z8Y%5Yn-3hYTg!51ZX!ijG_{*hUmA_GGLjOc&=; z{SO}vpL_NB8Pv@#u}W6Mmt%MB)}gj9Vf2tr zi(E<`qjg-oi~JRRquo^lc`L6?PqSnr=!^f7Pa9nHk>{`)wFaNKNT0|2gZ^!LVdc*# zlC9M!;}s1rLbp)}?R94)@hPvjTlO9K7q9-{+;f4}SC!_L9>ZD2MZ5#H__^XbGK zGy1N>?0UvYZ|c5S)a`glYy(tw!?O0r2czqRF^4&-@Nm{jDvIeb(kF;}vSl4d^ZCf2 z4lNLVDN~#6Upd4f_L01-a1jvG8nhMuh4*TdFKQ8n^(SJ2PD$5w&_ zyDWJY`R0tEX*QJhR+dpO>&m&(VBL1W0!v)Rxy-5DPU=u_xsrqqypV!_1D z3Tq{`4q@~^E7=$0<(~KhsCfnXNp^W?+BMI#8_;lwC+*jU<>Cz#XK4dz+$1p8YY!B1URE$V*u5E%f zpg6|-S<**9ZgLxymv!DIrvsDCwAQm=>;tB0nBRQJCg(YN?4z_H`X3aYR;-4P>ozY%gtrUZu?A&#`m}zq)<1<2)))eHBsv=&`XuEYnPX(NyPPCc*lbzL=UV?TsP(-E7J)M+N#C6hR zz>|hmm&J$GlnonpCF9>%$`8y8-Ql8#l(co%7s>lHZ3T(rX%b%KI$H+F_|sH_n4{RO z`ChAzylrFC&5)8)*xl1+DJo-yWUenI{&OC$FseY7KAcaxi7ukS?=QhLwy-_Cfw8OI zg{BKb`Wf@sFw4K&sUBe<_5>$i@61&J3Y5Z}_$L*BG;8JRbD2h%Pp!se@1!jCdR*F- zTs-7#NHJCUUN^{5mr87j-S+n#eSX$Zip%>09g&W4@Q;1SBt9j4-=3G8P-6at$!DrV zT#O<%^eM?H(-Mz4a~O)n8Rye%TNLr2tQ=8!F&3@f*m)dui7M0$&0tANtkTVc{U*VWL(IA0}L_4KxpgT@cp_5$}bdD8>(I$4g)9k)auuITL+r+2H zkAf9T3$Tud`me_!k|2xD{GBU8jRv%R*ftndI>iFK!QW>a5=v>bBfN8DA$9O2j z=xpOd2zuIwq%N3@hu@`!#Sn`|V)QClr*j|Qn@l7g-wSVncjSR4=#aZZp|ZnNP&Mi> znDj@P_+m*I;kX$G}lR+^d5iSQ=ylM|F7C zJsmP#~I)tg3W>?MyMiPpw;(1V6X`wvUO4OfzbCBd7O zbY(W3gvHKylQ5agG!elf6`Gzhl6IrD3v6~cfI>X$2-ZLA$Z-ILc)>CF%%zYh{2v}v zqarVKds?`0fO+dJgx5XnR3{1NRZOcB!G(2Vj07si6w$LyP6-r>yyld-o^{Qq_hG!+ zcOB>GJB!n*pke(~HQN@+-*AwyPhX3_T!*iTy<)VrJl+FM96-rw z_Ao_Gk~GG}kEj0+hP=zU=@>))LCtti;k6hvUJZ7SqcF1mJ@3x7)z(C-uet*89sd`Z zYtItK-zj_Wu|YkLKSzV_52A1!1wLh=ehpCR1SXG&T;-z9?o~jx#ow&UOJ`FQd5y+z zH{tx!(-Xc!H)FXrTi#ZZrv`Zsumd>Bo@4S2a_zD!l_3`Xc+>3N?>KLWg>QOZV9K+S z{t7pqm5Ocp+OyJN>@wXLUM^`@8ODhMcB42s*iP2rYb{Eab;rXk+^TUIa|8|EdYQg7 zxiP&cYRz;R!^IS?8+?ISgcBO?|C7vSyTuN--#RHK)(OY?^_;TvtM+RaTX%qfV_-C+W+G zs?@;r3f7t;^G$DYn{mh>V%{n+XRnq1qiDK}=@ryy*L|%8q&>*YPB?Eq!151grNj%p z<+;gR{;H9**Oa)Kz6qnOyk~UjUee>FsB&=jD~O$(4@XKvb{uz&wn-o;j*v>vvqu3e zFJ%Ctob+!u-C!COO!~V8ud#;Q8hxzs!ueUjJ`#dbfq($ka*$QxJ*XpR>klgP=QZ zjqomnV`o?Y9@%b)!N|zNdoe_6#g*t=b7Jt-Q4T<`*4eG~4|nQ4t!>8nRwA+cZSk)uuVsEX>**lHGO@^Fz9 z|6nYg!H_0C-$6Y-w93UnU+geD!u~VR1NE`9GaN6V%6@Aru>WffIu}?|{mlU--Af(- z2bZQ>z1G9&<6yKjj}A<)u+{>PKu2dyc`29vW}4Nnl6))aWx{HXMqJ*O*SK?Ywxfg` zlao{fTxBe=vVfhUie~dF9q8aK%q+WFDom_A&0HCetj92SF^6l4aVnQ>!QMMSm!cFoIzONIcezkK7}v^z1Ug6Z&Oa>_t(GYr_*wH(5uOwQ-s^|*9v zx5&PA|1gXal4-!HB@e=F*(1Ce3c?wm3!3q#{F5<-ywvZY#PGD}cOF{?)#@}}^9Jy5 zrk}IBxcadd#tMI;P1m(tI3oR~4qX|~;9yUtvtX@t z4J)$No#QpiAUe5@jZmw+j&spypH*P?mS!t6RdIV7oia?mg6Jt0upTkJ)^9;}rnSOa zyKLdal3RQ*KDgl)AJw>FeFSg~PREb>P+GRGTV4aA@1;)cMKb%vu*%lunH1CcXo+nt z_I13RWA}46N<~)vAX!taiZs4}D~0)}u$4tDi8EdYxk=>9VbYF#&lk1<)?xyEpt~EH zFU`I{`1%5xhwKt~#O00w*m@V$Ppq=WA7ZdmM~dHM3Mh5d0Bu3VK{kdDsS2GAakT_o z1y(!p{@KzJTOVlMAm}O>7G7&Jr$&PYa+O=zMN`4v?WqsSRk5Ba4!R64IP}gNdBD?8 zowMytXXh3kT)2f-Ik4)V!!y={nwBy^wF}^4hUE}v;u5~@s3K8g{9c(J0vuQ}$mlnM z=kxEHZQ-+=0A0R9^nrNa-or|E+PNy ztI3}cR9(o{Td4-8u2fUmdflpH!b7s1tp`ALwMr%frs`$$m;sB(3@c0xIDD&guS>d( z3(yhP(`X>PK;SV@K21~s>3KBi%CJgcNL)4-gmQ4xU_MmSV!_EG@t82XG1OhE9Ie40 zlOdHbeuo*#-SnzmIvy=bt$pI~gW ze3*x<s0UK@qI6tcs$pT@+G ztYz(ruDxQ{wf&wu(Otjq_x+KOgp`>(=brPv&-;|!T!S=p4OhBGw%pmgpzJ&*k70ZZ zqc>To@(>b(m<{**EExkdS=r6%d#o{VQgGABep;*8RG4}vyMviciW({VOE)p_G)9Wu z=ak6MP1G1go%V#tNe$5~yAEq)%QN86bFwtfgtVdD3f(C4A*S3QN9t~nOE^YV*P}c* zdlWX#@z9!b=U=h<>ONM2jbEzfoOfuvWp$%T>)})$8g95+52bmT8&(Ze87H39lp7xbJ=r&#@mLK~8qnKa4#*MPPxY7c7^&mG78h?_RtD&IvndIK% zCoeZX;xa1H|D!sxPEo0vU|j<&y9asgx#SV=p9Jeqc7Tu@r}!@^3sl}1;?y8a0)J{`ZemsG zIaWQG(enRWtInf7`kuaJ7{!l_YAWF=4GKvy<6Bjqb*2wDdTXICk}BeYZe#TsboC@t z`oib4j>t=A#OqJFZ1MWSJbKo7IZ`t+#b)`_~bU0RzzA&c`CK66oR1| zXCdx?AJpwpqE}Vc?{rQ2UEQ8%8Q#F$6|fy;qSBA;0cY2=e0G&d4FOv2Miw5u=~DXL z?%kY6D4rhCs9#_hFAEuR8Gf<^(?r&bSR$7uFH!k>k_3x`Z^-CSLCo-2GrDgz>d|X; z#C|{q@x>k(RgxJHd%X0ZE6{p}+nYGoo&w#77GaOa7kktzA@%WnlGb=6kzZ@e>91sn zcR&~PghML_TW+^F6jF9t`3h|$<03^q3N!Io>S8YL)?jr2(7nN;BvnhsT7r=diPM>D57GK! zsfn;Baki6=UjdhZ$DR9M=e&y1DU>_92T!s$I z#l4hA=OGU!Wm}c`B$n0y3T8qJ8*x5oux9#qZSk0!AGx%KgIY|0)Or- z&aNyq`+ihlqr4tQ2QlC=@ijShHtn@WXJ;cpD>xJTZn6Xu#p^Vfw24MtU>Np|=3Umr zy%<@t2eAh*_DNm~0J~&c`KD|da`QE?x7|uTs}rC|q~e=Z_-V-dY-!pdRw~s*qRZhb zBL(F6$8`22X^p~J1kY#2QJTk#OQ4{zRU&g>Gj%R%F>gKW0+K_+qw6!KM!WM1TL%9{ z{9(r6tO(BT@+i)Ne`8!5qH|eEYxhJjC;QVN5I1FWhzI#-sa|7K6`OC7aFoeN*#f&9 zM8|o`A`os4V(PZF+RyL zss{Jj*tII#4$}_*)L{7 z9*)9&H2spb4)zGZAd}V%SUviv3vOgwemB4$R_H;G`e?4QPq6dy!q84A6$^Mn03+F1Gp6Uw5udvx-;ThPR)Sf@GH-OV>~qvL;=LDk%^r05}fBslIh1MZ9Is+SSbEFp7&l0xWiX)sR zp|2gd2mr=x69n{D_!ob1t!<0225lDX5Zs28X7Y5Bev`dc9nnNv^(Y-eHMU*Cp+s>* zoACPb8 zF5MhH>{dNrF@UpD?rA`1Xcf49(VFVvH*eL)m7YV&HFQHGWPxB9Lfg5|K`*kx zqbuq}(Xkbg)S&WcwRxq|ND)6tsR~0yZKnSW8c@L+z z)cnNLT!sVARAOJqG+h*}iZAtoXSH>tp+i46$z}H5F8{foJ1W!9&6nAy~ux;^t!9xQO^IPpW%p>xNd=m;k)%^K_PEB*#4kNlQ#NZxNGI(A zjV)%w({9)EkNDW56neF{84qa21DZ>Gs=D7{w1QdF*8Z${?!(kvD@+dU@uKX2&D&(W zz;|gX?Ec@wOznM!-%h*XZsAgm*R^rOJ8p+~5b1>(H2Z*LHyCzN7uDE%hM{O)q;UV1 z%cYp-;|pTvnB1;>8ZkZ#Y+fD_T_m{VS6x>q=)7P%oaN;%#sI%P55 z<5^AA0@93%$_a*?zWzLu=FtIlgyflm7yL*J$jFeo%$du+@p@b47*yyn{zXC?t%%QU zdjYXs@5SG=DJ#c1-kF0KycDciFek(O=#^Xo@8k-d4wkgb_2BBuby}_)b&St|$Ij@v z41*E{Ua#%TPP9L)!Xeu>Z5oU&+V5g%c9FwejVx(zq_??@qiF_Xr@@YdvWLRnaN~2#Tb@2m*y>i$Q|qxE3=FB2S@k*5l?*6Mm}`1<@AIMjN-V`i6=jI)KVAr zyQPjYW-dKY;MmBdgQ2ZO%_i}wdG$-}kcoRs!ZDA*my`5r9y=~TSLYV?#$M22 z@z|Yh#=goChxwY}M2uRsKesq;jm4Rl&dPv2CzsUO2;qjTVEo41NtnIn0-3PJ5u!Mg zb{>qxvT{8az*0b7nP^=B)6kBix89}u*v8)ogX~>(%t$IGfPLy-!uJdg`K2QsRRQFLkF>H zrJ>&tkibzp6uc{DM8b=tY?%tfk**(QW!so%H!hDl@UB`WbHYiX;bZR6NAcUk!|U(S z3)6RG@n^yf_}`>8I_V2NTzF8$zm+WOQDJqrT?^v;iieBE zd)(iR%PM5qC>$%qQ6v(?TgrSh`iv^H@QXv#OL~Xwt8CSqp%82D@7-+Kiu6<;4hUWC z#2RSp?%FDOTNhitIr|8iNPxG6cc3RScJGx+@!}q95$J=leAgd;*7_@<%MV+r3MW_ z3NTygdxl1Yem61pqDkM#-mX(DZ{m5AR)pydLL5DwZQB=POWLi&iQd+lTMU+n@@y@oK=!V1Ue%d{w7Q`!e+8 z5r@dmbYg}0)1Y-bFyRvZKfAM2T)$5YZ}sptp0Mi))BQNfr@L&yXO3!|?#c*0^Hj&= z&$%u5EKv2ZDuq~%wTP)-Dn=vl5X@MTgE+N5=3xuuxXWE=(?RB|MPHasdG=*Ik}}4O z$j2I`$Y)VmckkaA-zE5Sj9nvD!6|qGoN*KJcR7vcWD=htgd~u!v;%Aiq#)QyoqcB* zwa~=JH%P`$pv0h9IN8H~X8cAI@6|(XAX+;_7^B@${Y4hH+mur!y#C%J6WVOMbekm5 zOUs2MJ{IJb{vTuVIJV;TEut)k5hBjJK+#kiWwYyaBcbiMO23g zcq;yoNBq;tFO=y!asmbF?n!We@@RP55Q7z6dIW=AB->tecR+FR4At09DN}S25bnRi znnjwJYwW}fC3LRS*2_ICMe1I0X7qB8qP6-|dsM;*o4vx-SDlm#7>3l>`IUcoj3kc; zNX{J2x>Vz74q+dMbCcXoViVCnxUmuR6XO964Q_YOeBdBkVsd|9vipVi!@`T>DQ zXj{#t=l%b^=B6mz!5cE@^Cn^=hI2L=yI;@v&5gLOeCWh#8#QIx!~b)fJHz~w<;vbr zZ!HXGP}H2Dg{&Q1dcdTwoa`1CyjCvpOYd`08K9UeG-9?=&oXv%+vNkHj7ntqE{%^q6|bCk*tYo)xok>OH9Twx&ml&c8XmT?ZjvNovMU6|*|Zal+c( z!LddUy-KwxO_Qr!HHp5#@_8<+zw1sH8*SKd&7Cef%sFl{ z!8}^xl7{FMn4RMYO{{4n_O%DR5;|WfA%l8c#fjFX!}}i64^G!|=_@k2Ss1tpy&9g5 zG>eri7YjrI;GRdSj9@fwI>9kDg&4+$0m9Ca&D)ocX+7OFjGH=`7f-&D#uW$ z)mxJ2^mse4GS&#>oPbLGz&k7eK)%!>}W{`a9eD8N;amc9U+WMRskylbC;YQ<@p~k*#OoS2KAx z5k^+fZcJdb&s=TISdl4>1e73 zeQcK3j9+XZmp%$j-FvjS(t$A4i~U(vKPI*>(}G#J5*wKkB;yPSM;GyQNhKt~G9=P* zrk={&d1S0-V{5>uYi|lpM+>)}70@p70A<()KaMj+;ZZ9@(2PF|Ff`jXqy&3rRiY?Q z%r&n1pH0t$p{lNO>vp(-!{MeBPO7eGNqihxm!2EzLI6*9 zGFxXCIHl);ThLs0+2?;DIT<3oVjuhJ@TJ&s5&v^LBZB(f!3?_^~m#RM|4MWx=iyp(wcLxAd5N%OmHjr7tOhf6ituJ(R9lRlN7)1 zD7udy&zuvf7Qc4Y28~i+ZjgJr)nWZa95~M55<~%>NsJC=(kq%#1LO5ox8~wH`NPdE zgZPHAJ|vO4^5^puV_TG>6|t)bBQ(lV*)y8I<4KL~7xal}PR7CUZ&?_|HCsoN4A1&A<|w+KeGbD^s>1Jlmz?M#UMA-U#7;(NcY*N{`FMZ66AkoCqUI5mdLms4 zo}hR20UcE>2mZ2GI%@3dv8${hQ^f=)!Xxz&eh`Z=3UJ?LDRbk9_Mv0hq&$8l?%Q1A z?_|k8c*R3LUWkW1#uPKjaafo&^BJhiTCZ^s`k^XL^8{V)hi8O%HdK~K4u%&G0km?p zf}D98wlWNxaciZ%@I!nM_HN6T0%Y8lE3GVrU2>|wcaK_C(Gt5$mmbX>HlF~c|6?-F zXST(#m~V>1N%x2NZR5uG#xG_P{SBg{!E1C850OvN?+cnk`&4$G5X-4_nKgymmLLh! z&Zq8$N=GPeV|!5XE;*7rx<-8F1hg>|e|$}?>6n>hcJ&9d3K zS26Wzg{@P3y{Dlzq8eMdeHO8`1Q?%HaK6dl8xoYFT$sy}M9P?M`2_W@s z#D7kiwx8XD7i~U%KSb#_i||oYX+|vHThB1Y~~kNoC0knKUgNL zt&hCk&f^q$IX6?ycHm7tmQYK=f^YVPf_&tL3~_kf(|XCQy;Nl#dwdo7_NK-8c(%vl z**?4RN`_Zh0#G!DY^dW$dfNu7GI*1P|F*tk7&Y_1aw_0H>wbCoy{Glj>B4!*o8{(A z;8E|34(odT1fi4@CZSRM>=ss-9Q;^le@6wR(Us7+?gA_#e96~5tr=_L&WUcZSv}yEE38v8NXANN+njSpchOgFQRHJocD>Qd%f{h z4*eN2?t(yL7YQsg7o7SOc(}Z!*Vri7`|5g}X*TRIxIxsTXln1?;{eblz31!s-Cynz zFMnPXSykt-mH2bE(0dWN?xsMh8CCh~$^?vNA0eFYs6>)&S1@1fEv$JwCB~lTCCP4F z?ri}xi39s@fac=m8=QqJVi13()~JQ;gC&Zb$7*a0>~BuGma$rvk#E*GIYd++`pm?d zAaw+f#A=JRTuO^=8A8KLe*X-N*S~S3X)|SlJYPn%OzWN?{ge0w#ExW>!4Th0g)l2& z>^BmZ!>lwQ&0*?qGNE6bMf@`6E59SSZKQf$9PjDe?AOEG>^ROXP15LEC+i?z{AOMG z2g&Ws+`T`@3z&>i=wwy}M$i*3+kk!p_=U&1vC<=bC+T5jy(3ils?&1JS;fr8FEGS; z#c8-gQRP^8sX0s6!J)SqJyct~=_yhM9NS_jC`R01WT)Q>I%=j^RWLq6dJVlJuY)|b zAA3a0y8(as?OySL>(M`w8{%zN{~1nm$vj7FYC2P>Hxf|6HX8)02kDIa+Dn6liPn7# z4(gx=rlw9b^n(dmO}pj7MEgn1v_Qx`h4e|Z*k;06=erNW8T2X1(cmn&6?#G#f&d5z z-fP;51M)^{$!m}HB9+3cPq{WU^pi+%e;U^tP3I3#HfEcGlp57 zI)#i&m|MM+sh6=TfHN*tdOZZ)^08)32QI{sviLaEV=GNiu{TKT+u}HF&;}5zvlWR~ znuRU#D|u1p;8h&=AXeUy1v>i(`6`m_@^iFDIRjP`PF{sh?Ls)8b;n)O4^E|*yi@BD zh=BxVFa01nYv{8ktG#Jp`7&#nWlfo8!IT=PF+UPjg)FY~~kNkBo#Tj@n zcNX~O)>8~(xSvV7CL6?u26$$~JD13{aDPgD>8JCwK<_`Z)pEK6fLr=^LT7x7gN9VG zNr;QIPz-IwI%oQKiy$zlOOkCHaws=&9^wsS?d`BaJQZVz7X!}5Fx}}y#PqYGIG*~q zf?Ix$%`vE_@yRym_|@yUvVv(>@yMd9_+{Fy2x!yG;Qd;_(s|JLs zF=G_K%;G3dNussNW0w62kqDO;lY~fQe}LY~pU@c}2*AhgHK0TLRDN@ANrUx}CD)Vs zRG#sWl_@UY4ilA4djUhX$&V^OxhQv-3Fe39{SN9xK`!udKEQb&+KH9P&*< zYQ+8iK$!-0B`JlK_k3qlQI|vg+8f^rt+$EXXp3omGWU_uCztU$@RjgX9|O7Fewa9X zQwNOfp|7%yZIJy~vjF7JCORZ1VqL?k!jA3uJHr%=ByYfh@SiZvR6S9C3Pv)E>t>|O z%0JJlx2>s?FGSch`klg=`$piDa;yg1uRv|dJVgz9TuQCdI+ zIqSN?MQu%VCfx3sFbL^gUdngsQJBu021F{?9|JoYo@tUQUJBCv#r$-b;|L5P&IMsI zWm^!ex*)K4MZB{ol|D_q8a};H(RP3XePftz$zn5oE!af*TjRLHY65t8R|KN4PO{?fOi738Gm70CrCDZ&95xfXyuSFvpcJGtYzGDm)U9s3h!t5FSBSYJUo6#N zd+y(4XVOZ?5I>61^n8Ahj6Me>ifhf`E1rY>|EtWASr99+AXYj@*9?{SFS}=S6})P# z{Hzsj#odp=IW$gel!=HPp(0*(>vw&Iww&?4A6_Z&gOpMtgMcRBp$ zMk~pf1$(+mt8UYnD13{*_gH=9XZq2rR(v>*of#>$W>xsj*>P}5sCgEezV2QJV@r*+ zp>v(WCdV8ar&8i_P!59iz1;(eu3GRH8GnFDH?khoYVDofvHIL46+PXFm9Ipny$L_M5am1WP9HMl|w(NR!(kEkqv#{$6xogNXDLAFh-gIFzQJAwRr zEI^sl{dA|Q|5RceAyfFmd4b5$J?;tmTp2nOj6t4c7jXHkH-9{Q{Am&G>95zmrSA4` zfAjmN51jhu_YaL*AFebKdjjQ-KI|$UN^aR+tD+4-nwTldUtclPc!bh{?v<$zPaIyTYjz^ z<9MoJ;p>M#HccB?SvThJNA}J-bL=V8&I#UB_+Z(Ye>?ZNuCI1qrrr7IBG0-9_Jz}v zPn$vSS=S%7)%%72?wnh~Plos8y_dZ=_l5kwtv~4DT__54A1wat1157m;BbLxr_IiLa@&DVS!9_G zh;%ybQ1fMp=+UQ3+i{o^eMb;Mk5vL_0vc5ivSCWd#58umjRRr$!0USM{I9bB?WWK$TA9wx zh8|HZ^rBJCWEJBb?%4mwfp7qXOcZX&-p2MZl5sxV@P=NL_XgW$9{`XQVLQK!nlmRr z9F6mI`f~W(H}tIXIzF=PuS40B(WcZ9xG7aw(?_x@xO797Kc3+M^ztu*!!N&~my})2 z`DxUc+2M!idmV)uVpMJI6I$%bX3;RAxraAQ7}yHvE7x6^K9MiUM3Spw_n-5~xAT^f zJn~NDk-x;7Gjlq=7sInZ1o(CyHWc_>qB(}KLaOguIzTqKirHUhysg4koKF$^?7ACn zIvtSXuk3${)!5qSs{}Zs)0s^lkEbInU{w(Z7YH>+ch9>_UkyD9Mj(I4B1WitLuU|v zwzsX3*2PC?kOMe@?&PFM!bcuODu|`P$YJylFHBlD*@njnI<(R>Wj5Lh?-tr$NpVV% z8FHwOrJ=0_)P-y+N{)I4C-AFbMklr%l{hhhOzcF= z+Q$J7qR>eW3-$}s?&tbxOuL&$7T?V$N>32&+F^Fsaogfo=yns*vPl9Kb`!IODM~C9S2KTxt2!`yB65?Ofs(F z4&Q}Ar#O``S*LzwI$pd(Sul--6|oKj$~uXR8o)(oI5EL&L!$O`EpdQoIH|!9jklf7 z@Z{_kbkHI0cQt1WbCNPJOaOA0)w9}Fk2_~xAJ{X(N%z7B3nygfV1dFWD-&jPCok8{ zIWIdJ?15w7R3{j5aSXC=#`<2kK{?>;i=|G)^+{Q)QD>geYe9!2Z?KW4JzRi&!Xs(?z(CZEa-5=Jud2OLgD3(>DcVQAO_f~Zt3EMN`-m{&ie<0ZM}@<8>!SiIRv-Z9F=0$)Ar2+*G&t_vz>Qx$zIwa4vGCDvr|A!I z4XImKss~9IaC%)7&YW{C_s#p8hA2V(YEFg3K~Xpx%r>3^n2>r9!;O1PL#g^SSh@Zjduo?{4-uQ}X%DW0>?2ISvTaRmOp|7$?ER{D5#2ZIrK9r3#8PedJ|EKdUvZcf6+cZ@j(h zl?EA7d(65%CIvkDDrRSLCJcwS*X{AF#dk};-6!E$_DglrGSCX81MC|GmQb<28A!|R zj5oE$TixHdQ6m6qDaQuehOk*2KF2i;=kAA1?T!#X-V?QnWyVu|{H+;;w zavAPGKv3_7{qZ}12hX4jQFp_kt*fa&i+h)?_wy`Xi!U9yhs@g1TrDMV^j1a5K3g|1 zem>`$Srm+XH^d&HD5|M5!^@Du z9$otnkl3-WsC@0-du(w29)R<0d+#|nAkFf5tq<+tPNeT6Q7-LdVln5R2;oLYc%3jl z6F9>qU&SVtWv%56mi^-s4G=87)wLvlAnGjqnqySC7-6^4n0W8^fcXayxR7tWC*+7@ zGLwy|0DqB*whYZ=^xGh)@4IoVLpX~oylSX?lpQm{jeiLzRJd8jt3r}aVl!|g_D|0l zkE_h`M_JZO!t=6_t|dca4z`d*;O?!7H-u2RZ`rc2{JL=9lTs=!U!|uhZ<)rc@yizh z{$>EyuREEhpiX@iNmGL4os1oX(=0$wDtr-AWc!0{Bi+dJoOW7XYmPXtX>E@k9MaSG zRjxI(tSQ$!Z-2nBctJ@yWMk4Q)|=|VX3(D49vA~o4x|JS{l6cC7h_gFA1vVXwi6^H zY;5Pst^{*z3dqPoxk)oN1t!Q%!vp`;Bk3t{!cubCorQ#H&NPW$W?}+?)g^8Ynbz)X zFBV8GYWrM-rrepo1r-eJ3Apj+!?9U=%j?6i>`XJ{(c_+IWz0=#IVjtODk}ue7zJoj8?IW|-B+JKKGyd%DAl&} zo?Y)D0qZ3uIaY!|2><`+wsaiQWAe?(Lv@8j&zX5u~JxVD5v1=}g{ z|BOa9jTz4?Fs4C(aS^LR=t5`lsVJI289Tgtb+w1)xi&~f4e8^1d)r9&l`j>_iA0M?Ms@fbCoc+La$*>|r;L4(KYY~(dUcv^%M15Tv|xrg zTD+ke^?a&v55W+#o~wI`jYd8OXf_|?GVbH77JsY!0CP9%#!)<*wUKcQH~2#!6^atzU)d-ok2pAGt*ti2z&xUj(bdwMu%2-D{4=i%@`-qScRg3MfA=0M!=^liYLFb;d#)~5AZJHnqnLdg zkMgkH!fbg>5mCu8i_}MK9Tx+(@o!0b26qB7wGzGQ-i-(bSV+#Ro${f?<~R-zj@c16 z;f(3@(9=474_OczgBo@MX-Xs6ckGiG6`3?yR#r2rBNy)K z4U9d(>RGtxPQO>hz?B(O9g?vZY?PA~=O>sz za@UtEXq_a!q|6B221?+ii&apq)Zi($K4;piBrVJKGI;?s@PBQ3h)$GXDw%WF%XifWj zVDD@lE}4y2da!oP@?{b|;)|lvdt9Y@l|Lh;e_uZL7`)qWmVd3%`;MiV_46-Ior1NH zakI1<5de|y`#IzXj6clb9zEk3Crm(U?G64an^eH2NdEY484bx#R1{0zsrgn1%><<2}w2vR1HuENtj(OndoM{LE|U*_T5Hh zDeET!u=P~H+i5rp~^QGD7jaGJ1ot^yki)0r8 z2v~hnod9yjET?e@BnuBQDtAclFfkrS-Q^)ZpG8N?fRlWielG(&=TfN^d|i{kf4rWQ z`AEYo*7G%(+ANSAqql1dWa=l8k4oS_o^WsaR+kZBl}IbHrb^h2#5kS1NvgBU0N6|= zw>Z!Ly_$)){p^aO9O##$Ad!45iMxHjR|C8K5$i5lqVGfN|2Y3QxHISf&Vc(JiDsH? z$Sr*=^Qgl)TkyBsG+Ur!-)^7rGm;%P1?W8h(A^IHKp1oh$1gbK^D(w_VzVAOAZJPy4;R0BQsY6Z-R7@i;*SO{}@jPkxe~qGGG# z-T;`?$_e%3+7P%tX89?QSOdV-sIkMnW z*+NzhH-3;E)Bh#(9i*~j89RnKmpYB(u*Oeka<|(!p80C9yZ8LvZJh7Pd1Ntw&+abl zVXZ5=XXJ!p|Kj3NAOD8Y(LVhnUAYHB_n)}r|oCV=y4n>3h7#N7B<(^hK;;Pd$n$|7D9R;Cb+pdB-AR%K4 zXa>wx$Cc5x3CqgHH?HjMYpPzP+O#(9RY^J=4i7oQm7hbexyJ`waIeMo_|y>5xo+`y zcd4l@AiwdZkRYM^hlou5hsectW!xtm6Ti}RP@eYq%zPSpjB35S$=WMT1%+EExEDj%g%2tMtxL^$}BZlSZGxZhePqj#44FB zw(=C1@mIqlhu0u6H-1(={Qaa`!ZZtFQqC?BYLEjdS(^VPLHAtqg+4QF?cM$bE@obR z1uVp^GswI8dG}Y$8kjN-;&AZ!AP>j;W2p+N?@(4xZnBxVawDfl1Lok2+?p}? z&MCBE-F5huvgOsE$zp#%{w=V00V-N+E~^E)R{o!`8T&9$1H`J=5ftlLa1dkm>C9E> z8=TIJ&&Yl0m!SoJ$r zo;Www**-6MWWg*DCYIfmyLCx#KRAEw)|%s8^>9q;>_2|gcHBTQ0M;N%&l1Iz)-CN-RS`Lx^0f1nk0Q3Aw#E&_wPM)iAL%I0&n-@@d05*O$OOg5FhPqSD5(KA zH*m8!4IGh77}fAEU+QXF+B8-H`S>gznf98NCl4}XBX>-CR@J+3)^6Z>wL|_78P~C# zaSnYWs{#enECR*nTIRZr`EfV%UkVRHEsRgBVq#f&hu{JJl^NGFPCuIR8m<;m%_{Kd zzYg*z3utLx6nvWDa8+G*Y7M9PQo6?uFUIpfm76^~5F^f5i|+5ZSF3Had5@6^DB5a) zf}z-cdz3fzT@j{i$pq|nz2xnlY9UX`q!;qM?GOQHL5|q-W|o-(EDkYyM^P!bUc2v# zTH7p3Zv>F2S0SI{5gSs(?56{hrG8)G(flbNTW%7{_EX`wuhB{&zs-s(9re^&hxDE9 zuEmgW0gwJIQfnuuK?8q5K926QNjhNieVCEgo#f_U6k`(Y8e>{#S+Kz|79y%)c-hz3 zklqCaEC-NjZBH!GJI^QMdL0v3{d>aLbv6!j$q=Imm&(e0eIQqAg$(vJ8w*MXAqB8k z+%ZD=g;+kj?L*mUEceu-{v1EcP`Gp3|CXxELoi_i*{F4;_TO8l^=dIHW{o1{4aXy6Mykg? zYep>jIfxn7hn`WUvz&qrZL*!MbqzDx;^Nn)4;nUPi3+D`;P@ z5o$BW0b-gRs&yp`%{JjG(NxSE?5L1c-?@}sNKTN|F%+{2lJVHfCj9V@=2?{&GUZ1_ zod~BkR%QICIKxMP`S$nBjCKzRb(oD$Ss(%agtU5P%3#nQm_ zPw4M-u{=?a4!ARs=Xto>ni+!=XK$tH!%gkaK0)&2!l8^sX6=%4J@a9~EgY5Obx67H zg{u_xWNITX6`WR_H@W|1BQL2D7Q6DSa#USBZX^cu)L6S}|`Y}(nZ|LklZs<=A zb{%2g(fPQc3+P;o|3=7nkPW@-r#m$EsT@kp1hQ*tb*XsoDz7I0Y8b%HhST3dPe5JD zbd+>QFfrDlFUZ_`AG>hx&1cRdaPQ?4{}()Pkt}14p@?+^%R}%)V`7PC@dA6iSL8ke zSZQ@7pjcQ>Z4$R*5&{`bg?->W%7nwD{i>Xe-QV=~e&#?Axf%@pB>I;Px>CWk4|qDV z=mYT4-sHjKE~2RoO{ujio$Xj{qkJGTmV~LmB_o&hSj66Xst}O$bPyJi{Ud2PjxqxE z?ANfpwXDR}vXYlX8hSy;`U{)I*qaDqk)-QgUh52%^*F`51ZN!UZ7@nS(Iq?H#}&cg zJ^h1|eMkp`(Wr5MsyF|IaDT_7LQ+RD?Ner401jvuqtDp3+PT2v zaHV6(9d0=-sKU{ZIZ__0@MjjwjM_Khc29-UMLXE^wmkzB&UW!Fg|$70xPkM$V$^9j=H$YkKduY3=L zW45Z?BhfP)NQ%E=ELwp!toBa@Oq1%z*qqnd$~q{T;%(sC?aZNnNl*&bwt&gvGwH=( z6>7V0nXU545R$&83@9JND79r7u9Wkf@Ci2e+6;{)>915`rw%vx) z+&CCb`V|a@u%fmJ$3{3H70a-e98+Y)HV39#Emi{)#$v_~sc2c2C1W8=T7pN8Gu5au zlZnGoHTIS<{yj5bMo2OkcVoIg&R>TUHHp!Rogp@fMy)Vcw{{d1$qcR&p3+w>*!d>qdr~ZY#Ybhsl;}>VX8(Y8{ z?ilx;h68Gdikf2gn?^rKLv_qp%F3e1eA!Yks;dW-`MUz({#sUTOKJo8Do4Tmj43$d zG6ibVooY(QmQ}`Uq&C`w!7&{Ic+V-v$%dc@YlnnRdXe_AJ zEAC_RLlXOWBv}Xpw$2p++L(*8r2!pYYkV1Jrw6bj4?+c_oa^d^<}BHnIPuA_f^F-* zU?6^qaGU^z#5cOt-Sx7;HgI`9?L%#BV^+51a)0urfSDSFm}>tcoxn#>A=z5QzVj?F zvb`0X)cw7yY$(I7J`sb{bBIc3GUG-felAc4;?IF`>A5DufU-M-j_+w53Kw(*vCdsS z63l=%79En#BP)a>YEU&sk-QS{Hh2p0yBz$|Lg_O<|B5i_GHT1KR_9 zT$m;Nt@C>^wY9DaiDyDINYYvP@(pe_BR~#`3dp^Z3M;KD_&qPR4tJq#M@q;0*!eZ=O6qo{vE7Q&m2SJje8_!}loMk?TDHr@;Z9FOD; zIJnr#l^@mdb64Dym1A_GQ~p_Xj2qT}R&4@7zk@&IHU@am84^lZh$T4iyh7D3c0?TK zAp-OKVq1bAtmtmvsD`Zp(sD(%_0z0k8s{9>Zb5<;5jE;&RP!>E^-D;ET*y3hAe~P{ ztTJKoGj-`WeFARf`L4n`D^UOnmyDspU)(fS9X{_D7$98+L9ixoc6t-!@%Elt3KPDk zaPQ9?jJ08Ri!J-MV1^ZoS!2~Gd~t^r`oc8)D4fao-y^=(vCIqN04$2wEoIxfdr;OaT8fIIcZr|p zFw}CiooU;O_)>E2j2H;DXtAIUv#j+<%~ABVq*iK1oh-DdHoj>*i;Oowu7fzacGBGL zo=L0XDM=B1czdk|yWXU{_q*0&l=k|*+{l!uNL{JQ|X zz#A~CN%fts4L|xDGJ52h*|Lw6A!f|XHtIY2V;ynnMY{68Kl>axN{;|IU^Z zhWrb9ZM%FB#>&jxC)M|f(unz8pOr1q6UI?U-;B3C&6OibdlFRsCwY~88$rT&fWrYg zv%@9eMU8_sT7FU5;O}a5m`=bO;>mvs(hPtNR6^^~yvCsU>bQ;dV?$0QS~{OMa@WqM z*+bBZCMaMn@Y*%iAZn^Xo~z6tWUxC%b?HFrKcp7SXYmK-y2S0w_=HMK$W63Glr^+O zQ@_K*V#ZD*s{9iN!&9ti_Pidwxjv(C9`BP*<;_vMZH5%JDwecLy{ud@JKmIMV?0$6 zp#)Sf$cLYcIwG)N*lr=Wut?1a|W9Q$F`#UhPOqFPJ8P4lGX}wsS5^e zpBgao0Ow_|Oc%gJ{|Oh^&g?{mR+)C(e$?fQ&LQb=hN#GHJB|o3djUzGD`ocC>^8fm zCDzv$?T@Y+NV)b8`Gt{}Eq1phGtu6*3-FFHaPbb+53&kF1?6uf!=3-8qOo{UHz3rO z*k}1P&!nrp;#aSjpwhcAQsl#I8{W%H>4LOVBf(0??xbCIbN4FLNQuni$4eY`X#7zR zx{H@QjiCSP8cz^C1u~?cWgm4n+0edQ+QlHD#=D{&i<55?!2@E>wtzq0rO3~cc!#n7 zSoBAtYe~RVVTLC-d$Z}Orw)wUV|Lf+IyAQNzSR~@BlA_XlhIemXaA{Gd6kA|lBYZM z%uJI%=i_Z|rJaFk*)TU_Zvjv-a2`}`$COg54~mZdPYS53gst|m170fQ<{YN9;5bgE z_E16ZfX98g&{kk#W*ZISNWqVhC@$@3j<>Fhrf~Jxoy#TpR5#6J3*)Uznp-X?2-s(O z*^DybF7ieH!S_=qO7?=|mI70CD8ehM{1utl)Y4{{i&(Jg8)mzq>-Lh;CWR)pNhR!X zG8all{bQ{a6orUlV1!oNwEmSMx==V)L=Q7%2Csp4{x1S{Pq%_ky9|R=&09 zJ~e{Od%2ie^4GM+W9z_jyS^~mI09~^D^~}s&Yw(CAEYCX0Hd*xU2U2+ilaHCt@&*X zpScK2mg8yA6!=vMwoSYUObNWiIPN)M*o%oh%g60I{i1u(0JHspp>t#drB?q9L3+Ko z#kuFYKcm|KJK|_f4y;&de_IaQboN|Ox|&WoWF~FbM2mfypNq8(=pv944l@l&u38zp zkf4buwBbl~1JO$XT&I62oaw-4JwbYf@jcwvCD5+HQ;tg!T+#y)8zmtqyKi?kkB^k9 zqM4J3&BXLKC_Uk)NMVcP8n*7!0GsSX?@{fe_Pmrm3xl*+;@mtwg|YXUT|eTZU~q6n z3B3baq{UTwIOK$QjF)`z^F88aCLP5*=K>n3$s|`m{^A|O!~MyX0V};jHvdCB0^5i? z8Fi1I(-9O+O7QuJaQAIK}jnKe}ao8ANksI3~Oa9TDh+m+9At4{8 zu(&L5FRxD97t#_8!ZS$+&Z2NKl_YvdYj%dW^VDWAM~djzw48YYo+K7}?4Hq3kg;h(U}G>>E&zCosWd7$!t=Ui1THy@Mi zpUxz68l-_vu{tzTGmg#T!ZoLgfjK=ShtZD$Z%xSkL)ZLOqj)mCan zjeMre9+&;IuaM>Qt7&sJsXErX1oC5K(qMk$J zmVm;R>f^EC?)7pLl(rCaClwZzvWxJKn|sR4k{E7q-6)D7QZRkFx5=6N{NQG;lGYxu z7=gd}@WDyjK;s@kzZl@cbPZ&_)nKMer5Yx{2WuKox^89iU&{yvlDChjP9}85``ol! zQ$nbzI-^~ymlyhyZ)$6B3PTwbT~%Jtw`9m~7)9|N)8Wa0Mi&y^u(-WMdI|$ln&Ds% zcLEskTB|2kSnEGBka(hE=S~D|dnOLFz&~UM#D76Hk1BIOeDete-o49p&|jY+*L^+= z?m}b?xxFM-JN1B(c#JI@~^++G>4kPYX1mw@$rjbVPG`bWby0GrZ=JyXu&$p^_vw zy;Z&0b_^;oY&^bFd%8qFz_gpVSyoxE{fX#GZuR-7ab;67^$G)=TLyEPA<+PJQkRci zRs@J6Qa7bwC%9;%@VmLS)fLWLI>kdD_&_+Z`r8onDz)JA8M@46lw?aM@6=jib?cJ7 z<_Dx?op*9&GW9MQ!%oz(65C*Nbd%!9j-1jJZ0Hm?T+l&n7cb@NCFiGgpe8~j$S8%T z_S(9ah%IuQO%Xv$d^Xd) zUS1150!Yt;V4!7w0(T4^-WF$F&V$NypNZNCa^qN*065|XP(y4n6|aW z9%NTD)W{u&yg}eJU&M;+xgNTOW95hv4F1;Yy4XStZf?uauryF@8cu&~vaE+0Z{sc) zF5E@t7~TZ27Tg!2Z#b`D_MctsVQOgyQ!WmNx|4h`6YK|(;SomJ2N~J^a58ZnbzqhW z(C2uCP4v@W6#Cqp)Z1How|dA87C&s1ps)ROjbVz7eKZFpDO(RF>MG&y+cLDgFI znJ0pp^be5d!f?jVHgolA@<3qR^ANTr5TUvgK&h+UXbAQ67Z%A)!Ut%?4dJ5OW_+;R?FKQKC@pn}^5-|h1ueLDu;$Cp$(l%h+ z`5-$(B^V8e>3|RW4GbPeyvKv-20<6N!m&h;tI4@v%1E6-SLXa8p)Beh9P4muCX zHQMRGMCzc3)TBpTk!Q!V>DeR>8dR^nxd+0knk6`yzKLH~HvKUrY@sc4{Pem3&PpjF;OG z9C`=0o6}aoxhv7BBoQ$=(4Qvh0P$DY0Vg@|w?@%Xp?1Ym5D&+t6qe&!KwJ0aTbXBF zJ9_K}oaP8E|6FEAF)>K|LUP2UiB=ci72p@Ttj^gkX#1OZIM#g(qpJ&~zCfh4t^Rsq z_c8fSY5?o;Qa}Hi(p^~qh?v)%N_FuQ?>w}$h@F!3zSVjMeV?DG;G&z=AUN5a@@VgLa5wi>ke)+?!5gYdgm$1SABArcC z@yj&x7onn<<|pLSu@Dv;YH?Mpdzhqb^$s2GgD?Es9$)N4)w5fp&x@O2VrQF@HTX5_ zY;yu7*J8Ne{yO8kTpj6pr&24WigbfPJWOXwm>z0ApRpwcc6xeg}(MlSub3%c1}GB3VYN>YmY5t21+A9 zhL~G^D;d8KKT%aDyA&Oe1Z(2&J3G?8P`-(EZs^1l?7WOM<7>iQLf?2%v8R37XC_8< za|`Kl!TzP1hm+Lg*pe(LX@EY^EIjvj!AI`{2A^*6>=R`GM{CfFbohC>5*blve=P-~ zt;OQ=GGFZy7U=wshyLhq!N|{Edy0yq*ck-M#q24grENp!#`ak%AM2|~#JepBCjA?B zI`;wJ$;DR?jZihl@IM5M&yZgXdZ1LwfU-Uyd)g7C++Rwe^i8gnLYk~taOtDjAlV;5 zR{QPxG~5g$NsQUp{;}zBW|w}W7t&Q(AjRMb>N^1 z1Fl>nJR<~~>$ci{lp^>b@1pwjax4_~pu~q2$z7OX7SQcVmPRX6aLboT+Sgisgr0h1u^8{nt6o1^8 z7wJo;{}yJ`i-Vc(!t6tfz9{GbWf!E>FN-N2qSc{p$V;#zZgz{m3;MF40sDQ2;fsxt z80=Ec^3&0Vs!D-ml~?=#>jRzs;o+@}-b2S<4l|TEQ~)E9<6hX!z!&fP$M34-H=RMY7Za6Qs+O=gaD_ZSmS9|!!hW;ho=bUe`^F87p z9(s$wwVdw}ZxVvn*e6BispP2t28)`&RakhMJx-4pn9Fy^GbSAiu0%3n(s8qKQw`mc zXJ`vfAsNXJKP;pz-?)|qvT=56?SWDm9L{7XnhgX4_5N^qTz|b zslfVU(d~Y#ZYhNZKVU;}YH(>tWF-SaLk z^AjsNKy|^m=pR+$Kv7dVz9PXn9YBQAzu=Z^=jgPjNk+VQWUe@82xhshkRJB(X(bND`5==*oM+$RzQu{*d>m6Yc=@&x=WuQc8cCL;U_Br9 z#n1CfdrAEhcKvu})2SA}*)%3FRD+FhczV-omY{FO-E^na#a|3tD^GIXPkt1q4>)N) zG;;=9T&&)w`|YOCYD1AUQMS&%CtDWv$$jPo=Jx zy5T$2h07|3;g2ulJ+d|US`{_cxb8;$7*ahhRcW_NY;w^uE~&mXpdll*w|gIJ1Uj<~ zJ;V$ZJEePMfEHIm;BadNyhQWsj_^f5$=q7Q3Q-nUusgGom42h#fnkTSW}G{zB^8Y@ z`hPhf&X>W?Ij5!fEK*1mwuKD0HI4 zUK$xm+MV-4Y?&q9=jX%d0K@Iw*Vg`j&bnJev?i48#5kfans~xZ4`4QVi~=9kW(=wl zX9XJUsQphtcT0-N>0AN~e}Ui?!|C)wdY5fpn?wTwc|T6v>m}GLo~4H4U7BPaeV@#{ z%(B@i=NOH>ROnmRY)dVq-yfEa;QYz}ol5%E3Y{vk=792MR%`}Z=a5}v)&4Hb#?i=K zViTYT#~}0#MS9Ssd=%ne%htNPR1l$?E9j!qBOTMu{XQ$Yq=MFl**q^iS_#=0-EKM0 z@9&zPzX*t1ckhn`3)A($k;+Ed_B`8W3(Y2+fH7Ope2d0b1fsS6ta*!4D1C2-;@2xd z`8tKZQ_Sm>kn)C)o^xv-nW4F__!?=SX>DInw#AvpJ51k~d~pB>IMAo z-ya$#J;ua~7@B6Q4GBOp)6SHFiFsso-y{%D@JGqES3e>1PvMUu!OV$)d#EjtK4>ELot_q!@UL6Y;KVo?64_FR`;||ig znDhW?%UEdsjZ#E<9ETI;4F!043vyzeWa1)zNn5*p9R7oK5Xt}YW}RHjdB}uUL$NVVZ{R^2N>}}JB%uW3e*Nj3QrZ* zKuy4J`(TNCrWcE1;XIUr3+K@g1`0S8QP~|yEe?6v{$AskaO;SR`4M(4#<>LTXGL@G z9WEMUNaZZ$l;5CWCxYhT@uym^3N^@40xQ2X$GC5Qh*MP8F!l*jKi`1tDhDJST!z% z1rX@>!}7y9FEq|y=Cr<`!ztDW634nxIjT#uxXzw-ThUE=&T8*9R|n+JpkE{cRvhWd zSHn(%P@Mx%lI3jgjYaE^a^vmBekLjUEa9guvYx+ z=YHmF1`$A*3XE=8$01e7;$S$QZltQTonNeO2YyI=Gs5l))i#eBm9>m&W((^T%%a=| zfIy3y2jIulp&t;nIJVOn4D1GAG2qRCJI8Zrk;)e9R}4K^Zh%oe2<}IbvO1q?N@y38 zHqh8QOLGC3Fi$Y7mLo3+0gwP1!0*90NCy}UojhMA=zxicS<)e+Lrwq_I>Y5FeJnF* zi7-AuoajUkdW}2H@`TA~1?(|w z;4L`<+!q`%QCNCFYqIIuTPTpat0WM=p#-h!3z`)xDiu?#%}LlPz;U8Bpwl=XE|-U_ zJ+|%ig3bj9cPUI=FzX^4L8+Q?MmsKl_^3^+!`DDI8vJr+fLInS38(&%hMA2qbgpmNMlSA@plG z7wxYVTqt)c=fc(sZt1{6ZYi?XJ(Ueml7M}@;Z^rY@@wF_>q7!Odsqh_;G zS8|+v;usjw3Vkzq>dRUj6>Peil(poUeHtyyp*PQk6tJW2WcnG1_XyHrWn?^7TSo2V z+6vsM{dP{viyfft)RIsV)T?iO4iJXfoZRWS8Vs?p5y-YPIhF4aYtN9)RDO;L9=->ND`khSjdeZ< zs1o1}u{T`QT-NM#PZh=C#Ve1ITcS?Y zKcSdi&iG_RkUbT9-I`Rt#O?B*Sn)A3+-ji9&}y@)*$w9WJLz*y4o6(!eh**rfl zL_pJTl#PmAEF>!yi(ne{DKmqth<;>hR5J6~I99;i-#WIiT9}*P=8bhO#S1m-f(y0g zR@{TlZM3M+)@+;E^{GyGAuHVSa%D|GK2g4k|*Zw!yHF6aN^D|zCQTrX1d_5PtIQW<}+9%+zGa`;|poNEEV`wum|RPX}lT%krR{P zRk7D>ae+(h(x^uG>b}f}_ojxgsLozOb#{$aEg z!LtsD44U@ZMIq@do4sDmuUCA%t~}U?sNw~MFZE)KmKa^eo3IlGGnTR$M@b&Hy7DXN zShg9vCIOJLZ*;H$Rm<~Abqq<%`NrX-RdMqh|5!1NQ4P1hlU9-VdtvazAN~4IBcU11 zboRE}y8|^RW@A=B{u^eI5{=|V_DB%n*dwWA@8D=hWQvyUD`FKcXl<*4J961bHW+V6 z0lPwn5feUyw`H-5K-_7Itsj}{&$##N0Cp2Ol8!S#YyHiK0pE}&6Wl4xGV0qeM2@QN z9I;!BY$!Q}@~Ss%=+>GO8#lHWs?rtGLYzd&%=;po9z2ceyX^E`UMML%y14?*pQEp$ zQC+Z|+R(7k&_f%pBW-yuZRutz+Le1*PBj?6*bVhzXImej%f9ux)&5Tgpny(7js=tK z{=QyD&q?QDWoBVX<2abPXXAuN*zaIYvu$}EVW3bw$Q=rmEJ97PDABM-e(Wx0J2TjezEoZc00lhhzTV4q>>U zRa(7Ie;>!!4}A>HPoR@Cfa}rxA+|ATy$~ce4(PuRDT#pmNw%;w~q*Eg*1W zqtMvZKcqVsMumX0K!9xFYnWiLwVY2dK(5RW8S9vbqnIhrMdn>aSszvi3Q`FD0I+MxOaC@6$ zHm8%Rm1NQ^3^pAO;BddgyMM+N0U0Mir=w=W6r(Tp3X5dnBk-y}0s`GZtrLh=B9@q^ z({|q62pt^mcHLrq5WpT&(>MZKY!tQRF5zo9edg-OwXWSes4>x%nH~()olUFg??LfQ zuo>nXiBsI>PO57jn|mC{h^5fj5b&V$b!uVLV3+;{JjU0jvP|leD!S~5+=9z(dEy1j zYJCT$6GlBc!)q;e6QhOjT}wFHsOZUgEpYHkMZXHNro1^0 zY-G?L>uLZU^8=&F@$_7s*8*DRp#3bp=+Ir9jw87unTWz-cR_ZFiJSd)XOAaSC{qVO zqat99wV*=hzysY!+zohNN)bRmHjCsB$bm}%dmJIN&FXa+-v4G$w81b=P_&IksCAgvw9>OV(EA<# zjfVKq;(rf_(ULe?IQ7d_oL=Eh{c@2?`vbZ9)=`&w$Z)Z5 zgS!qD3{JfO?g5BHzZS_a1K7nxcD#o^0`F$3!8;*4!pvxGMxOybA=uzophQ1Z>DUJO z0k6{yzTc{cJ-O<^DS3Y{A9m>GGqA@^n(TS`NheJDP?>-PA0eHEm|wQ7j&&3Unw)7*v9Rh9@r;Rk+6ZnOI(rm|B_QYAQ=)vtaQ5yiG+Ris zH`X16alONF^VL42d%hBsAhAzizFsHL4q^&?oxo5?xdGPNH;8f$&F4+R7`~rv1UA$O z?v&w73_!4P2JYkZ{*-fJjSgvALDnzRUWRy zc(s}KNB!(V^7RBTLv#lm21LAj8kleYs8Kun1+G9b+*R2_i#9p)H@mj$CS?)L# zUvO7Bj`5fLIOV$HV*?E4lsC(?iId9&mhp&+JFc?56`_HSHO~F2qx*X%$a;g~c*U|$ zD4>mQU-xkZ=#l;wr0$@)QdTBFiOHLQY18$*;}>*7gGXdHn33s&Z5slc09OGXToGTb zKxd8#^Fg97g6t_`>kRmL*n_M5sMN?>_0M1+iMaIzK6O0N-9bJB$x+?*cqW&*A42T_ znE*b6!By@1xCcN&l)@|8KQWXver+3|;`Ua_oJ(HJWihAD+;8>BPv$|ONQWCbSe>5( zlTk67Lw*vxKR^_hjv>zgL7h?Cr zvAsY&mun|V=Huad1?12TlC^n*ly+hcz(4&Mac3LwMEK*t=xL@BB^p=hx)db*hv%>5iMt@bO z4=%5_&%ova3#k4q6f~seQ$>S)cK*=zh%qvI4Vf3R;cT-I+sU%eDQQgGwn_C+fEP&- z(2W0D%_eB#JWkgaf2HEsa{7{)F=RJlSwO}%`EYwgU5S6-*FvO+;C$@TENGypik9G% zut)r&(l#Mr9=%O8IfnAv#O7&7VQH+6&i`r{JzgVa?}zQ6CXC7kK$pWwJX>U?@1-P^ zzpL%UqXje>`mH(&TW)akx?u`c?2x@a=H~0gIkMNM+?e=X0dQ;j1hTGTkR&nTUKOB^ zO@0)~CTr<}swK0fys9rgH9$`n?3YmgKr~;IbHjjVXf_h5AF;y>U{+42n`Bm?(ydO% zrs8x=dLH_1-~o@#c$Y8ak0;8T9N&#&jplW+=<509Ejf+V45I-oeio{Sm*o;ag7dU0 zAm`IcSXGEGgEdsX77N&!_!J+jAaQreq8xzmWldi6FC?<1+Aup^Um-3m5zWKt2MatD zU|}^?;pymvW6j=8>zv4|j6I@>6Am(sNmxq(d?pfq`x%Ege>~BHBRvuu`7C@37y)ZhkHxog&Z} z#zy&9?z1i12A9mHrct=Ob*k?^EKyWQ3v6~fvANW=e6?+#V~BbHdeazULZj!DrR+uSlk6 zGvHPL0FKZaqZzwZ^F{lKl|#~zhg0%V-k3<*XYq>e*jXG_8dlfRd|JT*S$kwPzd2{k z5ItBf#{jY}Ug@|w)}ZKb!~z*{54UQ7a-iiH@g>c1!W_oJghKLef!K_>U{JqcL_n3~`nQw)=8X<18aOvwMzV(=zt%TjA{rtV)mKF*+TJRa76A91v z)!7q5a=(PmqGi3~8NFYH_bcRGzs1mE_M9vF*Z+&}a#ob{!s=@!4KL>=E9k#80-=g#a`6eN%3rKu@^7mcCYvjqdDq8 zC>7S!QSgE%>;B7O$@!y16L|#8{)xO9WZ?TQQ#+o&-x)YPX9~=vQqeukSM!l{8;Y}B z>I77-fFPGiO^#x+lGqWn25%aCj*^1yC&#%DW!X{7YZ_}CM${~1*~JaD^&<}RK_6Tj zAYc8FE+EXl`QzQB`sCg6u&8~M+c}!5NVt)cbUg7g#!e+0;Y>0ln=HS5J5Eiu@VK z>Kv{^&yF|B=BJQ6wG5l$Icl{X@yd&mjI&|i*4vjEViPKy9R3bs@pUAMB^pw+mjo?Q z)mKGJ&Z#WUXtU9hI|`p*okO7s7zIqPMc4eiL91bIKG1g&gcfVZspY-!?VYaC{i^vK zK)dar*7obU*6;=A&5$lt*r^&@P4E8h?Rdyv?N&x-YGCjKRs4~HU2eSv?18z7^Atye zo6cZ|4`UV4^g1QA4l$7k%s3!rTceoS^wgP6`1tx?k(zoik-1*-^~_Kzk^@)!bs(=l zOElJUoZ4>olcCcT*t}lqvFwjr{>g(f95I?4J?=aWo*|+5d!$Xm^yXWYF4ugqpH!>! zCB341pjfwRp^F>^6nB=s#&HKi1-k`P=d7hH_`uD;RGg7n3^|EE30ycv#X zyOAS@0FnOK_i|wj@fe^X;2p2`RK~iuOMZK-7@xK$x9WcP7lPj)X^VBU(32Y%AEW<$ z@;vCe&}DYT+6LP{mFYVUQCCmK&UO}KC!mo|BrasEnEOV*z-PhCTc3(KvUQ;b^j~>X z3r&4fE0NK}ysjC;&qEVKe<63H2`>>jY>$3YqffmYjn69vz2h+XPgXGpWygt}n~3Dz zPoU_8m*5qx4C|4)dVQ~Etuu)_U^Du(sU3T$i?(s3l;AQq7c$sG& z+%&i`?P5j07??eHml>CNJ`4I`u%m($?SrwAYF@y+A>(v%(t+gNidn$D;7d)wLAI5Q zOBhm5=5hBRX1dy=4T!pvbyl_%k z&T@A;!5p#v@ABw5c7VYbFdEOfHaa}sbbPAYgfQc_Vf7OtjpOPkOq?|72XrYE0xWJ8 zcCR)0WeB?TYpS1;ZBY9N4Jy7*T}*pgfdLLb6zAiFvVX#x@?3@-utD3EU%{|E6QqP;~7pKo%e`|Labis|hp?;~1RjIZJPT0il% zM2{3Tw?K<}x=UPFPLH~A)?zexhA_tq1fj8AvrRRnEmXK>3aN_kS2iNz|;_m+Fy7W9yhaW1iR_~!lS2_v+ zCm^`jP9=QP?DebLsn`<=WyRJaaX{fE%uZ*1Da2Yo0wT%_Dy-G_s?w)4d$rT#BFN%D zxh7YZLWjvxne;3(-I6hWlLt*MxSeR-Y6s5}{0$+w6!SY~6xb7>lq=R2<(_b?Zx5VWI_WI?kA105{L*^MF zLPSmwTD>zU98bJcDET%QT}GfixNp<^O@DVjR%dp z-H{`rsXN`{$LVu^=9^YT9Z%!Ty5~$aY2F zONdZJVB9Uw3TvdamQ z`6r(jk4+B>-X5TT6>4Xd9|3t&{QW|34N!z}xYDO=xp*Net;CAgJt%#%3w=B$_B#8y zt+lH^o`SM0^*~M6y!M*J2zz^31dq46@~Aif_N^4#kQ?#btC>4!F>RvQn63s{S=k(T#EsZ z5fHBW;Ls)0jgeDWX(ibO=10sWEu?F(cyhAZnEfCRg1k<5`Sk5fRF<)|lJw>9QE7V< zm}mkn5}y}JLt+MCny+fCnyE6nNdJfxwKJWm!C@uzp5PA){VB7b9 zi|#ZlGQZt^ozb&Kcq9@Bn^3USbvbcTWo`AQ@-GESaq%SMU2eG-LC%5(VSdV$lRV-n zpMESgVTHNoWl6k34fn9ZgD4PV?#}7G$*z_5V>I?2=098Fy+Bs2jrXup$4BQu|9*i{ zk<*YNG4uD8P|es*j&Fyr!`4I+s5lG+Eyq>5E4kEI49>BoU4kOUyhM^hwQBd0~ zB`T4R%h`f#B&TXjCHpTUur5!aEzX=T1M1hg!oR*O2+~J7qtgOoQ_g(}Mgw=q(jr}M zkVLh_XA3JM2TPOVq+K>tKG?`O@!xjSL4Rd$?**8==rU#j*`qyLij;BSDLNy&U3xP} zqXYE@8_yOxGrL}JVjfc1Qv&8!h3ZyahIIH3@|dH?Y}Us}Q9;|}ya%_*f!5_pN!xx? zo~W`3}DME4Xi2 zkoQ>nqq11Z`4lf;FP9sf%EwuYjpt-PiC_B~?Ao7=ifcEP`b?BSAg5UgSxWtOM!pQn zp2~mH07keojJ`L{$Yo9ecX^js6Xa|=yp?^aQGiDY2?|a4OtN!s^o8Q}LY7W2Q1!}4 zYCc~0>yAP_*dN1?MV{f@9=6Ooi&}D?BS>NB73M!#zKD=FMbn)g`%30sL(_3cr5`b+ zBNQM3jP<1Qn;h=v zVJ1}|0TvE_Zgms`Jt4hjV5`h-H<;yyo76&QY@K1naF=l1AR(z7gA-n*Z0kiMH5Qtez)=< zgJG0J74YdXkY{-cO~;!wcew#1naPa$efqyK({w_Hr5kAyyvOfj^t2U$TW3iLz3Jgk z7YMJ91IU^HonJJOzSSW7gRdpgjKN}5<#eJ&uNR8Xs3oWB{xGXB7&ZM_@wjB|uZnqB ze!csTf*w)!(*VxWS?dp3S-|+$TgF}pf<4vIZjT&kcgloufBooa`^BnujZn+}?PzT+umdI318jVFXeSm%lOiwV?vP!S@zXwy?dJ z@*AP!E2Ek1qw4Au38@O0^!3G-OIGTc5TOU|Os1EXi<4!lBsy7=VKve7wV_lH;IrQA zq*OYVBM^I)9eBDLg%uk4q0}mQdB(Rhzie97-z^c2QeTz-V{3Y0x=NN2%> z?oR(LA3_3YkBbdA`IaD?s_=Ql?UJ+(9A@X{=_^;4&x`|20-MD=jtRb)v48ue86^Ke-ut-nvrk+v zX?x_*yjAW-q}8QSeAZymUL|WMLnIOQWv(fQ3%j{g&a=cLxa*FUl~y@4zEv(aTV!K+ zME@(fvNK)U{eX_5q_358=ivcc9CTtl^IToloB(0K zzSZ}ae7wc&GLwj{FJlua+3u*r+tVyBsAWhC_}R9clU2YUV$Ec3fp8%Mb|N%=cRKS` z*O|_sPoHFdNyILI$-Dx~128Daf=@5|fnXXsJNXsJlzpWNI(dfLLufCS%HNWPbN4iJ z?9gHJ4SQDQKx&bye8S*{{!e%jyg~R0r`bu=<@kSd6q80~pU5#p83cJqrX zt>^<@vD@R1qsOfx#jPldnD%8BM1uRJMtBac_fLhF zVHGWnqQ~#7BKBTT`m$IWLl8gkXH@!YFak}&o?>h8dCa{k4luNIbAa>q9_j+^=s`_J zp2#pw1wF8&JdoTyf`3=c?>eAx;FP22M~lQqBpg z4o*;iy2TGCD9Z3-a#GUWe)f32>rOfnC)tMK(s+rW6%fa4P;tYWRFH1w;EijJC`s!P&u%M@puxpJ} z6(P^+8li41;p0P8P4acbZWLEwGP7a2y=?ia$va5gR<$Xy45l?3?b`jL0E`*B{laE@ z*%z1p>3`1L1diOf_Oem?PCwUPg}bO=gplvuj@WE7}-xl-{J^XvI?2IF>fwhmYR{TrraL6;8u0IWKEX(6HnGyIg_;Em} zV$0@d+LyBdB3+5EH(>Cf_210+S^gEM0p%dNY#&+aNU1!Ggjf>x{w$8{p1EkyD#-|Fh*TSX~#np+xaO(J4^Hhw+4bHTSL-V8EHR#sY7-u zaIN~%t%WtInwrr&tn!PBcx;%)L&E)rH`}?P3(vMI?1Xo9b#Gix^dJf@Auf{9T7K*C z#b@IHA<-iIb_)dOJ*}bSHk2e0+X+O_G?JqEn zyYNbubL`0%;zYp@sBB5lQ69#(sdoS9zPlx{M4JsRe_{)nYe->S??3`0I2)g+9k?(N z9(AVos{#=DqV~|7R--YCZm|HgJm+9R6vBXvKl{Sa-4Q!OuCy$~j?8BAuRfd3-2`>w9VXSTtKmCN`+P4ooPj|+21%n92oAMwzG zT)K|bcch?=3gjN2d9l;JR0{TyP%ahn%bNZr6Oa3}%Y}@3UU1q418LQ~LWq8QLl+*i zYq397+qJxVqwQcP&o~z3!=|A{yH?;KFJTa{*3}s=F$rOqtrLa3kI}oVsC^$}eutoC z-XN;Y8wE4^i8uT4JM&m{5g3v#Ad%+gRoq`$Yfs}w4HvRo%2O@-Hn&s~6#I2*E*Oj8 zsEL-Z_Fg6(?hZyjm07ta4KwH>jec@V9!PD!EuhP^<{p^5U8>(^hg*SYJBVlaJ*~xt znRa@*$I84ddETQu`xsqp%B!+BoW!l{;MqbNq4)=5+}>z!=eQ)~QPcrL?mBx`r`H1z z^)o}6MZVR4gqR0|!6BLYsy6aCD_{81U`?D0DJns){i&a#0t2 z2A?rQu|fQ>KQdZ?0BTc!)7NuR9{Uwj9fjw~o-||IVFTqtC8&;sE{Mb`cN18P(PtTT zqQ+K1d1y{M1h{79&bDyQ4krxW(0Oog6cyRp@KQvmk@7050+P$6;XI5Bu^4Tc(*%^5 z)dP-?M~z%%L#;zUx#$66R}p)Z=n7&7E%uofnSY#}Pmw8h`t!V|nb@fZIpUga$bN17 z{6DFZDzjNI8lg>db3*vG@ZkhTd`n&5`fz(TK`BrUoRq#HlPs1>9a13LzHqev?=Eym z6}9$!qM4?8Kvgz4>cFu$**tFcg$8SA+Jgm7a23*qA+5=Xzoh(b=FxaOwd7} z=)cIKvxxQy_Gm#k+S^$o0$yLwG|P&27Q#f@mregb^_?;M23KwxnerXbooQq%sL((q z!uq&KM2AevhL$B-rofmINd@lVF=GOWBP5?bU8>jT_7r;A9X!uIz-SkQ+^iuTT|36- zi(bO=>W-j23jna>2HIi$D-Metw6bpzWYuFqhC+^HpNr~fJPhn+V0MG?*{y7BSZ^Mg zXX!SlAjyw%RwVpMj9-Uy{VLiKhc)M7v|{PDq6R2|_xjlvx*Czi3>k;h6hF;FTT9C6 zbZ!e&Zt?YDJ^Z5X3vVS~DoD+sa`eyi)1R6CLY{ma^L0Cc3b#`za~(9#z^$*M!t~YH z`;4j>y%1=?o9F?FqN`6+pK!`wO%DVTi*R_9tLM12(E);*?H+4WPj5Vh;bVMcG5Ep_ z2$u>;8{GsB(3k${82GOS%!j5DL&K5f^tNNs!%G4^-NA~eovkN%nQW!aU=!Z(?)UOJ z2mTBP5KVsA@Y}b+R*0l`Bz=m`+odL8N-Lh1ns707|D(JEMJ0^3UUH`#k~*?jtAo?m zA%5hiAe*7&NAKm<;5;VZB7~Psho3-KBxrT(RyZ^Gy0>V39_Tm@k*O+kA9#bMEKgG2 z5Abd`Rp#N&;BV%^MKX2+OhqN1Jxdz8VkxFw$Y+51EZ9)yfH4xjo*`p)@{2@WiI{)yo={WnpZ@Bu<+SlR*~IgqqqYyk(wH^?6-@p zDG)D$c6}4&3pz`I$H5sxhmOn zE9vKR^IuY#@(N@Bka%I>G(37Pp6O$Gc}{(CAi$+#{a4oIAi(x@wRU$$p?KfxxT3*t zqMs>CBti^ptMQN{euUd{bp{g1j7sZ@=of`vQ|So}S!q|Rk%YY}Xb&OI5L^(@?k)&; zLY6iZFh4G@m#z^~)*5=T4Rn_dKl>x(!6l`}59Q|Cd=u6%IhjXk0lz9>7II!;M{88N zpG)wv^>FPB@@4{77b1k)J*2BtWfVt0E+$1S$lU8^duf5w^6VuEdfwZS^uvp%#k%Vr z1McyqPj7KKxbUAv8n`eZ<28{Y7QaWWv^@VJtMxSSD}o;sI;xg$e4(b=qMWMbpbvo$ z?yyA=MDAy;xn5$9*Q%YzDrz(D`844(_p|Y1?C5JgmkM`o`zxkfHgpQd6@~0?80z25 zhao+m9np3{yHS+=d$m9AFTBRa+15LliFY|>anA+WM=s?JN&2oJTxTC&#?CADC1zGq zy~SQC<+l#2NcY+0?2W=#uzjGq&9#T}7HNKX=0J_xJzoC&dYyCq}eSC9t5wR;^1(M5J$(J1MfMr0y z0{7_EB6=?$hzu*w%Xr5mtEj)qc~>sI5t1fjh_SVp|LTz6BLA%4@@)0rs?-Bz66DYC zgBt5JJ8KwQT3|!lWmV#~e4|L?52DgzJ8bbUKS;MEI#M&MV!SmY} zn_+T?Lpe6jtlZ9eff9COV){yPCSa{+;i{{N)2lgSyQ2eCOP!d&q`%eZpe@H{_b7&~ zYsph-lq{Vnv29KTK{)Bz14Hlm;A7e|I z7A5BiOumVlYfOihUcG_P0>bn-9qNCacbfs})@ldSsQWOQCJ`#a}b zEShVvA3gjrzA`(HxW#20DBzOmf)d-F?KgENUe2W#O<0hNi4I4TZFD88x8ZINhhp1a z<~GS8(Q~1+^MxzMWa){8B;N!*zDwi1oPB@^apkp%xYZkLw}XwC<`~R}`)w1B<=Dmp zt|ohax8~^*7%W(^YC3_@d({p0=+XjX6}ej0PtICI{}h)u;IycF)?v1H6*pin?>gB^ zTT?7s)%|w|)l~bFYlvB;?3t=M@Gb5wekwD7Hh;_|~N{pPwXcYEHWMSsY9Jok-)8w$?NyFK^( z(DxNKLFvB(!gM5!Ei00QN&p)|)};&OdIsx zz($jN9KHNsxfyWhwgEW4xX@YQ@JD9-{~syAqugPUJc}+%fBO!&#ECih)#mSX0NwQ-L-G~$BS$v^kv`%XdrcAqgX4?@o(~@nWHZM-2*kCdBIr;Bs%<)sD7}`*$*m8h-|YN z5KB=`tse!41JRLyG|=vuhp|!M1PRio(xWg1=(I=iN%-`INqUQgtdQ7%>KH@Xi1^Lb z69Iz=O*ZfocvyFL*R+bvvT?1weA&4E1Dp<*7dqV`B43lJt<^ zqo@IE()y70x5uDy>agj)>)ROO2PV=bBz;755}Sb=_70%sVzmF~QZ3%%D}=pdza(Q! z@CECFj}qSMuaX=^g-)(pWFrCYStaFX21m+>*hmf9zB4cj7W@?2W7D#>fXTLgi`dC*%>Q)hmRq26v;H9m8aBIaD`V1Pk~2MOBQish>*YQh!^Hgb0rrSxLv;4ekJI9k ztoQm%Bz8%Hw(y3YzEt`brNJKK_Nr$5K}ru#(Aoin%>+Nx#*MZ->0kpSUqoC}{)!F4 z=Cebzv^g4oMjCbqy8`?ltMX=5%B)hoRgcqe^3gLho5_rLMQjW`sU5UReNlD4ENRcH z;nmNplf`kIo>R@gjB-7NPX(r7Hul!)m+CtE;!KgAQOc6hH)ZJ;=ItB@!h5o7xwdII z;cL+m8LXpT=%2_$ zq?GJwLH<`MVo{tDeus88Y_+gFB{QHqJDGM953jt5k5i9fbOR4&-eB5ZuKKxiki+8$w|R&ALpxUvK|{SsbgEZ}<1t_9pV8}=zo3-cyipXxzh z=LZaFZ;oO_>5>uTLG=hz&L!deI`2MA>jq}JiV{qfP1z33CMYX59hvJ>OchRFq^FOSOAZTHQ){t={`KZ&w4s+uV z7=nDKtj3CnrzhyBpc;YYw?76R>-8QsBg?FCH7UNne~2k5({ta@Tb+7I1zo2a3wbV^ z%zc)@^+oWyb7&V5>wqj8R%bj)#!@a1SzUTKLnAp4D8_0M((#-FtUx~6ncTRO{8Wu` zv|{fr###i|ujBN4#V#5b#NTpyI+)UlpJvrzEK}sPJpe9uUTT4Ej!r3>oGs0>AEA%E zgi%|akG5bm#vDr|^#Hair>LVHM020Jb2@-}bR4x+BN)yK8gR;w<_#J_0S0N9uPP%HkPvy)wP z#7z@|z^%uoB5&b%=ponLWV}c6pU~R=7czb~1Ex|4{fG*E@dW%uiQ6AL&n#_=1%yAk z$jwWz%cN5`FuGez0p6B|UJqgz^zz4$cc5FMvjqNNIix_*u&}%juo$eHU_pp_gLt>~*w+`2cc40T*bl2Au6tuWRW1 z4SFt{HgwYly*$G&b+bF1W$C^v^S~QNev%?tj5l%C!5m6%Nk8b4Qdl+`Wr^;S16COs zv*csK)@+$6pF=X>GUh@n+q^<_3~mHOyK#$;wmXcu0xdeIj=LOXR(hT+=F1#L3f!P_ zQD3{YZmY&M5l+pQ1Dewh=tIj}~v`~i4xmT^0 zN>kMpxn}GR_qAwB28Ml}H*smFq%Fvrz06I7iqzRe?+4jH$hev#shqci9G2>9YYLWF zjek>pGxZRX@l<}Em;F)*8CG|qYhC?Um!10Jj!?j3lCwC@<~@N;RmLupXRmqY(4#)?yE8SMcF5_M`@qHlh_ znfSN57pgAo_E4%v_IVvq($06I4m}I(v^Q;cHkf{$6~f8wEo8^&d#t!+ZR&%^6AJz{ znJ5D~XhmM&rF}iex%k(t6+29%KlZKH9Qc3&k+>GH-tfTb)JOsIS;A0$tpp1(mb~57 zijNM$70YeF!4Ul{rwxrHH1sDGAOff%+P^;b2SDg&k#Po%V2V8vc}$;$&zb&^^&CNXKmmV}3kH^5|exMthY zw{;8_nsJQgdQwD7ath4^(t8GIW)xh)gZcCJ1+X5v{yaX+sV(pr86D{YTF?PPOv#k5kh<0q9)&X-0w z*oOR2|D+stv6JSArloN#?;5}#PFi1T4*U>OHtXI3CM~n{$KdAV)TGMPkc*2q{>w6SKhI z3-jP=ALSwlR^vAql&iA4MeDF9LS9i4?I3<%@5U9YD56t!d0bgw{;e|I;0Z>bEG&)0 zfA2Y->D)KMy^5w*6U*r9$4$*b+AB%5!L~FORjm zczKN(XTfDa}M$k|8F?6nylN?}0 zsR0(oSB?FP?q4{PHN_*T=4c(NgYOufD^ZjaTDw#lrcj&I>;A`pN)bMMyz4Hh3(stC z()t$*B9U18C(6@*vRWC8&kxuemoU__E3=!#`sRl+Y!ga=e)!Q{&PukmG|R6bA+fW$ zA1+Q^5SQiA$QtWd@T!Ej`gs(w9uzy>tKI&VGh|xo=D(;-S;Pti&mUd`Sa1SRQSYCThegT}7M^~DWdqxOW%|UwFgqzZ2asJxv~Ghcqk7;`!QT-4113TY z-VyYTpz9s#bW&hJ_c@g3KLciG^?)O;fgX#&LxX_?4VS%q?9Sar9X74`gux{YDW+N+7(^heHHPcq}aMNmD4+~sc!>v0rtjO8WoVJPhgtfHD2kKN$ z>^)-(9+;Id2ri-Im;rP&ZGBo7Z^#P->3~+C_ zZ`pR|CfgDp_U22S*mEC105=M~juR!b&q2}BW9py1}50f zM{yiv4<)$Ar0VALnpFK?+;`#+=fL40X(bcQsxS2s&Q=sgcXIV~VzWss#PPu&y4zhs6r) zRX$_-Jt`H-L&cl%T<2LAl2}NN%V;uaT|cw1{v!F=B28N#nlb*dq2Jh4<9;&LzX;_3 zL0M}IY2(CGf?gN3*U5`-b?@n)(}R?R=AOu0#a0vyXtv}j%dXhr*G91SY=iNEF?h^? z;o-(2(*i;DNK1!tlsMuvGwp7{Ydl{|Ht7i+`%$KfEzWG;Y0xdI8GBV|akPXco$aaW ziQMZBMDlcwAxOCi=NNQQs`e_~V$%HYz_o20GJi0%8rKu#tl@dt`c;YFxLU-+6bcw;xkj-uH%UIzWvbSitQAMep0ax?QsY6Gxvn#YH6!f^+KvA|K)c zdf*}u-K84O(Kz-XWpL87J|>^$-~L|{0=IoZI%1vAc`MS^TQoA3I;@XKSzqeF%$_Z# zxn6Xh^d$HwA*q4ebnF!$yZDWgi7^|k4f#@W`cBk8HdGGi{sttH~qAEaT8Mm~S+)IljRKJn+GR+Wdc0nx$n$HLJrYvZ;v75!V9q+p} z+qw_7ZP?ZV98nL3+NZc_SFyObfU3P{@tbjGhXd_Dh`tW1GnwcCQH4IrgH+Hskr*VZ z<*smjI~9R<|0~lvFzV*)b}(BOz>Gg_)q_WZe3D!W*Kg2RICvW4Wv2Gj(9ob>lwm$M zUGAo!pWUTMuQLh=<3Y^UZgBG1T$#i9H7;pBDGw-oK1VZCT%AImECCpku7po-EYaJx zZo~2LN@9*bko$0JsPtM< z#+b-V`b_MOfOly7NZrNe0^E#$tx_qq0qeja{tfV6cPTiWUim+qb}*!yHNxB|y@EK_ zU9XRBm4NqhOPdqvODFb2tT;nGH3FicEq8*i>*a*Go(;$C&odie6TC-|!Rl9~`f7@- z493c?x}HRGLeV&wwO;P31;~9|5d6ozpu-$BH@>#`!vA%Q$U{oL?D8cy1?Z7NfZPie z<13J8S1IC2wY1%uAU9>fj~f*}&9fY=mfpT7(1`Bkc}+6 z8B8})(MA|_3;^Ewx<~^ld4qsW4xL<7hdiE-6{=*IyFbhF$L?WTcabl0C|AETKTuuG zmV$-__Ok6rbD3HXF>>6&D^y@&v`wQ^O3pee9UfRsq7ipYjw?Xuu)2> zwK(&IVQ(I<0d-&uo7{Vh?#W>zi}hCpUq;)rBI8&B6JIOUeNnigd*D1Rg4ZwTv}T9k z?Gwd53`_JC#2SeoVDhalZ|r#)?Q4L4&w=W+L5+oir6U%x)jh9T>?-1G$>UL^w~9rC z>LZ!%?s>$|V#-5`{%?&h4}*e`Tx8)}tTE$rQ>FF{G*vo=lzn_TEEM{ZuOhS|T_`VA zw2T&BlF=pt9o(v!uRR`|fvxXkO~?yzhq*CDQRpM4Ae(ZgB>lm;0*;pvxFz!wEpO_{ z5%j)F&!~KjnUOwG+39pw3xud$n4@CRT#{Q4=wczA&oZ#_M2m;gI}Q$C^}W8!01LL;%8JSWwgY$W|*Lj zFqK@9=PuBcJS{vqPpdC6ax{I!Hw7n~wuS$#!I3z*6g%tiT~@}%v9R?%oR{&a)uDWO zU-4Qko}sN7Jhz`~#%bV^9%cdO=bG{Y0}U|8`dDka0X)CXT5J(dvu_A9w$3zeS7W!0 zF#19dHYUt*nCvRc>`b-8`fsXW*E zRPMEw*;q;HJCZUNdz$b(rPp7n%LjbbCbH=;U4Dp;A|llQ0n(2UWX4_C zR=%VL8;VDE*`QKyRc_i&0&PSkt3%ndRq<6VR51m*KoP%Fm9ZYc#>2YV_q0&7lc-N4 z{CWf`HpR^Jzv!W#+4(l`(GGRZ3ShZ!cw|e%cO+u%IhxrvlT+H*bQDL4+g>uM*D=}y zoDwoN#mAt8+Z;Qd13c{>=+wk})H>Y%@6i75vzW2`Hb~(W&U2%qHP{ph@$nES63~PRerIALP6(Lz_~#&G7LE zns8=sPi)?$NeeY?BLzDDCB$hYmq~n$ZMBl(<<=bFl{-WOzG42;8a3(iJA7G|tS6K? zxThV^ZAC#$!B+9Ci8MFVE{laVX6_vhTIk~wz=nBJVee{)IR50nhkhn|>Zhj@?c~lT zy31}lH^(~cB;J*@7u*M%$p~C(JA%{(9p2mXY z+O|2C=u4dkr|MP24!eb$Ml6V*0sf}WrYP)w`F$)R)GwG5thB9AH*(?Y2{?PRgPdyX zFMJnr0<(P08UaKP4EGZiI*ZjF7ah2tYEfe>)og(A90iK2WcnAsf99jO0&)Z9i;+Vv zbhqU)KhMK=6a9r6l4vw1F}ezA4A(Mq%Ld-GB?-o-Q?kXXnPY6@fhN$-q8(?kmzRyR zHjk^R!~amK<_G8^xH>xNAYIx%fCt15qW?m1hM0^dHpq<0#FH!Ge%c*vSk0{F_GSm> z^CCbO&W?1UU~O)1DI`0puT2Uhzx3-|l0Fj58$@JWFMNeCsfuYK#ilvJ_+qlb4@&f| z5NAlr@#@fo-DsOHa?w2k*0`X7RhZPMZL(%2U>VcnVAjgSad>V6X0!&^qdhUzfI-+M zY!0w48sk*NAvb*yFymk_PO)=|Hf~mSWQRN;dmN+G!mQ(Got|LqaabzF9}wO~^y;&@ zEuNYMzZ}6wAd~1mc&OdS#77Ffsu^`~mwCi3tpTgPqh_^--OC%WvGv^Qfh1f^Q|SgB z%===mLzno|Zi+BA2^hb}^^zO*hM~Sj4=YyaMUtCB^e2)o^C~lCV;nK|n?O*EKedr> zx3x24&{(W8oPU+Yqr{exFM}~V-OQz1hyvzH`^>U3GW45p}d>+9%dli zQ{1RPf2zc(0ei~kzvb|%4AU=SY>if0*D_xVtiMAQ-FWB~dY;U-uOXpV*+_|6ZKjzt z1xD{eU&)L(u=KYi^%{GgD${^E&xR)_Ro_b_F&xj*ct1`dh&sc8ucFim>=vYAxvMB>+l01 z0{+q8R1Gn3y-9w2$(Cs_rY^Nb$@m89(wY`v&Kp^!N@Ie1vEVUTupM4*2~s@B- zyu4n!#>AP@r_%v<{j5aqxrNvp`_f1gvHr?&Jswvc&30}`fCOxm%Gco&1$vfxt?4+8 zX0Z-pusm&_+9N9KPJOfl>u zzGoqgL?1)*(EK|Kv!eT_<)QEyaGo!#?m0W;e9JT{Sg6kGS@#@ba}-QwVMIC8A|iZ3MARv*OuCKJdNK0vVlJQDoXGS}FV2lj6EKZ%1~i;453uDJ&BRg= ztND%k?&z3rRp%ILt+YAA)sq6&iB$^G2_}ERgW(E$0dp=)1d&;h+OFcU<1u0j;arQ8 z?Kx_+Qk7 zPSI=e#j-zIQaJRVGxe%WZGB5~bI^u^;xoV)$}bKS-7Z=&z{LpkF{bX~z;32cjpchy zQl6K>$38Dr7*9xgWr7NIo%ja_5Qs#V& ziq>7oYk~AV>(W-yY`i26+to#iav-SV-+A5?W&nvSQpi@6FuFi9awG>`9#U=*w15jl z*!}F@i)R9l3JUz%Gui06>Tk;qOL(B7nHacMz`gqLHwOVL?q>9WQ43_HcyAKDk8-k^OnJ&;~6IA0z{Ja$+WA*nrcCn z)ZS9ghd6z%(A8=QQr2-81VE0D^-pwrQ?C`3N32Sj*2w`GiKI*=52^$raoc>UB}d|3_Ju#Zb{Q%u-t?nn~GhXr!MCCl~YGL=JOp^9j3Ba z(1*Qa>#WhF`^Qw%dPsA?&RAEG*bZky)Hbfb;_*x)0BvW#dnv z_^sg*0*Ii3T@d0=3#Fap7sBFQ8V|1EgCrf&q&=>RSZadHI4@5V?_)!5m02h_WW_-g z1S1kAV~$k7bHpX;;h{+Iy`n#Q;HJR(0>0P+zb{R^7S-ZS1^ls~QeUi2Cf8*Gnz?-^+w0ps=Kl+GQqd3bJ z|2MGGzSQY5TOzw}C2_B^H<8UBvu$5rlUdZ$hLLs=8sB+zSY+qdwkK757+`CP?$*Cn zhicBp5CP<$17Z!z#g3>?R5%y6GtCg;WrnC#0nE9?$lbzAFD>opNHr&VTkOrb`v$$)9MiU}wmB@&RJ#v{o|=;q)uuDVykpbuljS?~qjl=|5|?;V-Lkp-%r+ zm*JJs?#wa{goRLhJ$HFdf}C4~{S@FGHYsuO_!>yRy$F zKJHc6z32|K1a|iTnqcig0Rz(NCrQE@$Hu*dR5%&jF9Dq4kBJ7mp2%oEOX4_TJ2LjL zS8OniySP*fnIzNc1)@z31O(dDnWAoI=kRfHA_L?LFCO1o#^a0yXllv?OJal-a!NR? zloilduaF9y^WhR8=~LfSA+J^za=JyQH^^AbN753mEaj|;yOwdsa!w7*SbeQioJno?*&L?(GEg0c0mD|Ado4tLfn(po z`JRIZ(5l!i_YcknINhYnHN8-X4~TbgwMB0o?u!2*XeYG}x0>%$W5y;*+$!j8`5YYE z*~!?IdJkD5UN)ya2yRakhR;=f=wc$l4e36%?aKxO> zIIVWpqLM08X-M`h=&(T-6lfrACgy4NpG~p zUD-Xb%H>K*+Eq$;)m6$=D&cgkQo4^p;gir>F{{S-85SJZhAzZ30!=qoeh1fb+{S%; zv@}^+iJ?MY@;9!2Z(BXt%(e#fxJj-Er>>Xv5!bQnu~Cz;gq@}oxE$k|)`P;fhfg(A8~D&k7wUOE?%*z*y4lek zrn9GV89CmlMWZBo$WNgGzfd@ir~ARP?C9%GSU6YDBlXU8gII%5-E_h2># zADHy|9@F_(Dzkh-D4RjY5#eLGC{(aonb0SlB{_D{Ma_@|XXU#GeW{}(F%L`_JgVh3 zK4y7&*72x7f_c_jjKn&aWx+2{zm&p}v&b~QWRQOQjm%-jjq{KMX5H?ydU_X`*w6Wo z3Ww3jufg%yWWLSMwZ3sv$R(~OJ)duf&A9EoQFW(`&>MCF2WDX{nO-;1(#*MA%yE(F z<7ydXr!S)?i>&Rh#C5TjRJk43N9<}mmcS|XqX|Y750Yh#Ppg?(cELNx!%*H?6d1RO zS#=YK9C_n=-O3EEbxKCByI#Q#8kGVoBhtp%(JsV;zCNsF~S`iDBg6A2n0HOBgT>i5|+6))#3OkPgu)JI}4i9VCZ}#pBNz+Z5 zgS_@4x**t;fSRIrI!9=8Y@=bq%jz;aU?>jP>B!_F=QgG_a^n$SoxYUO>Lv zl>IV~D3b_%eZlvM#~nb>s`v_BodPAB-)$# zzme`FA1v}q;B}b0+?oxsM4=2>pvP}oU;9?rF%1Y^la{hP>l8^zk~WOLh4c!5c{HVNjJ%#=%3qEa${>CLFREeabx|l3w7S zjDPqEh5iniD^RES=8dIhO15%lJtL$m#BoE5FU3PPa!!AH$oP{e8#|{z8gf<+DYr23 zGX}!jZ#sfw;u>=Nhxk8b5N2JBB3+BrO4hPk%G)6pfUK{Yd0TV|$CC>syR@7pq(6s|+AOJA@7hsKoE<#5!((ccp- zHOu?D-=g;6acz599Z~}3C7jFm#Z~tF5^WxV&PM?RbU8_QrhmQc?2Vtr&$W$#g&;gGVzn%f;oGdDPb(FGmH8*ugSBKi*; zmoq;4B}|vOBiZp@ELgJKs)PrylS-IeUxE;i}c5%h@IGn_Vngp7F> zdGl?msnolv%-o$o>PRyVf1mAG>vDO9{Y;m znK|)Z7WyeX0cFRn3>sK;343U?71$yeB(Qfn!VO!+2sW3D9YQbv6W<}g0_S@1Z5g&5+*8=?r(-|5*g32ob14%BOV%lhaM62NkEm>U z0aqmJ2L%wiwfJty+mA4yaWcwW{QtOhfs*BXzlHIWdMSWq`;Mpjj>u*&OfW}d`cKEj zqg|1)RF6q(oeU2Ns*5fpAthkBSI$B`L z&-XsX7sJ9Z(!C&lNM)^nvwJ^uDOVd!?cI=41=SL(XEb3_SdIBk7716_*9t0)VbwH> zd05S(Ku=l6U*!m&@UnvkE7zcv$y8Yz@O;`C5@?c9<6ow3w`s+;>-AQ##OkfFuBW5S z{VaWJp-Wq7N^5lEZU86O>uj3J>s4>+YJF6q6B5qH34xFH2Q*~-D9fza^tx*1js|}Pm`?>VU@*~QHk&IPu#Yf@Gbb9+Yx~zfT6WlCMf+xoE zEO{&8d_O)ajzADpKFA;KOfQmvXtBFouzI#<-l;jn?{L#f2S3|6qHW+uZ!J#hhJZJE zx{H4Bvvv|U**>r7Ye?~krrrqDP~UsOCG~E>(B@d5H`9jU*VB@55&3ef(=-jnmOm0` zXc+w<7;Y@%dq{(<5p$MhfJ8mC$E96P-+M8(%QgmfTQ(CZc-^r+khsTmM6G$zI1HN~ zcjJ)_Sfm{E0@h35#`{i&LjoyjP_oi;0eJjIT-GQ3Gh;aLG|b|4xGsmG@RZcq{B)}x zW~TLVYYt}{(TMGIgY=`$<0y^cacV8(6|~<&MaER@-b;9%em8{F+*z!kYoir>eA_nb z&rEG1c@2DHDCjnL7inaBJjIu3>435P)gogQu0Wy1E`?3B8 zn|E`m47W+mdGnl<+2Q+rgU<**jJfEA_ z-RCW-L7{t?S&q_G@mL$g$)yhbCjDwI{~e|Wv}YbF==ex@p!|}{3(0wEUP(IfDG56@ z>~Ee6Y>j{oMK=FHVu0T`xIWTT4SR)c)sIq1OUrCm@6n3U#WO!(CTdw(Vv2qAp&4!% zoD8R{!QsJOGrp~*dd$kD{#Sr8M4R!GTDEPorY%$T&aZyq;%$dcyJ7yi zbyKES&Ud_UvHrrvYY%PT>libC?aC_abQMgIYIhUb1Z#dF)lHvoRq{O+Ub8YYeGI-= zHC`mv)K|TETlH*4Q(3t58S=4l^aBk-AiSY3%W2(=_u-*%9}wEwRn@B>Bk!um=*3lz z)%xnSqa3T&j;b0WxxK5pb6a)kh0GWtKYoIA5?j;RQXT6!iRE`)O4|<}!26w7J@*pw z&Vy;tyo_V6K6eUR>R2#l-WpT|^NMK1bo|boyBc2)5zpld?X$F!D;X)=QpDL@@Tr@p zVolvHnJrC3r4F`Vu#5Rzd*HA#Ab}8ijl?d)5|Lm`Jqb&9v?O#X>yt4%JJu;H@|2R) zrR;;JRc1I1wqq<2q_E3%=SXfLQ9;T{ z$gDa{lOtB&K_OjA>L*z$#GL;0{*VnLAyOOY4R_g5Wov;UVwmxdaE*EN6WL)?h|oFOo9 zGJ<0hoymX=cLa|38nBf`GE?9Ro_h=&Tn#z^1OikS{6tevq3-oshI|?+H_GAZVWUt6 z@U>UgC;nS@Y$pa1+4wT{L7sL`(D6N)*M_bv=op(; zwm3YaiGkK;)f3I*>{CC%IwLb(6BG0OskzkGWb5xE-FG+%t9pei$GQ%QE4gFi7E&PD zeg5TH4P;X}WMWUi9qaYnJ=hqB5n!;lpJB{yejcWg5o*B*N?Qzdmvjw zxd!+q*8UQsV@xrr#I7~q^jiHTJ1i$Uu}k8}z>B~I2f_ea;TNSSBfrZHTRP`zLQ+o^ z+IlJ6RIAr1XNtpwC9$6`fxsZkZCfGnGk69m+(A%$x4j^XZ0}p?&>i5`9dm;l6h~s1fduL0q0G1~J3_Ci0Dk+U8 zE+{eMZ&l95x=!tK)wma~qUb+SJ7 zM#*tLl2jPIU1%O!UL?Js>tItn$-t>FoS+wNL%up|AU)a0Al%i1 zIUf)n@Z9J{hALBeiM66z#zaYH0@+6=!oH@mMVLp)!5V*1;ie`o=M-xd$M=IYD3|!IOk~x5T0y{0W_2Xqp?U{X4p6T z0x}ofD(9xsJiIE+v!0H9ylvSMsOuJ<#=dqo4{iY4U<2s)8^)n5%?xgU`g_9!d`@nG5DIit>sslUK1}ztu?VOENN@Zqz-_ED8`j2DpjDfKM6EjJja12Nu-Kv4(e)gq)6U(UcuYRv$S*q zDQylrJFHcoiBs`pkEu;|@Mk>o1pI|o-d5-HjIOc%NHfx@Ye~LSwSmQdLa?r8fklLAW~O|Z4`h+v zX4+Wi9dK-fg$dqvdfl6>F1@bjO=fd8-)6^B&`CR-GQuw2VXiaW&buLuMf@x&#vydS zA27tH0Vw*}1u*XKPBT{FWQ*N^aI7V>SA@jf7N8PX=#Bvo^Pd_!T`|`O)CM~$<)w_T z3A}|wF9|aRy}?wX$NeSiqgxcS{R&r8GJz+dl$2-u#v(2uC;>C1jZVd3@E4sl!42|L zR(LSv6nArZiHarJfVZ(G8W7(&?~2%kG@2M_x^i9o8Q1qR#7`h+0k5~g$}CYaa%}gY z!C?YfMdC6y^Q(Ner!8wG8h>7Zkq_;Rh`FiQBi%s5wC9PAl1O)eS*e-|_hD)1(S6v+ z*MgqElI_KW4TUBK+c=FGs?_JmTXi9TfJ3{_pI-M@=AErMI;`Q=I{K@t(e4QvSes2wToH{MbPb2~y_6TU ztCY-jWW33wM*Q8ZzXl0Tj}v8@=%h~fGTTNp{V_BjJ?n%00NPUNzK&Nz4Dqrz6PwQL zNg>wf}Mu@A!@;u{T%t=6)p;i1cs2fee(>_RAV)EMdEh!*mQH{ zW~6hIbS2aCxbl$8o4hQ?oAT+Cuusp0$?jyLxg2Asy`btq+Y=1}cuWpd zyBKB8cGcocYBQmJh+Sjsj|@kCfnyb$Kw^*g7%Y<)nS7Zcedd{KRa=pnUh#s0{_0r2 zbPYK#2L+h5XZ^6OQNGeGk>k1iJ6S9y7?PkRO5^9)?9_!`=~Iq5oD3poH2ne5cR$%zA)(Ld@Tl5_@K5vpX<8y~eB0f!ZhWm787>xv3|- zb`8-Dkt>704W{i5e`zXOCw8o8hhq|Ina4bLU(5X#$JwC4EI8<=#ytnVNB8sXS>++2514k5)GIa$x2o)&!YE{bRq3W}O|BwFbPf&F;QN`IC9{zx}OF-{xPqbU*XJrgoo_ zySx#lYgew2pA+l^%D{3g)+JaZP_-rcn$&LFCq}w@dB06QXp1J#R}2dbuL2f~T%>>s zsa&XNZwHVfyCOSu{Y;~@D*X~jVZ*Y675EHptCmx0E#R6_ zhNuYi5~m2(CR64`(}b<%@3Y=$HbY?Zp)93)zBbdgMvLb2L)vzmmkejLj;;E5IHUcQ z(^z7QSRK5zT7|S!1=5&|PA%s96xu7%Xed)P{XVTB+TR|VkjEa<*k~}1%sLbxx6Ax1 zqF!!1sChw`L0o8tKZ;DpO^iNu@~~DIkqSbVtJqi?l2KF`2SY5k3NC|#Ib16NTaXF* zlf$?~F~f6?bCjx00sV28_LyNb1?uc@o+ph9?q)!(XJM9fk~3%XV?OqKW1c-+Dgvn; zwwM7>i0}~qRLmv?6pgwAAQPR&Cy5Bg8^@3mRo~m zN)O{N1@!6EPz@~po=~Xet4zpQLbhd(^i{~{VdMupYWVode|BVa-o$nQogteCT-3rci>mg`&ysihgq;p1OO`Jz{UYzb*U-OIrWut>2c8ovYCW=??`Je z7J|)|1`fW>ScO-nq7OSK;2hj3dDFWjTEf`c(vp_xRcL~(B{$M0yaaVsYP8JzBs$64 z3O-YJwEb1Rx@}+q;2gBZ$ux4e`Kb_9M~1~Mjg<&TVcwv?i8+WuH7Y!OA6|p z8~H+Xk1dn9{%3gA!(zgTxnL?7ptWT>#<1_J;_pxrnkBI~)Uh>Ya5RZ^G}bDdEx0HK z?M8&>FBDZ`3C77nFWlKA!~~N5%viYCO8328gxO}sIhD(wXgc&`D$J_YqLsgJer*B4 z^LZc$%T@7jZTnHH)pqKarRSkQdd1~UVSZtzrl6!5_G89^Lrf+PQCs7feRPr$mH3~f zm;UeS0i(#{<1kd7Wp7!B^(K2)bM?K+8a79lHRmH>U})1H^dNj)yaS(bU}8tF+$9>W z+*~qO{N~yZb7d4~N&D(8lG$#>KX9u;&9a%jbeHgXL2Q=ikN~IlN*->$lGhqh;O#6t1mwm+QWvF-FV%9^-XB25#X=DGTa1*}Aqiph`U$&ywPb7_Yu(*Il zw$EJ$7dEM2+PgfEI2eM5&t z^;^x`yw*0+TP?K@n^64?d}bX!V+c8}#Q}bV<9yhjt<#Vgd8XW8qY_J5aNr780|rxR z3_g#g6~ojcVh*R(78`?tJbj%+Pdl7%(W-P^25sV7q)qf2Pk>$aBfJuIf9w>u3#7z) z-8QCze?keHk7HwS5ZrA^e-ru(xAHPcsLNNfNf2Xwob{nvt(!6Ax-Rh19=NT$*vl@n zBZqn0dUz{vQ}lK__~`bi#8zZyYZA+^z6={KpW9$#I~QwkN%|YNXq|bC1q(@E2%1NXwDr_sqobf)~hO?i`HQr>lR^J|6s8B zwydTxflV+5vmF$_5R^~iUxIxp3}iqD^lqZd1?whEzRDp}b$ut4@9hrEYkiL&@Plyt zDCFHlKmFHRD$heP&5fj>Uj+NNFpdaS{3_V1ClYxK-*3kEU)@ju*`qkI_{ z*w^}d?gaPyzTY3lh+#5w@44r^@AE#z{!wz+R(eWb+If#)SL)Wu4wjC&LuEBo1>>Oj z=f=L3p#rd*lIeEW5bY%+ns`wP4Ah;MdcgFph!syvrxTJn_y2%=^8n?+u64KvjTdPS z8FqG1FO2{!oX1i+&m;;;@{MGy+HTCmI0uvBIWy(*U`s&pn* zqfM!v%01I2IsN9N@YFiuVr7~A=ig@^o=9+JOBo(ANmBNEjA)CC-|I>C`7=^QANzhWJX31F$BeBmo-oWZC`U_`w5zmK8F!CUT^_CaF_AISDTa(zvqzgi0qxmdV_QYdt z3hn1YQ^oWY`c*xFN94>V*msNq({XlF@TvZ@-QN1Bn7E*)A(2B>jgy0B8qs2y;J1AW zL!H>W_FBwoVVCU)1dzKP3KsGjyrrP|5|j)2G%GUA$EOAHX+iWlKf40_P$5xRqNUl! z8c>%oqVCB?V5~0TA^M2fAD2qt1Z9IAD7_+hxhkD+qd}767Sex7FnI+wUbuF3-NYox zCNiv%a8d&IolWw1X|0WqSJ^j`chx8%?MB{Mv?doGKVRH$HIj(a#n+Asa9(_BO6iM2`PK`Rx5}c&E@0E)lNzn|R9W_gajI!7GYuQ+yY(dR zg|3Q}DGq(FH|YXX?XVBo2^Sb&!*p$GTd3zZlzRa??IyZbz;nAfWcJ_tAnJsD&Ss0^ z74OKm#Gc5!u@T}N(2APD=M+S$B#p&B&*&|~h!a}lBk43WQ(J_7!ven6%q`TiX>p(( z&F)%`=z48E!m`%$3aN+FM!uqUev(FB#*GHQpeMg6cJIlTcvRUjSpbuI8K? z^gZ1@U#1xGnA)9mi)aZ=BXI$zV+vhtV~IOauWZTLgQ07*GiXgQe}SErrQvaO`MLdHV3_XE96sUtQprA7~BP(cI3);cduEd z&~T=IQpm(_n)*_qR4CO(TU&d(5Au}K8iyE{eWHx8wa<>@sjw2vVPoV~S_fv`vL+y~ z+DY51Tj3yWc}K6wY3{%NA@p6eJQar){ghokzo+DrobFRzHRxRX7+qJWRuY7cR;M^u z6NlyW*q1`f7uvssetk-X`V6E0h@r>1hXRW%*sdXf)Ps9D{VbFxjG82S`fZ5~!tn%W zA{q-g3)v_01MPWUfhOk_~50JL^7Wt2TmLa=h+iocTn zgT&bd_R?sZ9 zCND`(g5+p2k;0KW!B?_uGo4EqF=p~XIc8SUnByDPpZc(UQsOrDRgv{upOI@~mOALT z!n1PaozNr%+V&6Lj@A@1>3DDa?JSgcyBRy(MK!z{#v8Hm#j8*0&L2^bAY5zF26|v9 zQ6aI3o_#3h&=q1E>g>GPmDDF-IF`w@$T3JFpE-a=Uc1xDun-$eazJgs`XgI0Lf{V0>j%zu0k5~1W%1FA^A6n z<|yoa=WMKIv@nKQCVw>WOU>md2=Hqszz@W=E7<}yEN?W6XS$TcVx;w|%>!8bGYY!5 z*5?V>aF02#zZk$A5%+pXHX=`|BTVxJ;0+zFp;k}Q4KbFLMAD0i)DH^sLawC#Q_tg( z0~6eQio!P0Mx1a-+-#0gFe}ud?N3@@43s>NsOlh$^-yTxaI-2c%o1Jhe&(a#n4{fGBCI+A(2D+`Q#GsscaPVn{t}{ zY_6rs{+d*|T!B@NM^$$W|*f3t14lf+WFXlPR zw+Visn1jWlZ^B|pdo!tJ$p!R~D<`!q*GcxFFEGSI8%*CVS@EbT2#Y2qh3UJbGAlp z=qsYKEL8SSN3}Kg_}GEe31qSQiLY{VgT4i~02HDAa}L={6PWJIbLs!0S=-IZmp6_W z2W;ZQ6#5C_p@A+mFC};AJ(ze$FmXGBc}n{9n&}V-nxnCjF0k$IGL!8ODvQ`Vh~8SF zaF|?gL}3oErEN~CwvWcj`w9N_L@&Ei&GQvDU-7gIRcm{qD0n=E8BavtQR>JjN1cgg zYa1$zq1dsN+J*?~ih8Q-JS}Cvt|Jt+TqjS5?th&wKmify@oOq>%Wp?csTLm=9i>= z?U8Vle5B7@zBG=R0Cu{6F}{XqDb?b|Vxha~yfQ=J!Ir26qhzBb49}J0vYeA z{w$aN4r@_%Q|kIf4oiNGK z<-i)g*0sGF-KG&N?Lsd**-u=QU|(D8Gb8QKNPK}~Sj@a#lRxC*IF~m#`5SilmB&%( zB=iE8w7~;|sf$s$=x=d>M7{U8f8u*Q$owiR zoHT-`n^(#(AJ)ExL+ID6Lfj8aR&e6367#X3IztVxn;(b_yvF_pA_KcHBL6e+&>K%Y zB-`MD^gQx%$nj$~j?CRgz)X^Hhq%4bAxOr6Uzgd3haLf%UC_}vsW4LViUNT|a{z?+ z&dwYszux7(7Ae)3fRgleI$!In2%6n*X8~nDo`+sZ+?OS~Ac%&PCi6@<4K?Jk5sj14GXVH0 zp%tx-lP!qvui7^X+)zOJgMg0f zg72g$(=#hENPf-3XEXVZd=8t73c5UDnrkMv6|F8d=eqglQh~YpcBCyz_)}zVU*=_p z4K_4CKNK#*C_kPFvRHfQZ&|enSPI7~UF9v|$TJK+jO~B%ZHK00F>F@Coh8{~l1n)( zvjE_lt&lfm8=WRqVd+F~E?@yUAD|Ml)f!~B3*Lkw#_uEfCoX3q_pQbw?PgS-!)}1? z3_#gzV$Un=bZB!K|0LT&+oOcbOf#Eqk;@(jK{pX zEfYAEW%&{s%HQ*fE~l;9FRlY8mQUd~v+4MdW8WsZGvUsNJ#GEvo51-(i}*$^E%oy8 zxoiyhl1v`MnNIo`K9o(h{$(He7_;4tBAILZalqV1s{RIB&HhdJ*A%u0@ha|`^I*Ri z_RD6hp+YNcG#d(y(3j4qKw0|}D(D84`bJpH*yMvgN<5ss8QUX{>rm+RVKsB{ea-Y? zlndM0)5HNh(0`I-Hp#}U+Y95k!7-RmZ^2aZYD4mnGKA|_8#xjLK}Fm?>PKdS9RMX6 zI)eF;=!F-oOTK#0)tqz&ta%fr@hmO&xq3ccJCS7IT*Av?syj*9XT7|Mrw14QOGyk- z_at}q@1tO}(Q8SqG)rg=XPx&|!e~@VgQi%ZO@26R?dybb| zhH&kXH$+c?&8i8?S74T$M(kfg8v~8IWpZV7XY)lUC_@1NANj1R1~C$Ek!=q7y75wd zGOk!hv}d#8HxtuIF0T)-{gI}j`>)tWwX4Fxc*kQ-9B+s05)>=&9x|$t+VBe2BbxH5 z z-z+Kxu&+DBvCmloR9$e3XMifzH;0G||u+aB~n^&Kuxf^A5| z+69csVuyeXajuh%Q!9a9{2_a~n~DD|E42Qq8FBnRq8-)7c<1TBsD2 zVS{j7NAfoc%$d$`(7Zb|qw7wlj)O+WaJUJEzqiZsZ(!xYH|AbBY4{tI>|=Lv+qtB6 zGIpKJFR)4Xrg|`soo-EmyP3X%O*G7j3Vmkl&-<%=NTN`tFP!v?OygK!KhD~; zn`s0S28+eAnqV47T==f#qO>6pPZ5uDX^#t{6MBdn^;=SDb*gj?S8W>A+4*OT>M?7d zDdf=%pmUYw68eE5wGf}JvkwtYLcWsmR9R*yXHv15aP8;HUEDwZE}pO7#_fei#jlJ! z%)ZDDVX|}|i34s#2&I^*YylRRS%zTnn>4mZgUDE9amr-2Z@HeuGUSJO8#WPejCQ2& zK`~fl!cHt2Iq5WJmK#XHG>gISrCJ;grn%9P65AxvF8hMgL^K#Q|4w`>Yfi#wFmLmk zhwPR;S{LmaFhs!z>Go;6Se26HA(q_7x+5xuYF3y)2nc=34I^}won9H>q;h$S0#?Tz$ zdv=bP3bTv3%9Pakw=&xlCx1i&XZyaKL80Ikf}KZtsp1EAflFv#DX=LOo1V1-Wv;S8 z_$O}={dq58SkXK%A0CrB3S9Jl!M4iURZe)zXnSGJzL$@IhaBC*3;w|UT9|Cu+u6co z!#+Aw+ODcUOGp4SR*s^N;Ei3=*&91E9O;cUR@|+!-GV+=bQq3U0g%V!jJ`Ic9ck(1 z>s7HI(+fP{x26|ofB;UuM$pMaKl1J9Rb%k{>0EPbYXAE$*)z)W1V0Cxgf2Cp(*BP4 ze905~AxWA#sKeKeMv{F77;&VYZ|FO0{ezE!A$v*#XG`a20XB8$5ccOE+5an(?y#{f z>E7<|?W~0JR1P%l@!TX-gf$oUq?Z$ydIjG}>>%c6@OQhpKv{5h3Mkxe|0)EDj6rm0ALiqvd-#w*^ov$do_dGWS=ENg(2Rq{0d!?!)q zc{)-w8`{@?VCTtx^ZzX{rz6xCxePj$I^G`=zh6 z%kUY3;RM17W3OhZIQ+`aB}l0h-^#_g_Cq8Vkz*%K1Y)?w>f0I=^%W#F z4ym#nU2%UJRm-JlJpbtbTV)8T9icCNsQ>_-XBupFOUG-mQ(itR=uXS-)d~|2^~j7az_Rnr#0Lso%d`%V zPhg}-(jv)-hpo5^Tgc7+?o+1oQNX9~@~L$sy_#AMXtUX5em_t3dtzt6B-&IirPK9& zB-HuTbBa;Eo!b`BG;1JoIZc3jl*4hkHJVB4S9Yop-x#%wKgFg;dkm+hvLk$m>3i7) zSB3t&U$c^=-xi)_PiFEZKBO=!FahKFP{Cg%(#&gExfwR!5&7ma6%VRUKPK{6)b6~N zdV-jZ2Ae8x#86ylcar`Y+~7>OmR?Hw7b3;|Jc0e|xRLl@#o%zsr6is01@O%a2{r;$ zkj;+^c_i@>*`$bsKXy{&(pGfp--!uBcT$pE&>9+0P!FKmzss<3tg@K*=kgjfYteX> z!v2uD2kel{Q3>KHTBbRHk_`5lE4bc5?v#=lmW*}HLgo#)T~(IRJ#6d(RBMf{f~9bB zNK-LoY%>Rt?^7eIcX?hQq$opN3$YzR7A3O-REfW#yVbwDL>#*Yzkh&~p2V+D$~3{P zCN{e3leg+F)J`gQ3qFc4sJO$v#|j%tmV>=BwH2qfxLCpk-1z}flY3kK!EY&|vJ#L2~!rJS__ zkJEG=I?z0UK9AOM&Byu=zlrFxiq=5SI{QWlDquJm2|Z-%=tRz%X>P$D@htoa*K5`u z{3Lg^AsU4_f@0mN;YpuR011C?`=~8oO<$7qbQnFs1Li+moNl8R97B2|R|#e(BXkZ| zw+OzUOA9QUs;;@xW<0dGgq@*89YI?XzDT27Z|i`$@Q)l7Hw;A93wDd(DoO@5 zg63uQyyd_b_B*7jUF;81UrGq7wF4?wUZ?3Xl+~LYG|ZWgW}R1c;s#u+;GGT(a+i{N zrJ8{>WbF#oUw4ICj%*6LTpjWRpxf=pJGWG+U4g&Z7A8|NE;W=~NktTOIlQs#8ePaS zH)OiQSe@qJx47w(WTktY5`34GZZ0PE1V_MvwD#2Ax|X22>8m6)!!r{5&c_Z~M^?bb zV@}#)Q>Ty{2lO;y84M*$lonE!d(?We-f8?*juBF>*J3&&2 ztoe(yJr=?V7yx8BN3V%b1Q9E?hug+UbcYRNU5g|gnysGn1}%9A*!Dqi({U&dm|xXk zg#b{f7(aeY@vENx=6^urF%GrDH8Ou+fmfL)c8-^Bl}7`YSjhM@>>sDhm6L`Qp&;{A zM#vmla;*eAsjqZ8E4|RHKFwY}%``uEg7YLlZ)Yh^_8(FP!-Lisx+)5iaS+a{(u<%0z3I}}l|I1W5$uoMIw0~zng2^5rM+cHv?Mgc-+gz?0 zQu@w|UHT}aLL5$TW5GjS`b?%@WzX5E)C_2-wxRV%I$xLdzlf>UJzju@0ku0Y&;)F9 z88hGYz*b7wJPd;V36ACgE98eX(2a3OWq!jcTP!GTi3ZpF!o0>V2~CfDzDtG~z#v&a z-<9mVb7lLGme0VOpzn!ob@89j2>+MpXBuy|n!l3x4VERqNdAC!)QQ0|)`|}exZn(} z`Q_NxF_7u~!gVZ}O9Z8$r4%nP%lQg?1PtxMw+o~9))a5B|Fn1PBj)<&&(TKHv$%HL z)BTO39E{CIzM>&1ENhJUYJm2&#wXa$ty~%zX5!0OgdPpGvn47kwWJYYht4|fY*e;b zREz{h&+&}eIJzJY$C5qaO*XQ$zy`ABo$daIKkmX+p)Iam7eiZmy zr1_Rh{qL0H#mAE2KLXp2GGMK< ziO$O8UAdmtEwC>$*tevP6omovI91|-oWajEPerGI)}A1FJgcpnTV}X@BqMrkONym1 zYv=lwl%&Ee%>%&~hWAIjx`;WbA&t3wXC$$(4c2shVWZGz;ttk~o&H3r_WsJu1 z{3oOok}*4L=xRKej#MD(Fh@bv2OFk3$=c`49XV*4`3p9-A(QqM5lIIr&X_n-Nm zRnMI5xFu@@Us7TPTlQd$XBap(#KS~zHug~QKZmeFMC~154_=H zT0$QlZJW;c#B?zxzY3wsoul%xS>6IQYi90hyx2iv`Btg z+*3EuedsciiS`GX?y>fTe8UFa(WkW2G-^izO=uh8h0ke`S_2=0Kzpcs(g4?Ggo$L} zD>GaAII>;NCyF>FANulNe z0Pzs%5ctAaz8gC(-hcdMHU;Funb?FWzk5vf;#8JjXVj7Hx%zZ3OWiM@Gy*HH(=05p|)qKUhl*K5%Tr3qbfQc>t?dyOCG(jk92s z-aVr;`6goE2SC{c-_suW{05Tf{w=&7G4W=ofb7GV(LR}8LrIPUCfSw5%1#%Kh4hnx zqAyuuLatp_R)${Fie(4tx|I3{WNo;uBzqwKS#7@aD53GjpP_A?A0B@Xy#HOaRaNrNZue=u%;WfbZetSmQC~ z!vJTnX}Z}+yg`*!f*O$Ej-_yHDH+HZ#%6~WaD5|5`qK>f=P2CMvq{2x!e$s-LQTld zi>zOUEy?~OLxLZ79%Z?3nM^lZ1XQ!6Ef@YJ%f)Eh3=hy0Z~a4BiRUy3(~NFWYI-_^(hT^qSq#>f2>Z~7Z9j8@f9j`P-_7dOgwQsK zjE1Kd|C|D_dud$~U4%0-Rvd4rl1nfDi z`Za=$gyxr&yBRCB#-{SQD|(~xFs@C5)Ia*4_Q4IC7hr#|9AUyFPNOjvF`8wR?6B=K zk6-_UxuFP1d`aAfT90qx{^&%3@c3k3R(iW4u%?=9sBYGg*&5n!qjq7*z|JQ6N-|*D z)PLVU?FA)|!m}EqG@{c8d=FoZM&7E7)MdvHm~)i8^4@ z4TsE1voc~{Z$Dvg?Z6{w4Vq$6a8>X?{Ap%!8$)xSC!G*U`z!Q#$xiP04TqX4&u4PJ zjaq3u=8qMOH8W&i=7-{`5`$x#8J*8Na0xNQODE|~m64|;#`0)gqgGNbh zA%^~K2WnqpQBrfUGRbL@_cYix-b6e?@>h%wqiJ@^I*45SGHtt6e!vu=q8ww$Z74vl zq1^+HaS(8}USey9ZXPV;g_PDF7IYJb-_4_Vd3G#>(Hra!J3>J9!fhE3lUhc&%2uYG z=_TH5=l>wKn)=f|wa?FcTiJe)c}|B5OgR1$hyUoq=`&%;23;;*qpbgePwi%L9@+{0 zS6E;EMm@RJmm+@QfPzsi~m{lVG2WUM|w6aeAP<>}nz^qFIYbFjj%)Vq`O zBQx6I+O!IG3>K)hoOqjn6|)n$0F5Nabty~o8h(iP(MtL@Y64~UIeggEjt)50h00b% z^>esWBv5fL<#ylE_Z*=6aMYqdsXU*7NvapJG%*N z7#Qn+V`2vhFB!c%Eo}3IhT|B8`v6Z2OaBz@y`)m7$?A$Ibo$U~{*A}6Ut7uA*T~>P zj#gUCqH(}A-l?4Z;1Vn3YNMvrnmAVw6$nC}kj%vQ4!Q|) zQ0Rd@wLme=$X^(lT7EciiNe;B!%C8c(sQvsTXAN_@U6y%(5qMHrN=L~8r)9-#a5SzHBpP|YFY0*!o3{E*(E&RkPqM(bY3Pa+hqT^ZL+DKE8Be+ zE{C&h-}0?SdCBsoL&UbpvQOxTMT+*glfnAx12UI4JuUQSgjNT5Hs0}pUl8^ zbQ#=*ZRC7YvPsMDNQ+XF{(8 z*4}QE=q)UMOd>4~W&X3O3T zO`HS>T2|KhyP!wEA* zr8krWy=Fk*>~AW7?%K$lU zZRPnrq5GJz@)0N6yqctCbCnZujn8;8*5vB^JWU(x^v@aV98Kj;Putz(t8L8H-MUm5 z?fEpRUpP%zXwpj#eTbfLx;(lol*b=(j;l3Yoi_DHw|{(>&GgqsY3j@cVza|PHkId0#kW3gH|uO&gc&7+2k9e(Gw@N^E-LaN z@|lklHvR4w1aj209#C3(SOvXKn*`hj)t;0UToe%b{6;0MyiRe!NV~th0pgI zrYFT{eP8tkm(UbsJkRhWj4wY}x{-Jl^k5g{C@;d;kAWl$z%XJ~qvZ)>HqFKRa%D>( z_65<0dG1VP#Xm?@Q;@z8CiupAQb~kUvi0H2v*RFh%|R&5^1uV$62mCs{TCm%=Qbd0 z=jb8S{znf@%pn`i3W7O0FNZDii_e`_)I)}u%U~Bo8zuEYJ{DcYLwu?kG#}=w$9#md zM{%|gJ;vvoV9?!xitL9p{QytZ%K)eL+fLX^5`3aM1CL^0U502AI%JoHrg?uVUg##L zFT4fS^>B7lTLT(wmsvE&qR?8NY!%}%W37%{m2Q}I_Tp%y%QD-mO-YR!6|Bu zrPm8)WIk07iB`lcf{|NA@z*xt;5hWR5PMcK%>B$WAyAUXYd9IC&F58J;2zp@jQ|St zjx;0uXa>k#MYpOa`Jd*WVaP87CdRvGII8>ENw~GZly9?xiyb!hM2-b~TlrT*GiVmA z#^Y`o2S4C|jW!UX$wfyWi-{EcQ}tL=usGrGMj0LN2*d}`zNU)d7SJ>tPqmHA;N%@d zWqH!uskIiewET6J-x{dPC0Xn;ErvMu*6zS_{^p|Yjx~u`*iYR^_P~fGay*3%MPj@q zNeN^yZ{(*OdA2O36MIp{^9l=czCWE6GLVxq_2%A)CDoXXa0t*p398H8I_^U{JHaCG zfeHnd1k^C+nXde31W7Dow&}=&?M%-@CFWN#-}D5Q6XZ#BS1$Xv-#M7W*YglA z)S;$wO*Sg#=3~iK2ceT)%~_A@gofwGZZnVWUwZV=gvr((Sl)l{H+FC09MC)M=7nNj z!_h+}2M4i3F1=Zn=)t_*IK*wH+1G9^?W4fD_K&x2tv@jcfAe-QCZ82(?$Qe)k<;^y z_%sh+t`#F=DZlyS^X|tlfaTL{lGhjT0xkwij(;o7m`OFEvv*NGw_lJChWN(wvDBe1 zT^6wkdL(5ejD}`NR8HcZ9JE#Wt)US#xhZIVD`fT*xBG-y{j+zBN= zR#MIe9lv2KZJG>DY17fi%zsh&W4OgsWno2IJu`p{h3BJx%cWuYtp9J{g2Hwg&Y=PI z+gcEJP4joDW+)D{-i2fqEtoZUKOUCKvWki_9CjRL7xH{7$K@5qr6-7XGWrPD@UeF} z_yQ32-$8}&ZZbWc6(Tj*na$oDw!*B(d+mt-1*h67cK_z3M;`@w$Y!(KvM~H)<&XA9 zzr)IRyR@N9`<+IbM<4x-x?ysGfP={U88x+d_jO-pV`fy3hPUD9W10^M6M}7%W`^KE z2C^q$j-S(pgnRx)?%O!q!D)h22_x_K^?G3b@ipfS9%`B|L)IU=a=6i1pH0h)_(L}S zPBy6E@|WC38fmWiIRKh{6By5Q-n8voWUmOmH+4Y-L3Ewl2&PX zJ;bb?^jY@_LUQte_AKem5h|9A`Ww{Us2Nu!EssK_1L2B=R1Hu6AV`WhL&7l+$F;A+ zwe9LX0`v8O!!BfgiVZ3}K|gGDLf9TLDU642b)T^JB+atHB#Z#cSrZGxT`O7E#nvYc zWWIGsZfBq%xnKFYuV4nKzs1+ecs7!)91}BEfml3365AEluDh=zHcFN%geU$N!T>(u znLbjsl7@a{>{F^qHb-yjROvM0w-Vy9(Y#_7!}B#?=|YM35v^iuKCv;XxIpHk7=0n8 z0ZokFEU1{I*OUqz6ZMLED;pFs*E5g^u~N-BpzJ-ykYFHA$k3~;0*c$(8`D(16FzCI z%cxD}L1PbnjPxZ;-ajL00Ea6WU4@D)d3b*>`0pHI$=0DNKcw(0j0%i~na0-G5U>Rz z1`Nx*v1I-kxL7RNc9PgYRGT32ood?zyH+Uy z;0;FG(I8iNE|WW$(kTxyYWjpR?Fymw$o@q=a)qOr;Quo8A8aM@*Wh8(F7ivv3*CIP z4Ekez#Du@sP}!Nr#W1+0l7x~EGM_T@9J0&^+QL0B8U%D5x>O7@+b)vK?nKWT8R9ZV zw_6(mo5Raj11jWzy4X9iWGa+TgeA~Nyp${_;SH!3GY-p&o$>ETc}Di1_KeK*d`)x0 zQ@BX8PrlKKkETQ!`>RXuVMDASIbQ2=UO^TUW4K#i!-{!;ba*7tgD(0oA%w2cy~wAR zq!b(Vx=z?y5toNlix5B=to5S0Vsm8$0&mTtq}w6JqcSG)NB-oc1L2Eg7^0iMmbCth zfKFx6%_l0&kki6T`9m29`2=TGfoT?8>8`~?7w>&a0y@fWwk-^p2|V@HA+@f$XWCilIkQ!m21|LJAp z-Jr+lZ;`~`b%P-^4%O$EYPE?U8^-FO?vF&8b-J8gZaF9hAuu#m)xFr~EtzMh5=sr+ z&uYzCIGf)@vJM9onbpyWjO5YXU;4AXAn~P90sLQ4s?1o^vbofK!)6O`otZ|qhgiAU zZkh_~XWo*%25Zpr1Mx1)ruG|GuqizG=#HZH;-fb;EyG`I#gNWo;Q?KZ+-!s9IApn- z-k^5_T(?|QJnnCp8Hl062sSO7+}hN>w6x+LQtzaM1pdVz5{+$#p+j1_IhyE2l0ERv zWONl933&E%I~8d112+DNq;Hia-lC`{8E-o+=)9Q=OU; zf^EcBxRkJ3i|b!9ly(K-laGc8L*f5wlmnfN8SyZ)7x1Gj;ab#7;v)Iz<)DD zkMOO!Lf5V&Ptgqy=@&{Z{(^&=?AX91KXYvqxVZclk9d{n3k@EuKy728kC+}+oaF#; z-=K{^ZNcUB~YfzCr6snsU8mxn&v0Z}zfB(`#eh2^cTDWusCNhNB7k zwVNKdQAMmJ8k%m2iQY_~ z)_?79m}KPvzo8@jZhUz$Uy{b_Z$U|dORso{=)KvwG@U{!HUpXTR zL+yw;6DMG>=d~<`X6(Z3^6H-WNYOk!u%sE0(3yP70jz)eh zOw==tq8WLVp|ZCJi&T}onz6>M6}HCjOJn&eJ>cDyfP|$KBgxiq?AlEJiG#PQM#pdI zY_H63@gmQ1zQTS`%+6KjQ2I@o5kdLBn9_=Ov5lukF_1=C`e{x#$`MQReQAy)XR$|# zp49R?LpuCD5td-i|4$kq*mx16y42lCYr6?x9GMK$bz4DAAkkxCL8Wz}FqAzDV;g*I zbdHivd1f~uy<;kkHEjh~kvf%BD1fFAaSs#!&hrIdV(_$%ew{_H=&t9jKy~>=#2AvC zO7;&COVz+?dt=BM`Yn~_ijl4 z&61RP0wnz^R6yZFIr<F{_uAC}Y3%uWGnfW~ljI#%4+%u)DF zpEKrgcwRxZq1;4C9oiBwuj=+gdPuUz_2JE?$)@Uf_|X5kIVv4}+s zX!x+$9NE~Lm(e|UFz&&&;TDp;Yj91hBit5WuJH+Q2pKSxYH-&iq3UgdQq^h;k#f=Q zfkbOmWAV_PITp!va$cc%_ERokW1nZU=X7Z+%^w6Sgx$pb6}#yy|B~Hg`YZ8W)>*r$ zrWYdyGe6ca(HX{10Zoi3o2(&F%#dq-R#Ti9H@iuxC;zy5V*0&YgK3|>m)k2|k!>re zx#8uViIP}@>KHMyafZh5{?Bz=@BeCT;Qjwcx%}mwr{4ZI(xy{LduTa3_4d1yW<0U@ zMO3jO22R{i z$v&*jb`eScAr^7+ei_k_#XOy9Va4$aY0ohKf@fHT{TKQt7GJ5QoEo5-K9M4ID=5Ln znZwN-8UyVX!g-rDc^WA@AU)D@<>?@vK-*biLw|_kc^i_O#GH)b`$#*RsgFRs%Jiqy zO675?!Yfa@nOX;;f^H@W;;+1^98h~^9Qs-)6PtS{ejTTQYg^Q-+!WJi9w zwu(*1g&dwshyZ5`ZSvm<>AmV+obJn7tATkT|t8v;*~Szus_OtBnXp9wTxbLU;9&A_AC& z2Y~IKrqC|t>59r9p+bj!@Sng(G?8A=gH$tivvQK5+=t7DH7>GB?^wxVm1U9ixDps> z$e)(^v#w@XH-#e+4~a|co>-8i?_Izyysb@4dc;nL^~7E<3)#3f7{ z2kVnGxq@HGtP5G+#{v!39HAtOCp?Xoo=u@~o|2=66=T9MyLuL~=6*={1D9r$iHp6@lz5+n~ ztUfH-vjT1yjD3$jq>K_hlS?Zsp<)pfaBz%C^Wh*2w(%CL*$4&mv#3;6P=nNwH)>?T z71L2i{Fs{_%(5Vl3%NRq*jF41fj0QwMpx}%s1W)PV*i;3CBn_#+EeFfxvgMsy=QuX zt-ALtn_*kvWgQ+V-%b}L$YU?VsAmMNfXp^jV5=BT@>Kh2G5p6!VpZ@hAftMbucE+K zJ{nM;3sOYVe&Y3Ulu;1)uD31d0I_aO=Zho_hRq*F02Y%wDFK$<&NnC}kV(>NDo0z} zA~vE8p9rc*Z=HQ3NM69fi_6z%NHERhBi+;cN-Ijzh<7q|n_zEn4Z@r=wu({oh-}QO z5dCLsj@*=?ru#fGW`1w{0^y&4f2QKw{=aCB^aMt=pLpRMB4gqPKqjwZS#RuJ#WsYI zY5-(dgDvtLk2k*6LH(lD(prG!p36e1<{A^QQSWo2+G1(@x#)&gnX~`6>!D%>dX#3) zSiLD73TtS3C4m2bb`n?l*eyc2(WPIiq=*$jxK=9qb_IOlNbqM+o|Qq`CQ_M@7Vz|) zy4QcEgiq4IU%>hsU(*9}La-t55c==PGahN1vMEWE$1Zod#8=1${txg81z&YiPH_Dp zE!TSBj&u8vsW#9^bM55dY;c;spY*YKmdfW{- zf<_Ux1!hZ@-5aH5~ zv_z=m?3*nYcw9Gl@rwpUzB1h#tkE*e3>0meSsxl=t4+ESw=qXPDVtN>E0~tg{fhy* zyCOJ@TC_7^TeRS=4El#wi2}btqu;3V)#;td6qSJx6(FdnINEMc<-;B9pBYfRvJDIY zT2plj5d-*P-k9EhkKK`>!T{y=H<{A^qTP`*uO2V{qWF6{-CZcQy9EtCAw!dtEUGLX z#iVr@(!0PhD zauKYq&foH?Eok&W|BVjEki>yZ`iNn%_@_)BP;RFpoBHooHno_~(?32kl-F@KjO{yq z-VSuL$IrW>(Okqm=3-8E)N0JOgy-6^?UeL&nS8(Lc#x~D1Ua^}gxL93>c@(friw;P zSQc`#sS<6)L6cs~+k;jVHy``+;FfZ$EqK&MS0dJ%ODQI@1f_iaAm02lR5KE6#Zi^{ z{VSc0v5D)|!^v?Qno-!WM%Q~`YdMmCJ`L z0L3)glcI=q42450-q-WqKZE;*!@N6sH!H6TwcpE&A=qWKq(9s3$cL`01t%GpgePQ|x0`qK^~bvqm>mJwoCWH@2TcMpj5Cd*{X zVnxUIdPAP3f-$y4u@5?kbPDkO%dvdh@;1fL+2KO9Op>8jbd|;h*^D3#`9DWiP7RQ6LOF&L2@~kTaiol<~1t zJZar{nw-2^^r1by?-SJkfAyqDiXyRwFwYKv_1e-@xdt1aOwJAD>;b$@<)FOIB6%iN z#+oWo;msxeVoKA0Albf}#$iFPfpnZ9bOvh;{@k}>jCz(eOey)DmI1aw19c9uA%I7J zqFv}xPDvi-amY~3`&bPwes3p)@#`3kq3p&+7`szqDn92Za^$aXd|GA5CI7DukoXqE zfF;@M12+cO8b!^BL52|<1S&PmhHB0KIbU3=YCx-_55CfSc6NrQ)%p{Od9KhbiLKIiUF1EF-x)xRh6+7xr*Rrk!v8=lG zvb(P9`@IwVz59ONKSWI8r>;Red4gOnL#f^iX&Z<`>>`VQsL@x9o|nM+TjLI#MnFc(%Nom?{>ipicLLn$TeJ3i z=?SEF^kQb%1662mDeXW{U*ZfTyZesmg==Dmne--ON8o(-GOI4z=9H9iuynZboks|ADq+2f+c| zIZ(yvOanxj1lOKsqE6@cn87i}R2ZNq=_0)v=yc*t!*)i7aFV_w?{r*+V{dEU{9t{| z#jBT^e3g*4>hzSUPZg}$!=K~?mf#%Gj4}ii_9!||;40YAKvw)G!<8Nsc3TDGEyR}_ z>+$?mvrOkh9!Sg;1!YZVX-Fqdch1!^JliS#iu1Kd z!}(e{1f6uDR^L+xf}zjrZ){|Afu^@w@S7&ORF_6+c=+@*dLJRrBz1e~6vghJN|RB8 z8lZL31HYY}Fs6x<@@zV9qmkY5s1});jG{W(Z)g%kl8+h2$nB6gNMDg}scn4=cav|q z-0HJ1Jfg{xQYur7^GEb@P)a8m^rlX`l-YQEoq4iday90*pUKrI*LwS{o57-X4G1yV zzFqIZ-EpDRT3ARkbGCTdouR_zFcp80Y=bc89l<|jT06&}N^9j-EWJX$fc4;<74~S)hWN2!AH`~ag*d47-4!1vs6)6kX5SudIF!UTf-1X zn2XqH#fo{BbmLsC+}5uM zNy)&#%Lq5yFd>s#v#a{Y4mkb!Rjz}DM%~VUOYfM1d1;w#mnp-LVL5FiNf)N$zsEbZ z-QTANmV8{Gzv)$fA&c?pDy|w%>$gdDfM44a8OHO&CW2^@L(+WDkm141Fp^0Ut%!bq zAe}zP+#r_MmH0HouOHR{00K5?Q91#69G&V;bg40%@v(CX2Nz|UU|x<2QDs&QW*V^z zEU=gOSU^hOX8}pyo*(Pl*a1iMry?lfG>{y=AfMgzO_=>D7vz2HX_w)2cT(3xQlN1n zt!Q*}KvsJ|?{3=7=q;!bUQyZUKJ_BsN%&6bJowqI?QZh0-)d10^IBb`!a>3Rb^0IK z=)rnnXC#M6l5;#>+arc(Z1JJ~`r#vF?{I8OKyK6CgDqQ-MI0zC+rv@wc zc3p*Q;zulfOQ*gQWnv5sM{Kh${Yke@r&8%|9(CM=6K96{v%nUTKeVOhqe*hN(O*5z zHs>+z68E-txlr6|EZ~$=eF}8>uUp$Lv^k_bNjO(5c9Ss$XXPzEZal};u+Ym`u;~tI z(4P$q4@sr~TAWdulF7f7Q^RrR$c||*-RP{FR_??TtJevNI*@POw&}w_zzHi*|5jnF zy{?((9occ6B>mgNVw{$nRjb#5F&1b*Rk61F7kN~PGltDNvZKivCSwR}J;oV!l^rh6 z?l!#orF0_tuXUFtscy@wO=x%`??cM=Ns*zIaLMx1kHsZ-%4 zMt&(8>0mTyN|{35&C8DLC|Se-mtg*h9rA*pF+sWms|Vu@S5AM9sDO6^Qas)<%E5<7 z59!TP6mJk^Oi0OVjkb(6D2O5MGtxL`jPo1{-!adl-+MtaUzF%$gWhE`U6}39l5`NJ z5RS9dQS+8LFVJEfu!-I+y50GZ%zj4dC3!Ajc-=2u&&~DeGCkz+w;?NUx`z#R<(Q?( z+BT=y>En5A>)vJR!!VEdO41&MdBme?xq3{Z{pvUJiS?Dh5#UhM=uU%yqM&QDiH^eM z^%G+mBree&#ROstNV}AtbX$Rx9Rl13Poe_HTBk~|9~`bkPFSNdYq+9H)nqw}G45WW z7bQt~GL`ppm;zzvSyG;(3KUek-6WxS{3=!c0{$ybedPnH)7|-`rvlWBsUABXk;h?I zo)71E9_%Wi?Y|+-AMgeYi+kD*rx zvB|f$r>_Noxl3~PrXO&<655>Bl>6nc{F0tnH@JEL2g}pplz+*Z?ruaHw8f$ky$+^! zF=s}S^NXoIMJRGO)rsc5o-w`MW4^&073M2cSYP=CvJ|-XDNGPQCH74_Nb@j@}ddT9yR&xg>sQ z21{-45{$1x-|@l0VP<+mpz)&s+vKy}$A0HLw|b5i%h+a z<%;Xcx|$hzu4|c?qL#@%~O$Upcp{y&G{GJ+S%nlUKsI^oGV(`)Fo%(&_8H#`X8Y zK(Y`L^N_SvNY6^;=((=r!X`Q9-~OAQ#nv!C0CzkaQpNl531S)ulL=cn1GmY0m7vQ= z`3|`GcW}l5jQ2G&?6bdSG?K)bh!3K6;e(V?F_s7W@d>IG`7C-az@qz zB=Y9A&+yc>Y=WBB`8l7>H3|4~8V2t=e^>ICq!rNLW&R571lsBX_{$o7sQW2hz-&o? z+Q&~Mq_16{Ehc694s5W!3y1>lJtc6^@vnj8!sJ^zLSmrwA&qU*txttC57XVC)IG+*P z*)?vI4y}sNYpBaP>?YY|;a7pUI!-@ccj1_RXQiCqKkYh)CWXrvjwxRm`BqN>oc&X# z^{+1PPZ?t$-F{v_xaafJ=Q;h;in6E@HrWlK)`e51K^S)m$*(zIOQpEq4%)ts?l$bc zEfZb+!{uRjZr0W@$Tv7n+0k>aUpPNRHwT)5)t}(3?agAZNHs3;a9NH}0`xYC4bI@) z;bu`X>{$CG$+(Hrlhl}+EG@_esEP1_HN&#$1!lMBNexVY zg^|pavjs-ZRnrdMTfQd{X?vFCF?fDBc)Ue?mg~59TzYT0iTSSs8(avogL``=^yT_?Y@*s{q)acVs*M`0ARA zo|0a{Uk32cSp2ilDUzLmp6gtg=$4Ve*u$B8w6G=uXg!y-!_*-?upeT$j^0~*aJcO|UQ2_uGL5H(+RG*O0Lc-e zMe^E(h$h65&`HN202z|i0+pS;(G>5#LoTc9 z-oyl^e1PQmpEVlHD>Ng?D0oE0PBCNbQksE{;R+f~-!i3-B8iO{sSVAS6IA6+G1FWE z#oh#fLI|+&sie^du#tDi+U0J;F{T`y<;MF(U1}pZC|DIj1c4d2tFs!;WuxGLN&ab1 zadPwxE~gB~a#9uqgC*SCQW1b@p^Fheajs=8rlb>Bs0%{1-gTCGl^qCB^mZy^YbL|CcS?04dve z#vc=ejHxpbckrrV6WINw6fMx>sX(Jaiwa~yKvcgP=ex}|{)+RDQ<$s>a z(1-ldn(1n(-`9A*?k|D5V|tLzRPwspbETJIdxsCr?Q~JRGyOHRG_BF3i?D(a)q6Xg z4aW;?Q>_j@How>o-{Vf~!t3YoDxlEq`N3$s)WNB9gMp}zT%C=^((U+@OmpPzDf|@m z^d{5pd(<57EG#Y3Td+rfyxsyw954dk(~plGTR6~pQ4{lOSc}kFokDyogtOT%wbp}!V}WQ$`s<^R(O#+J&w#S1+!IVSD5A4mv5DV&eI-# zzEGZ$Q2SU@WGjDm-;9uaP&_`a~VeDP_)k4!Q{}w!qLpCMEa>XjS{3e(oU{`Q!^&HO3 zaJXm}iJut%lodF${uHis#ya;)W#~x2=d@6>zAWtGk3IfaDTlcf1!KjUzvFKlA{loQ zPy(e=BjjcsUoqsF!E`*n4&#HZ;>NWdYt{}?2aYMj@l}mpCdm&6LZSq(Lj7Jc!J|Cy zVZ#IlX5eFi{0^#?*F2dNu%y8-E#lT&vO>4Y97c)Als$`6@_o7SVYZbxP*bVnkWMe>wUEX8j0w;1Pc`RJYMNy zmY_!L1&1O7F)vzXMva4<n-@xIuI!R|~O#^9zJkj1Bk#PKV`taGzbkdGOg1)051P$6n9) zEo$)hq%4!gpgP>?eL<@)!j@DV)9Ic7&gq%Vjuq-pOnrHJC>AJmZmr8m$s_?$D`kyk#OTJ04p^PG`qASsY>V zdq|A%SAZCc(h|2mH6#C{n2EAYXvaWtKtzBm$^N{;eop!gtMC!g?Q zyT#Ftr#&l})x9vlx0A=q&=S!?QI4`>ARz8$SX-TK*E6aNOUH7g)6!tuY2Lxz#K744 zyI6k5<_C3Jj3%Xb1k%A0&QU6iwcVtl{)33;G~~AQuUo6?r?`?rQbe-g?tU9Vg>DeKHC-AJs2;1>1J}x8f&>&y?Dcv~MnA(D{|3pQ*y`nu z#J^#5BBO_K5TcI1Gf)NFE$1nnUX=VB4|!Q$n87mit(@6F)eT5YlD9CSykN@JW=4`-589_-54yR2Sqbl%D?jZ8;E%_ zoQ~)^^h`POv{lW(P|4;e7!$k*Jc_fst93D6-8bHjOg(n>3@qpOafu3|C3EG!sIzqIt&mH#t6?c7WIi89_u+)m}lrOFm`GVzbtGW zVf7AtE#; zC*^vV1?Xw6U70HOYWCyGU=Pdj_ozBd)<9oC~%Y=Zv;1UIh6^PK^fZo;{`))YZ z1lSMh6f@>HPQCMuC}QFb&zEj02Xql|q&+M3j_C z=@A$trjoOUiNXC9ppM;@Yt08|>;$RGjatQQ;eaWoU^q%6OPoC_Kadf1Y9ZIaoyRLwSK(f3UvMWw!h?kIn~HoW@4w z(n#U`k6Pu9}r~>4S+BEt% z+wq$p$04MqO8h{Ml+6RN0*g=A+4wv&*%e}8M*qoVr#0#g zyU&k(N&YOuEr8;&uEIP@C*CM%n`6hT{d}zNo>Hgow+x+CAv?B;9T@y+9Ozro1*yED zi*qRldJ-0O@^K`ex+K3kAA0)37*^={wcRB-(zEbGAnOnu$L{iquWgsn)_aOY^Ei96 zNIZ{P%w@D)qw7h=; zIC~Dr-x{F8rh);{v!V(uA3L!E1xPEVzUMRf=FA?jA38R7cb#uQ;)@nX4oklT++F0U zVg9yOA3WycBegLAgNWVEY-e8(5t&^#Fjh|DdO?aWZT+kC0m`%9AuecH>4fpGVvK#S z+U9IZy1^^;;vgCWNH;MYgJ0oYsPQ;2PNzS?Wh#sIDYf{hs*6VOB5>(6dMQ5;dxFF}LRz z4R0R0nB)!R$3Mc3*jI8HKD@tr&%n?CW$fk{%!vO{$=a|i~f&~4i+!yWw zU3Q~doq*{9BbNv}LVnaG!X9UrcY|(4BOh8e6b<82S{GB5O9=lfgOkw}a-P$BlA@e# zCEqV{t4P#UU9m*56Dv^n4iRL~9Ux9bfLie)KMN;(N+b9p&6wM@5#BhLx^P5FwfzcA z*_GXpBclC8MVD^ZV8Pa}HeNo?v&OU=?ZajY#`8RMxkt1p2b|iWc@J9hf#fYv&$*d} zZcqM^RnXaawE;gTJkNL;w`jeLf8a{UQ^Ik#&FlGCu0&^;Q0+}=ezr;p#Q!NvKN-Q+ zs}R|UJ?J5uKdUm$Jl&l^yF<4LtfV`Bojo3`{YeVj&1JCm%hUvl(Jq(oa|Ur(zs4l> zV_O=qw|C=KRImD9w+vbX1Bhr zSv#0781+kv@Uqt=+9lIE>18bXAX@peMhR1Y));vU`{x>scxV{|Vk{`6}UPS0CbWvY#iZ}KI6o+s$(4{IE|B>|_@$b`k*3o-lB3u);{h<;K+dlfRZFU3{$DG6^NF?rlpZIo6%p5 zU^I{MT1gltAeNvera*Mn-SrxYB6?yBl%i;hQm5xEna*%qVuTDJU_3MiDGWXm6{MBZ z+2|5equz2@2wV%FlSjc55)fNi~3H+Ww|d3(QB-*sD5_DAH7UF$}MtbZK$8Q9wDGMW}VF*Vn@63R_#^ z;k${yEW_XvEMT?=nc5{UrhQG$GWdGL`Ws?HTQ&>~j|yq5f}(s8-e$ugNkq0iA%z0Y zK?%0Y_X&IHc!6{pc5*u0bYX1)wq^{V!fuI;W-*`UJb+D zc7xqy`Zsk+`~jb0X(+{tDWk*-A0@rnS&5nW%6%jkYjip&q2MdH?g`ksiw3YZzLau` z%alB)?*mw`T6L+s&_xo1Kk5J*(UJIALRbX(O*H{L(S{K^mAGw@I${uZpnI8gmOu@%#yIHUoOe&eq$`go*2+M~JebW^>wL6EJqAKa9Ql(=avjSc=U9lh8 z`#7qw?2jM(y&rP6-`|5J3y`ySKJ@+pzSQV2E1nHbeWx& z!OjHINb^vyT1RAf>z+^Yr;4KyH$-+ucbaKueW2j>7Sd- z4BUVr6)@0V@BmIi$Qzg5r%R_DJ?C0f4r^m;Fvve!_s0)-=n&DDN+^1z!FIvne`W*{Ey!EE-=Y%+D@a|^`h!R-w_#HVLFw3Rzkl5IPTFH6e!AYfIU8Y(o(GNP6LrEAaTpu0$ zqS_p-g;%aEls7?O6RAOi{Kts&?+CkEvOZ!Htlvun>tV;?3O&fIkJ)gXRq|HH`jlzP zKculM8~-V#dxtZ1mr$N&+NHv(Ei9M4$jlS|lVHyalY!{jwjE2C#f^D%xmW20Ya)V8 z2mC{4k2D@dqOSMiE#nCcPBKu$Uzi-m&Ps!}+x3We*2=f#e#-DnR+VdbWYRUM|Pb<|HR7M zJ7O#Ht6d(*m|S%ho)E!8hPj@U3!vgAu`ml~LXL@Z;k1!uFFn?DzA8OAk}3+9rPM4% zX?FXfEVNVbqQcw`6u@Bj!z1V~Hnh?H;qR(^iEEkqc(MQj0o%1qUF#1xHkDO2IadYv z4~AWLAg5x?$t6eA^Tw=r#N=TLuIwbc`|RN;U0-JyUW0{N%>daHjBEPLSYYOdJXwyL z_!_51S(I_ii|!dk6{a#?TAUh6UN&5QhqG6-UMxy?-1BvIwW}T|%!U;e;yHJQ!6RMM zabpg9Bukv-l{V<~g;}4{2|QlRwyJayhzDFr$9^4cZ47AV@%-`{ne;lB3OuHMBzrS`SrOhtahu?!ybhh%`VMx0H=_uKE6UA+ z<|xhXk9IXJm$3}aHCl(>`%?-JD;%y!sHbt?>T)!=;^wICTOUVw>(%6XoV+SeUlU9A z_L<{Rx;zV7*;2VDI%FEQ+82l~m2Kw&a)vh@R@{^W*OO`viT{!E+B-D4zB3B!EG{kT z$Ib_>f&`bUXQU_GU24c{EZVx9fN#FV1HD^QlVyFS>m1d-5udEWCtC^-pqG?jOY#9A zzg#Qm?S7sq`wbWfmmxXfb2Z;_9%R}v?#T74741D9nfD$qV@rwN=KfU%ol)Ni4I=hC zFRf~HeR7X+epxvQ|@+KAf#&2-AtVMvpnzhb+80OdtsJ5_I{T)wo z$RKwkF%&~f>sv|XAW?lO8TqH`BM=TpAd4ukQ!Oy`rppWirn+y^4E&0>L2Z}?^a6PH zUrD=#iBCwol||;?%3!B@8}rY5oq~xM0`#tq0j2aDZ0Ie1t~T5$y3a#{+V*0%gN5X5 zs>n-rbj=7zR{;IHf~j8Hx`O2)Y0M1NU%{jUB%g0lmJGlrhdoKYtxSg+WGkD1Im-5p z^?gVin$`b|2eI!;jp|MkH=)rSrTR-Mf=V%s!-4dck>8PcLT^qrfW1zLewC}?Bi$3% z_qy|Yuc+2!6mD%d2aM~=PUqY~fh}0|`qF5~#M#)zFBA6E`(p-(HY_iLG z1*OJd@-fpgnWKECdO}Q#i^$SA$W+0UCUfdPQ7h1H^vEe9ZsKtnVoz3U_8wP5ZxuHr z1|-)}ba48K;N)TFq;oXuK8lFfd_yw^xI%aLlP(Id0Zxx*ptVqFk@k zq55kF{PLyy#mWo#;A&|^>!V;M|74+1_gq8R#-*<8sWcj)O-60pT%=-UC|EBQ;FM_-$C z8(WX(5{!=F^MJGOBrg>jpn)6h?6~CPC)DFYyl2S2XE5E(kHxb5^m*Wt1dM!PD?6ds z4;jT`>{FnR#Z0HOG?VfxKrQN-(+#`d#QF=t(siOa}*^6wJa{T0SOTU-+eWcYhzw#ty)Hg6|AI!9$B>8qlis{w}L$=%6!d99gz)Mi> zFbNUujchc&U!ncW)AL{XNHmw@n95r0T-GQ zTG|^8^_E=FBGzy6NyuSHECB0V+Hl-itu@S98chwb8Yx))icBm0c2sf+VB=I4gwe0) zOL^6F4xnO=rQr>w)nYKdWMx{g@k1{?O?K_!41PFQ%5_76eUnK#N+XH;1w~T(}!83m4zGG06InuBQy~^#n(*l%fyLd?V=&5+ngS?Pw z!@v&0DnHd<^Mr z6+b!P+!V@piVkJbAzyWOyx1wrtpx7*F5^lT$Uy5u;?+$5#=0bE9~<+{g%s%UkEnBP zP1<_WLcR0kgQ=NC)2LB3@n~atn!WyZJ=6;%Zw2>FpxJKAaZm>)B*nOPDia5SEm7nc z4Q$?1zz||~Jr@sVlK>Qv%eblhK&+P0Yuri`nzWhJx6-UnxU79DB29yzEik>w3bb9L z6n;$zlOq;jVD|i|urG<{qXB0??z7kaUg0NmX_`)-W~=WjEg-~H_E*m2wAtHxT-Xwj z*io|vQ>yisdBh?~pTk2%Icix9rfp`k69sF(>)hwubc78mQXDP+%d=k@1-M8l&)Zg(3pccH*>b3%dc4Wm7R1{8pM8hTJQIof4MHCG}yR=S1ho);T&Cow9eeh&W+Q_XaijbH?}SR!~#qagq$zj0t$%QA zy%|oXJip6MaOxVWVF)#pue`u@ne8edoLE9}UR)QK#Gs?*e`+iCt=- z=R0}=6WP8F_cX)v_7mq@tY+6&G2Zbz2Aim}P&MFryVE@Wy!9$)yT!H()pzlLe5XYMTnnO%B!aEUv{~?Nx=6*q1t?}ao4XMrh(Ciz7J5uTKCA2(k*fUy zP)4SbRP@>FPqKNH@H+$G!hLSyC0vzogV07SIKrF!lhrBl%Zq1 zu2xf)??a}%!6H-MVEIr67@?WZF?Kdk9>aQ+9A!I`koDQiA`5!iL|V(vyck#C1t;AX zJXbWj#Zauo>G~Eha6F$zbPhc4J+sY$&FvWcF`mSA1_T$Z8hGljI?OvbEES57aqsj{ zpL@=9#`>oiqQo3*U1C;*;N1#tjS^6?lN7T|1dR=I27kZAOq2P)O>NZRb4$$e1!;|| zy;c(hwiW#q^H>7c(t?YbOl)r&zshSzXQ$C%WT`njDed=aNcKUf)qXFJbi(n~4beQx zjY)gC4j#fiVQU}r3K;uuV0P0PUi{0_1hejNkI)l{c7~PeAz zn?|9;>)e910CU945O9FZ2d@tYL(W;*Bf8pv(5;~661U)twSJPOyeJ2ZQ#dUp$dFwS z^j&WKGz5aa!;R4E?{L~axMP`_=3nK+Aex)Yz>V1%u;#&<=I&*nG@lzh3mUJui^Mnk z%5iS|!Dhp_`d5hLWqxZI<@$92c0-^pMM=e;u%Bt;_yHVX4w{obSIqyf^y@KKL@|h$ zNSvyue!u!2(=1^n0bzc~YEcaCpQmic^xn-HiS5r6d0wkmf?x8eE+^RoYUNKdf0bp# z$^=5wSx`d53BKVbw+$UrR6crc@dP)_S=J@sAtA5W9*^9@7P57 zaUpF7Gh32=V(Xo*X%$ZCaN_@9{I9~;N7lbs9)AQ&=-;eNS>!Q~GVMMQS@MK3L5?0x z-Jr)0DQtAuvp)hpCy%9-W2o^Juf)=?N<;K3f}HA8%1mp7*q22}JMGEVf5{JRJ4aZZ zMCyg27USB!0y&z}L#~;V4RxnfgQnCBi@`fjHuIBB5f0bLogV8+q<4*ytT{|oHs)j5 zC~tEsP9z>vTyXgj#ahU+l=HZ@oM~tCNd4J-0y1T3jvhGqAnS2i5db_+lB8WZv}9Nr zDwLVI&0Y&I{e-WW4p@G9p^yb_tRXRCZ0@aCO))_A5#*Qr=~`k=~A^;uIXoyQrk zp`^E$8TWxU$7XajmHy73B~JG7J4ySDTPOP_@>9Snmk(ezfe{P%80e$g{bkX%#80Ey z{BRGx(h557k=&brIYCO~LgYsg+K`LjoG)F^ajK#!=sH_%zi6P-w{-WQmg?@==YvF9 zV!t;m*t9T~NqQ{}FGY)?4Pcmw@a?ATG!sSs*~A>Ih%{~krb+!v`2y_Iv|QXzl*Gok zYq@?uQ8Qz|j>Igx4#bJxwd{Lum3vXQ(zpEoUe)nAT@xa~zUXY)#$RrqbTD6kO-~~BdLR<%fDd~g6j_CX! zod1&(JjM|41SnU1pIh@Jxn*c4yG_|OL}9?GzeWWvo$Tp5-OgCwV{?gVx3kE++gYX4 z3H<9@iXN}VW)3OC=L>cNtLX&QF$ zt_1@%={});DWm1%@Ry9N6uiRs5264sxJ$Z+!DAJhh~sR%Qg#dVHY~2Ti`n(hCG zRO4WP11z2D$&Df`WH%gOO|y>ZUfJsnB2|>~NoklR$nQY_SMOvdc~mVcOf$66eO=d^ zo=WCUD4StCQXd=#3#y%@u4M7!W&KNDdW|tZWyLNC&fSJ;b2W`}LT?H_iw{OufsW=m z5TL&a3G=mM$Rvgt?ZX_n1HFXC`7xeVh6vRxgUW)oQ)r86KDC|ED9*Pr>j12$oDVT| zMb8eCkvfh2RdCp}g24;)5QxtO#8zs23t3Nrpuu&m9*+iR@4zz*d+2bop5a;P&a+8$ zhQ47=HM7nqp`PgHyLIU;Qr9tH-_|P-ms}jOopbzD#n_j&9J1s~ELtbvQteL8V$PVo z7{6eWv|Z0zvR1KKm-N3j174pLGQo*T^o}R%7fGs5sQ^Zsn7MVt*IU{{x^b$|lC~0A zY%3FaB_~}ec$(J>s)8a&NhPvHG~*IO6uToB&sdTd%j~)=?=NtY6%3qkvh8q};?e#k z(dQNtPDd-j_VpeK{)UM^+Uk66o-0f6jw}eX*068CBGm&A_eP>;k#Oslg9?9HXUP`s z%a?;Nks0Oqa%3eg76i@- z%=eS94zgOylE`~L9JyzNIlgi}4Yv+6!80UO8B`|I$HGdJc1WwZ22YL`y_M_-Mut?- zejPi=%a(Vn`O2osoR%$7JRDH~dXIanP!M*6jJ7Q)@45_n9I;|>0f2dzb7~B(yo+gv za~yQq5#El&6VVE7(WN#HtL26UKD22?ZK~_&Ab3zosHjstuwk^b4sE! zvu_+65jFFS8oYAx8o%1+8C(=KhwE8(8Mr3@2>1uL;oHf}W!9o0u^F3PYhgMLzu$V< zQ=Cbqwr3N`69aB>jezcn0TkDlg;K?J7zy$I*&57%vYUs%kQjQ%vxT_A1YgF!^Rez;+lmj^5Wm12dHgvgI45E z2O|c2`7k048zN9Iv_YrU42?5)L}s9_zJg198z~3Lx6+~y zF^JEjJE2i%A9%+GWOzDYA($UT<8wTA0`4sxt!8=B%t%)nOy4J*pTH}SEhRFo--)73 zXA80C@~vygh?fk38e3Frg2Ak-MZ`Rvtn-of{*F*Goy&Z8X?)*}k_-dv2_V+J~_R(x_OS537Qb?YHUdld-3lq$eP9iDf$AJ047;SvIylvKbj>HegZPT#?dy|K$QbZXtM7W3 zA&M>o$2XYveZ%&;k~4U`z;@Cbfus4{U5Mw4dcr(rC#pN!+FlYlY2T?v5a9$MJE?egD47CvJT{oU&~`&x)*=N;IjyM9_xA_uzBg; z%km~JikB2**MTkQI5Ti=5vw3`8g2jT$}@Yuy7H{m(};HEfi;GKbePzbVVJCyy>#!G zf8Jq+nzfe4*$Uc2H4e5yOw4ie(^&CCt z<|C&UPg%>Po0xkcgN^Ory6>Ia3zjK*$u+S_C1uFY*cYlqNBG@v#J9Jxnxc-<*b?Si zM2s&0O6ATm&PI$jwjr0pj+kpGb6hL1ttI~0J)-Q$j^fv8MAVr`;?AJ9nlet06eu4u z=>nv*kSHwS$z0#Na9MjZ$i7xweM)jPZ^1i*kIWy)EGO?CKb^&I*$9&B!dM@`u*uT< zaPxoyWJpyP?fizDjZ#+e0aID1SO?4*(kWEeGXOfr)#7_5Z+WkH`r^xP%-H|+mJihz zzuG$NAN#+$c|_r#;#=O+YOJj{{q)2)TUV!V_onsVR(rv;`ftW2Gxpq6d+)bBn?5bR zY`{3D{)WrT>BaD=qw3yx^o0`-zF|}yJa^c28=gD!i%~aRHtdEwp1!56=Y8w0deJoe zl3NayF1ty;HRG8ZZndh1hu$w|uLqu4P?M2$;NzK})x36)o^yVf_L}#iv~Sb@p8Z1B z?{W@jzLWh$#s!%#qp0ICQ_ZPg@!{g1ukr3?QWf9$9TJ?&r1;y@{qZbTwLV zu!te3!*&aZYz$4oY-0iKal-YLV__&THhu8&He-pjgX?{R_F7y{^H3&xkjh|~37TFL zgk`raW<)E20xe~18KdP)IhjpGTd)I#4y(cmT~fl*n!1R=vSlUnG`i-6>^!!^wQF{r z6I<#1UeM40nL_*H($t32UVP3SJ$-KS=3i*%{@qM?jK}>U-z1MW4qWT zGZBJ?DQIu>R600zR@WNDtFIl~5Np4MwbTI%NsL{`vJ>yJ6)wAH@DFRv5*w4t?n*Wn z)wL&`BEi1Fuhzn++j@WtFC+uM=TmXV_Hka#JhyTQeO5KoZ{@aA%h*h2-OP*i)0lQ6 zjB)Tiz5-KR|85XH~hLtM?%yo!qYv{f~y1E+oD&|IZ zKhH!2*BW)G02Y^^)89jTD@Ii~_*T55UnT01uE*lSJ%)E+*I@anSO%9W$N6ay`JZwh z{II->mljoEq(20~*xt)Y;i{;m_Qk2VOb|V|nwv6v=f>pyl72q%2;*-lD%jNZS-I24i+hw_h!8#{V zvW~uCSVvK(^3Y%*l8zKfv%I6?)nwnG%|*hYYj0FgS6 zitCPScS!+9wwLZBX>iy&vmkkMEmj|Ffv_8oW71Y`RWf-sKGfFOWF~LK8eRy0gb%rN z9$W0V?61{~Dzu*CEsvKW@BoLJPE=|9#QH#aa5a(ZI}&jEi^ryG#;aU=RYVrQD$2zU z&JGE>S`J4a@LRi$pqlz>5^)OTHo6xhXmT;vHBuA8=*t!3WR8xN47N>?QtpDdOBpVfLeW ze;eqju4648I8EfmIuttb>>eL#?)aSso{LfJOoVNVIFZP>+eEevE4$ z3TvBQA(B*8jY~f&hF_pGh`s+C5>fWB8tOSqrCrju(r*rwSl9q8@wqwO$7nKq3+t7{ zi5;EDQt4fx>;?GHtpgUnXaB~H<_@{)>@%Hl_9Y!oG+pZ~tvBe7t7sKxHsJp0h#G9=5I0@twiVVM(G5L^Gh93l8xrv1QB(rW|UU?CA zZZtukFwgm9{Y9IIjr-{Nb zN3Pf`#=i8}CXtn9NbJCtBUhkiLh>ta(-29nykc9)sbU)T{q-W`Jj}w4gIl|>C-^t4 zu_{5q)0n=Q$<~oq@aZJb zSmDJv5!OM@2H^E8*yXsWp<4HTn~xW8HNI_<$V~@!gb}mb2QT9C^YX}O*K;!5L{@;m z-zS54>(2jk6uMJhnliNQ?Lj zITP&H@BizMG)OYZ+QfBfA*kfRP_g7v*oN0JVqDxFLF9G9HvyJ{kffWLd*%Hbowuulv#g+>a^Ub(i7yghKM?} zLwEtG%+T;552lgThFz$1r+L0XC{DjmM88|B%pN92lM_0-#oQ>#hLMyKs{qaq)Yq@= zs^}#C4+9J+Ddy^PHbNz~c15gtMW@aINDMOVOK~%1nOdByO+xt3!K!aOW@7_Ou~kDTW~vZak-Zt@Lv-9vqKf%c{bq z>uU0_=M4S@m*#RmanLy+42`vKwWOG4D(Vi-|4wNID)cMxZ$Ud3-_O(!Byd^_5?p8J zJ;81b6&5wE%nAJ7v>YHT$*~9d`CWyT6&}4kc zzj0x}S9;kLw~4@6)eHu9=>D(vDg^@5+M}WxizjLcbtXuZFm)@2x~TUoMQc~K;+w0b z4Z?@a-p06j39((OR_%2q~%P@&|jxkiA-$ zVT@?;*!uXM^nYZHdb z#Mvm9{G!IOlg=%khlTNyVn3Q+DO?Y~L?D~;B!8XHuRrswaA!kbKcZ6kNgCLh;r6Ze zf)t#RPE}3q>(_7g@h7}b0e%k0x_}R0mwXW_sb92b;BDTjZiID5G~DBMzAl<2u?*wZ zbn3v^vMp9xPRhJucXi3-j`)(J6~QUfib+gFI#RXuOm+h9G`NgMBPCiJG=Y>QpxB z%I|wg!stJdH<$39m{P<>C)3w>W{$l+V-tj*-7DH0?LpLSX{Xz47x-fK$nh(-XXMG~ zh|_GV@_vD=78=5(zB~Mu_nG9*HJ(s#N-*U9z!aDcbZ+soAhSz(F!{n7RD0}o9~;dE zG~nJgeotu`mI^sg-+*+A4YbF>4Wz?EH)Xn=o!9&6UA3UOIbo^W)8W~sRTtqRKApvf zay{P!W!E@U3C+nhEATy3qns2E>h;Yl+E5iv1+)j6P(1c#`fZXDkV1GXVJh&ECCVmJ zksBFF%FDVKk?E{C1I{}@4}n#8bRmok$??tOgKRhrUfU4_BP7U<_|#Rw>bM)JI4P31 zti|Xjqp`)dpQO?1F0c54yP!aLnVj03 zAYI|#ctgo^)_Dfa=7)3BUSbA1P?m&RyMtx zMGvQqf(X1)SbIeMBP_o@Ha_3Kre%=%Wb#kzJmY+e@Gcd4jdyj7 z4{7R);r7P5^^4%bnj*0Kh+U)^JAIhY*w4`j`#vQ=hl$Q&bnB30v==y?^)nw?Wz9H zhz+#0Cz5T2WrH6t{z^E%Dg+ixuc2&n0FBjkQR zfLj}|A?&lSH%VmTiOy8LYtDVt*-AoCjiMy)LHy6G0lImJOljBTgN1Wq}j%tz_a)N?J5 zpL(1w<1eGNz!DC_7zo9|R=8h8BbJag$4u01_&GtZ(|DSNOdLKR^Cou|?fB0#h~91* zb<2bYY!A13oBL#FNRy8W8{N}%ENzch*n;&*=ft)I-UbQ?AB~L0FCl*D7coC7qgijO z{0X)n2HL3qq{mR~B~`hf*=cO5wwa8X3N?w;!MRs~n!t(u$S!eEsls$ zC?MY!Vm`wLP|xt1A1n1Kukw#+BC7EUT9Y_+-~TDnqop9P!Xkj!Zf?EB`OT!RRrxZa zvC95acUg)y5TrSif32jfHU94|@;hFaGH#pzXV}y5THPp^02B7R6n)P5O7MhDD4!H? znjRuP7`1F;LQKJcx&3^8>;Kl;OMF@>n<@uqo4JL7)<3wjaxSM%qBps+AAz`{A`)x4 zOYwJ)Wb77pg0;aA79DFhEVa-vx1#GV$58NRLDl+68^`k^X?=o91$6={qyJPPShMlO zlRCSfw8f-;E(+o$V~HBlR`*YidM{_R1d@KCG&5}$Z9v?q1oYNEVXL=jSjLP`Bsd#w zMNO-SEhJVbtK;tI5_eR|M^p|l=QX7;+I)mC3+31^b{++M66vH;R{h%uK^|J!D0z;_y1?B;ir>NKB$%E@*S_s`v zbDGBAXIatHXcWG1C^Ng&fcvC6MXK;|PHslo9$$qo5xzgE>^gd&r@d9y#CS5@XE_$- zRVGlwLsnslo2`7soj|t;?rPF(4y$I(*H6%2H_%fc`95HFEBuvQHtVm z07|2e0;*4UrgwVy8FH3i0bKMloKC8?l?qDSeacO;%AJqeFC70&sltzsK9NodSMS0A z1&HxHp*qD=Aai4E9|B_a$$&7jd8PWM#`3u@m+O@t$Xe(MCf?&T78|ZR1V%fp4_o$h zUa#Iy_H6$1_`%CWmNz|kkuX;&Svy1C(BhD{Tu#$zn0L_Y3~ZixBG_;Od1LxwNfmSx z-^=5{yaOrq#0|svzyp$-f@idr*mh-6PX)TzcEf4>+S;@R={{0lSV*DDLSmh;B#}zP z9iG}$;B2{J&7#rRG+z`OB9M#)(S*bh0<+zqX$uW?jP7&DujEE&hiH)F z!DBO+4RQku9X&|eHBRV^Yn(iND%rnrtZ_Hn<_O|LyppA-WMf{^_FG2Ee%-p0;XmC9 zvGE?SeHZg44=3Qvv%RuW>J;%0C$sr3MrW$Vub4UqvKB_4=uXQuCfv}vM=!bywgsQ=N$f^UOH2t%=!ZA*jy{$ zOP{1GwT9!qs@Vg)j`o^qR2T+M^t$KGaY!nrr_67ZKPfm>db*~-MR$ z4s#`N2(^3w+;(tC7wZ1@3lo7oF+dLe1hj*>-!tTf0jhy*2&z)7*GO%;S)1`g26~gS zC;;9fm?L$-`8rxJGsRZbgge3aX{~8o5-E0XHQn~IYYpYz|6mI%GM1vkZeRa9aukt~ z75xKn1WdX7lkfwf3jRxac>?QOxA>(Q!u9bsC)oX%O-GH|RC>ve!3qo}ik;$U{9!6+ ziZ5q?=U*Vopq$l*Xnt6FUJoL1A*)3J-_?E4Vt401)o&%&i$gRP&y*I{@U}`X2uE_V z#sTE4ajM$kpz%AVe(Y4Z5w|X3in|CE{XKLQt`n+L_=i0oRM%(02oX%MeZ;DGHCAU} z3-G^E*$%i7kY+JG0=kj`5H@AZJC+I@%P*e^_4)$Iv9mq)^#v)RvCm_Jd6YyqF@Dc9nUgnS7NcKOuNB@@7PagUq3wr%PkDFVI4G?-E0jNUzfup9m*{hm@ zuTE!&1ejflF$Q7gyUZHA<@kF+f9&7@f6LO)RXEzBk{lSjE0?~(pc>JG;du9KDrqZ$&D95( zqWjoY+0>myz$h!z=q{zI2?ttprZX+1iNq9D%Vq2p(&q)Y{eq^9Nynst4upfM5GdR@g70x7* zl1=(qG!dr@S_K&W)nXlXblo|SLW=fm4!e#WNr2n0Go68&fJ?%72&wf-|AN(YNMzZ zbztuYN^S4bNJ)8lacxO?v0L(X_6DrI$gxXqMy{i?a06Y9$2`?KxwCkoTc1!a>TN?n zIIK%UsC$p^-n0~I!pk|I#6=}##eXGE=;3&>c8eznDMPYl3;K`~{O}%kT`zvQqWWSt z70&7pM24-wxATFqS7B{54B%ynfHq%5|(S8Rx$>O=lb{|5wkmR9$J z0PC`N3IlMVjRijQciN6|K&s{|DOVoA%|h&)dpL2>ElNj}3u^ml2i_XJEN9e!1Y}Z4 zXZJ9YvBqxG#aKseNaXVB@G6KsD(0uA^s2tUIpucWEgAneFs+@{x-;D+?n`tC1`^;U zNC)zsc7&46XD4&wzucVudzRXl6WEyD27FHmZo?AXf=0MEKSC!7M>Yhw$1c8D-o0r+y9iF$ zvpoKVzokHUHyRV{-npV8fgp+k1<|o|x>C7$X=E4v1<&d;j8_tB)YKMvxB8`xiy#9x z?!fQ3u($|6!gVby(!&Rf<DflZM(546yIhL+LB=|7wGHZsRUBvgSk!v5{hvj9h z4J(e@0{#ismM(TA+%;HSYq7ZUG#aESZ;|-Qv*(w^)zsQ8#AAZbXLx~yur_4uUS{}N zL7DraQh{!uLre~LyJJ)9>=p(yhc_9`1xb*xYnjMmHk>t!4&QMj2}|qiNH?5U=Kk@Lc?-n%$^Y zOCamhgmS`=8yO(O(#6qk(3bI^`!}?94vZqzf?dgLFbHwWNF7G{-&M9v$IN29D&P!D zm+>aec1Nltu1LmDd~2n%7ktMrkW(M0dxfD!PL}Jcq4F9lCDbsU!D7ja7ShgwILY zxAvAc8!%aHj;Nz>?EF)?62B-W{atPxNpa{{FHrZV+-X~|%}2YE#*lWP*O(3$#=4U# za^ZUMw1i=WeHDc41RGLu7fZf(F@{hHO{>+-5lU^DdzMt)Zb0%34vuguGhn(Qay_-p zD}aYi7DwDUFnz(?r!8KH0w!16fc-V)Pw>43PjbhdqS6Mv8n{(FS7WchRQFAT{l()% z4-2ZHG1%@aWB_jasvhlVO3j?Yvc~}|Z<%EQ$1H_{^&F~d2F&!mY^d2RS^%U!+BKWR zBif#sXe3&@JKAI6R}?&7f#I2S`*;Oh>GwLgsE#cAXzWIJF8jS4mr3;#2%Mgo?Y5+R0kIp>ck zw1QV2zOMA2EKsBqJIT867imup`HEYqJ_VoPV%hBC7;he?0=LuhINPrdigdkhZo+E8 zsU7Xg(8$oJo5isLaV~bBOV%x%t>sl?z^&<6sTzQt*K1+m7?_qc!v+>JvPO)3NU&IR z9b(6$=R$mLDYH}7-IdAg%OE^(I!=fUxS1FjuZkAfT8H3&R$|;SsG5#vC2Q}JA85J{0`HK22 zpYCTf=ZBkOXV69&g)5y$rlu$K3RZCV4#OT7b!Q$C>*uC}lBPF#{U z$l!1GrZ@0HVQwtP)Ok4%<8->+?;am0+T6hH( zWZmzlX?N0aga|ptABfFR?618(*5DMZEs;>cH7ac*<2qd=J+QAb79*$SF}oZk`X4we z6c{@24k5lI<&fewN1tRAB4aP{)3o_1JbJIsi654xRxPd3&4vg;S1i;6Hfu|xFW@0X z#$Ci*KSb>1Y5WC~ddQq()~rM2_i-BbgG5{GRuO7{!3Po7bU|>Rd@ef>|Bi!gv3Z!Z zG=o#?hrlnmzj>dRSMqV72tb+d7VE)Y9^i#+J8oQRS`~lC=fvjw`FP>1&7wf>(+Ck& z2d{|UW~obvft~r0RRL1T2V^g{gtKn4Sw6KV`dj1$3?q9NadC|4*D?04&#bf%n44AF zq4GUKA5GKnbWB~M>!&;Fg?_7$r3?!nvgmB8=nA)GVvqAcRADd={W^X1JUlU7YofnX3Z&F~yI#AdD9`IYc zm^0;k+xRpPs{J%j4kU*@4rDH}si3Z5i^ynP6{uR!)e~(ns;VKyyIv3?y9Z(GnF(3& zH3R&yAAIyvu&ATuLzZeQAO$Y%V|)L*r{Hr{fV~AywFe!=r_xCw(3vUw+y^s5XFQmh z>T~bQw8rh_=yMeTrAQ_?Ta53=;KXE3!P5tpl4ut6eMa(vD*&c9_pL!4xTZE#feNP7 zsd3%j?gGbIYZ90^<9#Mmz^nCnjtWSg*li3RKSED(;~r-0g1loFpWxJ8!%tXG@lzDL zX{UIW{p`xhl7+z`>l<(3beR&D1-e`5R$x#bMOxw2eu#q30AXRQcZ2M$n(&BS&bQ0q zV@eG2y(hf=4v}53ll4z=7t<6OnZ{&{Mu7)!^M_c_JgG6#vdZ~PIA|; zJw?-I=UUK5|3=uebMr08Z?1tn`fI~1qj*D~lnZnU;X6Cm*7(RAw+Z&`h4v;gdrr-M zx0C0?T=7$O(%O!#=65=6&Q;#wDh{6w3PgWuzIzU_4{~sJmgdqmgT5A}l8@(h;!nzu zYUwKQoVJ6fhXM`ro3*|QSbc5qv37)(A0NcG<50Dnj%>987o;_dA28VeuoHySyFJB1(2-j1hKDFnRRHDX0 zZ_o@X1J1l>a>`r49u8GQ2;~0VDr`bR(9kFnK)een&wUNda7F!4*vkZ3|6&N--Vz?~ z8b&v&p2Li08ABt{OPTi)mKZd0^{<$J{>Ho->F)Lzg^C?!DX%+2o1@#5k!w4~sTy&I z&gN7Em9>28o9G?azFjM521 z%V2a(>Dh;<2MrAvb2B}I{kJtUztL7nr02X zO0sPSVC-Th*ItPk#_xwt!i_9u6Yx4C*eIAZoWnWU&GafRQmS3TG}VoL1?`HKx>WmlA`=`V z;~s7|TNQHuy^H@KZebux!<`V-%7TuReRDYv#s?B%0$9cRkHhB~HP`6|nwJC?fW6B9dc7^r*t}$|s zCY#g@L>8=~9hl_C@yNt0Hz}d@=Tk1*W&oI}YXXi``Lv?^fz6k*^qM9Zwdeu}K6}Dp z_rvLH`7~W@R@GZb+a}xOJJlP1X_L!9wFT*8{wTca=%B%Wj^BuWR zdxf3vq|mZ;!Wz3>H;0qR=MyE?b=^+SkhFM7{|xb#01(#X^E>efHo2)G*HY|j?gW+g zp<3pO_5fwMzrn^gj$>x*p;zS3jV~R&CY}1y?KeqVkQ#Trfe>Lb{{$HtUZfH{(_1Iv z6ErPLN5i7r!Gi1;pM$q5*;i%gAhEWH8Ksf$;Yhx6Cq0;VYxMy%%XM`Eulu|2w zV{}QUD|9pws*)(eqgKw`G!H)uVAKGRm+qhdO{aDuNI<|u zM305+d83?U=@bD;?ZifH#iNW z-OXjssz<>d0(YiA11Hk)cUZzN4)V*?f>_IhjPh`E^Da+qtldHF%{<+aaCaEKO1~zN z{CmRdV8!$NbG9 zh4vF)DdgB`;S0?Cg29yDeoI<0apNzH&NgWosc;tCkR$%2TNWP$#_$zBZ#p+d!jq}i ztTdBEqs3FtvieogwF|mp=(F}YgJS1bW+V^p@(iq>uPC*?sy-AwPdZ(l(4=&=t@m;^ zz^TP&ZrM0ova&onx?}-73=r0a85O=Xm&!YrEI3CFfure|MLKyPDeBh{L7(RHCyTD} zR1DbfH&Gye5Ez%jCGZpfqS>FKVtzhAfAJ;PT;mxUKtQe68wzj6u^Z^CLbFD!;%o=nY^+@G+zOAWgIRLyYa#2xrMQ@363YG)+0d^j6w16C%= zh56(b7C)o#-gHd(=!^UzMeVJ|7>S?SM`Uq=sa`W?iIQZ1mR6z~{roW(qerL z(6Z4A#Gxtugh3%uiQnQX;x{w<8qz(OfMayru{OtM=LD+cQ1lDwCip9+rEv%|m3lb? zy*80K6y+3zkKF0{GD8^(8rYLO2X%|y&B_t2Qfp-)rZTu9NH>8Tid5D(V9z}QpxLJx zVyJ>VqRiDeb>dh#w^NNodiH10D2}7pg9Ug+uDzBc5^Mn7htMI97faybA+{% zVT~ymyx4A6yM*z?r+*5&dwKFd#nh<<88-mkGr4!_RQ=t(m73Uytj)p0>j3O=6Mm$QQO+D8m!Sq6r&zCKeq%EdQmv3(WLw$4?|R)wAzz;Ch^ zrsO+~kWBB(Oi%RO!!Wa>7d^Fzk&Shal^%Ly()72}?D-~)aIKN&jI7BS>B~2NB`RrWTsF5HwA5!+;~T$wN{vA=f>YkUnb{PO&zah)8BIF(`@=c z6gm(MVHs+RG85Wn(n>9RQRV<}d+ni?HSTe4UPJ>MA^}M42jsXlM45v|R>SBYK-soD zJV2KR2X(Yh)-d;gS}NMU%z&#(wnHIvWP9%%vU1%fR*P~Gb4OL|@YBc~gj|-R*!T=W z8`g=0LpeiS=&e{6Yim!~%3c>phv3`ipEe z-hEYld$>7scthL7oGFO=i9UqMg!G%Z$S<;eHPW8t~TFPSsf&iBN?o4ZAf8uwn z`DxQ=&Q=Zd*(@}72|ST}tQNo0Us*Wo73eei$E?yWadL)&2~+()ecNY9CYm(L?C?~f z)$N%Opko9`e2f<8$Qz1ty$VTP9g)6aGQDaLX+^rTd^#b};+jZwxm4MQ{=}_ux8`6O&|C2QW9BMm zzs;x`r%Ur1*M1k$|H-8Ol}SrQ7x{Tb1>$`cLw``_T9<>z!`PWw#^b8_5wl{H?S6s_ zwH#30Ycl8#pY@MR05VSH%OcTK4Vq)!FE3z9dJ+dX{TsX!`AdgeH$%!p<#^@YAb679 z&be7f)XLcfQqZj86qQCY?)jEdM9Nz7t|L0ZpZ@RiW{RGyz0n&?e94OHf!DW7f2DHN zul3Q*-mc2BamBc2pA)Y}k~S{Y*JMv6&+%#NqFv1~31gI1R1_Z*;1%_>-a*x}N4ias ziC)tb=%V0U6Kn230!t_8&Ul>_idM^PR6w+xV{Uv4Av6Be2q`g!Z90X{&znyAV+vgl zB;fy><9x@fSK@yM22H(?PQAnU-JGVWFoJt2Wfy;n0dpIN{{q>oKm#f} zjo6n=e9qLU!fpY2RW0ak<-Y%-2J9fEM94J^{RW7wLO+06_~C?=ReTxA|VR zsb>lfV%I&y=_WEZz^D$4;I1KL4}gpBkXZ*;6!rHRErpbX1|? zWOb7LZ!iLf3T-qdxvuaJE)ZlG_Ex6Nkckp6GTK1ujUcsU2|m@JC&X1QNF4~s?Pxnd zd)&ctj*yT>$LJexH~0^_`mwPxHScrh0c?cBhNgT@n|>JyKgHA>Wfabi$89=~oLRpW z6&Q7Y@6YHM#p!OU#I_9v$CW}ITIN1vRJk?1%}QWD8WB(lBQYGeFYqeVFY#wJswK}e zWW2($V_+IlCg#^lrtyo~uz16KLSvL7{XH6(jPHcEts>z2e}tygpdC0ZKo=4J(eyl` zs_#Q)P2xqg9oj3 zbjvi2uVF@>b{7`rq`pxl73X}DQsZ6;o;wm{|V8$q8`v`GWU*G)R#5&e>^mtu?G?L%9Hqo`%!M)r{ih*T(iHY zAn>*u(gL1~$(iyeVO*aUs=Gd|TyH>jW14#-^V4>yG!s)g)-^Pj#0?Z=1)Ysk9jyFq zHh-A=OV2i{K+I~tHO*gEX=IuP4bub-=@*e_q)3^}{KE2~1wU^JZvFNg8z%?RcCQj!MZdeVi1N{NRiJd~a%s>mMBt;FEJ@e_>SlrHvpY=ae?XPMZ_OvY|9M^7h+2749-XH?UwV@Kr+@9y?v38w~bgZWsDmT;Anh z<|co*4Q#A$cnX<2r6@>YXvLI*1O*x;p?aNW{GpD{l^Gs||Lw7}C@JRED$qaTs@hAYihupUH=Iw0xbx;c>f7 zGPd1gTQ4N`QLg$hsI(||)7WJSdrU=f#v1+bj1KU&41Sc<)8JQYt50ysgwrBzaAC|| zf!vnMZ0$IpGqC5sX6&886RL2z>#Ol5nTou30?GMb_AtE z@`H(!^GI4jPusf$TmmTsBXwm&D5H2}-k^B0{kL#EP`2SG-Wr$>rgT$uM79^j_0>#i z3#!2ZHX^0{B>}P2Ej3!McUw^BiKIcsb zO3v<8@r7f2R{%Ab!{!07iC>6hkCWs9o4k&@lj1eSbQW06Twe_h?Uzi&?>+(x^*0JH z3I-zcISnRo$_w4*t269ut|>X3N)aQ?3*3_bQK7UI>vGE7+3s*NH+)bikCHOcW_@|u zrELG~M)U-;AQ^8B{~`Yth~(rfCxT+!4Ym{)WlTsfDxcl3>dN7Kt-cs5!%S4eFLa0| zKFVwAx5I=V!2(M^1KUoSH7u{%bZ;;P7)-S4`yWvD#9-R(zg3e4Hh zdMZI#FezARN|*mb=I>Mc7ZR7wEpZorBXRGq{)-;=Fa_Mn8HFXxHRz<@X>0GxJ`r7Y9Tg{cjL8SAhHR2Y1gBK z(gjgkR1d7Wz5Cz#mxLLN44^|zFa0;xhRHmSwyyKFjl4G98h0IrOyJcaWJ-Aois$BNkRP5MziB54H6 zp`w5#K=kPYuafq;=cIymP!5YRo|4Iow?%mMVvZTx78*@d43aUUwYIW$Gac2#K*wFEjh>2wu?zHiNB^eGzF=TJ0UfA6pTGB2!<0hdSf`eJ?;Z>;5NGfOJXq_+1IV^Im2u;qPnf+) zj?MDrT6(-Qjb<=s?l{gyfo8YDpxfxA2?{!xT>Y&vUi_?nX=|)GM`5ojTjbGKioF<} zY1}=Zo#Zn9SPCBEQ7QO9jNG$Gxk8nYh@tlG`qoF=n7_A-{+p3?H>|1E+7zNRDmWk4 zyUaaDAZeOzr;T_Asd2(N$fjt;=YUK&tHc(wjd(egWBO5`0_2>EwcGYT@P^a&pn#eZ zMX+@|dL~VQ0a(0BIMI8Z1pACuOM`0Mwc7~20NfF}?$kgJhxdgRnthX2j(v)*)7)#h zMgF-td~99A%6#oVMajzBm;!Om3#KsKGI{H>(H*8yf1sdxON_N|ma&m~WE!O-nbS7}W{Jqgxy3#!z5WGs0SC&0e z;$cok9w)D!-D5J$`d*W>zJFM9)>rNcol)*d&H73`*0?t$7lWQ>da=jvVzmAeD|T0g z6#Er6Cf8a|RVDZxUSnPu!%^~!{U{iGf$Dh>&%CPQSBvVka;(^M%;axlJq-&WXnLD4 z-~oDt2-RI7MvKjYb_!?C^K49A!|W_kjgJk8s|W~Z_EFx{U&JoZ{ox*_j#Mkk9Ca=> zdGAi1S@&xs?ch(S?h5vy6hMOY12RE|OPF){!CX})V;tjIQNtp$#_YP@|85$sXC%!mK)-1>=<*CC+>*V;yWHG)*eb~l{`=v`3l_TGNN-mG|2E`O1thIOQ6hH_#@1lf}c=4r~Bbe>qF)GilxA~ZwNT8dp-1f zEm|s(kVvhdm(s*klXC5A*^nH!9=K5eX?cG42IimfIFnZ;`Pu`X!pOv2qX}d~Xg@mMNPGE|@?Dx5 zyWtO*xQ?St1k(avK0Vg%w;Kp94qPcA>jqBmLey{DRcP;XgUX+Xim4ne+*D3C1gA=_ zXxRRIXconO2u7{_x6dQ4V5w0O!^VX%aoSkj#Gv zD4AU)1uYYN>~GG>ei>OkK}^kl5}@2y5_~kEZ+l1j__2Isz)-Tpm3@75U1OHXMh8VQ zgC+&otRRigILr78@o|*42)cVpw+qx|nbv14=zcy>HnnN0{rSLDQ!7+!*f&0*Du3W! zpVY2vt2D7xVTTmnsHMR?_yj90vy#gmLY-{C%-tMFVW_V_)0w{^#(l5m*tdznREwQ$ z#vt9PFVqLPf98G{7}jQJcS>&J>|9No2HjPb_dV`gM0^s7NUr)g$f@~RVAy~cpPsf% znc9eoWIdyv;8Zj#;n_LxuK}c$l9*KXOHA6P+O)-sq4Kvny`IBv3ea}596W;DEV0AJ zlzvZtzi@o>)s4@Y)1;~~2KjNW9VHC`+wD5LBA3<*3}->| zo&(q=7jXSWb5OXoB%6Jq)q;gmQa*Ud^b!zk4(N8RQRc51U@$kGq5}EMYRFJuKqCU) zB{gBaRd;qiib&Gyvz2!#=mJ^%FcY+HR*sVAD6fF5?zRwE&Fa|{=u!p$E(@->-ULEu z5Mw|{vtf1Ji7tRYjhXtt^Vv$%k~f-}J82cs>v{IPs?gjXvJ|f_wtlPGXp^? zu-lWaievLCD(#MDDJpunM`=(jK30co@@QZ`nVeO5se+7eNNF^MGeFy=l!KppAaig> z*Ro7)0rU3hI0co&jY^fwrF=7Y2WT{~`00p87iL#NRqD&Fl9X|zpoZPgh@G8Ff6Zov z@J?gsOHuiiG!HY+B&57x~%Ms67>q_P8Vy$p_ zbb1a)p_b0+)@*;vbSg+hI#%bfceBiC#Cm=Fg)H@IE_9t{fsC2vp!2k0_`tjh?^N_> zEd6KQc+|3A98#hEOQVZ?Sx;Z&V-INO*8uzPZfO6|c8BmJdC)9Ea1ivA?k;A746 z%I|+MEy0H93ljUmXKeFfa%yjbA1_|xd=sAy)!=Nq*|di3=Y^(*^X)q3xzq%)-=2Ws z#U5r{XzJ&YftDR~k-bb>(3}{!%uS^B^b<;IS5HmePQ8~#_h)gepIQ;eybF6}e4@7s z-`j3jv=wxh8R`nGgmsv^=aKm{Qh>tZ$aFNw_y>TKU28%5wX%YkTKB2{b+)|xe~uO;cb*4w zy5ro8!Y6B}=FK6kLkrb(XnEdQWUtn&)2}p5cw&rY`Wnsef}=8#@jrsGGKu8`;0>Zr zW>3M2t)JrVhTRQ}-OdJ=fb_Zf6g4sX{$)@oyV`upvJ}Iq zZ;V|nH@5$?IaxwGUk)sIToOr%U!VbXSNjkUaRH?*NFAmZ65UM9kGYZZqXpN2U)U%q z{Gbwn74kV7bx2g#FRgIb@_lYSm_dmYXW=%YH5fDC!QE=X`OLhNJ6JM)p)mWDx(Ei78V3{WrrOyT+`Ro#+~FfOi_w=muT^XTUAQBV4&1kpx`1 zme_|7!n`Zwp1j+OJvptOB*o?dBdts|&eTF@pQ%lD>Sk#Ej>oiDq&fI6Cx7K-y0d;3 zga?Xx$l$M1paV7zje2gpdK4||Z;^K~;kQ(7GQ+?yNY=)yX{hTpwXE)NAavTl)q$bz z^8y}c&6jFHcl0P_^_3Xu>stcJd5_}&@^?4-{^`Aw*Z07P2)q88XhREr_&OAJ>i~SM z8}&!VeO6^(OTz$~569V-hQSnQ93ow&r;~RW_|`d2%ZGdnq>sInl1okUu$>y#=v+x~ z#U1=uHLkbN14xSquuS=^tSW#ukzaAo?};TIr78F+?T6`pS0=Sa@D~^O1FOs`U+1>_ zq_x3N$NHGmPlB=t*<#qA1XD#w!m!3ZFVNJUApFMt_M}TIOV%wNHA%}||8M9B?qj@= zY8p#g8j8u^IGk`i0>$^_m23m)8S#MR!5V`9-T)U2qrJNQ7;YcHRE4fGYQXr6L}4h- zk~cqrp7tXWEKCIzjn|o0g?FY48=muE%}dN{+OxMKz$VUfXoVQ z6VaXOp_f#gYK>Mp2niw(i13iO<{TJ05{iD}J?RJA;bA4%h#2a|_ zk8Qm*JbXCzfZ|o*NU_(cPW_% z$XrK>lD=jfe$87+Q7#bN%h(Hic=F>z2>lMN{~N(_y049>ozg2N4XnbKRywf5a|q|_ zt?(E|IU9=MgE&*rR2o^*hiaV77S`v?J`0&cbA>sBO_BX+t&qCAdchV5d!fjqN}Zp@ zc_K|}wW4X+Vz4#}{aSz&q*;BG(OI9uIa*>J_A+$;xb=a|f-UZSrWCVob@w5+*~8vT z55z|VzVf)oHeZR7cuVnwNqyDsk_q_q*w!oYasBD2TPbs^OMd(*-@4u{@=!7;33J!m zUR136jj{N$EfV*8Du^`N5)CmI2W>HmuEZTqe*2VX;Ms)42Ol*7(1M_fu|hZQWB%y* z_MmY44a&%lu4fgZ@8Ee*sQS-(B8&gSrrWdm`ixqMp11z!cUtbtrb8K8T%HerEV%x*w7`2)aO{jGbS{rpPhyF;yAsrSEKK#TYiawY4XZtxqA<)OZ!m zhYK@8d z^1N(9#vshLI6Un67KJS_0;SD-drJ3OhDlxsC{7+5>!>rczZP+~ZAsozF<>g|fs$dqfD6Ml%F6x}OIrP0YL zrx|Q0JuQm%gQ6Cxfnj&C^kIoyTH>VzN^J@c`!0v=R0p+&(}*h4-F4B+L-T52@Cigsxfl9@~_Q=tEOuwdK z`IMZSfkuT5AF4c+eEwNaY2s*_Ig=ab3j56b3WR^thiMxgWU?h_jn4D$ozk14ykomM z?D3au8A^y0uC-|gQ^1CMRY8+*dgii-^il3E%b@RcCpKn49mspp?i>8-S;Wst!|bFL z;&-|+dk-#R80?&IOZPISd>o|jhSDVoeSt(ndpD)gP0YBK{AI0BlA$UU;3nFwq8KR{ z_&>{iPu=WMONi!p+!9cKos!>^SmXiyT?}%=HLg90S%sLr5`aZ~ZZqf**ZI>Xv(cEz z&ZXaAiOvDO=l>h0Mb?lkb!>h458w}R-Ebbox34)TV!4j?>2QFi6BLWvY$ z6g~>Y&g{X}k`BE$R1k4TDk@;@&y5Axay!=4BywQE$(Jc~CMcXhJ_bY96NZ)5`;enp z^nDTBN9j#Q%LWGB$1$%flD*Xnt1I$~CUnm;kZ5mxnxA&90 zWi9auTh_lG4l>K|A=JCVKt{|bEOVZp>Ql?(Au>8xAPS<^_aYD;FMte7M7jG?f$?(h z9~d7`(=qn8>PTJZk>$i@)n4c6FDEvr*4Ve;Re{tP914l~qU(T@pK* zPZ-P4LZGgAlaGTz$=w9YI#~ovd!N;%3d4|?Ci~tZT9k70xRL8enXyH&CwMEggN&}@ zC(~xs_rULEP4sLKM0#-i_rso2MgdQHxL=f>mgcUAMby=xw#gxJodN_4Xv$O2-qEZs zM1Rb}6$-wk%b>Yyc&KWCktZYOuIEk9&#_;c{eFkiixj;EW~nVitCaNk-7Jva>`AS$2KG5m4eV;5gr&ca1d`^DqH zt&?+}N2SXwZ3?PZ9SS@wjIMaN^;?T}>l>wkuIvyuGJ7$z2r*DVRCU3gBX|lOkbK!w zhOdVV{kMvEomoIVhwy1qLOh7|JIYoOZ((8?+4nI4zic>Y?X(K9k}c(IBoh0q2Z$#+ z7+uO~DMPDNdJtP`*Ea?W;S!u@Z^8k+9IDrn&8&MNNFtD3|7dxhBU%Wop+2U=Z3C9E z;Rp`5FST*7xgTg2w)Td(+C};UX2JQT51Hy4W-Zd-D~rSI&?)~eNdt*pX)H`B*H`e< zAox?ydxhU@OhHOo6{Q{LetQc`MH2ZQ-IgJ&xQazD*lGP_)ykE}` zH>8~Px2Rg4XDa++qo0XP&_4*`hD|VA)!8EMUol^-M*4cVxz~lLUL$cSWL$lC3(GH% zO%(`j)?S(dYHbM~BwTxI1lcc;kUZGD4oVJt!4oPzM+?=S15o>HG9^Ya`Cg9+Z)W9r z<|%T(>>kc9W^gT~k3_QL1yAPawCB9JV4m8qF+otkd$jT3ZM1P^4>A?hrhaBky5R?CA&H~&qb+4_Lq#K& zKT5VYgA}D{l22N|cK)Yuo344id>SZU?IUS5c0K9J^hKI_+%~odSiaF;^EN~~rTIql zs@qsOMy_cA$b<%_`8)f(>>s{zjOKt@qJDZ&#+r7QxwQc;381J!Pl&geb_>ajxir$J zAs{+sf0$+z_QX33cWtySn@nAM({CSRK9QHH1i5_z475ube+Ur%y6{tmzhr^VlYznQ z7<-9Y6Rvjlb&jB$yzCuLFSCli(d&-{+_uhM9}@VC6QVvvrbM%{oeL}Ro|@V5G!t?{ z1>1jOJBWQ3aMrG3yxf4HpZGzmM8Q9UQI4o+in`}9@gn8MUqw`Tk6*3jtkj|okN~ML z>b~e`RYA%Lut%^Pw7nP1lo)Oeg5KgK78P*)*N_Ni(4Td>&CgVZ!7y~;m66e8&GgsG zvE_u{0j=edg|#!i5<}H1Xt^vB+9NLop*u3<86H`ir6f-t_6%(K6&v2rZW*eg=xf=C zj+O`1GqF_5(kZiMK8=MT$pQeOgI9)h;Fydq2_-Lh$x}90tWQsi=~(0%g@g8JGcA;T2C0>9sP0I%T|lZf z+zg#L+#IgfFnfq;mAvB}VoLhVyWEp++V6A4^CE{S5&T2XA)O_^e+lbO)M_?pUG_fi zV|P&69`5;;OxQ&I?*GyC9q>_A>D%u)x6aI+xpzt`N#-Q91kyvV30;Z=2sH*WNhUBU zGa-}E0uCq^&{b@Vx)#9RMOqZzBmOs$HZz>Qf0nN7-O;P)B)*^E8?`Wm~Y{FK<64w~vL$0T;A zui7Sn_6~e`BiwFmzFo>U_6m)?>)~_MskTdQPny+SWCu?qVD#{SMvZzAsA5DUszTh% zLoVHK)CyooYhE^~CIjAyyv#tEy3z;sa&+C^?EF~tA(b)`mK8mh!8a*%)Z#vtQG7mg zZ8pjQBBM)w8#*YR9YC%1BN?BNYXa#v5PLdD|JmRxUF2r2^IQN67s2OeJ2SU30?%0`WY9n2@py>$WoSj^r)9XHXU4~SoE;?p zjGm7`K%JgzdNfsk-Vt2+ykoNRf=X|Bb6$AMOQ+ePaLR%dIzHWzaKGhpUS~*|OnSxR zTEXSVyh+AG~?!YGe+%Ff$Kd7H^2n6%!DeDPw@Yjr_?0bNdCwTt=7x!}* zOhMZ|?-oKSyeT}G(H{uBLQIXuy~Y2(JHz>i9PHm3*4ZQY>%qwBH<#|7nHr0x^ZrfZ zbk5P1SJFkX=*f+;i|$6#naVeUw6l^PD;0}CmYKe`w6LP+TGZsG4m*O6)x(sV~IbY{kC4h#=x-$?b0BUoMG=lCurMm*g+wO+%qkX zsahFZjPLvJt!S^T+`{3sL~~dL0-fGRLF@VVhU8CeNYB8vB-E&eQe5oj8(G5Mla8kL zB!%_wNlqoLIf*f`4hK%V;0oUWzo1QSN^jo6cJ*&d82PrjyI`yX$F=ZKmvfgK?9JwG z={5bres}h8ypYSzC+y8>>q&Z3F+80YDA=7`NC{D(DVqQe|6;6vb{!x20ZIfu8e3FS zPRju0@))zG-iQq7$fmROV8cGS+*}PD^bYy&e`f$DPxb|HeU#RPqOf1uC0bGzVcs++@f$xm6LY!eGszSC}mxDXad8%-8>JEiPEUru0h0j1v z5BU1^JsyI4Xsbn2;0e&%=d@No=JkmnCcRol_Xm1y3OpMlk%gK6U=f%oYkT3ij_zz6&(&s7ur$M+jJ;t;(V&~{ zvE7)$|Ip9Gm@g$$P5_sv!KBwoNzET!4kn~#H_sTVw%hG*U2Gp?dzn8}Nc?sv9F49* zu&*$0n`BU_lV8cIixB4bR}Dcf0jPPuAv`oEDHEwqe!WH&D($xTLt5f-v<5`iV3lOm=gE& zu5(mFEZ6h6VTG}EMxC{GyApdv$D~G9m|6wbYcCz5g3i!8?(S1j3<5S)KcztPUG8M! zO;>gT3LtGEP`GdlH2mF+jgv($!dTf5ueWKkNm%Erq%%rV1Pc+r(_~XUww>)9Nj}#t z9bs&yD@w7|!khu}w*d?SiI(RQ)OWh@+^I|w| zOSNDvG>6Nqr&dOXVZ>^KsG)AyaXfFZD>JE))S$%PW}`q?dzpgkUZ#L_H}m0F`z`VR zIMBS_&P23i2ofAf@EVe5Shg+cpWI{cb`R3gPO(}1#{$31V{IAlq+k4eFRR2Ad&VZ@ zfs6E>+0?I|nj}*WbL{g-K0|rJgPArmTT07SG8d`jnxaY%D3mQ{S(DVEkxkp2!3pEk z{IW>ZrgNOGA%{F$h#p9JfIh^tkfS6%Wzr)c(RRjl=Uu?inUqfeeng`^Oiot+#g&op zt}Dnk-zA@P86POty-TV^=8L=@aWiy9j(VPSUFYU?#eFRR@ms#j0Sv(pr-PF+GD9>H zEp*nN8UsD zS^r$KP+@Pu)4AiYs@KPc3`gzF1j+eM*( z@17_cs=;U&z?I?S@4B4rU`n7#NvvDwLvy}5zl&Xo%)D#d1wQs z7NHg;LvEAUF-!Dz90w8f`!wg*WX@AuBT$01I4=OLRWW&sA7~UzL)XW@M6!pAru+O& zlquZ~=*}5d*QyzpP0kF??{SWzm$j#`=6}xW)`X{Yhw7m=eJ4A4^E<9_+4)Oje;5E+ z%KibDq+lN#6pRqN)juxz>pQrKS~JW0%8OskpcYb#Nd3g8yypZHs zy4(zo4LWi_FE$sNPVp#zKOcoMAEfYeydVK;1gTORW9YQoneHegvy)W^ocEKrB3GBc zu*|hA%@SXbuVSu`eV%DWjx!;;3Nz?4&Xr_dD>=Ofua&f3KwQl6 zn1LT44`usBAM!X4-&1_}z?OURXrpX?$Yg*x_#maU?SO#Gt2nZCsl!|Dru@VAXoNqF z@kw!RzQi2T%M8*Cwu?AS1OJj{zRqOxE{r=5vB5s^G}E48YN6Nl5=-d&Br`C)0>7=p znLaE9NEyv8@3U1@7&&aYS4ywEdWbU8BTsO!QlpRyXd8gvIxT?c+@vM;#LAQ z7vEnQfEj!tNmmarugo*dKaw`4Sj>KqoYxYoMdWhO6&g5P%>GPOzm=2&ba!80!j8zb zg=Wnqn$@P*e-*;;y$P>o7PSAS5wR9xw$#m)GWh{z^V zbAxF5Rd8TugOdMOQsDN4!3%Xl>_qfp!k84(!YcC4;#a(%c5DX-^^)riEw-h^3{a;x^e`&-J_H;F7!K za$`5q0a@&3>11u#2gd@bqCVc$<5$PX38|6~jG=~&Rfrp$u{8|S;v>p5(DQOx?zj#+O0P)MgOAfS3N_!Fm0)ptXUP?ECp+-KEdp==7@U_H}f!~L*r z2JpJEi#wZ`-pS2hofVEp8MX13VmRwFVJ(9)IvRh#0cd8QD$QVl9s$e|0g1ey$TC$$ zl$}jviAY*wG=-|e8a;NcO(L?Vc`bQi01N;a9e!|c5$@7$`zfZt;-*M+jU&m9xhfOr za!VX^hV0lvdKx#+kViOh4KpDVyv|;kW`$Zpok*R7{pI&seyC%N(|^ivhj*UewXD7p zo|VOP!im;wVqaecbgISpe@VrbEoF<=cK6g*R_ipLON+SsOI?3PZK{pfqO0fCzSPQ5 zU$ur>`x3K@5fps~*C!F>q~ai^L$Kq~_*C0gpuB2J!(M}G9gcI|!^G@oh>9trd=;t* zNMoG*2^w8$xxUBJ<8v$WSf)Z;KFOuz$uNch4PPAOzvnWDL^rc`+*jZd-Nw>D->$%x ze}<-1VFiD4yatE*LG(RSdNhi%nqt)Jvlw5?tSXPKzb@~aU3?$YCQ9HE*5db-#j^>O z5>?{dBwOCcc=~TzmE6H-nPmNbnPjt2Z)03_HsMT&@-2Vy_7`H&l6%~)OEeq(8%rz% zk_uJfv`r(c93dyuVB%6S*CrFJJ?Ue0%;nv3okTNr^?g@4e$-G3#t*uPWs?mbwF{#oa26!V!g};MkCqHyOV@4a@PiLoWJ& zyyb%=-p&#NM_Rr`bU^aEpV8Nu{894N$0T_UO)f94m_yk^D;nldbH9_-D0%nK!U8TpK3ElV%Wx3!aJZEZFWv9z(z1Zt=1*9`oN3!GtSFyeW!mh&C(0s1^z?H)n z%E`_6HQ`aMi#)1yl{O^S^@2{Hf!U?I&=a)!Y(1{w&+NX#=k40gu{cnRR6PO4=;!7Q z-#jVqGnWCo>?JTS`9_63A!~C7_XcMds2hT(Pn z1I*RH%@(F=jZAStryuKjUE#o1>mOy+pghN+gL~9gWTlw^q1ls6t0gCRET|~H2=ZqX z95b&|2|MH_%1nsokikXH=NT^+)vGESiiZo#9oW2d{hHt;Oh^JI{#XMFT+81a1fD>; zNrTL;euySCUxjB*+Vm4-9&$#UQ^x*t!)hd1^B6#J&H*4F~ zroK)*P@SF99Q;3evvK!-$>AlR-PoL`@I#pk(L$Dry_WkE2w$kIzVlxWk`P|@nS*jp zdpS)SPQGZ1lY7wAt<6v$^^HQVYj*}Ok${}hQyiz>{81)(9^74J?nX^_CdV%X+~e#_ zrHBQpcF62^7F(U=G8jJjhKy}kPyu;#Y+O#>jXQM{Zq2lroEr&0qpYf72^ez&D1Ssl z9ar{J*2ujiA5-Zm@^@(G>-;_z+>jI>yVB=hm?__Cz%~zV&%Ovsu*;Z{Ich0oj=qeI z8`Dty6$Qrj61$A0ZoO^nZZw1TL=4t6l|N<)jP>sb-RXbyR(5E&GijXcYLH;)3qw|!ekZH==5DIQ`KxlsU-`Q2C{W~qJ}Hgd(jdm= zeH;Rq4LB~I=r@QP3Fzqh++E_-S+S0mnvRa_ewPcm$ox{GkXVirwrqu9FmL+~RZ-DE zv3wi1mQAOMnc<#J#v$WfF%+&9`Er)+@g48E%HYUC`H2VuyHmxmuvjCrp_$G?_#_GY6*_G(%8je{KjW!8YYFRoa5iOA>QV;o+9z{RPQFdxsttjIUD%d{Y)bytG zcRL$ASe|cz9(ZYwS$*)=RH{J@mUeV+YV-h(+m#PmaUO|qc3CDMbvtlk#Jb>gIVhwY5%Q~;&Jm zqNt>2O#*Zc7^|g#kSNqKb{;YcFLX-(?<5$!83yR~P6Q2eIm!~${KX;_58ft9AgC36 zbb{HdkR6cQ*M={4qG%=cd@@Tw;Q!x2xQzn|;DBo&GQ>+uH&Ct3z3jwIdKLXB-@;t&U^0?+IX=P@_pQTi|1WktGX$#1YMj>p&Z|y=lc^yA@M7egWA#3bzGb+i zA{A=hpK0!zgII^l*cq67oC=}u&1?ZY&j6*D&BH_@Rt8-|e9d9DEtPkkz|>(8JyG^w zdFLu`>d!kr%rMsBUk7YAvU_b5VIg$Pzts@QVcNilb;EmV$keifR6{R1NZ#IGZoekKbU7vu{*dljJ)+#cA4@llgF_c0>@&}WGtr> zfl!>_^0ZVT3Sk1AGYSyYz|xJmaOY#Lx#XG7)UE{APGvf}t=br`lKu{?l#BOuP;z6p z@*DpXIeoqY=ytlDWqv0$fuw{u^MTwLLn~7e(qN8O5z<=1UBIQs@p90EmXW`^8jwQM z#6!)#doqWokhRNjyZ zqgH-U-S5es-AtKDu8&mDFoJxEe?kK)i>W~NYwkzsyx)SrKL(YFnGdr(^&v(VqUx`w z4{GG>}OTaew6s2lS_G0<%v0ox_~O(zV6p@-Pp)7q?=-*H;PhXEkHk zCvIdq{vSX~9)#O2UebAzDO6|vhYq2lELo5Wq8_a3m5xc3PbNQ-`Ll{PhLAgr{2lXK zmN5(2)Z&;tTO58!9F=4E1&W(@Wf_d}f=cn2tiLT&Ci$x}NqSRuJ`5sxD#N(F60BusHL|QLA?d<0c6lnm8pPf%O~E{VBGESveI{3C+fTe|Iw5Fk z1Roz+)mO=`DH=n-;zpJ+9tU+5yhUVGbJCf~g5#iknm?1p=F?U?#b*HFk{V{GjShm(H4?O(P>6~@rB**2liETb62iiDC>Sv%$=c;L#2J0~}KZb#gz zVH?SP#dCrH%Qm4V?Ptk^TQ=$PQBPHtVWbyr}ozs99lu3ci;%1*HYgM!5O$OUV;&;9br;CLKFs5zXc@omJ8nhT=1=UZZq zOFFTAMe%BBbHIHw?O@?D>}z6$h*lIGQE|zw$}ButSzuzS<-iWkrk|9O|KjPThQ@zn z8JToRsAF}w33>o+JR2fBuQaP@(p8@p9Ou*W2-9zm<`lQN-?38>=pKeoakrgpVZvb2 zyqBfXA29F3h?7kgEdrDp)-3aLXm6_IjN%SzS*6m?W^EL^QcFlxRLk5$zT^d8!2JHW zG&Kfq2+Xaad4^C0a@|h&*WX1Kr2rS3diT6r%Aq|e|3+}G#oAj+u!iHbHc->Bx?io5Vk*0Y359n*MXLKiR8^OC1w=3!KI}{Hl1If?6bmb&JnPxZ>+f}P&X_~xWLngfn z+c5Y;N8;OHhDWRVj%;7qyp=hql%)6lU-2W`$4x8&`A{6$F|p+HtADq$j4Myj8NUg# z{wQw~0;lDkRV@?!u!N~iSwb9S)4H+!U%@gvu4GIwx=1BZTs8*i7LBLT;5rm8+Y7Jc zX*R$fxl7|~v_|ONBhkpcpbwF8Kj*V3dDmAMd)|$!nKEYsv*A^3JE|+&=qL>5{=boQ zOfy=E=Suu^?vHG7HMWB59$UYcHQGFuaC9GajYG{;B2KxO;bwxp`I=aeRf5qA&C)SW zzv`7OqNtAJy#7IB0S5^t50~GAYo8q|4U5;7-rDA#d33K3GvELMy>Tx>{Jfk6~4l-QsRFwXon1X%5KKdb3JX)HpdrEyfYZYHV$GF+HLk*a@!2UKRN)ZzjU46 zl|o0lx^KrVhh!(lWj2X@q4#@9&WvH$9PbQaeVBt(!|=LWkP$h<$V=4L#b9s?b#%p; zqS8jbpsMQ?T^_FKhxOpR!+I4-oSxIg4g5lFLCW=NS$Z|9oOx4~DaAOIP9G?4>;gx5 zxTR#bXF=E&m}fe1wOU#B(uw5T;`eD#Gz~K^vRm^Wyt=N}=~ie#^hG^bS-KK8>*^v) zn`@F^vL`Bc!8Aa4*waodFRa3YpuHazElvYwf0wDfLU|MKC3ZD=*L-11Q+`fkSCQ-` z`qVuJqy3?5sPI3i%fFKPm>!&rmki?mA>HZygPP^|h!)H%?pafOE0Wv|3NZ5ycn1GK ziK+8YXFrezc`ofV=qkOo2MbEqRk{#;UmCR6{&Qt<*Is>)5I-97KHa>J=_b}74lk-- z&^V>z8#faHLTRRqEeDzHCpvMtTf3dC*;(|Aep`1h_rarWXb;Q+nQCb-Sw=8$wJznvt*;W~vo`=}a6*nTc1s6DN{@|(x!kK*i2Ukym{+cZ{4xq0JuCqO>`c-y5HNQc;VpMeZ#DC>m z#d;*709N|5TGbqizGrDK`{X|4P>YrUz6~>|)&}ikSEteCZYev>F8w=aP-+&I1Mdor zT~6u1bG4mNE{b)Lki8?p`UbqC@Loei6LI+74p3^F!aeK5i_^;Cv$#ZIpb8%&v7zD( zqPdj6q0&iwH>M@ov@WH&7!;7w8OzO)9suTC29qi_0u4tEGnbPpf9&Av)94(%3H5qM zsQD6id3SHe7>^Y@x17%dsmz$DLJgNRIWy zD_~fgNgbJVxpH6&EV25nIaht8utOONbg3B}PFHX;&*Iwa%o3m2>;vlbo5>r0aup^1 zN$e9W%}-{q!5lV=7=J*cS&}8gZ6ZWYvxE;WhX=q_zQVd#D|^Onn0~`}Uv$aKxE_+t zT(eSI#rLBu{yf zW|W4yE(pA`f81}*0YKs^h4BTy$>YCgMo6yrX=V5;uH*vge!voQZ z&%82+C#0FN?zl)U{uPm$kUAmuq3;(Pv*TZp`$r8~P{H~Nmd<3|iST7iZ-N6&3<=D? zD}(3YYRwzNDj*2mMDi?%Fm!B+0gvT^Wvlv`Y>v?LSS^|Vkew5rR~+luF|6QguxhVa zRfX3Gzvoeb(+tfk{=Rv#E+vd^EPs74&iE^7pJ^cFY;DG8vB!qMzj|WJnD!c_9$rv% z?Ll_j=ceuUGdnNT232b`BvK#i0+Jta9_Og@|Hs)Vj;hDi|Mhs=n{_n4g4iWM1`??U zd@!rP177Cp>OZgbZS1&&MQu(0!EZ?&a`UR)YR_*UgJ$9&MYruWTy4vH{%DUKFkuRc`s%0>qf&ors`4Yxsl(0##Tw>YbIC+wDMJr?R)WDJ68*cqB!n+>RSPT% zPbyaIUY1%E?qQ2ki$W83WijwRj=NEE;O=(_oYeM`ig6R0SG5ms7VQGJrnr~(;45}5 ziw1jJgb#>!VLUIV?0@9J3tXL6h4 zl`G#3wrMv?KU6f)YKA_g7j6ckSu|(U8KMn+97vELXz!7xHDTFYi5oGg+soz~dT`tu zdJe9F`Ks=$dfbV1GlWCH482cLepZ~nkY5age*`j)3MS(XIg|0!iR)$PlCroQCN_rc zv;F97HfXe`Rq3rmsUC{Qb`o`{$9c2OvQ0H4(Dwo3iWJKIL*73kJQni>fj3X}J);z#-zixrpxx!y{q3VTs#uS3`!?%a(Q` z{44$}EbCg!Nx7au?}3J5kxqwYR;nRFDTE;g<{FC$dd;S&O;YZ;UzLlJzi=a%z_$2> z1``Z~IHf$%tHz5OPx(qwi4$UslrcZKVWB@^w|Wtm9lbM01eodf14NJ)#e!|5;5&N=%~^HnT7 z#^sRCmgw?>tQ^FN0#yn4xKG++n;_tQYU1JonQdX!cILsS+Bd%B&IU*Rvd?sT0=h}X z;+zc&Jw(x?H5`x6It0_^49lKbgD*@A8p;&7U~P z+nCRDS|mLIN6ORE;oIs)l*d7hN!eE9488{oLb#+SRuYTeZWMHP&*Y139;Ue0CCy`g zF`Ki223v_requ^xr< z=MwEwGsSIL?)h9#{80ygU$~4H+1IwSHbEf?K|l) zU<}>A6|3u%1t?Zy(M*S0N6K?-Xk0ACI`oJ;tsMTTsCf@b_^X{X8JpHE?hNxIvg^%v zAkImgEI5x6iv|c02)o@`ASYz>0Uy{hf?U~bSgad>Xfx2iP42;kmaz+G-@jH?*D|$J z4o>crb5#^l5!q?|DI%+|@*Kt45FhD2cDrZyzYED*JwuLd-7d4st)KuKBweha3^9>g z330a1t|XUu&B;97C#t!QVACYAS!7P-S@cIky^3&l8#k<~z?&_iiVdsm0{Kc4#*x0r zQk~7>NCh!Vna3yIG_@`}0>Ek3^1*418@!I?TE3;X0s6-&W-dB|(hxh6ja?R~#L z#+k@nsh1$KAhD$(les5=-SwR0>w~NAmYKw^lK5+0`HUGNsd*+((ZEMz`&4yuoMY?Ig9v)8o{4|9vi^o>PzGmlL`spDmE zJ$V|{Xjf24T;^3DmV*-?mUHDcG9Q$kqmH;8u=C%g)|t` zQ9=v$d>csji<<)aQ4%5{VEuLhPp6k<|Gdw5TK(<-6~Ua5=}nZj<*tA-mY{UcGOyr; z+@E3Y4_v+VH@NK?gZ?1Pf65pf6`wFZl1rU3U6$dS`jLx9WJ-lxD}|6+~U>FAxP`UFvpNY5wEfco399sw5kBl_GMZd zOQeEObVC-KDA7Ku1U3fp#<4_(bPZ9q;jUmqpSZ7sRX5oqHao6F{U?U2q};{`7F2gJ z^)h`I4x*p#zR2WXGC*EU{YXo`pGLv4!Q{1KR7pHil+lP`S5HY(S8hRcbs#miv%NMHh=Oil#(j2>Z+JX#DCl#u z2x^t#WHlAAZR>$Htr3N5dfWv|i~M}h;fLl^O*2Z(9Aj4(N-}7jLmkI628K6m^WWW7 zvOWX^+s>!Cmd>>Gez5I|AC#8HAS@R*C5RWX{CLlkZaM?WY1#Qb>vy_qv8p%q)@0M` zyk~yXx(Jf9Zo~JHjzP?1&koxt5=^7+1^xw*D0~~wvkqYKLFfs-PZaJWU(s0-RKDyo zAEZNkKl=Vb9(s`h+{$s&$2=?i5CtRWO1cA7M?|slgB(*pXldf%%RNiQ(us#Jb@{aA zn*ON6>>FIE%#-M0$F89#agI>Cmp_xcwZF-)uNyv~90ZdbTGW8;!&AqA|D|wfTThr`49gmn?i^RwX1A za&7^Foq(}cN?jPkM}WZ9$w9H4h!4-Cc7-PSl`w@Oqf$Yh(=*gj_};R#Mr`8fj;F#P z4+cB;`YYfGp1`!NpXajF&#nhq3T;;MZI_Xo7;IFs2iW6i-lo>U;s?#=ylgSLzPYo< znr3&<52uUfPQj*zaO(e5$RL@k^7Z%3FXqYPvaat3%TG4W*@530=cV-4e>cwV?Ko?J ztGRY1sn_$Z)hB1qG^s;AUS3(syhz$Pc6s`(fMc7AkCx6mD z9D7(|AJ7aJYa%2F)!IoYryTT1V<@@CFmn6_obG0N12tkG4EW@J`a(&5_OnZjaND_% z|99^^$o#*1XD_coWfpFfk|*$%11iKY@h9!STjv`jejWKs9+Q#<=!Xld?N-K+*4yR| zm?Y>7lmC{VJo5Xh)w~KpS$1z{V?D{2enEaiwVCDiaeWuhS+t9ruNwK7xzg*#*UFZ< zSSl;1&IWu!z4fa%!JL*?+xa=mr9CH8?ZxU%+c>S3oJn@{e^y+zR3Lg5&|{*|_JSAf zQF!c2@-(~f%AwgsrIsfF!g^ZbPThfaj`rU*jaxxY1F>kTrojXZU=$YJ>zEba?ZtBQEQgDqNLTc3=G(AR z38kvMFxI3YgxcnBEb$W9Rdq3lWkEZMt$%~0?=a5_q3_70!Vsp#-eM?qv$*30?s}K$ zFY@7aWep018wISLOAm57%(rd=t+hEk4S~u#n!~9!t|4w%J%R>`mVEHNY}Mgb+tOkDNiD}&`hh})aE?aCI~`X}#TBX#fu+%uS`AXGRIaxF zw*>+3^r3~`t4d}eHQ#cNL(PWs892c)kdv|O9*2(VIM2~R>iwKM$L?VcRAt4?Rph{E zc$B-G(I$nCXn`|+>rfGlHH&X+D;{Y>d0;5KW17H*d5&m}^m?ur2|An$!!yAiR(Z0)y~8FbJOj zRg|*eUB$Wl4bfea`~%57YzoLO#ZPE33Ji+%%*oaP;5*=QZeVNr`JSg_z#eP>JDU;A z!IHZyBO`IZRGw9Umz*3go}7Vq10XdQ>|n`MTwTXTs7Gb1 z_#lkmBR{J{LeV{z{1(w5m%nvty6vem82#$IX}dsnNXf#AzeBNOc;jgv+;kmZ8rpc1 zdK1<}GzA(%j@&rvvRg>x7N*g(rt;t`?0N3be zpETCzUHox2=}fL6K9C^uxRYH150Rc!g%IcdLY;(dde|6U7eSkiXJVIRMaJeN=spL* z3BXM+*}m*4;+G7e#}uJS1L4E%l}S#Q9VKS>N{oQ47lARu&I9Cm^4re zF_4h7pUu(OQ3g|;ZOyapYLo9Wv46a5TUtVU2%d1Wh+h!s!jg4Lt5~<3$rtBjii>jq z`$gli=PcGBOINymkuIqVpBVs5PfoxJpOr7xs4in_M;TJ+%b z7CjH#Dzj5}iW73ah@cPVydASWW}KgsHYgG; z%h#?_zyi^G05-vg>fQ&?w?86kA+*0jV*VWt0~q#H!3~RwHG3 zH#4_T9ve^Q89*g|&hR9Q(v1O$&C<|aawCU%cnA-0=x-(~llt?ayfm~}thLl96>s-e zIE+ThX&{(Vg)bws8(OS37}d6krlp0nM3KJ8gvrRKnfn*^L$5W68+bfx5#}%(BM)X7 z_h`IPr%y9aiYbc&@|%|9b)7K(Pdp2o!9POQ2#Qxz#d8FF#~y%%DhE*(UW8$J6HJ?m zJA&p{l0A7|2oj$mo2gJrldviYthsMaWIL=H}h$V1F}*_rjqcba`N(1eC8FS+DJ zsTeDZe8o3q%LQKJ7XF?Ht%~6E9=>iBPQt2dxo_2^B6BZCXOCRb>o~aNowvyB5Yf}% zP>UidIVsb~N!*reeokgi`*E6tPjD5AjZRUfpMiB%0C6rl+b2IEd+YHw8$bjgX)l=v zs93&+>#fY(!=08m3zdk2mU_LSvuIWvW8!ft+&5GBfW<4ICvp-4V{Qm*1osgr<`-Pv zlSxK_@cVlHYC3wMd|`Ax^KXFy$sn-l zVTy!%-BvuV44S_qsnIqHiHmj*{0zqxjk95(SBB#!x4%YK`*It+pnG%3Kb%i+7qp7Q z(mjA)+l%8kS3L~_Kjm9{*WokAdxf6+Eo;J8dhwNY4V|mj^@#D;22PmCv$F8mbrsv% zsAF40Hx`4X*C5>5o5b#8Cmg?3qqcEg>SL#_QtESGDR8#WPyq%J1L>sp5uH@pn9zZbPeBx#C>^+75S4}`jn%( zIC;<3*|k}q=l&G;_+|GA2@5jz<`np7gP)))FG0bC-3-x+aj}piRx_z-=GsXCQH2Ka;jJ6vt(@!rss53{1@J*=q$r_dj#? zl5T}^IomCe(pr)0n;4-*a03Ixjr(NPqj?r9TWIWYIs-D^lI<;bYg%h4bFDw*Ycu>3BgN?vy- ztLu(D%P*>nVR?x3Y?^nW`glF~8ht0n7}Ge-QmRpI$Ddc0L~DkDST+tbtnuU%?Gk@g z;^5;smC9xjds~6c*!n|WK30O--GATPjJ+L`H2SBqD;$BD zz`9UJ?*mFDB&8Oy!&*i>8Obq*B)rAD-RfiyL=H8eG`Fr)Yg;=)>)>}B1_cziK_!)g z)iO)(5Am6(vD0)3JkzIHez|ZvF0$KZlpCwV*|uKe8#yG_hq|L6=OU%dPP##0!ew+8 z+;i=sDE^YC1~C<}{B*U(E>@D#Lzf+{ zEHZJOibr7|c6%BaxQ*s27R+$|p4i0zH`%a(Pu%x0!wjmeH{Np#@;wmf0yiv;-HCI* zRzHf0%pRP88IJi#^M{U;sU<%-7ufb}$St61;WMNYdDrNzE?H7 z84n2nG|lagaI4wpq`h1;Zv@J;kDM>_wRkiT<0$|XjdSMD2!HM13tWxsLd|gP8%wp& z)ike}=|l<72GLX;Mre#{LCOFeB~Wav3(=e~N)YYv?%RO-;}@mEjcV*cQVQI>osR3t ziFv5ki&ar1G7QEIU*QQA_69}o5(u_{oqaX4$Pp(%XX!AyBE6Lw@o76F@iWu-zg#MW z-v5y3Z&H3Fibb)SSv?NDyC0|3b+)0rF6kvo@YE8eQhG<)3QQyUOP(PT2L@mt zY!=aveHeydXO4BHQyUhJN`VAtD&v9PIxK3rYnbdo6frp823d*;Vdq+mz(LS# z5eTHj55*RPbt4`@cP_ve#mQXT8;)MBR0C>=KF{eO?d-4jINTM#ScmD!djJk>i@}qgf@3)?mgVd9n_#D6(=edM z=+%+@t>`nPV8aZl+aESK0aY3*tC;Cl9iUQd%;B)3R1WJ8rJ zhmrhx2I`$e{Bd2`GbA0GM!BIly z{@W$c=1{K4p~?cUulF@C0-7_^XJmId^`riVK1II5D_x^j;Wx>MZ- zAr=cc9k-58&X2`Mr_oqbPwpr%h9%0UgoNw0qK`No(D(d^3oq&82`ZAK^ZWC=;+Rqc6?b5-+R!C@ z6isJmr-OI6pj@FHIo0-XwMnU7AMTjl5e8T*KFaVs07YGVH+#=EJAlyuDr3yEJHCbW zr{dkn-tL}tnII&v*_jMR=sI&6nc$x?HG|Ids&iac*A74JmFQy# zur+BvSK7#m+@6vAWuQ@*c!FD}%*-rDD|}n_-F>S!AW#Tv!s<Q~8Z0k~b=haamlYXkCWHs}mL-%A!=KKs{A{V%a; z(*?q{n>=T0^c*J$k*OCug3~W{q#Cdt4yX6C z9S&D=>tG{m{w9ZfbDoiJV7b?~Gp9$&5K|~$h=T!46irKVX4&QM<9VJMR#w0IYSaU- z;cU@0kX}j%%T3(_XUBclQG1o zPIRq+il<1F9%oP7w;1;;2=u4e#ayVlf)3TMUKN47ClwHKj$2*9PcV>MJrW=%vJ09Mq*hHaK#ct(PZHlk;l@_{Q|%;ENc zXKJeC0o42vGoFyx!;CKW0M~Rb0T&WqK52IZWL7j!WW$#&pU76EEQbbxF8QDPp~QCd ztAK+YqmkB3oYj(Z*&dK907+qGjwN_GjI)~M#Qxq$d<~j?8>9J|cEi>c*9xPGeWYAN z=i5UYd!}%d(fhPDiVAE^Q>=RnuoC8cgc-lUfe~db9_H}3z`ab8c38Qk%KGzxg?G~%uNTU>vesS`^E3k~FfOUa@_5G!zEy8)P7CzWG`_$Olv z`KzGC{F{@~d>3gCOL@LaB>gEVXW3JdsdHL$**JB16y;Q4Bh06?4ybF(O-ugBz zUqmXE0wF%6Y8yA-$ER#S$9SQnWYLsDEV;Ur-y3~T31N=_4gDzl+D30sr`a%N2c~u~ zm9vWC2DM5w+8=Ldnds+;E@JX`BoEOLwW{%@E`qDd=?Vg|KMNgex1D;3ETQWagRzPPM!bXHe>mime zR&^69$5qmD0MzE7?)9>`HIQDvUaMdT$keq6lcHRpO%NuErVG4X}JKX7af$#OBP30 zsny|@`p_?;vkaITb4T3cpF8%XoLy0EuM2-fcY`w( zJsDuRK$AYj;Uj~(7NTv1o{|-X-Mc;&CfWgJut;7t+!&O9tJA9ABhh0_eZ%ms8$?4y zcrXgdZq*z9J9PqzPrg6g7-3!HP@jTtch{Agq8s#rnjBUP9AlH=FYu66aDzIqH@?W) z_iy4%sF-SiI(AMZ_D?4}V1x?hgE!T+!&x0K5WT-T*=%*Km=Qz99864rmz|Y$@r2Fb zCT^b8Q2L5d-4u(*UN8_>)9wPNYNkVUi#sKxekliR1QO3EnxmEqnpqwaGrSrK!22Bw zm&771;wMa6|3Gw&f@U}VwF4oe@Lsi zMC0BZ{=iv2qqlpnR4t}&2)*J=k3Z%1yag5ibMD~M3#4*zIJ9jN%~1-jmom`GumUJP zIep`riY2vPy@7d)7X*@blo%P|DFpyO7qWq+0{e7fh}lIvmZ9$RxG(gm%0Fj(F^B#h zD6h1Zl=B#{NQmCp2R1oA{FOenv#V$0Xz~`KJwasU<9wH0_ou`_T&qOeyxsO!Ne(SF z#2l-20!_C?Ko=9gNxSDHH4CQfVlt~j<2c3zA(8nG`SY7g=SsYWNLQ2`)tHtt+i`A} z&Q0m6kY*T4URH`VRN}tO&{&=;;K>J~i&GxX0rm1pd?cWbH1ZevDOfa>KjU}KV>FE` zcNvDn&4H4Jd}nBI9lI5NkXa3vF(oVDjmr{11lnnNW2YK5-RR>t``7{5FFxfQ3+7f* zSHk>0F4_z}lc-b~(o-p*N4Qk|5DT9@WI$htp`Z9p#zIgA_M!5)z}z0)NVhHHSm}>r zk4)B=QQW z%ox}cdoUB31d015x#=sFzEnXj2!S0QRN2=|x}Hq~4-S(_`D)lP;u(W zZ|KTy25~SDUAjQ^j?d;*Xoc@(Y=vJP&+0-TuU_?GUiq=DSMSTj=T|{j*Jza&^Uh{v zL1FuZ@}g-vpOl8*PAX3}l^ec9J!fA8=yhcmPFgfY;Nq9(OM`>_JWe;HuNSGz z@aB(+_c8N5OilJ{>Eb;a)DwG{tnf`HJ4fROs1l$01%M62wi8>V%IzL>3Fq?X;tF&5qx7{P0-~ddzo_#M{j`fs!Cv38p3yj*0S9~^ zlARSs$#{Be5dFnsr{s9Pl<8tW9U*m^W;^LDCgr9aJ0-SS3r?D7KZW5I|6V*MkiMYt}It3d2w_6IQXKTWT?^@ zp6Kv+?k2T@2WM3991pn8W4UwkmCOMIhyQMX3I=c`ONUn>8^Lk}%C4yc%u#Ht`jTNz zW(*S6;BrVjOk})G0klvRWD8S6=Z6e+L^d1j(?8B+yR<1AP=CO57}SK*NJU=73|B5g z@qtvs!iyC7FP=%BPTHG6<`EvNYow%Pa`YcS z=1e!fXWr5_9}<_XrkiuXB!TtM2;C=OVT`)vp3~2ib7m$zfjLPi34}C?6oG_LL@6Oui6NOJlQ1NigiI2M zfD^!iow6Fc*s+71#Z?qt-9@pitFF2h)?NYYy1V*a&ji$cfA9N!-yaDnWXdVebKlo} z6_C~b>5jr2s{iNFplfc=tyqF-(GbcJTNMT?^s{0&>LZk|vZKHO;e)=Au!ukBNh;o8 z2YaA-+JSo5e?%r+J#qV|>%FdWRUBK6NE>(7w< zli_z(P@qsJHX7Z%Kyd2g;Uj~E2D$}cSS-Nb8f@JLJooL~>clK$514zIOyOe%^@2%X z*gE(>aPOF;V=0M!6QEWObGp+>zKbd`?`?GUpE2-wL+MC<)XN^HZ#oh@eZ%hhylErVv)@dbaxbjQ=Yy{mCXYT6JuC zQ9Bg=Ylz-r*n1l@y;{Eu{O*Q1(oyzHf*ziy7mKb!b%|7s*f=kYrxqq=spk`WMzEk3 zVUpU81-JJx-0G3$ac~&!?s}c!xHjWPjm+lqV`#k55oD1T<8+0@=R^3GcQ44z@%#A3 zuxL!tBc166>?=z4ZyC*?8et#gyPD-XX;U;$2B}-L;Pfq8rsq_$F44@%FZqoUs;f>6 z5~j-fD{|sGTE=l5ozB^B^yi@#u6zn-84yI<} zdiophb8s<QVc%h^Y;qY)@$f)LpjRh}kzM13#eh#>K2@B!V8K~-Gc$%||a$eZ@d)euP!-LG8 zSF&H&+>hKFx#)$>W91Q;56R(yHuWbTNS@Ycnb=#DSx}HjC>bGVrK5=sIt4Nt^1{YE z*?D2}At@NjkVyTh&s%zNR8t}reb5P